Repository: deeptools/deepTools
Branch: master
Commit: ea0f68bb4a15
Files: 325
Total size: 7.9 MB
Directory structure:
gitextract_fn4npz16/
├── .github/
│ ├── CONTRIBUTING.md
│ ├── ISSUE_TEMPLATE.md
│ ├── PULL_REQUEST_TEMPLATE.md
│ └── workflows/
│ ├── planemo.yml
│ ├── pypi.yml
│ └── test.yml
├── .gitignore
├── .planemo.sh
├── .readthedocs.yaml
├── CHANGES.txt
├── LICENSE.txt
├── MANIFEST.in
├── README.md
├── README.rst
├── deeptools/
│ ├── SES_scaleFactor.py
│ ├── __init__.py
│ ├── alignmentSieve.py
│ ├── bamCompare.py
│ ├── bamCoverage.py
│ ├── bamHandler.py
│ ├── bamPEFragmentSize.py
│ ├── bigwigAverage.py
│ ├── bigwigCompare.py
│ ├── cm.py
│ ├── computeGCBias.py
│ ├── computeMatrix.py
│ ├── computeMatrixOperations.py
│ ├── correctGCBias.py
│ ├── correlation.py
│ ├── correlation_heatmap.py
│ ├── countReadsPerBin.py
│ ├── deeptools_list_tools.py
│ ├── estimateReadFiltering.py
│ ├── estimateScaleFactor.py
│ ├── getFragmentAndReadSize.py
│ ├── getRatio.py
│ ├── getScaleFactor.py
│ ├── getScorePerBigWigBin.py
│ ├── heatmapper.py
│ ├── heatmapper_utilities.py
│ ├── mapReduce.py
│ ├── misc.py
│ ├── multiBamSummary.py
│ ├── multiBigwigSummary.py
│ ├── parserCommon.py
│ ├── plotCorrelation.py
│ ├── plotCoverage.py
│ ├── plotEnrichment.py
│ ├── plotFingerprint.py
│ ├── plotHeatmap.py
│ ├── plotPCA.py
│ ├── plotProfile.py
│ ├── sumCoveragePerBin.py
│ ├── test/
│ │ ├── __init__.py
│ │ ├── skiptest_heatmapper_images.py
│ │ ├── test_bamCoverage_and_bamCompare.py
│ │ ├── test_bigwigAverage.py
│ │ ├── test_bigwigCompare_and_multiBigwigSummary.py
│ │ ├── test_computeMatrixOperations.py
│ │ ├── test_corrGC/
│ │ │ ├── R_gc
│ │ │ ├── R_gc_paired.txt
│ │ │ ├── extra_sampling.bed
│ │ │ ├── filter_out.bed
│ │ │ ├── frequencies_data.txt
│ │ │ ├── mappability.bg
│ │ │ ├── mappability.bw
│ │ │ ├── paired.bam
│ │ │ ├── paired.bam.bai
│ │ │ ├── sequence.2bit
│ │ │ ├── sequence.fa
│ │ │ ├── sequence.fa.fai
│ │ │ ├── sizes
│ │ │ ├── test.bam
│ │ │ ├── test.bam.bai
│ │ │ ├── test.sam
│ │ │ ├── test_paired.bam
│ │ │ ├── test_paired.bam.bai
│ │ │ └── test_paired.sam
│ │ ├── test_countReadsPerBin.py
│ │ ├── test_data/
│ │ │ ├── computeMatrixOperations.bed
│ │ │ ├── make_test_data.sh
│ │ │ ├── test.bed3
│ │ │ ├── test.gtf
│ │ │ ├── test1.bam
│ │ │ ├── test1.bam.bai
│ │ │ ├── test1.bg
│ │ │ ├── test1.bw.bw
│ │ │ ├── test1.cram
│ │ │ ├── test1.cram.crai
│ │ │ ├── test1.fa
│ │ │ ├── test1.fa.fai
│ │ │ ├── test1.sam
│ │ │ ├── test2.bam
│ │ │ ├── test2.bam.bai
│ │ │ ├── test2.bg
│ │ │ ├── test2.cram
│ │ │ ├── test2.cram.crai
│ │ │ ├── test2.sam
│ │ │ ├── testA.bam
│ │ │ ├── testA.bam.bai
│ │ │ ├── testA.bw
│ │ │ ├── testA.cram
│ │ │ ├── testA.cram.crai
│ │ │ ├── testA.fa
│ │ │ ├── testA.fa.fai
│ │ │ ├── testA.sam
│ │ │ ├── testA_offset-1.bw
│ │ │ ├── testA_offset1.bw
│ │ │ ├── testA_offset1_10.bw
│ │ │ ├── testA_offset20_-4.bw
│ │ │ ├── testA_skipNAs.bw
│ │ │ ├── testB.bam
│ │ │ ├── testB.bam.bai
│ │ │ ├── testB.bw
│ │ │ ├── testB.cram
│ │ │ ├── testB.cram.crai
│ │ │ ├── testB.fa
│ │ │ ├── testB.fa.fai
│ │ │ ├── testB.sam
│ │ │ ├── testB_skipNAs.bw
│ │ │ ├── test_filtering.bam
│ │ │ ├── test_filtering.bam.bai
│ │ │ ├── test_filtering.blacklist.bed
│ │ │ ├── test_filtering.cram
│ │ │ ├── test_filtering.cram.crai
│ │ │ ├── test_filtering.fa
│ │ │ ├── test_filtering.fa.fai
│ │ │ ├── test_filtering2.bam
│ │ │ ├── test_filtering2.bam.bai
│ │ │ ├── test_filtering2.cram
│ │ │ ├── test_filtering2.cram.crai
│ │ │ ├── test_paired.bam
│ │ │ ├── test_paired.bam.bai
│ │ │ ├── test_paired.sam
│ │ │ ├── test_paired2.bam
│ │ │ ├── test_paired2.bam.bai
│ │ │ ├── test_paired2.bw
│ │ │ ├── test_paired2.cram
│ │ │ ├── test_paired2.cram.crai
│ │ │ ├── test_paired2.fa
│ │ │ ├── test_paired2.fa.fai
│ │ │ ├── test_paired2.sam
│ │ │ ├── test_proper_pair_filtering.bam
│ │ │ └── test_proper_pair_filtering.bam.bai
│ │ ├── test_heatmapper/
│ │ │ ├── group1.bed
│ │ │ ├── group2.bed
│ │ │ ├── make_test_data.sh
│ │ │ ├── master.mat
│ │ │ ├── master.tab
│ │ │ ├── master_TES.mat
│ │ │ ├── master_center.mat
│ │ │ ├── master_extend_beyond_chr_size.mat
│ │ │ ├── master_gtf.mat
│ │ │ ├── master_metagene.mat
│ │ │ ├── master_multi.mat
│ │ │ ├── master_multibed.mat
│ │ │ ├── master_nan_to_zero.mat
│ │ │ ├── master_scale_reg.mat
│ │ │ ├── master_unscaled.mat
│ │ │ ├── out.bed
│ │ │ ├── test.bed
│ │ │ ├── test.bg
│ │ │ ├── test.bw
│ │ │ ├── test.sizes
│ │ │ ├── test2.bed
│ │ │ ├── unscaled.bed
│ │ │ └── unscaled.bigWig
│ │ ├── test_heatmapper.py
│ │ ├── test_multiBamSummary.py
│ │ ├── test_plotCoverage/
│ │ │ ├── make_test_files.sh
│ │ │ └── outRawCounts_default.tabular
│ │ ├── test_plotCoverage.py
│ │ ├── test_readFiltering.py
│ │ ├── test_tools.py
│ │ └── test_writeBedGraph.py
│ ├── utilities.py
│ ├── writeBedGraph.py
│ └── writeBedGraph_bam_and_bw.py
├── docs/
│ ├── Makefile
│ ├── _static/
│ │ ├── welcome_base.css
│ │ ├── welcome_owl.carousel.css
│ │ └── welcome_owl.carousel.theme.css
│ ├── conf.py
│ ├── content/
│ │ ├── about.rst
│ │ ├── advanced_features.rst
│ │ ├── api.rst
│ │ ├── changelog.rst
│ │ ├── example_api_tutorial.rst
│ │ ├── example_gallery.rst
│ │ ├── example_step_by_step.rst
│ │ ├── example_usage.rst
│ │ ├── feature/
│ │ │ ├── blacklist.rst
│ │ │ ├── effectiveGenomeSize.rst
│ │ │ ├── metagene.rst
│ │ │ ├── plotFingerprint_QC_metrics.rst
│ │ │ ├── plotly.rst
│ │ │ ├── read_extension.rst
│ │ │ ├── read_offsets.rst
│ │ │ └── unscaled_regions.rst
│ │ ├── help_faq.rst
│ │ ├── help_faq_galaxy.rst
│ │ ├── help_galaxy_dataup.rst
│ │ ├── help_galaxy_deeptools.rst
│ │ ├── help_galaxy_intro.rst
│ │ ├── help_glossary.rst
│ │ ├── installation.rst
│ │ ├── list_of_tools.rst
│ │ └── tools/
│ │ ├── alignmentSieve.rst
│ │ ├── bamCompare.rst
│ │ ├── bamCoverage.rst
│ │ ├── bamPEFragmentSize.rst
│ │ ├── bigwigAverage.rst
│ │ ├── bigwigCompare.rst
│ │ ├── computeGCBias.rst
│ │ ├── computeMatrix.rst
│ │ ├── computeMatrixOperations.rst
│ │ ├── correctGCBias.rst
│ │ ├── estimateReadFiltering.rst
│ │ ├── multiBamSummary.rst
│ │ ├── multiBigwigSummary.rst
│ │ ├── plotCorrelation.rst
│ │ ├── plotCoverage.rst
│ │ ├── plotEnrichment.rst
│ │ ├── plotFingerprint.rst
│ │ ├── plotHeatmap.rst
│ │ ├── plotPCA.rst
│ │ └── plotProfile.rst
│ ├── images/
│ │ └── gallery/
│ │ └── Whyte_TypicalEnhancers_ESC.bed
│ ├── index.rst
│ ├── requirements.txt
│ └── source/
│ ├── _templates/
│ │ └── layout.html
│ ├── deeptools.rst
│ └── modules.rst
├── galaxy/
│ ├── workflows/
│ │ ├── 1_BAM_file_TO_Heatmap_of_read_coverages.ga
│ │ ├── 2_BAM_files_TO_clustered_Heatmap_of_read_coverages.ga
│ │ ├── Add_chr_to_first_column_of_a_6_columns_BED_file.ga
│ │ ├── Clustered_heatmap_of_signals_around_the_TSSs__1_bigWig_TO_heatmap.ga
│ │ ├── Compute_and_correct_GC_bias.ga
│ │ ├── Remove_chr_from_the_beginning_of_genomic_interval_files.ga
│ │ ├── readme.rst
│ │ └── repository_dependencies.xml
│ └── wrapper/
│ ├── .shed.yml
│ ├── alignmentSieve.xml
│ ├── bamCompare.xml
│ ├── bamCoverage.xml
│ ├── bamPEFragmentSize.xml
│ ├── bigwigAverage.xml
│ ├── bigwigCompare.xml
│ ├── computeGCBias.xml
│ ├── computeMatrix.xml
│ ├── computeMatrixOperations.xml
│ ├── correctGCBias.xml
│ ├── deepTools_macros.xml
│ ├── estimateReadFiltering.xml
│ ├── multiBamSummary.xml
│ ├── multiBigwigSummary.xml
│ ├── plotCorrelation.xml
│ ├── plotCoverage.xml
│ ├── plotEnrichment.xml
│ ├── plotFingerprint.xml
│ ├── plotHeatmap.xml
│ ├── plotPCA.xml
│ ├── plotProfiler.xml
│ ├── test-data/
│ │ ├── alignmentSieve.bam
│ │ ├── alignmentSieve.bed
│ │ ├── alignmentSieve.txt
│ │ ├── alignmentSieve2.bam
│ │ ├── alignmentSieve3.bam
│ │ ├── bamCompare_result1.bg
│ │ ├── bamCompare_result2.bw
│ │ ├── bamCoverage_result1.bw
│ │ ├── bamCoverage_result2.bw
│ │ ├── bamCoverage_result3.bg
│ │ ├── bamCoverage_result4.bg
│ │ ├── bamCoverage_result4.bw
│ │ ├── bamCoverage_result5.bw
│ │ ├── bamCoverage_result6.bw
│ │ ├── bamPEFragmentSize_lengths1.txt
│ │ ├── bamPEFragmentSize_result1.txt
│ │ ├── bamPEFragmentSize_table1.txt
│ │ ├── bigwigAverage2.bw
│ │ ├── bigwigCompare_result1.bw
│ │ ├── bigwigCompare_result2.bg
│ │ ├── bowtie2 test1.bam
│ │ ├── computeGCBias_result1.tabular
│ │ ├── computeMatrix1.bed
│ │ ├── computeMatrix2.bed
│ │ ├── computeMatrix2.bw
│ │ ├── computeMatrixOperations.txt
│ │ ├── correctGCBias_result1.bam
│ │ ├── estimateReadFiltering.txt
│ │ ├── heatmapper_result2.tabular
│ │ ├── multiBamSummary_regions.bed
│ │ ├── multiBamSummary_result1.npz
│ │ ├── multiBamSummary_result2.npz
│ │ ├── multiBamSummary_result2b.npz
│ │ ├── multiBigwigSummary_result1.npz
│ │ ├── multiBigwigSummary_result2.npz
│ │ ├── multiBigwigSummary_result2.tabular
│ │ ├── paired_chr2L.bam
│ │ ├── paired_chr2L.cram
│ │ ├── phiX.2bit
│ │ ├── phiX.bam
│ │ ├── phiX.bam.bai
│ │ ├── phiX.fasta
│ │ ├── plotCorrelation_result1.tabular
│ │ ├── plotCoverage.metrics
│ │ ├── plotCoverage_result1.tabular
│ │ ├── plotEnrichment_output.txt
│ │ ├── plotFingerprint_quality_metrics.tabular
│ │ ├── plotFingerprint_result2.tabular
│ │ ├── plotPCA_result2.tabular
│ │ ├── profiler_result2.tabular
│ │ ├── sequence.2bit
│ │ ├── test.bw
│ │ ├── test_compated.bw
│ │ └── test_half.bw
│ ├── tool-data/
│ │ ├── deepTools_seqs.loc.sample
│ │ └── lastz_seqs.loc.sample
│ └── tool_data_table_conf.xml.sample
├── gallery/
│ └── Whyte_TypicalEnhancers_ESC.bed
├── pyproject.toml
└── scripts/
├── convertChromsBigWig.py
├── mappabilityBigWig_to_unmappableBed.sh
└── split_bed_into_multiple_files.py
================================================
FILE CONTENTS
================================================
================================================
FILE: .github/CONTRIBUTING.md
================================================
# Contributing
**Welcome to deepTools GitHub repository! Please check the following instructions
for contributing to the repository :**
## Adding features or fixing bugs
* Fork the repo
* Check out a feature or bug branch the you want to work on (for adding new
features, use the develop branch)
* Add your changes
* Update README when needed
* Submit a pull request to upstream repo
* Add description of your changes
* Ensure tests are passing
* Ensure branch is mergable
## Testing
* Please make sure that github actions are passing
================================================
FILE: .github/ISSUE_TEMPLATE.md
================================================
**Welcome to deepTools GitHub repository! Before opening the issue please check
that the following requirements are met :**
- [ ] Search whether this issue (or a similar issue) has been solved before
using the search tab above. Link the previous issue if appropriate below.
- [ ] Paste your deepTools version (`deeptools --version`) and your python
version (`python --version`) below.
- [ ] Paste the full deepTools command that produces the issue below
(ignore if you simply spotted the issue in the code/documentation).
- [ ] Paste the output printed on screen from the command that produces the issue
below (ignore if you simply spotted the issue in the code/documentation).
================================================
FILE: .github/PULL_REQUEST_TEMPLATE.md
================================================
**Welcome to deepTools GitHub repository! Please check the following regarding
your pull request :**
- [ ] Does the PR contain new feature?
- [ ] Does the PR contain bugfix?
- [ ] Does the PR contain documentation changes?
- [ ] Does the PR contain changes to the galaxy wrapper?
================================================
FILE: .github/workflows/planemo.yml
================================================
name: Planemo
on: [push, pull_request]
env:
GALAXY_BRANCH: release_24.1
defaults:
run:
shell: bash -l {0}
jobs:
planemo_test:
name: Planemo test
runs-on: ubuntu-latest
strategy:
matrix:
chunk: [1, 2, 3]
steps:
- uses: actions/checkout@v4
- uses: conda-incubator/setup-miniconda@v3
with:
miniconda-version: "latest"
auto-activate-base: true
python-version: "3.12"
- name: get samtools
run: |
conda install -c conda-forge -c bioconda samtools
- name: pip install
run: |
pip install .[actions]
- name: planemo
run: |
./.planemo.sh ${{ matrix.chunk }} ${{ env.GALAXY_BRANCH }}
- uses: actions/upload-artifact@v4
with:
name: 'Tool test output ${{ matrix.chunk }}'
path: upload
planemo_combine_outputs:
name: Combine chunked test results
needs: planemo_test
runs-on: ubuntu-latest
steps:
- uses: actions/download-artifact@v4
with:
path: artifacts
- name: Combine outputs
uses: galaxyproject/planemo-ci-action@v1
id: combine
with:
mode: combine
html-report: true
- uses: actions/upload-artifact@v4
with:
name: 'All tool test results'
path: upload
- name: Check outputs
uses: galaxyproject/planemo-ci-action@v1
id: check
with:
mode: check
================================================
FILE: .github/workflows/pypi.yml
================================================
name: pypi
on:
create:
tags:
- '*'
defaults:
run:
shell: bash -l {0}
jobs:
pypi:
if: ${{ startsWith(github.ref, 'refs/tags/') }}
name: upload to pypi
runs-on: ubuntu-latest
steps:
- uses: actions/checkout@v4
- uses: actions/setup-python@v5
with:
python-version: '3.12'
cache: 'pip'
- name: build
run: |
pip install .[actions]
rm -f dist/*
python -m build
- name: upload
env:
TWINE_USERNAME: "__token__"
TWINE_PASSWORD: ${{ secrets.pypi_password }}
run: |
twine upload dist/*
================================================
FILE: .github/workflows/test.yml
================================================
name: Test
on: [push, pull_request]
defaults:
run:
shell: bash -l {0}
jobs:
check_versions_matches:
name: Check deeptools version matches galaxy tools
runs-on: ubuntu-latest
if: github.base_ref == 'master'
steps:
- uses: actions/checkout@v4
- name: Check path
run: find /home/runner/work/deepTools/deepTools -name "pyproject.toml"
- name: Get Version of Deeptools
run: echo "deeptools_version=$(grep "version" /home/runner/work/deepTools/deepTools/pyproject.toml | awk '{print substr($NF, 2, length($NF) - 2)}')" >> $GITHUB_ENV
- name: Get Version of Galaxy tools
run: echo "galaxy_deeptools_version=$(grep "token.*TOOL_VERSION" /home/runner/work/deepTools/deepTools/galaxy/wrapper/deepTools_macros.xml | awk -F '>|<' '{print $3}')" >> $GITHUB_ENV
- name: Versions
run: |
echo deeptools version=${deeptools_version}
echo deeptools version in galaxy=${galaxy_deeptools_version}
- name: Fail PR if versions not matching
run: |
if [ -z $galaxy_deeptools_version ]; then
echo "galaxy_deeptools_version not defined change the github action"
exit 1
fi
if [ -z $deeptools_version ]; then
echo "deeptools_version not defined change the github action"
exit 1
fi
if [ "$galaxy_deeptools_version" != "$deeptools_version" ]; then
echo "versions do not match"
exit 1
fi
build-linux:
name: Test on Linux
runs-on: ubuntu-latest
steps:
- uses: actions/checkout@v4
- uses: actions/setup-python@v5
with:
python-version: '3.12'
cache: 'pip'
- name: pip install
run: |
pip install .[actions]
- name: PEP8
run: |
micromamba activate test_and_build
flake8 . --exclude=.venv,.build,build --ignore=E501,F403,E402,F999,F405,E722,W504,W605
- name: Test deepTools
run: |
pytest -v
- name: make an artifact
run: |
rm -f dist/*
python -m build
- uses: actions/upload-artifact@v4
with:
name: "distfiles"
path: "dist"
test-wheels:
name: test wheel
runs-on: ubuntu-latest
needs: build-linux
strategy:
matrix:
python-version: ['3.9','3.10', '3.11', '3.12']
steps:
- uses: actions/checkout@v4
- uses: actions/download-artifact@v4
with:
name: "distfiles"
path: ~/dist/
- uses: actions/setup-python@v5
with:
python-version: ${{ matrix.python-version }}
cache: 'pip'
- name: install wheel
run: |
pip install ~/dist/*whl
deeptools -h
- name: pytest
run: |
pip install pytest
pytest -v
build-osx:
name: Test on OSX
runs-on: macOS-latest
steps:
- uses: actions/checkout@v4
- uses: actions/setup-python@v5
with:
python-version: '3.12'
cache: 'pip'
- name: pip install
run: |
pip install .[actions]
- name: Test deepTools
run: |
pytest -v
================================================
FILE: .gitignore
================================================
*.tar.gz
*.py[cod]
# C extensions
*.so
# Packages
*.egg
*.egg-info
dist
build
eggs
parts
var
sdist
develop-eggs
.installed.cfg
lib
lib64
__pycache__
# Installer logs
pip-log.txt
# Unit test / coverage reports
.coverage
.tox
nosetests.xml
# Translations
*.mo
# Mr Developer
.mr.developer.cfg
.project
.pydevproject
# sphinx build folder
_build
_modules
_sources
# Ignore all emacs backup files
*~
#ignore pycharm
.idea
#os X
.DS_Store
._.DS_Store
# Planemo
tool_test*
================================================
FILE: .planemo.sh
================================================
#!/bin/bash
# Some versions of planemo don't handle symlinks
unlink galaxy/wrapper/test-data/test.bw
cp deeptools/test/test_heatmapper/test.bw galaxy/wrapper/test-data/test.bw
if [[ $1 == "1" ]] ; then
wrappers="galaxy/wrapper/alignmentSieve.xml \
galaxy/wrapper/bamCompare.xml \
galaxy/wrapper/bamCoverage.xml \
galaxy/wrapper/bamPEFragmentSize.xml \
galaxy/wrapper/bigwigCompare.xml \
galaxy/wrapper/bigwigAverage.xml \
galaxy/wrapper/computeGCBias.xml"
elif [[ $1 == "2" ]] ; then
wrappers="galaxy/wrapper/computeMatrix.xml \
galaxy/wrapper/computeMatrixOperations.xml \
galaxy/wrapper/correctGCBias.xml \
galaxy/wrapper/estimateReadFiltering.xml \
galaxy/wrapper/multiBamSummary.xml \
galaxy/wrapper/multiBigwigSummary.xml"
else
wrappers="galaxy/wrapper/plotCorrelation.xml \
galaxy/wrapper/plotCoverage.xml \
galaxy/wrapper/plotEnrichment.xml \
galaxy/wrapper/plotFingerprint.xml \
galaxy/wrapper/plotHeatmap.xml \
galaxy/wrapper/plotPCA.xml \
galaxy/wrapper/plotProfiler.xml"
fi
planemo --version
planemo lint ${wrappers}
planemo test --no_dependency_resolution --galaxy_branch $2 --install_galaxy ${wrappers} 2>&1
mkdir upload
mv tool_test_output* upload/
================================================
FILE: .readthedocs.yaml
================================================
version: 2
build:
os: ubuntu-22.04
tools:
python: "3.12"
sphinx:
configuration: docs/conf.py
python:
install:
- method: pip
path: .
- requirements: docs/requirements.txt
================================================
FILE: CHANGES.txt
================================================
3.5.5
* drop support for python 3.7
* doc fixes (argparse properly displayed, minor changes in installation instructions)
* deepblue support stops
* initiate deprecation of tight_layout in plotheatmap, in favor of constrained_layout. Minor changes in paddings, etc can occur (but for the better).
* documentation changes to improve ESS tab, table constraints have been lifted & sphinx_rtd_theme to v2.0.0
* upload artifact in gh test runner pinned to 3
* Try to get the number of processors from sched_getaffinity, to avoid using to many in job submissions for example. #1199
* Fix typo in estimateScaleFactor that fixes broken argparsing. #1286
3.5.4
* error handling and cases for bwAverage with >2 samples
* Tick.label deprecation for mpl 3.8
* minimal mpl version is 3.5
* cicd update for pypi push
3.5.3
* requirement cap for matplotlib lifted (changes in plotting can occur)
* nose has been deprecated in favor of pytests
* pytests run with python 3.7 - 3.11
* toml file for installation, requirements, versioning and executables
* planemo tests updated to galaxy 23.1
* custom github action runner deprecated
* deprecation of np types for builtin types
* stricter label checks and validator in galaxy
3.5.2
* new subcommand: Bigwig average #1169
* dendogram of plotCorrelation now matches each cell correctly
* Fix label options
* add pool
* several other bugs fixed: #1159, #1185, #1172, #1181, #1183
* Fix galaxy tests, separate planemo and update pypi push only on tag releases
* upload artifact
* allow 1 or 2 lines diff for bowtie2 program
* change github action to get artifacts
* fix plotPCA
* try to fix old samtools installed
* add forgotten channels
* default chunklength increased for alignmentSieve
* chunklength in alignmentSieve is a CLI argument now
* suppress lack of index warnings from pysam
* fixedStep in bedGraph output to avoid merging bins with equal values
3.5.1
* cmp usage is updated to fit the recent mpl updates.
* The requirements.txt is updated.
* "NA" occurences in plotFingerprint.py have been replaced by numpy.NAN (PR #1002)
* computeMatrixOperations.xml is fixed (brought up in #1003)
* plotly error is fixed. (issue #1013)
* relase version is updated in planemo.sh
* fixed galaxy tests
* A bug is taken care of in computeMatrixOperations.py / dataRange
* in plotProfile.py legen location is changed from auto to best (issue #1042)
3.5.0
* Fixed a small issue in computeGCBias (issue #969)
* Added dataRange to computeMatricOperation to return min,max,median and 10th and 90th percentile.
* Fixed a small typo in bamCompare. (issue #966)
* Save the output matrix of the plotheatmap in a format to be compatible with running plotheatmap on it again.(issue #953)
* Different colors can now be set by user for plotProfile --plotType heatmap (issue #956)
* Added the `auto` option to the zMin and zMax of plotHeatmap. (issue #908)
* Added `--sortUsingSamples` and `--clusterUsingSamples` to the plotHeatmap galaxy wrapper. (issue #976)
3.4.3
* Changed iteritems() in estimateEscaleFactor to its python3 compatible items().
* Added the missing argument (--clusterUsingSamples) to plotProfile.
3.4.2
* 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
3.4.1
* 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`.
* Fixed a bug in bamPEFragmentSize that caused incompatibility with newer matplotlib releases. (issue #928)
3.4.0
* Fixed a bug in one of the Galaxy wrappers.
* Added the `--lineAtTickMarks` option to `plotHeatmap` so that there are dashed vertical lines for each tick mark in the plot. (issue #924)
3.3.2
* Fixed --yAxisLabel in plotProfile (issue #889)
* 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)
* 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)
* Added 4 new colormaps, which were copied from the seaborn project (issue #879). These are: rocket, mako, vlag, and icefire.
* Fixed an issue in the Galaxy wrapper of plotCorrelation where the X and Y.
* 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)
* 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.
3.3.1
* Fixed `--plotNumbers` not working in `plotCorrelation`. This was issue #838.
* Fixed compatibility with matplotlib 3 and restrict to at least that version.
* The Y-axis labels should once again appear in both plotHeatmap and plotProfile (issue #844). This was related to the previous point.
* Testing is no longer performed with python 2.7, which will reach end of life in a couple months.
* Various documentation updates (issues #868, #867 and #851).
* Increased support for BED files with track header lines (issue #866).
3.3.0
* `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).
* `plotCoverage` now has a `--DepthSummary` option, which produces a summary similar to GATK's DepthOfCoverage (issue #828).
* `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`).
3.2.1
* Changed a bug in `estimateReadFiltering` where the estimated number of filtered reads was typically too low.
* 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.
* An informative error message is now produced with `bamCoverage` if RPGC normalization is requested but no effective genome size is provided (issue #815).
* Fixes some issues with y-axis scaling (issue #822)
3.2.0
* Added access in the Galaxy wrapper to the `--labels` option in most tools (issue #738)
* Added the `std` plot type to plotProfile in Galaxy (issue #782)
* `bamCompare` now has a `--skipZeroOverZero` option to allow skipping bins where both input files lack coverage (issue #785)
* `bamCompare` and `bigwigCompare` can now take two pseudocounts, in case you want a different value for the numerator and the denominator (issue #784)
* `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)
* Fixed an issue with large numbers of samples and small genome sizes sometimes causing nothing to be processed. (issue #801)
3.1.3
* Added the `--legendLocation` option in the Galaxy wrappers for plotProfile and plotHeatmap
* More thoroughly checked that output files can be written (issue #764).
* `bamCompare` and `bigwigCompare` can now take two pseudocounts, in case you want a different value for the numerator and the denominator (issue #784)
3.1.2
* Added a `--markers` option to `plotPCA`, courtesy of @sklasfeld.
* `computeMatrixOperations rbind` now properly supports multiple region groups (issue #742)
* Fixed the usage of `--xRange` and `--yRange` with `plotCorrelation` (issue #709)
3.1.1
* Fixed the `--outFileNameData` option in `plotProfile` when `computeMatrix reference-point --referencePoint center` was used. This caused an error previously. (issue #727)
* RPGC normalization and the `--scaleFactor` option in `bamCoverage` are no longer mutually exclusive.
* Increased the default plot width in plotPCA (issue #738)
3.1.0
* The `--centerReads` option in `bamCoverage` is now compatible with `--Offset` (previously `--centerReads` was silently ignored if `--Offset` was specified). (issue #693)
* `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).
* `plotCorrelation --whatToPlot scatterplot` now has `--xRange` and `--yRange` options rather than just `--maxRange`. (issue #709)
* `computeMatrixOperations` can now be used to change sample and group names.
* `computeMatrixOperations` can now filter rows by minimum and/or maximum value.
* `--maxThreshold` and `--minThreshold` are now more consistently honoured. (#702)
* Fixed region handling when using files on deepBlue (#700)
* 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)
* 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.
* bamPEFragmentSize no longer exploids its memory use with multiple large BAM/CRAM files (#720). Many other tools will also benefit from this change.
3.0.2
* 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.
* `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).
* 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)
* 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)
* Enabled using regions with a `.` in the chromosome name in the Galaxy wrappers (issue #692)
3.0.1
* 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)
* Fixed a few issues with the Galaxy wrappers. Thanks to Ralf Gilsbach, Claudia Keller, and @bgruening (e.g., issue #678)
3.0.0
* 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)
* The PCA plot now includes "% of var. explained" in the top axis labels. (issue #547)
* `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)
* The `--ignoreDuplicates` algorithm has been updated to better handle paired-end reads. (issue #524)
* 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).
* 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).
* `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.
* Symbol colors for `plotPCA` can now be specified. (issue #560)
* `plotFingerprint` always returns the synthetic JSD, even if no `--JSDsample` is specified. (issue #564)
* `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)
* 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!
* `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)
* `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.
* 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
* Expanded the metrics output by `bamPEFragmentSize` such that it now fully replaces Picard CollectInsertSizeMetrics (issue #577).
* "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.
* `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).
* The output of `plotFingerprint --outRawCounts` now has a header line to facilitate identification by MultiQC.
* `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.
* `computeGCBias` no longer requires a fragment length for paired-end datasets. This was apparently always meant to be the case anyway. (issue #595)
* `computeMatrixOperations sort` can now properly perform filtering of individual regions, as was originally intended (issue #594)
* `plotCoverage --outRawCounts` now has another line it its header, which is meant to aid MultiQC.
* There is no longer a configuration file. The default number of threads for all tools is 1. See issue #613.
* `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).
* Fixed issue #631
* `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).
* `plotHeatmap --sortRegions` now has a `keep` option. This is identical to `--sortRegions no`, but may be clearer (issue #621)
* `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.
* 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)
* 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)
* 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)
* `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)
* Added support for CRAM files. This requires pysam > 0.13.0 (issue #619).
2.5.7
* Fixed a small bug that caused computation to stop. This was related to a change made for release 2.5.5.
2.5.6
* Fixed a bug where deepTools in python3 can't handle npz file labels created under python 2.
2.5.5
* Updated blacklist handling such that an error is thrown on overlapping regions.
2.5.4
* Fixed issue #612, which only occurs when unaligned reads have a position assigned to them.
* Ticks in the profile plot at the top of the output of `plotHeatmap` should now always line up properly. (issue #616)
2.5.3
* Fixed a bug in `plotEnrichment`, the `--keepExons` option with a BED12 file would cause an error. (issue #559)
* `bamCoverage` now doesn't cause and error to be thrown by `sort` in there are "/spaces in quoted path/". (issue #558)
2.5.2
* Fixed a bug in `bamCoverage` that can cause crashes when python3 is used.
* Fixed a bug in the multiBigwigSummary Galaxy wrapper.
* A more reasonable exit code (not 0) is now returned if there's a mismatch in the label and file number.
* `plotFingerprint` no longer tries to use illegal line designators (issue #538)
* Various documentation fixes
2.5.1
* Added universal new line support to deeptoolsintervals (issue #506).
* Fixed a few issues with correctGCBias under python 3.5 (thanks to @drakeeee)
* Setting `--minThreshold 0.0` or `--maxThreshold 0.0` now works properly. Previously, setting either of these to 0 was ignored. (issue #516)
* You can now specify the plot width and height in `plotPCA` and `plotCorrelation` (heatmap only) with the `--plotWidth` and `--plotHeight` parameters. (issue #507)
* 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)
* In bamCoverage, specifying `--filterRNAstrand` no longer results in `--extendReads` being ignored. (issue #520)
* `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)
* `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)
* 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)
* Various Galaxy wrapper fixes
2.5.0
* Fix a bug where using regions with the same name in multiple BED files in computeMatrix caused downstream problems in plotHeatmap/plotProfile (issue #477).
* 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).
* Fixed issue #471
* Various Galaxy wrapper fixes
* 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.
* The --Offset option is now available in `plotEnrichment`. This was issue #481.
* 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.
* `bamCoverage` now respects the `--scaleFactor` argument even if not other normalization is performed (issue #482).
* 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.
* `--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.
2.4.3
* Fixed incorrect label ordering in the `plotCorrelation` command with the `--outFileCorMatrix` options.
* Fixed bug #491, which involved python 3 and bamCoverage.
2.4.2
* Fixed an issue where `computeMatrix reference-point --referencePoint center` would break if 1-base regions were used. This was bug #456.
* `plotCorrelation` with `--outFileCorMatrix` now works with `--labels` again (thanks to @sklasfeld for supplying the patch).
* `bigwigCompare` and `bamCompare` can now return the average (mean) of two input files (issue #467).
2.4.1
* 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).
* 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.
* Fixed a bug (#451) affecting BED files with a `deepTools_group` column that caused a problem with `--sortRegions keep` in computeMatrix.
* 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).
* 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.
2.4.0
* 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).
* Read extension can now be used in conjunction with --Offset in bamCoverage.
* 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.
* 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).
* `bigwigCompare`, `computeMatrix`, and `multiBigwigSummary` can read signal files hosted on [deepBlue](http://deepblue.mpi-inf.mpg.de/).
* Fixed a minor bug in `deeptools`, where the `--version` option was ignored (see #404).
* Text in SVG and PDF files is now actual text and not a path (see #403).
* The `--maxFragmentLength` option in bamCoverage now alters the `maxPairedFragmentLength` that is otherwise hard-coded (see #410).
* Added the `computeMatrixOperations` tools, which can be used to sort/reorder/subset/filter/combine the output of `computeMatrix`.
* `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`.
* Fixed issue #435, where `plotHeatmap --sortRegions region_length` would crash with an error.
* Output bedGraph files are now sorted (#439).
* 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).
* 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).
2.3.6
* multiBamSummary will now not automatically append .npz to the output file name if it's not present. This was bug #436
* Fixed a bug with plotHeatmap where --yMin and --yMax didn't work
2.3.5
* Various Galaxy wrapper fixes (e.g., issue #415 and #417)
* Fixed issue #413, wherein the --nanAfterEnd option sometimes causes computeMatrix to throw an error.
* Fixed issue #416, wherein --outRawCounts in multiBamSummary and multiBigwigSummary would cause an error if python3 was being used.
2.3.4
* Fixed bug #405, which dealt with the SES normalization in bamCompare (it was producing an error and terminating the program).
* 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.
2.3.3
* Fixed a bug wherein proper pairs where being incorrectly called improper pairs, thereby causing slightly incorrect read extension.
2.3.2
* The deeptoolsinterval module was modified to speed up plotEnrichment, which was taking forever to finish.
2.3.1
* This release has no real code changes, the 2.3.0 release on pypi was missing files.
2.3.0
* 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).
* 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).
* 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.
* 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.
* 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.
* 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.
* Added the `plotEnrichment` function (this was issue #329).
* 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.
* The Galaxy wrappers were updated to include the ability to exclude blacklisted regions.
* 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.
* 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.
* --blackListFileName now accepts multiple files.
* bamPEFragmentSize now supports multiple input files.
* 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.
* bamCoverage now respects the --filterRNAstrand option when computing scaling factors. This was issue #353.
* computeMatrix and plotHeatmap can now sort using only a subset of samples
* 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.
* The --MNase option to `bamCoverage` now respects --minFragmentLength and --maxFragmentLength, with defaults set to 130 and 200.
2.2.4
* 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.
2.2.3
* Fixed issue #334, where computeGCBias wasn't properly handling the black list option.
2.2.2
* Fixed labels when hierarchical clustering is used (they were off by one previously).
* Fixed a bug wherein bamCompare couldn't work with a blacklist
* Fixed yet another change in pysam, though at least in this case is was fixing a previous problem
2.2.1
* 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).
* Finally suppressed all of the runtime warnings that numpy likes to randomly throw.
* Worked around an undocumented change in pysam-0.9.0 that tended to break things.
2.2.0
* 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.
* Fixed a number of Galaxy wrappers, which were rendered incorrectly due to including a section title of "Background".
* 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.
* The Galaxy wrappers now support the `--outFileNameData` option on plotProfile and plotHeatmap.
* 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.
* Modified plotPCA to include the actual eigenvalues rather than rescaled ones. Also, plotPCA can now output the underlying values (issue #231).
* 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.
* 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.
* Issues with plotHeatmap x-axis labels were fixed (issue #301).
2.1.1
* Fixed a how the --hclust option was handled in plotHeatmap/plotProfile. This gets around a quirk in scipy.
* A bug involving processing comment lines in BED files was corrected (issue #288)
* The Galaxy wrappers are now automatically tested with each modification.
* plotCoverage and plotFingerprint in Galaxy now accept 1 or more BAM files rather than at least 2 files.
2.1.0
* Updates to many of the Galaxy wrappers and associated documentation.
* 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
* plotProfile now has an --outFileNameData option for saving the underlying data in a text format.
* correctGCBias ensures that the resulting BAM file will pass picard/HTSJDK's validation if the input file did (issue #248)
* The default bin size was changed to 10, which is typically a bit more useful
* The --regionsLabel option to plotProfile and plotHeatmap now accepts a space-separated list, in line with --samplesLabel
* BAM files that have had their sequences stripped no longer cause an error
* 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.
* bamPEFragmentSize now accepts single-end files.
* 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.
2.0.1
* A critical bug that prevented plotPCA from running was fixed.
* multiBamCoverage was renamed to multiBamSummary, to be in better alignment with multiBigwigSummary.
* computeGCBias and correctGCBias are now more tolerant of chromosome name mismatches.
* multiBigwigSummary and multiBamSummary can accept a single bigWig/BAM input file, though one should use the
--outRawCounts argument.
2.0.0
* Documentation improved and migrated to http://deeptools.readthedocs.org The API to use deepTools modules is now
part of the documentation and includes a tutorial.
* Allow multiple bigwig files in computeMatrix that can be clustered together
* computeMatrix now accepts multiple bed files. Each bed file is considered as a group. Labels are automatically
added based on the file names.
* When computing read coverage now splited reads are understood. This is convenient for computing the
coverage of for RNA-seq data.
* New quality control tool 'plotCoverage' to plot the coverage over base pairs for multiple samples
* renaming of --missingDataAsZero to --skipNonCovered regions for clarity in bamCoverage and bamCompare
* New analysis tool plotPCA that visualizes the results from principal component analysis
* New option in bamCoverage `--MNase` that will compute the read coverage only considering 2 base pairs at the
center of the fragment.
* Make read extension optional. Remove the need to specify a default fragment length for most of the tools. Now, when
read extension is enabled and the bam files contain paired en data, the mean fragment length is automatically
calculated by sampling the read pairs in the bam file. The --doNotExtendPairedEnds and --fragmentLentgh parameters
are no longer used and the new --extendReads parameter was added.
* Dramatically improved bigwig related tools by using the new pyBigWig module. Eliminated the requirement for the
UCSC program `bigWigInfo`
* renamed heatmapper to plotHeatmap and profiler to plotProfile
* added hierarchical clustering, besides k-means to plotProfile and plotHeatmap
* improved plotting features for plotProfile when using 'overlapped_lines' and 'heatmap' plot types
* Resolved an error introduced by numpy version 1.10 in computeMatrix
* plotting of correlations (from bamCorrelate or bigwigCorrelate) was separated from the computation of the
underlying data. A new tool, plotCorrelation was added. This tool can plot correlations as heatmaps or as scatter
plots and includes options to adjust a large array of visual features.
* Fixed issue with bed intervals in bigwigCorrelate and bamCorrelate and a user specified region.
* Correlation coefficients can be computed even if the data contains NaNs
* Allow computeMatrix to read files with DOS newline characters
* Added option --skipChromosomes to bigwigCorrelate, for example to skip all 'random' chromosomes. bigwigCorrelate
now also considers chromosomes as identical when their names between samples differ with the prefix 'chr'. E.g.
chr1 vs. 1
* For bamCoverage and bamCompare, behaviour of scaleFactor was updated such that now, if given in combination
with the normalization options (normalize to 1x or normalize using RPKM) the given scaleFactor
will multiply the scale factor computed for the normalization methods.
* Fixed problem with read pairs labelled as proper pairs by the aligner but that were actually not proper pairs, for
example because the mates did not face each other. deepTools adds further checks to determine if a read pair is a
proper pair.
* Added titles to QC plots (#74)
* Added --samFlagInclude and --samFlagExclude parameters. This is useful to for example only include forward reads
* In deeptools2 most of the core code was rewriting to facilitate API usage and for optimization.
================================================
FILE: LICENSE.txt
================================================
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:
Copyright 2019 Max Planck Institute for Immunobiology and Epigenetics
Permission 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:
The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software.
THE 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.
================================================
FILE: MANIFEST.in
================================================
include *.txt
include README.md
exclude examples/*
exclude deepTools.egg-info/*
include scripts/*
exclude deeptools/test/*
exclude galaxy/*
exclude gallery/*
================================================
FILE: README.md
================================================
# deepTools
[](http://deeptools.readthedocs.org/)
[](https://pypi.org/project/deepTools/)
[](http://bioconda.github.io/recipes/deeptools/README.html)
[](https://usegalaxy.eu/root?tool_id=deeptools_compute_matrix)

## User-friendly tools for exploring deep-sequencing data
deepTools 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.
For 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).
### Citation:
Ramírez 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.
### Documentation:
Our [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).
>Please see also the [FAQ](http://deeptools.readthedocs.org/en/latest/content/help_faq.html), which we update regularly.
Our [Gallery](http://deeptools.readthedocs.org/en/latest/content/example_gallery.html) may give you some more ideas about the scope of deepTools.
>For more specific **troubleshooting, feedback, and tool suggestions**, please post [to Biostars](http://biostars.org).
-------------------------------------------------------------------------------------------------------------------
### Installation
deepTools are available for:
* Command line usage (via pip / conda / github)
* Integration into Galaxy servers (via toolshed/API/web-browser)
There are many easy ways to install deepTools. More details can be found [here](https://deeptools.readthedocs.io/en/latest/content/installation.html).
In Brief:
**Install through pypi**
$ pip install deeptools
**Install via conda**
$ conda install -c bioconda deeptools
**Install by cloning the repository**
$ git clone https://github.com/deeptools/deepTools
$ cd deepTools
$ pip install .
### Galaxy Installation
deepTools 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.
**Note:** From version 2.3 onwards, deepTools support **python3**.
------------------------------------
This 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/).
[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)
================================================
FILE: README.rst
================================================
======================================================================
deepTools
======================================================================
User-friendly tools for exploring deep-sequencing data
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
deepTools 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.
For support or questions please make a post on `Biostars `__. For feature requests, please open an issue on `github `__.
For further documentation, please see our `read the docs page `__.
Citation:
^^^^^^^^^
Ramírez 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. `__
Nucleic Acids Research. 2016 Apr 13:gkw257.
================================================
FILE: deeptools/SES_scaleFactor.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import os
import numpy as np
# own packages
from deeptools import bamHandler
import deeptools.countReadsPerBin as countR
old_settings = np.seterr(all='ignore')
debug = 0
def estimateScaleFactor(bamFilesList, binLength, numberOfSamples,
normalizationLength,
avg_method='median', blackListFileName=None, numberOfProcessors=1,
verbose=False, chrsToSkip=[], mappingStatsList=[]):
r"""
Subdivides the genome into chunks to be analyzed in parallel
using several processors. The code handles the creation of
workers that compute fragment counts (coverage) for different
regions and then collect and integrates the results.
Parameters
----------
bamFilesList : list
list of bam files to normalize
binLength : int
the window size in bp, where reads are going to be
counted.
numberOfSamples : int
number of sites to sample from the genome. For more info see
the documentation of the CountReadsPerBin class
normalizationLength : int
length, in bp, to normalize the data.
For a value of 1, on average
1 read per base pair is found
avg_method : str
defines how the different values are to be summarized.
The options are 'mean' and 'median'
chrsToSkip : list
name of the chromosomes to be excluded from the
scale estimation. Usually the chrX is included.
blackListFileName : str
BED file containing blacklisted regions
mappingStatsList : list
List of the number of mapped reads per file
Returns
-------
dict
Dictionary with the following keys::
'size_factors'
'size_factors_based_on_mapped_reads'
'size_factors_SES'
'size_factors_based_on_mean'
'size_factors_based_on_median'
'mean'
'meanSES'
'median'
'reads_per_bin'
'std'
'sites_sampled'
Examples
--------
>>> test = Tester()
>>> bin_length = 50
>>> num_samples = 4
>>> _dict = estimateScaleFactor([test.bamFile1, test.bamFile2], bin_length, num_samples, 1)
>>> _dict['size_factors']
array([1. , 0.5])
>>> _dict['size_factors_based_on_mean']
array([1. , 0.5])
"""
assert len(bamFilesList) == 2, "SES scale factors are only defined for 2 files"
if len(mappingStatsList) == len(bamFilesList):
mappedReads = mappingStatsList
else:
mappedReads = []
for fname in bamFilesList:
mappedReads.append(bamHandler.openBam(fname, returnStats=True, nThreads=numberOfProcessors)[1])
sizeFactorBasedOnMappedReads = np.array(mappedReads, dtype='float64')
sizeFactorBasedOnMappedReads = sizeFactorBasedOnMappedReads.min() / sizeFactorBasedOnMappedReads
cr = countR.CountReadsPerBin(bamFilesList,
binLength=binLength,
numberOfSamples=numberOfSamples,
extendReads=False,
blackListFileName=blackListFileName,
numberOfProcessors=numberOfProcessors,
verbose=verbose,
chrsToSkip=chrsToSkip)
try:
num_reads_per_bin = cr.run()
except Exception as detail:
exit("*ERROR*: {}".format(detail))
sitesSampled = len(num_reads_per_bin)
# the transpose is taken to easily iterate by columns which are now
# converted to rows
num_reads_per_bin = num_reads_per_bin.transpose()
# size factors based on order statistics
# see Signal extraction scaling (SES) method in: Diaz et al (2012)
# Normalization, bias correction, and peak calling for ChIP-seq.
# Statistical applications in genetics and molecular biology, 11(3).
# using the same names as in Diaz paper
# p refers to ChIP, q to input
p = np.sort(num_reads_per_bin[0, :]).cumsum()
q = np.sort(num_reads_per_bin[1, :]).cumsum()
# p[-1] and q[-1] are the maximum values in the arrays.
# both p and q are normalized by this value
diff = np.abs(p / p[-1] - q / q[-1])
# get the lowest rank for wich the difference is the maximum
maxIndex = np.flatnonzero(diff == diff.max())[0]
# Take a lower rank to move to a region with probably
# less peaks and more background.
maxIndex = int(maxIndex * 0.8)
while maxIndex < len(p):
# in rare cases the maxIndex maps to a zero value.
# In such cases, the next index is used until
# a non zero value appears.
cumSum = np.array([float(p[maxIndex]), float(q[maxIndex])])
if cumSum.min() > 0:
break
maxIndex += 1
meanSES = [np.mean(np.sort(num_reads_per_bin[0, :])[:maxIndex]),
np.mean(np.sort(num_reads_per_bin[1, :])[:maxIndex])]
# the maxIndex may be too close to the the signal regions
# so i take a more conservative approach by taking a close number
sizeFactorsSES = cumSum.min() / cumSum
median = np.median(num_reads_per_bin, axis=1)
# consider only those read numbers that are below the 90
# percentile to stimate the
# mean and std
mean = []
std = []
for values in num_reads_per_bin:
maxNumReads = (np.percentile(values, 90))
if maxNumReads == 0:
maxNumReads = (np.percentile(values, 99))
if maxNumReads == 0:
print("all genomic regions sampled from one ")
"of the bam files have no reads.\n"
values = values[values <= maxNumReads]
mean.append(np.mean(values))
std.append(np.std(values))
mean = np.array(mean)
readsPerBin = mean if avg_method == 'mean' else median
if min(median) == 0:
idx_zero = [ix + 1 for ix, value in enumerate(median) if value == 0]
exit("\n*ERROR*: The median coverage computed is zero for sample(s) #{}\n"
"Try selecting a larger sample size or a region with coverage\n".format(idx_zero))
sizeFactor = sizeFactorsSES
return {'size_factors': sizeFactor,
'size_factors_based_on_mapped_reads': sizeFactorBasedOnMappedReads,
'size_factors_SES': sizeFactorsSES,
'size_factors_based_on_mean': mean.min() / mean,
'size_factors_based_on_median': median.min() / median,
'mean': mean,
'meanSES': meanSES,
'median': median,
'reads_per_bin': readsPerBin,
'std': std,
'sites_sampled': sitesSampled}
class Tester(object):
def __init__(self):
self.root = os.path.dirname(os.path.abspath(__file__)) + "/test/test_data/"
self.bamFile1 = self.root + "testA.bam"
self.bamFile2 = self.root + "testB.bam"
global debug
debug = 0
self.chrom = '3R'
================================================
FILE: deeptools/__init__.py
================================================
================================================
FILE: deeptools/alignmentSieve.py
================================================
#!/usr/bin/env python
import argparse
import pysam
import os
import sys
from deeptools import parserCommon
from deeptools.bamHandler import openBam
from deeptools.mapReduce import mapReduce
from deeptools.utilities import getTLen, smartLabels, getTempFileName
from importlib.metadata import version
def parseArguments():
parser = argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="This tool filters alignments in a BAM/CRAM file according the the specified parameters. It can optionally output to BEDPE format.",
usage='alignmentSieve -b sample1.bam -o sample1.filtered.bam --minMappingQuality 10 --filterMetrics log.txt\n'
'help: alignmentSieve -h / alignmentSieve --help')
required = parser.add_argument_group('Required arguments')
required.add_argument('--bam', '-b',
metavar='FILE1',
help='An indexed BAM file.',
required=True)
required.add_argument('--outFile', '-o',
help='The file to write results to. These are the alignments or fragments that pass the filtering criteria.')
general = parser.add_argument_group('General arguments')
general.add_argument('--numberOfProcessors', '-p',
help='Number of processors to use. Type "max/2" to '
'use half the maximum number of processors or "max" '
'to use all available processors. (Default: %(default)s)',
metavar="INT",
type=parserCommon.numberOfProcessors,
default=1,
required=False)
general.add_argument('--filterMetrics',
metavar="FILE.log",
help="The number of entries in total and filtered are saved to this file")
general.add_argument('--filteredOutReads',
metavar="filtered.bam",
help="If desired, all reads NOT passing the filtering criteria can be written to this file.")
general.add_argument('--label', '-l',
metavar='sample1',
help='User defined label instead of the default label '
'(file name).')
general.add_argument('--smartLabels',
action='store_true',
help='Instead of manually specifying a labels for the input '
'file, this causes deepTools to use the file name '
'after removing the path and extension.')
general.add_argument('--verbose', '-v',
help='Set to see processing messages.',
action='store_true')
general.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
general.add_argument('--shift',
nargs='+',
type=int,
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.')
general.add_argument('--ATACshift',
action='store_true',
help='Shift the produced BAM file or BEDPE regions as commonly done for ATAC-seq. This is equivalent to --shift 4 -5 5 -4.')
general.add_argument('--genomeChunkLength',
type=int,
default=int(1e6),
help='Size of the genome (in bps) to be processed per thread. (Default: %(default)s)')
output = parser.add_argument_group('Output arguments')
output.add_argument('--BED',
action='store_true',
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.')
filtering = parser.add_argument_group('Optional arguments')
filtering.add_argument('--filterRNAstrand',
help='Selects RNA-seq reads (single-end or paired-end) in '
'the given strand. (Default: %(default)s)',
choices=['forward', 'reverse'],
default=None)
filtering.add_argument('--ignoreDuplicates',
help='If set, reads that have the same orientation '
'and start position will be considered only '
'once. If reads are paired, the mate\'s position '
'also has to coincide to ignore a read.',
action='store_true')
filtering.add_argument('--minMappingQuality',
metavar='INT',
help='If set, only reads that have a mapping '
'quality score of at least this are '
'considered.',
type=int)
filtering.add_argument('--samFlagInclude',
help='Include reads based on the SAM flag. For example, '
'to get only reads that are the first mate, use a flag of 64. '
'This is useful to count properly paired reads only once, '
'as otherwise the second mate will be also considered for the '
'coverage.',
metavar='INT',
default=None,
type=int,
required=False)
filtering.add_argument('--samFlagExclude',
help='Exclude reads based on the SAM flag. For example, '
'to get only reads that map to the forward strand, use '
'--samFlagExclude 16, where 16 is the SAM flag for reads '
'that map to the reverse strand.',
metavar='INT',
default=None,
type=int,
required=False)
filtering.add_argument('--blackListFileName', '-bl',
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.",
metavar="BED file",
nargs="+",
required=False)
filtering.add_argument('--minFragmentLength',
help='The minimum fragment length needed for read/pair '
'inclusion. This option is primarily useful '
'in ATACseq experiments, for filtering mono- or '
'di-nucleosome fragments. (Default: %(default)s)',
metavar='INT',
default=0,
type=int,
required=False)
filtering.add_argument('--maxFragmentLength',
help='The maximum fragment length needed for read/pair '
'inclusion. A value of 0 indicates no limit. (Default: %(default)s)',
metavar='INT',
default=0,
type=int,
required=False)
return parser
def shiftRead(b, chromDict, args):
if not b.is_proper_pair:
return None
tLen = getTLen(b, notAbs=True)
start = b.pos
end = start + b.query_alignment_end
if b.is_reverse and not b.is_read2:
end -= args.shift[2]
deltaTLen = args.shift[3] - args.shift[2]
elif b.is_reverse and b.is_read2:
end += args.shift[1]
deltaTLen = args.shift[1] - args.shift[0]
elif not b.is_reverse and not b.is_read2:
start += args.shift[0]
deltaTLen = args.shift[1] - args.shift[0]
else:
start -= args.shift[3]
deltaTLen = args.shift[3] - args.shift[2]
# Sanity check
if end - start < 1:
if b.is_reverse:
start = end - 1
else:
end = start + 1
if start < 0:
start = 0
if end > chromDict[b.reference_name]:
end = chromDict[b.reference_name]
if end - start < 1:
return None
# create a new read
b2 = pysam.AlignedSegment()
b2.query_name = b.query_name
b2.flag = b.flag
b2.reference_id = b.reference_id
b2.reference_start = start
b2.mapping_quality = b.mapping_quality
b2.cigar = ((0, end - start),) # Returned cigar is only matches
if tLen < 0:
b2.template_length = tLen - deltaTLen
else:
b2.template_length = tLen + deltaTLen
b2.next_reference_id = b.next_reference_id
b2.next_reference_start = b.next_reference_start
if b.is_proper_pair:
if b2.is_read2 and b2.is_reverse:
b2.next_reference_start += args.shift[0]
elif not b2.is_read2 and b2.is_reverse:
b2.next_reference_start -= args.shift[3]
return b2
def filterWorker(arglist):
chrom, start, end, args, chromDict = arglist
fh = openBam(args.bam)
mode = 'wb'
oname = getTempFileName(suffix='.bam')
if args.filteredOutReads:
onameFiltered = getTempFileName(suffix='.bam')
else:
onameFiltered = None
ofh = pysam.AlignmentFile(oname, mode=mode, template=fh)
if onameFiltered:
ofiltered = pysam.AlignmentFile(onameFiltered, mode=mode, template=fh)
else:
ofiltered = None
prev_pos = set()
lpos = None
nFiltered = 0
total = 0
for read in fh.fetch(chrom, start, end):
if read.pos < start:
# ensure that we never double count (in case distanceBetweenBins == 0)
continue
total += 1
if read.flag & 4:
# Ignore unmapped reads, they were counted already
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
if args.minMappingQuality and read.mapq < args.minMappingQuality:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
if args.samFlagInclude and read.flag & args.samFlagInclude != args.samFlagInclude:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
if args.samFlagExclude and read.flag & args.samFlagExclude != 0:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
tLen = getTLen(read)
if args.minFragmentLength > 0 and tLen < args.minFragmentLength:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
if args.maxFragmentLength > 0 and tLen > args.maxFragmentLength:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
if args.ignoreDuplicates:
# Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions
if tLen >= 0:
s = read.pos
e = s + tLen
else:
s = read.pnext
e = s - tLen
if read.reference_id != read.next_reference_id:
e = read.pnext
if lpos is not None and lpos == read.reference_start \
and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
if lpos != read.reference_start:
prev_pos.clear()
lpos = read.reference_start
prev_pos.add((s, e, read.next_reference_id, read.is_reverse))
# filterRNAstrand
if args.filterRNAstrand:
if read.is_paired:
if args.filterRNAstrand == 'forward':
if read.flag & 144 == 128 or read.flag & 96 == 64:
pass
else:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
elif args.filterRNAstrand == 'reverse':
if read.flag & 144 == 144 or read.flag & 96 == 96:
pass
else:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
else:
if args.filterRNAstrand == 'forward':
if read.flag & 16 == 16:
pass
else:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
elif args.filterRNAstrand == 'reverse':
if read.flag & 16 == 0:
pass
else:
nFiltered += 1
if ofiltered:
ofiltered.write(read)
continue
if args.shift:
read = shiftRead(read, chromDict, args)
if not read:
continue
# Read survived filtering
ofh.write(read)
# The results from the workers will get sorted, so get the TID
tid = fh.get_tid(chrom)
ofh.close()
if ofiltered:
ofiltered.close()
fh.close()
return tid, start, total, nFiltered, oname, onameFiltered
def convertBED(oname, tmpFiles, chromDict):
"""
Stores results in BEDPE format, which is:
chromosome frag_leftend frag_rightend
The fragment ends can be shifted
"""
ofile = open(oname, "w")
for tmpFile in tmpFiles:
# Setting verbosity to avoid lack of index error/warning
pysam.set_verbosity(0)
fh = pysam.AlignmentFile(tmpFile)
# Reset verbosity
pysam.set_verbosity(3)
for b in fh.fetch(until_eof=True):
tLen = getTLen(b, notAbs=True)
if tLen > 0:
start = b.pos
end = start + tLen
if end > chromDict[b.reference_name]:
end = chromDict[b.reference_name]
if end - start < 1:
continue
ofile.write("{}\t{}\t{}\n".format(b.reference_name, start, end))
fh.close()
os.unlink(tmpFile)
ofile.close()
def main(args=None):
args = parseArguments().parse_args(args)
if args.shift:
if len(args.shift) not in [2, 4]:
sys.exit("The --shift option can accept either 2 or 4 values only.")
if len(args.shift) == 2:
args.shift.extend([-args.shift[1], -args.shift[0]])
elif args.ATACshift:
args.shift = [4, -5, 5, -4]
bam, mapped, unmapped, stats = openBam(args.bam, returnStats=True, nThreads=args.numberOfProcessors)
total = mapped + unmapped
chrom_sizes = [(x, y) for x, y in zip(bam.references, bam.lengths)]
chromDict = {x: y for x, y in zip(bam.references, bam.lengths)}
# Filter, writing the results to a bunch of temporary files
res = mapReduce([args, chromDict],
filterWorker,
chrom_sizes,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
genomeChunkLength=args.genomeChunkLength,
verbose=args.verbose)
res = sorted(res) # The temp files are now in order for concatenation
nFiltered = sum([x[3] for x in res])
totalSeen = sum([x[2] for x in res]) # The * contig isn't queried
tmpFiles = [x[4] for x in res]
if not args.BED:
arguments = ["-o", args.outFile]
arguments.extend(tmpFiles) # [..., *someList] isn't available in python 2.7
pysam.samtools.cat(*arguments)
for tmpFile in tmpFiles:
os.unlink(tmpFile)
else:
convertBED(args.outFile, tmpFiles, chromDict)
if args.filteredOutReads:
tmpFiles = [x[5] for x in res]
if not args.BED:
arguments = ["-o", args.filteredOutReads]
arguments.extend(tmpFiles) # [..., *someList] isn't available in python 2.7
pysam.samtools.cat(*arguments)
for tmpFile in tmpFiles:
os.unlink(tmpFile)
else:
convertBED(args.outFile, tmpFiles, chromDict, args)
if args.filterMetrics:
sampleName = args.bam
if args.label:
sampleName = args.label
if args.smartLabels:
sampleName = smartLabels([args.bam])[0]
of = open(args.filterMetrics, "w")
of.write("#bamFilterReads --filterMetrics\n")
of.write("#File\tReads Remaining\tTotal Initial Reads\n")
of.write("{}\t{}\t{}\n".format(sampleName, totalSeen - nFiltered, total))
of.close()
return 0
================================================
FILE: deeptools/bamCompare.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import argparse # to parse command line arguments
import numpy as np
import sys
# my packages
from deeptools import writeBedGraph
from deeptools.SES_scaleFactor import estimateScaleFactor
from deeptools import parserCommon
from deeptools import bamHandler
from deeptools.getRatio import getRatio
from deeptools.getScaleFactor import get_num_kept_reads
from deeptools.getScaleFactor import get_scale_factor
debug = 0
old_settings = np.seterr(all='ignore')
def parseArguments():
parentParser = parserCommon.getParentArgParse()
bamParser = parserCommon.read_options()
normalizationParser = parserCommon.normalization_options()
requiredArgs = getRequiredArgs()
optionalArgs = getOptionalArgs()
outputParser = parserCommon.output()
parser = argparse.ArgumentParser(
parents=[requiredArgs, outputParser, optionalArgs,
parentParser, normalizationParser, bamParser],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='This tool compares two BAM files based on the number of '
'mapped reads. To compare the BAM files, the genome is partitioned '
'into bins of equal size, then the number of reads found in each bin'
' is counted per file, and finally a summary value is '
'reported. This value can be the ratio of the number of reads per '
'bin, the log2 of the ratio, or the difference. This tool can '
'normalize the number of reads in each BAM file using the SES method '
'proposed by Diaz et al. (2012) "Normalization, bias correction, and '
'peak calling for ChIP-seq". Statistical Applications in Genetics '
'and Molecular Biology, 11(3). Normalization based on read counts '
'is also available. The output is either a bedgraph or bigWig file '
'containing the bin location and the resulting comparison value. '
'Note that *each end* in a pair (for paired-end reads) is treated '
'independently. If this is undesirable, then use the --samFlagInclude '
'or --samFlagExclude options.',
usage='bamCompare -b1 treatment.bam -b2 control.bam -o log2ratio.bw\n'
'help: bamCompare -h / bamCompare --help',
add_help=False)
return parser
def getRequiredArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--bamfile1', '-b1',
metavar='BAM file',
help='Sorted BAM file 1. Usually the BAM file '
'for the treatment.',
required=True)
required.add_argument('--bamfile2', '-b2',
metavar='BAM file',
help='Sorted BAM file 2. Usually the BAM '
'file for the control.',
required=True)
return parser
def getOptionalArgs():
parser = argparse.ArgumentParser(add_help=False)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
optional.add_argument('--scaleFactorsMethod',
help='Method to use to scale the samples. '
'If a method is specified, then it will be used to compensate '
'for sequencing depth differences between the samples. '
'As an alternative, this can be set to None and an option from '
'--normalizeUsing can be used. (Default: %(default)s)',
choices=['readCount', 'SES', 'None'],
default='readCount')
optional.add_argument('--sampleLength', '-l',
help='*Only relevant when SES is chosen for the '
'scaleFactorsMethod.* To compute the SES, specify '
'the length (in bases) of the regions (see --numberOfSamples) '
'that will be randomly sampled to calculate the scaling factors. '
'If you do not have a good sequencing depth for '
'your samples consider increasing the sampling '
'regions\' size to minimize the probability '
'that zero-coverage regions are used. (Default: %(default)s)',
default=1000,
type=int)
optional.add_argument('--numberOfSamples', '-n',
help='*Only relevant when SES is chosen for the '
'scaleFactorsMethod.* Number of samplings taken '
'from the genome to compute the scaling factors. (Default: %(default)s)',
default=1e5,
type=int)
optional.add_argument('--scaleFactors',
help='Set this parameter manually to avoid the computation of '
'scaleFactors. The format is scaleFactor1:scaleFactor2.'
'For example, --scaleFactor 0.7:1 will cause the first BAM file to'
'be multiplied by 0.7, while not scaling '
'the second BAM file (multiplication with 1).',
default=None,
required=False)
optional.add_argument('--operation',
help='The default is to output the log2 ratio of the '
'two samples. The reciprocal ratio returns the '
'the negative of the inverse of the ratio '
'if the ratio is less than 0. The resulting '
'values are interpreted as negative fold changes. '
'Instead of performing a computation using both files, the scaled signal can '
'alternatively be output for the first or second file using '
'the \'--operation first\' or \'--operation second\'. (Default: %(default)s)',
default='log2',
choices=['log2', 'ratio', 'subtract', 'add', 'mean',
'reciprocal_ratio', 'first', 'second'],
required=False)
optional.add_argument('--pseudocount',
help='A small number to avoid x/0. Only useful '
'together with --operation log2 or --operation ratio. '
'You can specify different values as pseudocounts for '
'the numerator and the denominator by providing two '
'values (the first value is used as the numerator '
'pseudocount and the second the denominator pseudocount). (Default: %(default)s)',
default=[1],
type=float,
nargs='+',
action=parserCommon.requiredLength(1, 2),
required=False)
optional.add_argument('--skipZeroOverZero',
help='Skip bins where BOTH BAM files lack coverage. '
'This is determined BEFORE any applicable pseudocount '
'is added.',
action='store_true')
return parser
def process_args(args=None):
args = parseArguments().parse_args(args)
if args.smoothLength and args.smoothLength <= args.binSize:
print("Warning: the smooth length given ({}) is smaller than the bin "
"size ({}).\n\n No smoothing will be "
"done".format(args.smoothLength,
args.binSize))
args.smoothLength = None
if not args.ignoreForNormalization:
args.ignoreForNormalization = []
if not isinstance(args.pseudocount, list):
args.pseudocount = [args.pseudocount]
if len(args.pseudocount) == 1:
args.pseudocount *= 2
return args
# get_scale_factors function is used for scaling in bamCompare
# while get_scale_factor is used for depth normalization
def get_scale_factors(args, statsList, mappedList):
if args.scaleFactors:
scale_factors = list(map(float, args.scaleFactors.split(":")))
elif args.scaleFactorsMethod == 'SES':
scalefactors_dict = estimateScaleFactor(
[args.bamfile1, args.bamfile2],
args.sampleLength, args.numberOfSamples,
1,
mappingStatsList=mappedList,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose,
chrsToSkip=args.ignoreForNormalization)
scale_factors = scalefactors_dict['size_factors']
if args.verbose:
print("Size factors using SES: {}".format(scale_factors))
print("%s regions of size %s where used " %
(scalefactors_dict['sites_sampled'],
args.sampleLength))
print("ignoring filtering/blacklists, size factors if the number of mapped "
"reads would have been used:")
print(tuple(
float(min(mappedList)) / np.array(mappedList)))
elif args.scaleFactorsMethod == 'readCount':
# change the scaleFactor to 1.0
args.scaleFactor = 1.0
# get num of kept reads for bam file 1
args.bam = args.bamfile1
bam1_mapped, _ = get_num_kept_reads(args, statsList[0])
# get num of kept reads for bam file 2
args.bam = args.bamfile2
bam2_mapped, _ = get_num_kept_reads(args, statsList[1])
mapped_reads = [bam1_mapped, bam2_mapped]
# new scale_factors (relative to min of two bams)
scale_factors = float(min(bam1_mapped, bam2_mapped)) / np.array(mapped_reads)
if args.verbose:
print("Size factors using total number "
"of mapped reads: {}".format(scale_factors))
elif args.scaleFactorsMethod == 'None':
scale_factors = None
return scale_factors
def main(args=None):
"""
The algorithm is composed of two steps.
1. Per-sample scaling / depth Normalization:
+ If scaling is used (using the SES or read counts method), appropriate scaling
factors are determined to account for sequencing depth differences.
+ Optionally scaling can be turned off and individual samples could be depth normalized using
RPKM, BPM or CPM methods
2. Ratio calculation between two bam files:
+ The genome is transversed and computing
the log ratio/ratio/difference etc. for bins of fixed width
given by the user.
"""
args = process_args(args)
if args.normalizeUsing == "RPGC":
sys.exit("RPGC normalization (--normalizeUsing RPGC) is not supported with bamCompare!")
if args.normalizeUsing == 'None':
args.normalizeUsing = None # For the sake of sanity
if args.scaleFactorsMethod != 'None' and args.normalizeUsing:
sys.exit("`--normalizeUsing {}` is only valid if you also use `--scaleFactorsMethod None`! To prevent erroneous output, I will quit now.\n".format(args.normalizeUsing))
# Get mapping statistics
bam1, mapped1, unmapped1, stats1 = bamHandler.openBam(args.bamfile1, returnStats=True, nThreads=args.numberOfProcessors)
bam1.close()
bam2, mapped2, unmapped2, stats2 = bamHandler.openBam(args.bamfile2, returnStats=True, nThreads=args.numberOfProcessors)
bam2.close()
scale_factors = get_scale_factors(args, [stats1, stats2], [mapped1, mapped2])
if scale_factors is None:
# check whether one of the depth norm methods are selected
if args.normalizeUsing is not None:
args.scaleFactor = 1.0
# if a normalization is required then compute the scale factors
args.bam = args.bamfile1
scale_factor_bam1 = get_scale_factor(args, stats1)
args.bam = args.bamfile2
scale_factor_bam2 = get_scale_factor(args, stats2)
scale_factors = [scale_factor_bam1, scale_factor_bam2]
else:
scale_factors = [1, 1]
if args.verbose:
print("Individual scale factors are {0}".format(scale_factors))
# the getRatio function is called and receives
# the func_args per each tile that is considered
FUNC = getRatio
func_args = {'valueType': args.operation,
'scaleFactors': scale_factors,
'pseudocount': args.pseudocount
}
wr = writeBedGraph.WriteBedGraph([args.bamfile1, args.bamfile2], args.binSize, 0,
stepSize=args.binSize,
region=args.region,
numberOfProcessors=args.numberOfProcessors,
extendReads=args.extendReads,
blackListFileName=args.blackListFileName,
minMappingQuality=args.minMappingQuality,
ignoreDuplicates=args.ignoreDuplicates,
center_read=args.centerReads,
zerosToNans=args.skipNonCoveredRegions,
skipZeroOverZero=args.skipZeroOverZero,
samFlag_include=args.samFlagInclude,
samFlag_exclude=args.samFlagExclude,
minFragmentLength=args.minFragmentLength,
maxFragmentLength=args.maxFragmentLength,
chrsToSkip=args.ignoreForNormalization,
verbose=args.verbose
)
wr.run(FUNC, func_args, args.outFileName, blackListFileName=args.blackListFileName, format=args.outFileFormat, smoothLength=args.smoothLength)
if __name__ == "__main__":
main()
================================================
FILE: deeptools/bamCoverage.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
# own tools
import argparse
import sys
import numpy as np
from deeptools import writeBedGraph # This should be made directly into a bigWig
from deeptools import parserCommon
from deeptools.getScaleFactor import get_scale_factor
from deeptools.bamHandler import openBam
debug = 0
def parseArguments():
parentParser = parserCommon.getParentArgParse()
bamParser = parserCommon.read_options()
normalizationParser = parserCommon.normalization_options()
requiredArgs = get_required_args()
optionalArgs = get_optional_args()
outputParser = parserCommon.output()
parser = \
argparse.ArgumentParser(
parents=[requiredArgs, outputParser, optionalArgs,
parentParser, normalizationParser, bamParser],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='This tool takes an alignment of reads or fragments '
'as input (BAM file) and generates a coverage track (bigWig or '
'bedGraph) as output. '
'The coverage is calculated as the number of reads per bin, '
'where bins are short consecutive counting windows of a defined '
'size. It is possible to extended the length of the reads '
'to better reflect the actual fragment length. *bamCoverage* '
'offers normalization by scaling factor, Reads Per Kilobase per '
'Million mapped reads (RPKM), counts per million (CPM), bins per '
'million mapped reads (BPM) and 1x depth (reads per genome '
'coverage, RPGC).\n',
usage='bamCoverage -b reads.bam -o coverage.bw\n'
'help: bamCoverage -h / bamCoverage --help',
add_help=False)
return parser
def get_required_args():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--bam', '-b',
help='BAM file to process',
metavar='BAM file',
required=True)
return parser
def get_optional_args():
parser = argparse.ArgumentParser(add_help=False)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
optional.add_argument('--scaleFactor',
help='The computed scaling factor (or 1, if not applicable) will '
'be multiplied by this. (Default: %(default)s)',
default=1.0,
type=float,
required=False)
optional.add_argument('--MNase',
help='Determine nucleosome positions from MNase-seq data. '
'Only 3 nucleotides at the center of each fragment are counted. '
'The fragment ends are defined by the two mate reads. Only fragment lengths'
'between 130 - 200 bp are considered to avoid dinucleosomes or other artifacts. '
'By default, any fragments smaller or larger than this are ignored. To '
'over-ride this, use the --minFragmentLength and --maxFragmentLength options, '
'which will default to 130 and 200 if not otherwise specified in the presence '
'of --MNase. *NOTE*: Requires paired-end data. A bin size of 1 is recommended.',
action='store_true')
optional.add_argument('--Offset',
help='Uses this offset inside of each read as the signal. This is useful in '
'cases like RiboSeq or GROseq, where the signal is 12, 15 or 0 bases past the '
'start of the read. This can be paired with the --filterRNAstrand option. '
'Note that negative values indicate offsets from the end of each read. A value '
'of 1 indicates the first base of the alignment (taking alignment orientation '
'into account). Likewise, a value of -1 is the last base of the alignment. An '
'offset of 0 is not permitted. If two values are specified, then they will be '
'used to specify a range of positions. Note that specifying something like '
'--Offset 5 -1 will result in the 5th through last position being used, which '
'is equivalent to trimming 4 bases from the 5-prime end of alignments. Note '
'that if you specify --centerReads, the centering will be performed before the '
'offset.',
metavar='INT',
type=int,
nargs='+',
required=False)
optional.add_argument('--filterRNAstrand',
help='Selects RNA-seq reads (single-end or paired-end) originating from genes '
'on the given strand. This option assumes a standard dUTP-based library '
'preparation (that is, --filterRNAstrand=forward keeps minus-strand reads, '
'which originally came from genes on the forward strand using a dUTP-based '
'method). Consider using --samExcludeFlag instead for filtering by strand in '
'other contexts.',
choices=['forward', 'reverse'],
default=None)
return parser
def scaleFactor(string):
try:
scalefactor1, scalefactor2 = string.split(":")
scalefactors = (float(scalefactor1), float(scalefactor2))
except:
raise argparse.ArgumentTypeError(
"Format of scaleFactors is factor1:factor2. "
"The value given ( {} ) is not valid".format(string))
return scalefactors
def process_args(args=None):
args = parseArguments().parse_args(args)
if args.smoothLength and args.smoothLength <= args.binSize:
print("Warning: the smooth length given ({}) is smaller than the bin "
"size ({}).\n\n No smoothing will be done".format(args.smoothLength, args.binSize))
args.smoothLength = None
if not args.ignoreForNormalization:
args.ignoreForNormalization = []
return args
def main(args=None):
args = process_args(args)
global debug
if args.verbose:
sys.stderr.write("Specified --scaleFactor: {}\n".format(args.scaleFactor))
debug = 1
else:
debug = 0
if args.normalizeUsing == 'None':
args.normalizeUsing = None # For the sake of sanity
elif args.normalizeUsing == 'RPGC' and not args.effectiveGenomeSize:
sys.exit("RPGC normalization requires an --effectiveGenomeSize!\n")
if args.normalizeUsing:
# if a normalization is required then compute the scale factors
bam, mapped, unmapped, stats = openBam(args.bam, returnStats=True, nThreads=args.numberOfProcessors)
bam.close()
scale_factor = get_scale_factor(args, stats)
else:
scale_factor = args.scaleFactor
func_args = {'scaleFactor': scale_factor}
# This fixes issue #520, where --extendReads wasn't honored if --filterRNAstrand was used
if args.filterRNAstrand and not args.Offset:
args.Offset = [1, -1]
if args.MNase:
# check that library is paired end
# using getFragmentAndReadSize
from deeptools.getFragmentAndReadSize import get_read_and_fragment_length
frag_len_dict, read_len_dict = get_read_and_fragment_length(args.bam,
return_lengths=False,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose)
if frag_len_dict is None:
sys.exit("*Error*: For the --MNAse function a paired end library is required. ")
# Set some default fragment length bounds
if args.minFragmentLength == 0:
args.minFragmentLength = 130
if args.maxFragmentLength == 0:
args.maxFragmentLength = 200
wr = CenterFragment([args.bam],
binLength=args.binSize,
stepSize=args.binSize,
region=args.region,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
extendReads=args.extendReads,
minMappingQuality=args.minMappingQuality,
ignoreDuplicates=args.ignoreDuplicates,
center_read=args.centerReads,
zerosToNans=args.skipNonCoveredRegions,
samFlag_include=args.samFlagInclude,
samFlag_exclude=args.samFlagExclude,
minFragmentLength=args.minFragmentLength,
maxFragmentLength=args.maxFragmentLength,
chrsToSkip=args.ignoreForNormalization,
verbose=args.verbose,
)
elif args.Offset:
if len(args.Offset) > 1:
if args.Offset[0] == 0:
sys.exit("*Error*: An offset of 0 isn't allowed, since offsets are 1-based positions inside each alignment.")
if args.Offset[1] > 0 and args.Offset[1] < args.Offset[0]:
sys.exir("'Error*: The right side bound is less than the left-side bound. This is inappropriate.")
else:
if args.Offset[0] == 0:
sys.exit("*Error*: An offset of 0 isn't allowed, since offsets are 1-based positions inside each alignment.")
wr = OffsetFragment([args.bam],
binLength=args.binSize,
stepSize=args.binSize,
region=args.region,
numberOfProcessors=args.numberOfProcessors,
extendReads=args.extendReads,
minMappingQuality=args.minMappingQuality,
ignoreDuplicates=args.ignoreDuplicates,
center_read=args.centerReads,
zerosToNans=args.skipNonCoveredRegions,
samFlag_include=args.samFlagInclude,
samFlag_exclude=args.samFlagExclude,
minFragmentLength=args.minFragmentLength,
maxFragmentLength=args.maxFragmentLength,
chrsToSkip=args.ignoreForNormalization,
verbose=args.verbose)
wr.filter_strand = args.filterRNAstrand
wr.Offset = args.Offset
else:
wr = writeBedGraph.WriteBedGraph([args.bam],
binLength=args.binSize,
stepSize=args.binSize,
region=args.region,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
extendReads=args.extendReads,
minMappingQuality=args.minMappingQuality,
ignoreDuplicates=args.ignoreDuplicates,
center_read=args.centerReads,
zerosToNans=args.skipNonCoveredRegions,
samFlag_include=args.samFlagInclude,
samFlag_exclude=args.samFlagExclude,
minFragmentLength=args.minFragmentLength,
maxFragmentLength=args.maxFragmentLength,
chrsToSkip=args.ignoreForNormalization,
verbose=args.verbose,
)
wr.run(writeBedGraph.scaleCoverage, func_args, args.outFileName,
blackListFileName=args.blackListFileName,
format=args.outFileFormat, smoothLength=args.smoothLength)
class OffsetFragment(writeBedGraph.WriteBedGraph):
"""
Class to redefine the get_fragment_from_read for the --Offset case
"""
def filterStrand(self, read, rv):
"""
A generic read filtering function that gets used by everything in this class.
rv is returned if the strand is correct, otherwise [(None, None)]
"""
# Filter by RNA strand, if desired
if read.is_paired:
if self.filter_strand == 'forward':
if read.flag & 144 == 128 or read.flag & 96 == 64:
return rv
elif self.filter_strand == 'reverse':
if read.flag & 144 == 144 or read.flag & 96 == 96:
return rv
else:
return rv
else:
if self.filter_strand == 'forward':
if read.flag & 16 == 16:
return rv
elif self.filter_strand == 'reverse':
if read.flag & 16 == 0:
return rv
else:
return rv
return [(None, None)]
def get_fragment_from_read_list(self, read, offset):
"""
Return the range of exons from the 0th through 1st bases, inclusive. Positions are 1-based
"""
rv = [(None, None)]
blocks = read.get_blocks()
blockLen = sum([x[1] - x[0] for x in blocks])
if self.defaultFragmentLength != 'read length':
if self.is_proper_pair(read, self.maxPairedFragmentLength):
if read.is_reverse:
foo = (read.next_reference_start, read.reference_start)
if foo[0] < foo[1]:
blocks.insert(0, foo)
else:
foo = (read.reference_end, read.reference_end + abs(read.template_length) - read.infer_query_length())
if foo[0] < foo[1]:
blocks.append(foo)
# Extend using the default fragment length
else:
if read.is_reverse:
foo = (read.reference_start - self.defaultFragmentLength + read.infer_query_length(), read.reference_start)
if foo[0] < 0:
foo = (0, foo[1])
if foo[0] < foo[1]:
blocks.insert(0, foo)
else:
foo = (read.reference_end, read.reference_end + self.defaultFragmentLength - read.infer_query_length())
if foo[0] < foo[1]:
blocks.append(foo)
stretch = []
# For the sake of simplicity, convert [(10, 20), (30, 40)] to [10, 11, 12, 13, ..., 40]
# Then subset accordingly
for block in blocks:
stretch.extend(range(block[0], block[1]))
if read.is_reverse:
stretch = stretch[::-1]
# Handle --centerReads
if self.center_read:
_ = (len(stretch) - blockLen) // 2
stretch = stretch[_:_ + blockLen]
# Subset by --Offset
try:
foo = stretch[offset[0]:offset[1]]
except:
return rv
if len(foo) == 0:
return rv
if read.is_reverse:
foo = foo[::-1]
# Convert the stretch back to a list of tuples
foo = np.array(foo)
d = foo[1:] - foo[:-1]
idx = np.argwhere(d > 1).flatten().tolist() # This now holds the interval bounds as a list
idx.append(-1)
last = 0
rv = []
for i in idx:
rv.append((foo[last].astype("int"), foo[i].astype("int") + 1))
last = i + 1
# Handle strand filtering, if needed
return self.filterStrand(read, rv)
def get_fragment_from_read(self, read):
"""
This is mostly a wrapper for self.get_fragment_from_read_list(),
which needs a list and for the offsets to be tweaked by 1.
"""
offset = [x for x in self.Offset]
if len(offset) > 1:
if offset[0] > 0:
offset[0] -= 1
if offset[1] < 0:
offset[1] += 1
else:
if offset[0] > 0:
offset[0] -= 1
offset = [offset[0], offset[0] + 1]
else:
if offset[0] < -1:
offset = [offset[0], offset[0] + 1]
else:
offset = [offset[0], None]
if offset[1] == 0:
# -1 gets switched to 0, which screws things up
offset = (offset[0], None)
return self.get_fragment_from_read_list(read, offset)
class CenterFragment(writeBedGraph.WriteBedGraph):
"""
Class to redefine the get_fragment_from_read for the --MNase case
The coverage of the fragment is defined as the 2 or 3 basepairs at the
center of the fragment length.
"""
def get_fragment_from_read(self, read):
"""
Takes a proper pair fragment of high quality and limited
to a certain length and outputs the center
"""
fragment_start = fragment_end = None
# only paired forward reads are considered
# Fragments have already been filtered according to length
if read.is_proper_pair and not read.is_reverse and 1 < abs(read.tlen):
# distance between pairs is even return two bases at the center
if read.tlen % 2 == 0:
fragment_start = read.pos + read.tlen / 2 - 1
fragment_end = fragment_start + 2
# distance is odd return three bases at the center
else:
fragment_start = read.pos + read.tlen / 2 - 1
fragment_end = fragment_start + 3
return [(fragment_start, fragment_end)]
================================================
FILE: deeptools/bamHandler.py
================================================
import sys
import pysam
from deeptools.mapReduce import mapReduce
def countReadsInInterval(args):
chrom, start, end, fname, toEOF = args
bam = openBam(fname)
mapped = 0
unmapped = 0
for b in bam.fetch(chrom, start, end):
if chrom == "*":
unmapped += 1
continue
if b.pos < start:
continue
if not b.is_unmapped:
mapped += 1
else:
unmapped += 1
return mapped, unmapped, chrom
def getMappingStats(bam, nThreads):
"""
This is used for CRAM files, since idxstats() and .mapped/.unmapped are meaningless
This requires pysam > 0.13.0
"""
header = [(x, y) for x, y in zip(bam.references, bam.lengths)]
res = mapReduce([bam.filename, False], countReadsInInterval, header, numberOfProcessors=nThreads)
mapped = sum([x[0] for x in res])
unmapped = sum([x[1] for x in res])
stats = {x[0]: [0, 0] for x in header}
for r in res:
stats[r[2]][0] += r[0]
stats[r[2]][1] += r[1]
# We need to count the number of unmapped reads as well
unmapped += bam.count("*")
return mapped, unmapped, stats
def openBam(bamFile, returnStats=False, nThreads=1, minimalDecoding=True):
"""
A wrapper for opening BAM/CRAM files.
bamFile: str
A BAM/CRAM file name
returnStats: bool
Return a tuple of (file_handle, nMappedReads, nUnmappedReads, statsDict).
These additional values are needed by some downstream functions, since one
can't use file_handle.mapped on CRAM files (or idxstats())
nThreads: int
If returnStats is True, number of threads to use for computing statistics
minimalDecoding: Bool
For CRAM files, don't decode the read name, sequence, qual, or auxiliary tag fields (these aren't used by most functions).
Returns either the file handle or a tuple as described in returnStats
"""
format_options = ["required_fields=0x1FF"]
if sys.version_info.major >= 3:
format_options = [b"required_fields=0x1FF"]
if not minimalDecoding:
format_options = None
try:
bam = pysam.Samfile(bamFile, 'rb', format_options=format_options)
except IOError:
sys.exit("The file '{}' does not exist".format(bamFile))
except:
sys.exit("The file '{}' does not have BAM or CRAM format ".format(bamFile))
try:
assert bam.check_index() is not False
except:
sys.exit("'{}' does not appear to have an index. You MUST index the file first!".format(bamFile))
if bam.is_cram and returnStats:
mapped, unmapped, stats = getMappingStats(bam, nThreads)
elif bam.is_bam:
mapped = bam.mapped
unmapped = bam.unmapped
# Make the dictionary to hold the stats
if returnStats:
stats = {chrom.contig: [chrom.mapped, chrom.unmapped] for chrom in bam.get_index_statistics()}
if bam.is_bam or (bam.is_cram and returnStats):
if mapped == 0:
sys.stderr.write("WARNING! '{}' does not have any mapped reads. Please "
"check that the file is properly indexed and "
"that it contains mapped reads.\n".format(bamFile))
if returnStats:
return bam, mapped, unmapped, stats
else:
return bam
================================================
FILE: deeptools/bamPEFragmentSize.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import argparse
import sys
import numpy as np
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
from deeptools import cm # noqa: F401
import matplotlib.pyplot as plt
import plotly.offline as py
import plotly.graph_objs as go
# own tools
from deeptools.parserCommon import writableFile
from deeptools.getFragmentAndReadSize import get_read_and_fragment_length
from importlib.metadata import version
def parse_arguments():
parser = argparse.ArgumentParser(
description='This tool calculates the fragment sizes for read pairs given a BAM file from paired-end sequencing.'
'Several regions are sampled depending on the '
'size of the genome and number of processors to estimate the'
'summary statistics on the fragment lengths. '
'Properly paired reads are preferred for computation, i.e., '
'it will only use discordant pairs if no concordant alignments '
'overlap with a given region. '
'The default setting simply prints the summary statistics to the screen.',
usage='bamPEFragmentSize -b sample1.bam sample2.bam -o hist.png\n'
'help: bamPEFragmentSize -h / bamPEFragmentSize --help'
)
parser.add_argument('--bamfiles', '-b',
help='List of BAM files to process',
nargs='+',
metavar='bam files')
parser.add_argument('--histogram', '-hist', '-o',
help='Save a .png file with a histogram '
'of the fragment length distribution.',
metavar='FILE')
parser.add_argument('--plotFileFormat',
metavar='FILETYPE',
help='Image format type. If given, this option '
'overrides the image format based on the plotFile '
'ending. The available options are: png, '
'eps, pdf, svg and plotly.',
default=None,
choices=['png', 'pdf', 'svg', 'eps', 'plotly'])
parser.add_argument('--numberOfProcessors', '-p',
help='Number of processors to use. The default is '
'to use 1. (Default: %(default)s)',
metavar="INT",
type=int,
default=1,
required=False)
parser.add_argument('--samplesLabel',
help='Labels for the samples plotted. The '
'default is to use the file name of the '
'sample. The sample labels should be separated '
'by spaces and quoted if a label itself'
'contains a space E.g. --samplesLabel label-1 "label 2" ',
nargs='+')
parser.add_argument('--plotTitle', '-T',
help='Title of the plot, to be printed on top of '
'the generated image. Leave blank for no title. (Default: %(default)s)',
default='')
parser.add_argument('--maxFragmentLength',
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)',
default=0,
type=int)
parser.add_argument('--logScale',
help='Plot on the log scale',
action='store_true')
parser.add_argument('--binSize', '-bs',
metavar='INT',
help='Length in bases of the window used to sample the genome. (Default: %(default)s)',
default=1000,
type=int)
parser.add_argument('--distanceBetweenBins', '-n',
metavar='INT',
help='To reduce the computation time, not every possible genomic '
'bin is sampled. This option allows you to set the distance '
'between bins actually sampled from. Larger numbers are sufficient '
'for high coverage samples, while smaller values are useful for '
'lower coverage samples. Note that if you specify a value that '
'results in too few (<1000) reads sampled, the value will be '
'decreased. (Default: %(default)s)',
default=1000000,
type=int)
parser.add_argument('--blackListFileName', '-bl',
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.",
metavar="BED file",
required=False)
parser.add_argument('--table',
metavar='FILE',
help='In addition to printing read and fragment length metrics to the screen, write them to the given file in tabular format.',
required=False)
parser.add_argument('--outRawFragmentLengths',
metavar='FILE',
required=False,
type=writableFile,
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.')
parser.add_argument('--verbose',
help='Set if processing data messages are wanted.',
action='store_true',
required=False)
parser.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
return parser
def getDensity(lengths, minVal, maxVal):
"""
This is essentially computing what hist() in matplotlib is doing and returning the results.
This then allows us to free up the memory consumed by each sample rather than returning it all back to main() for plotting.
"""
n, bins, patches = plt.hist(lengths, bins=100, range=(minVal, maxVal), density=True)
plt.clf()
return (n, bins)
def getFragSize(bam, args, idx, outRawFrags):
fragment_len_dict, read_len_dict = get_read_and_fragment_length(bam, return_lengths=True,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose,
binSize=args.binSize,
distanceBetweenBins=args.distanceBetweenBins)
if outRawFrags:
label = bam
if args.samplesLabel and idx < len(args.samplesLabel):
label = args.samplesLabel[idx]
if fragment_len_dict:
fragment_len_dict['lengths'] = [int(x) for x in fragment_len_dict['lengths']]
cnts = np.bincount(fragment_len_dict['lengths'], minlength=int(fragment_len_dict['max']) + 1)
else:
read_len_dict['lengths'] = [int(x) for x in read_len_dict['lengths']]
cnts = np.bincount(read_len_dict['lengths'], minlength=int(read_len_dict['max']) + 1)
for idx, v in enumerate(cnts):
if v > 0:
outRawFrags.write("{}\t{}\t{}\n".format(idx, v, label))
if args.samplesLabel and idx < len(args.samplesLabel):
print("\n\nSample label: {}".format(args.samplesLabel[idx]))
else:
print("\n\nBAM file : {}".format(bam))
if fragment_len_dict:
if fragment_len_dict['mean'] == 0:
print("No pairs were found. Is the data from a paired-end sequencing experiment?")
print("Sample size: {}\n".format(fragment_len_dict['sample_size']))
print("Fragment lengths:")
print("Min.: {}\n1st Qu.: {}\nMean: {}\nMedian: {}\n"
"3rd Qu.: {}\nMax.: {}\nStd: {}".format(fragment_len_dict['min'],
fragment_len_dict['qtile25'],
fragment_len_dict['mean'],
fragment_len_dict['median'],
fragment_len_dict['qtile75'],
fragment_len_dict['max'],
fragment_len_dict['std']))
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'],
fragment_len_dict['qtile10'],
fragment_len_dict['qtile20'],
fragment_len_dict['qtile30'],
fragment_len_dict['qtile40'],
fragment_len_dict['qtile60'],
fragment_len_dict['qtile70'],
fragment_len_dict['qtile80'],
fragment_len_dict['qtile90'],
fragment_len_dict['qtile99']))
else:
print("No pairs were found. Is the data from a paired-end sequencing experiment?")
print("\nRead lengths:")
print("Sample size: {}\n".format(read_len_dict['sample_size']))
print("Min.: {}\n1st Qu.: {}\nMean: {}\nMedian: {}\n"
"3rd Qu.: {}\nMax.: {}\nStd: {}".format(read_len_dict['min'],
read_len_dict['qtile25'],
read_len_dict['mean'],
read_len_dict['median'],
read_len_dict['qtile75'],
read_len_dict['max'],
read_len_dict['std']))
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'],
read_len_dict['qtile10'],
read_len_dict['qtile20'],
read_len_dict['qtile30'],
read_len_dict['qtile40'],
read_len_dict['qtile60'],
read_len_dict['qtile70'],
read_len_dict['qtile80'],
read_len_dict['qtile90'],
read_len_dict['qtile99']))
# The read and fragment lists will just eat up memory if not removed!
if args.histogram:
if fragment_len_dict:
maxVal = fragment_len_dict['mean'] * 2
minVal = fragment_len_dict['min']
else:
maxVal = read_len_dict['mean'] * 2
minVal = read_len_dict['min']
if args.maxFragmentLength > 0:
maxVal = args.maxFragmentLength
if fragment_len_dict:
fragment_len_dict['lengths'] = getDensity(fragment_len_dict['lengths'], minVal, maxVal)
if read_len_dict:
read_len_dict['lengths'] = getDensity(read_len_dict['lengths'], minVal, maxVal)
else:
if fragment_len_dict:
del fragment_len_dict['lengths']
if read_len_dict:
del read_len_dict['lengths']
return (fragment_len_dict, read_len_dict)
def printTable(args, fragDict, readDict):
"""
Print the read and fragment dictionary in more easily parsable tabular format to a file.
"""
of = open(args.table, "w")
of.write("\tFrag. Sampled")
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.")
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%")
of.write("\tReads Sampled")
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.")
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")
for idx, bam in enumerate(args.bamfiles):
if args.samplesLabel and idx < len(args.samplesLabel):
of.write(args.samplesLabel[idx])
else:
of.write(bam)
if fragDict is not None and fragDict[bam] is not None:
d = fragDict[bam]
of.write("\t{}".format(d['sample_size']))
of.write("\t{}\t{}\t{}\t{}\t{}\t{}\t{}".format(d['min'],
d['qtile25'],
d['mean'],
d['median'],
d['qtile75'],
d['max'],
d['std']))
of.write("\t{}\t{}\t{}\t{}\t{}\t{}\t{}\t{}\t{}\t{}".format(d['mad'],
d['qtile10'],
d['qtile20'],
d['qtile30'],
d['qtile40'],
d['qtile60'],
d['qtile70'],
d['qtile80'],
d['qtile90'],
d['qtile99']))
else:
of.write("\t0")
of.write("\t0\t0\t0\t0\t0\t0\t0")
of.write("\t0\t0\t0\t0\t0\t0\t0\t0\t0\t0")
d = readDict[bam]
of.write("\t{}".format(d['sample_size']))
of.write("\t{}\t{}\t{}\t{}\t{}\t{}\t{}".format(d['min'],
d['qtile25'],
d['mean'],
d['median'],
d['qtile75'],
d['max'],
d['std']))
of.write("\t{}\t{}\t{}\t{}\t{}\t{}\t{}\t{}\t{}\t{}\n".format(d['mad'],
d['qtile10'],
d['qtile20'],
d['qtile30'],
d['qtile40'],
d['qtile60'],
d['qtile70'],
d['qtile80'],
d['qtile90'],
d['qtile99']))
of.close()
def main(args=None):
args = parse_arguments().parse_args(args)
if len(sys.argv) == 1:
parse_arguments().print_help()
sys.exit()
fraglengths = {}
readlengths = {}
of = None
if args.outRawFragmentLengths is not None:
of = open(args.outRawFragmentLengths, "w")
of.write("#bamPEFragmentSize\nSize\tOccurrences\tSample\n")
for idx, bam in enumerate(args.bamfiles):
f, r = getFragSize(bam, args, idx, of)
fraglengths[bam] = f
readlengths[bam] = r
if args.table is not None:
printTable(args, fraglengths, readlengths)
if args.histogram:
if args.samplesLabel:
if len(args.bamfiles) != len(args.samplesLabel):
sys.exit("The number of labels does not match the number of BAM files.")
else:
labels = args.samplesLabel
else:
labels = list(fraglengths.keys())
i = 0
data = []
for bam in fraglengths.keys():
d = fraglengths[bam]
if d is None:
d = readlengths[bam]
if args.maxFragmentLength > 0:
maxVal = args.maxFragmentLength
else:
maxVal = d['mean'] * 2
if args.plotFileFormat == 'plotly':
trace = go.Histogram(x=d['lengths'],
histnorm='probability',
opacity=0.5,
name=labels[i],
nbinsx=100,
xbins=dict(start=d['min'], end=maxVal))
data.append(trace)
else:
plt.bar(d['lengths'][1][:-1], height=d['lengths'][0],
width=d['lengths'][1][1:] - d['lengths'][1][:-1],
align='edge', log=args.logScale,
alpha=0.5, label=labels[i])
i += 1
if args.plotFileFormat == 'plotly':
fig = go.Figure()
fig.add_traces(data)
fig['layout']['yaxis1'].update(title='Frequency')
fig['layout']['xaxis1'].update(title='Fragment Length')
fig['layout'].update(title=args.plotTitle)
fig['layout'].update(showlegend=True)
if args.logScale:
fig['layout']['yaxis1'].update(type='log')
py.plot(fig, filename=args.histogram, auto_open=False)
else:
plt.xlabel('Fragment Length')
plt.ylabel('Frequency')
plt.legend(loc='upper right')
plt.title(args.plotTitle)
plt.savefig(args.histogram, bbox_inches=0, format=args.plotFileFormat)
plt.close()
if __name__ == "__main__":
main()
================================================
FILE: deeptools/bigwigAverage.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import argparse
import sys
import numpy as np
from deeptools import parserCommon
from deeptools import writeBedGraph_bam_and_bw
debug = 0
def parse_arguments(args=None):
parentParser = parserCommon.getParentArgParse()
outputParser = parserCommon.output()
parser = argparse.ArgumentParser(
parents=[parentParser, outputParser],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='This tool average multiple bigWig files based on the number '
'of mapped reads. To average the bigWig files, the genome is '
'partitioned into bins of equal size, then the scores '
'in each bigwig file are computed per bin.'
'These scores are averaged and scaleFactors can be applied before the average.',
usage='bigwigAverage -b sample1.bw sample2.bw -o outfile.bw\n'
'help: bigwigAverage -h / bigwigAverage --help')
# define the arguments
parser.add_argument('--bigwigs', '-b',
metavar='Bigwig files',
help='Bigwig files separated by space.',
nargs='+',
required=True)
parser.add_argument('--scaleFactors',
help='Set this parameter to multipy the bigwig values '
'by a constant. The format is '
'scaleFactor1:scaleFactor2:scaleFactor3 etc. '
'For example 0.7:1 to scale the first bigwig file '
'by 0.7 while not scaling the second bigwig file',
default=None,
required=False)
parser.add_argument('--skipNonCoveredRegions', '--skipNAs',
help='This parameter determines if non-covered regions (regions without a score) '
'in the bigWig files should be skipped. The default is to treat those '
'regions as having a value of zero. '
'The decision to skip non-covered regions '
'depends on the interpretation of the data. Non-covered regions '
'in a bigWig file may represent repetitive regions that should '
'be skipped. Alternatively, the interpretation of non-covered regions as '
'zeros may be wrong and this option should be used ',
action='store_true')
return parser
def getType(fname):
"""
Tries to determine if a file is a wiggle, a bedgraph, or a bigWig file.
"""
if fname.endswith(".wig") or fname.endswith(".wiggle"):
return "wiggle"
elif fname.lower().endswith(".bedgraph") or fname.endswith(".bdg"):
return "bedgraph"
else:
return "bigwig"
def average(tileCoverage, args):
r"""
The mapreduce method calls this function
for each tile. The parameters (args) are fixed
in the main method.
>>> funcArgs= {'scaleFactors': (1,1)}
>>> average([1, 2], funcArgs)
1.5
>>> funcArgs= {'scaleFactors': (1,0.5)}
>>> average([1, 2], funcArgs)
1.0
>>> funcArgs= {'scaleFactors': (1,0.5,0.1,0.2)}
>>> average([1, 2, 3, 12], funcArgs)
1.175
>>> average([1, 2, 3, np.nan], funcArgs)
nan
"""
norm_values = [args['scaleFactors'][i] * cov for i, cov in enumerate(tileCoverage)]
return np.mean(norm_values)
def main(args=None):
args = parse_arguments().parse_args(args)
if len(sys.argv) == 1:
parse_arguments().print_help()
sys.exit()
nFiles = len(args.bigwigs)
if args.scaleFactors:
scaleFactors = [float(x) for x in args.scaleFactors.split(":")]
if len(scaleFactors) == 1:
scaleFactors = scaleFactors * nFiles
elif len(scaleFactors) != nFiles:
raise argparse.ArgumentTypeError(
"Format of scaleFactors is factor or factor1:factor2... as many as bigwig files. "
"There are {} bigwigs and {} factors."
"The value given ( {} ) is not valid".format(nFiles, len(scaleFactors), args.scaleFactors))
else:
scaleFactors = [1] * nFiles
# the average function is called and receives
# the function_args per each tile that is considered
FUNC = average
function_args = {'scaleFactors': scaleFactors}
writeBedGraph_bam_and_bw.writeBedGraph(
[(b, getType(b)) for b in args.bigwigs],
args.outFileName, 0, FUNC,
function_args, tileSize=args.binSize, region=args.region,
blackListFileName=args.blackListFileName,
verbose=args.verbose,
numberOfProcessors=args.numberOfProcessors,
skipZeroOverZero=False,
format=args.outFileFormat,
smoothLength=False,
missingDataAsZero=not args.skipNonCoveredRegions,
extendPairedEnds=False)
================================================
FILE: deeptools/bigwigCompare.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import argparse
from deeptools import parserCommon
from deeptools.getRatio import getRatio
from deeptools import writeBedGraph_bam_and_bw
debug = 0
def parse_arguments(args=None):
parentParser = parserCommon.getParentArgParse()
outputParser = parserCommon.output()
parser = argparse.ArgumentParser(
parents=[parentParser, outputParser],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='This tool compares two bigWig files based on the number '
'of mapped reads. To compare the bigWig files, the genome is '
'partitioned into bins of equal size, then the number of reads found '
'in each BAM file are counted per bin and finally a summary '
'value is reported. This value can be the ratio of the number of reads'
'per bin, the log2 of the ratio, the sum or the difference.',
usage='bigwigCompare -b1 sample1.bw -b2 sample2.bw -o log2.bw\n'
'help: bigwigCompare -h / bigwigCompare --help')
# define the arguments
parser.add_argument('--bigwig1', '-b1',
metavar='Bigwig file',
help='Bigwig file 1. Usually the file for the '
'treatment.',
required=True)
parser.add_argument('--bigwig2', '-b2',
metavar='Bigwig file',
help='Bigwig file 2. Usually the file for the '
'control.',
required=True)
parser.add_argument('--scaleFactors',
help='Set this parameter to multipy the bigwig values '
'by a constant. The format is '
'scaleFactor1:scaleFactor2. '
'For example 0.7:1 to scale the first bigwig file '
'by 0.7 while not scaling the second bigwig file',
default=None,
required=False)
parser.add_argument('--pseudocount',
help='A small number to avoid x/0. Only useful '
'together with --operation log2 or --operation ratio. '
'You can specify different values as pseudocounts for '
'the numerator and the denominator by providing two '
'values (the first value is used as the numerator '
'pseudocount and the second the denominator pseudocount). (Default: %(default)s)',
default=1,
nargs='+',
action=parserCommon.requiredLength(1, 2),
type=float,
required=False)
parser.add_argument('--skipZeroOverZero',
help='Skip bins where BOTH BAM files lack coverage. '
'This is determined BEFORE any applicable pseudocount '
'is added.',
action='store_true')
parser.add_argument('--operation',
help='The default is to output the log2ratio of the '
'two samples. The reciprocal ratio returns the '
'the negative of the inverse of the ratio '
'if the ratio is less than 0. The resulting '
'values are interpreted as negative fold changes. '
'Instead of performing a '
'computation using both files, the scaled signal can '
'alternatively be output for the first or second file using '
'the \'--operation first\' or \'--operation second\' (Default: %(default)s)',
default='log2',
choices=['log2', 'ratio', 'subtract', 'add', 'mean',
'reciprocal_ratio', 'first', 'second'],
required=False)
parser.add_argument('--skipNonCoveredRegions', '--skipNAs',
help='This parameter determines if non-covered regions (regions without a score) '
'in the bigWig files should be skipped. The default is to treat those '
'regions as having a value of zero. '
'The decision to skip non-covered regions '
'depends on the interpretation of the data. Non-covered regions '
'in a bigWig file may represent repetitive regions that should '
'be skipped. Alternatively, the interpretation of non-covered regions as '
'zeros may be wrong and this option should be used ',
action='store_true')
parser.add_argument('--fixedStep',
help='Write out all bins (of size --binSize) '
'instead of merging neighbouring bins with equal values.',
action='store_true')
return parser
def getType(fname):
"""
Tries to determine if a file is a wiggle, a bedgraph or a bigWig.
"""
if fname.endswith(".wig") or fname.endswith(".wiggle"):
return "wiggle"
elif fname.endswith(".bedgraph"):
return "bedgraph"
else:
return "bigwig"
def main(args=None):
args = parse_arguments().parse_args(args)
if args.scaleFactors:
scaleFactors = [float(x) for x in args.scaleFactors.split(":")]
else:
scaleFactors = [1, 1]
if not isinstance(args.pseudocount, list):
args.pseudocount = [args.pseudocount]
if len(args.pseudocount) == 1:
args.pseudocount *= 2
# the getRatio function is called and receives
# the function_args per each tile that is considered
FUNC = getRatio
function_args = {'valueType': args.operation,
'scaleFactors': scaleFactors,
'pseudocount': args.pseudocount}
writeBedGraph_bam_and_bw.writeBedGraph(
[(args.bigwig1, getType(args.bigwig1)),
(args.bigwig2, getType(args.bigwig2))],
args.outFileName, 0, FUNC,
function_args, tileSize=args.binSize, region=args.region,
blackListFileName=args.blackListFileName,
verbose=args.verbose,
numberOfProcessors=args.numberOfProcessors,
skipZeroOverZero=args.skipZeroOverZero,
format=args.outFileFormat,
smoothLength=False,
missingDataAsZero=not args.skipNonCoveredRegions,
extendPairedEnds=False,
fixedStep=args.fixedStep)
================================================
FILE: deeptools/cm.py
================================================
#!/usr/bin/env python
# This file comes from the seaborn project and is under a BSD license:
# Copyright (c) 2012-2019, Michael L. Waskom
# All rights reserved.
#
# Redistribution and use in source and binary forms, with or without
# modification, are permitted provided that the following conditions are met:
#
# * Redistributions of source code must retain the above copyright notice, this
# list of conditions and the following disclaimer.
#
# * Redistributions in binary form must reproduce the above copyright notice,
# this list of conditions and the following disclaimer in the documentation
# and/or other materials provided with the distribution.
#
# * Neither the name of the project nor the names of its
# contributors may be used to endorse or promote products derived from
# this software without specific prior written permission.
#
# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
# DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE
# FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
# DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR
# SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER
# CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,
# OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
# OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
from matplotlib import colors, colormaps as mpl_cm
_rocket_lut = [
[0.01060815, 0.01808215, 0.10018654],
[0.01428972, 0.02048237, 0.10374486],
[0.01831941, 0.0229766, 0.10738511],
[0.02275049, 0.02554464, 0.11108639],
[0.02759119, 0.02818316, 0.11483751],
[0.03285175, 0.03088792, 0.11863035],
[0.03853466, 0.03365771, 0.12245873],
[0.04447016, 0.03648425, 0.12631831],
[0.05032105, 0.03936808, 0.13020508],
[0.05611171, 0.04224835, 0.13411624],
[0.0618531, 0.04504866, 0.13804929],
[0.06755457, 0.04778179, 0.14200206],
[0.0732236, 0.05045047, 0.14597263],
[0.0788708, 0.05305461, 0.14995981],
[0.08450105, 0.05559631, 0.15396203],
[0.09011319, 0.05808059, 0.15797687],
[0.09572396, 0.06050127, 0.16200507],
[0.10132312, 0.06286782, 0.16604287],
[0.10692823, 0.06517224, 0.17009175],
[0.1125315, 0.06742194, 0.17414848],
[0.11813947, 0.06961499, 0.17821272],
[0.12375803, 0.07174938, 0.18228425],
[0.12938228, 0.07383015, 0.18636053],
[0.13501631, 0.07585609, 0.19044109],
[0.14066867, 0.0778224, 0.19452676],
[0.14633406, 0.07973393, 0.1986151],
[0.15201338, 0.08159108, 0.20270523],
[0.15770877, 0.08339312, 0.20679668],
[0.16342174, 0.0851396, 0.21088893],
[0.16915387, 0.08682996, 0.21498104],
[0.17489524, 0.08848235, 0.2190294],
[0.18065495, 0.09009031, 0.22303512],
[0.18643324, 0.09165431, 0.22699705],
[0.19223028, 0.09317479, 0.23091409],
[0.19804623, 0.09465217, 0.23478512],
[0.20388117, 0.09608689, 0.23860907],
[0.20973515, 0.09747934, 0.24238489],
[0.21560818, 0.09882993, 0.24611154],
[0.22150014, 0.10013944, 0.2497868],
[0.22741085, 0.10140876, 0.25340813],
[0.23334047, 0.10263737, 0.25697736],
[0.23928891, 0.10382562, 0.2604936],
[0.24525608, 0.10497384, 0.26395596],
[0.25124182, 0.10608236, 0.26736359],
[0.25724602, 0.10715148, 0.27071569],
[0.26326851, 0.1081815, 0.27401148],
[0.26930915, 0.1091727, 0.2772502],
[0.27536766, 0.11012568, 0.28043021],
[0.28144375, 0.11104133, 0.2835489],
[0.2875374, 0.11191896, 0.28660853],
[0.29364846, 0.11275876, 0.2896085],
[0.29977678, 0.11356089, 0.29254823],
[0.30592213, 0.11432553, 0.29542718],
[0.31208435, 0.11505284, 0.29824485],
[0.31826327, 0.1157429, 0.30100076],
[0.32445869, 0.11639585, 0.30369448],
[0.33067031, 0.11701189, 0.30632563],
[0.33689808, 0.11759095, 0.3088938],
[0.34314168, 0.11813362, 0.31139721],
[0.34940101, 0.11863987, 0.3138355],
[0.355676, 0.11910909, 0.31620996],
[0.36196644, 0.1195413, 0.31852037],
[0.36827206, 0.11993653, 0.32076656],
[0.37459292, 0.12029443, 0.32294825],
[0.38092887, 0.12061482, 0.32506528],
[0.38727975, 0.12089756, 0.3271175],
[0.39364518, 0.12114272, 0.32910494],
[0.40002537, 0.12134964, 0.33102734],
[0.40642019, 0.12151801, 0.33288464],
[0.41282936, 0.12164769, 0.33467689],
[0.41925278, 0.12173833, 0.33640407],
[0.42569057, 0.12178916, 0.33806605],
[0.43214263, 0.12179973, 0.33966284],
[0.43860848, 0.12177004, 0.34119475],
[0.44508855, 0.12169883, 0.34266151],
[0.45158266, 0.12158557, 0.34406324],
[0.45809049, 0.12142996, 0.34540024],
[0.46461238, 0.12123063, 0.34667231],
[0.47114798, 0.12098721, 0.34787978],
[0.47769736, 0.12069864, 0.34902273],
[0.48426077, 0.12036349, 0.35010104],
[0.49083761, 0.11998161, 0.35111537],
[0.49742847, 0.11955087, 0.35206533],
[0.50403286, 0.11907081, 0.35295152],
[0.51065109, 0.11853959, 0.35377385],
[0.51728314, 0.1179558, 0.35453252],
[0.52392883, 0.11731817, 0.35522789],
[0.53058853, 0.11662445, 0.35585982],
[0.53726173, 0.11587369, 0.35642903],
[0.54394898, 0.11506307, 0.35693521],
[0.5506426, 0.11420757, 0.35737863],
[0.55734473, 0.11330456, 0.35775059],
[0.56405586, 0.11235265, 0.35804813],
[0.57077365, 0.11135597, 0.35827146],
[0.5774991, 0.11031233, 0.35841679],
[0.58422945, 0.10922707, 0.35848469],
[0.59096382, 0.10810205, 0.35847347],
[0.59770215, 0.10693774, 0.35838029],
[0.60444226, 0.10573912, 0.35820487],
[0.61118304, 0.10450943, 0.35794557],
[0.61792306, 0.10325288, 0.35760108],
[0.62466162, 0.10197244, 0.35716891],
[0.63139686, 0.10067417, 0.35664819],
[0.63812122, 0.09938212, 0.35603757],
[0.64483795, 0.0980891, 0.35533555],
[0.65154562, 0.09680192, 0.35454107],
[0.65824241, 0.09552918, 0.3536529],
[0.66492652, 0.09428017, 0.3526697],
[0.67159578, 0.09306598, 0.35159077],
[0.67824099, 0.09192342, 0.3504148],
[0.684863, 0.09085633, 0.34914061],
[0.69146268, 0.0898675, 0.34776864],
[0.69803757, 0.08897226, 0.3462986],
[0.70457834, 0.0882129, 0.34473046],
[0.71108138, 0.08761223, 0.3430635],
[0.7175507, 0.08716212, 0.34129974],
[0.72398193, 0.08688725, 0.33943958],
[0.73035829, 0.0868623, 0.33748452],
[0.73669146, 0.08704683, 0.33543669],
[0.74297501, 0.08747196, 0.33329799],
[0.74919318, 0.08820542, 0.33107204],
[0.75535825, 0.08919792, 0.32876184],
[0.76145589, 0.09050716, 0.32637117],
[0.76748424, 0.09213602, 0.32390525],
[0.77344838, 0.09405684, 0.32136808],
[0.77932641, 0.09634794, 0.31876642],
[0.78513609, 0.09892473, 0.31610488],
[0.79085854, 0.10184672, 0.313391],
[0.7965014, 0.10506637, 0.31063031],
[0.80205987, 0.10858333, 0.30783],
[0.80752799, 0.11239964, 0.30499738],
[0.81291606, 0.11645784, 0.30213802],
[0.81820481, 0.12080606, 0.29926105],
[0.82341472, 0.12535343, 0.2963705],
[0.82852822, 0.13014118, 0.29347474],
[0.83355779, 0.13511035, 0.29057852],
[0.83850183, 0.14025098, 0.2876878],
[0.84335441, 0.14556683, 0.28480819],
[0.84813096, 0.15099892, 0.281943],
[0.85281737, 0.15657772, 0.27909826],
[0.85742602, 0.1622583, 0.27627462],
[0.86196552, 0.16801239, 0.27346473],
[0.86641628, 0.17387796, 0.27070818],
[0.87079129, 0.17982114, 0.26797378],
[0.87507281, 0.18587368, 0.26529697],
[0.87925878, 0.19203259, 0.26268136],
[0.8833417, 0.19830556, 0.26014181],
[0.88731387, 0.20469941, 0.25769539],
[0.89116859, 0.21121788, 0.2553592],
[0.89490337, 0.21785614, 0.25314362],
[0.8985026, 0.22463251, 0.25108745],
[0.90197527, 0.23152063, 0.24918223],
[0.90530097, 0.23854541, 0.24748098],
[0.90848638, 0.24568473, 0.24598324],
[0.911533, 0.25292623, 0.24470258],
[0.9144225, 0.26028902, 0.24369359],
[0.91717106, 0.26773821, 0.24294137],
[0.91978131, 0.27526191, 0.24245973],
[0.92223947, 0.28287251, 0.24229568],
[0.92456587, 0.29053388, 0.24242622],
[0.92676657, 0.29823282, 0.24285536],
[0.92882964, 0.30598085, 0.24362274],
[0.93078135, 0.31373977, 0.24468803],
[0.93262051, 0.3215093, 0.24606461],
[0.93435067, 0.32928362, 0.24775328],
[0.93599076, 0.33703942, 0.24972157],
[0.93752831, 0.34479177, 0.25199928],
[0.93899289, 0.35250734, 0.25452808],
[0.94036561, 0.36020899, 0.25734661],
[0.94167588, 0.36786594, 0.2603949],
[0.94291042, 0.37549479, 0.26369821],
[0.94408513, 0.3830811, 0.26722004],
[0.94520419, 0.39062329, 0.27094924],
[0.94625977, 0.39813168, 0.27489742],
[0.94727016, 0.4055909, 0.27902322],
[0.94823505, 0.41300424, 0.28332283],
[0.94914549, 0.42038251, 0.28780969],
[0.95001704, 0.42771398, 0.29244728],
[0.95085121, 0.43500005, 0.29722817],
[0.95165009, 0.44224144, 0.30214494],
[0.9524044, 0.44944853, 0.3072105],
[0.95312556, 0.45661389, 0.31239776],
[0.95381595, 0.46373781, 0.31769923],
[0.95447591, 0.47082238, 0.32310953],
[0.95510255, 0.47787236, 0.32862553],
[0.95569679, 0.48489115, 0.33421404],
[0.95626788, 0.49187351, 0.33985601],
[0.95681685, 0.49882008, 0.34555431],
[0.9573439, 0.50573243, 0.35130912],
[0.95784842, 0.51261283, 0.35711942],
[0.95833051, 0.51946267, 0.36298589],
[0.95879054, 0.52628305, 0.36890904],
[0.95922872, 0.53307513, 0.3748895],
[0.95964538, 0.53983991, 0.38092784],
[0.96004345, 0.54657593, 0.3870292],
[0.96042097, 0.55328624, 0.39319057],
[0.96077819, 0.55997184, 0.39941173],
[0.9611152, 0.5666337, 0.40569343],
[0.96143273, 0.57327231, 0.41203603],
[0.96173392, 0.57988594, 0.41844491],
[0.96201757, 0.58647675, 0.42491751],
[0.96228344, 0.59304598, 0.43145271],
[0.96253168, 0.5995944, 0.43805131],
[0.96276513, 0.60612062, 0.44471698],
[0.96298491, 0.6126247, 0.45145074],
[0.96318967, 0.61910879, 0.45824902],
[0.96337949, 0.6255736, 0.46511271],
[0.96355923, 0.63201624, 0.47204746],
[0.96372785, 0.63843852, 0.47905028],
[0.96388426, 0.64484214, 0.4861196],
[0.96403203, 0.65122535, 0.4932578],
[0.96417332, 0.65758729, 0.50046894],
[0.9643063, 0.66393045, 0.5077467],
[0.96443322, 0.67025402, 0.51509334],
[0.96455845, 0.67655564, 0.52251447],
[0.96467922, 0.68283846, 0.53000231],
[0.96479861, 0.68910113, 0.53756026],
[0.96492035, 0.69534192, 0.5451917],
[0.96504223, 0.7015636, 0.5528892],
[0.96516917, 0.70776351, 0.5606593],
[0.96530224, 0.71394212, 0.56849894],
[0.96544032, 0.72010124, 0.57640375],
[0.96559206, 0.72623592, 0.58438387],
[0.96575293, 0.73235058, 0.59242739],
[0.96592829, 0.73844258, 0.60053991],
[0.96612013, 0.74451182, 0.60871954],
[0.96632832, 0.75055966, 0.61696136],
[0.96656022, 0.75658231, 0.62527295],
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[0.71375229, 0.20276438, 0.25331365],
[0.72401436, 0.20691287, 0.25027366],
[0.73407638, 0.21145051, 0.24710661],
[0.74396983, 0.21631913, 0.24380715],
[0.75361506, 0.22163653, 0.24043996],
[0.7630579, 0.22731637, 0.23700095],
[0.77222228, 0.23346231, 0.23356628],
[0.78115441, 0.23998404, 0.23013825],
[0.78979746, 0.24694858, 0.22678822],
[0.79819286, 0.25427223, 0.22352658],
[0.80630444, 0.26198807, 0.22040877],
[0.81417437, 0.27001406, 0.21744645],
[0.82177364, 0.27837336, 0.21468316],
[0.82915955, 0.28696963, 0.21210766],
[0.83628628, 0.2958499, 0.20977813],
[0.84322168, 0.30491136, 0.20766435],
[0.84995458, 0.31415945, 0.2057863],
[0.85648867, 0.32358058, 0.20415327],
[0.86286243, 0.33312058, 0.20274969],
[0.86908321, 0.34276705, 0.20157271],
[0.87512876, 0.3525416, 0.20064949],
[0.88100349, 0.36243385, 0.19999078],
[0.8866469, 0.37249496, 0.1997976],
[0.89203964, 0.38273475, 0.20013431],
[0.89713496, 0.39318156, 0.20121514],
[0.90195099, 0.40380687, 0.20301555],
[0.90648379, 0.41460191, 0.20558847],
[0.9106967, 0.42557857, 0.20918529],
[0.91463791, 0.43668557, 0.21367954],
[0.91830723, 0.44790913, 0.21916352],
[0.92171507, 0.45922856, 0.22568002],
[0.92491786, 0.4705936, 0.23308207],
[0.92790792, 0.48200153, 0.24145932],
[0.93073701, 0.49341219, 0.25065486],
[0.93343918, 0.5048017, 0.26056148],
[0.93602064, 0.51616486, 0.27118485],
[0.93850535, 0.52748892, 0.28242464],
[0.94092933, 0.53875462, 0.29416042],
[0.94330011, 0.5499628, 0.30634189],
[0.94563159, 0.56110987, 0.31891624],
[0.94792955, 0.57219822, 0.33184256],
[0.95020929, 0.5832232, 0.34508419],
[0.95247324, 0.59419035, 0.35859866],
[0.95471709, 0.60510869, 0.37236035],
[0.95698411, 0.61595766, 0.38629631],
[0.95923863, 0.62676473, 0.40043317],
[0.9615041, 0.6375203, 0.41474106],
[0.96371553, 0.64826619, 0.42928335],
[0.96591497, 0.65899621, 0.44380444],
[0.96809871, 0.66971662, 0.45830232],
[0.9702495, 0.6804394, 0.47280492],
[0.9723881, 0.69115622, 0.48729272],
[0.97450723, 0.70187358, 0.50178034],
[0.9766108, 0.712592, 0.51626837],
[0.97871716, 0.72330511, 0.53074053],
[0.98082222, 0.73401769, 0.54520694],
[0.9829001, 0.74474445, 0.5597019],
[0.98497466, 0.75547635, 0.57420239],
[0.98705581, 0.76621129, 0.58870185],
[0.98913325, 0.77695637, 0.60321626],
[0.99119918, 0.78771716, 0.61775821],
[0.9932672, 0.79848979, 0.63231691],
[0.99535958, 0.80926704, 0.64687278],
[0.99740544, 0.82008078, 0.66150571],
[0.9992197, 0.83100723, 0.6764127]
]
_luts = [_rocket_lut, _mako_lut, _vlag_lut, _icefire_lut]
_names = ["rocket", "mako", "vlag", "icefire"]
for _lut, _name in zip(_luts, _names):
_cmap = colors.ListedColormap(_lut, _name)
locals()[_name] = _cmap
_cmap_r = colors.ListedColormap(_lut[::-1], _name + "_r")
locals()[_name + "_r"] = _cmap_r
mpl_cm.register(_cmap, name=_name)
mpl_cm.register(_cmap_r, name=_name + "_r")
================================================
FILE: deeptools/computeGCBias.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import time
import multiprocessing
import numpy as np
import argparse
from scipy.stats import poisson
import py2bit
import sys
from deeptoolsintervals import GTF
from deeptools.utilities import tbitToBamChrName, getGC_content
from deeptools import parserCommon, mapReduce
from deeptools.getFragmentAndReadSize import get_read_and_fragment_length
from deeptools import bamHandler
debug = 0
old_settings = np.seterr(all='ignore')
def parse_arguments(args=None):
parentParser = parserCommon.getParentArgParse(binSize=False, blackList=True)
requiredArgs = getRequiredArgs()
parser = argparse.ArgumentParser(
parents=[requiredArgs, parentParser],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='Computes the GC-bias using Benjamini\'s method '
'[Benjamini & Speed (2012). Nucleic Acids Research, 40(10). doi: 10.1093/nar/gks001]. '
'The GC-bias is visualized and the resulting table can be used to'
'correct the bias with `correctGCBias`.',
usage='computeGCBias '
'-b file.bam --effectiveGenomeSize 2150570000 -g mm9.2bit -l 200 --GCbiasFrequenciesFile freq.txt\n'
'help: computeGCBias -h / computeGCBias --help',
conflict_handler='resolve',
add_help=False)
return parser
def getRequiredArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--bamfile', '-b',
metavar='bam file',
help='Sorted BAM file. ',
required=True)
required.add_argument('--effectiveGenomeSize',
help='The effective genome size is the portion '
'of the genome that is mappable. Large fractions of '
'the genome are stretches of NNNN that should be '
'discarded. Also, if repetitive regions were not '
'included in the mapping of reads, the effective '
'genome size needs to be adjusted accordingly. '
'A table of values is available here: '
'http://deeptools.readthedocs.io/en/latest/content/feature/effectiveGenomeSize.html .',
default=None,
type=int,
required=True)
required.add_argument('--genome', '-g',
help='Genome in two bit 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 the UCSC '
'programm called faToTwoBit available for different '
'plattforms at '
'http://hgdownload.cse.ucsc.edu/admin/exe/',
metavar='2bit FILE',
required=True)
required.add_argument('--GCbiasFrequenciesFile', '-freq', '-o',
help='Path to save the file containing '
'the observed and expected read frequencies per %%GC-'
'content. This file is needed to run the '
'correctGCBias tool. This is a text file.',
type=argparse.FileType('w'),
metavar='FILE',
required=True)
# define the optional arguments
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--fragmentLength', '-l',
help='Fragment length used for the sequencing. If '
'paired-end reads are used, the fragment length is '
'computed based from the bam file',
type=int)
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
optional.add_argument('--sampleSize',
default=5e7,
help='Number of sampling points to be considered. (Default: %(default)s)',
type=int)
optional.add_argument('--extraSampling',
help='BED file containing genomic regions for which '
'extra sampling is required because they are '
'underrepresented in the genome.',
type=argparse.FileType('r'),
metavar='BED file')
plot = parser.add_argument_group('Diagnostic plot options')
plot.add_argument('--biasPlot',
metavar='FILE NAME',
help='If given, a diagnostic image summarizing '
'the GC-bias will be saved.')
plot.add_argument('--plotFileFormat',
metavar='',
help='image format type. If given, this '
'option overrides the '
'image format based on the plotFile ending. '
'The available options are: "png", '
'"eps", "pdf", "plotly" and "svg"',
choices=['png', 'pdf', 'svg', 'eps', 'plotly'])
plot.add_argument('--regionSize',
metavar='INT',
type=int,
default=300,
help='To plot the reads per %%GC over a region'
'the size of the region is required. By default, '
'the bin size is set to 300 bases, which is close to the '
'standard fragment size for Illumina machines. However, '
'if the depth of sequencing is low, a larger bin size '
'will be required, otherwise many bins will not '
'overlap with any read (Default: %(default)s)')
return parser
def getPositionsToSample(chrom, start, end, stepSize):
"""
check if the region submitted to the worker
overlaps with the region to take extra effort to sample.
If that is the case, the regions to sample array is
increased to match each of the positions in the extra
effort region sampled at the same stepSize along the interval.
If a filter out tree is given, then from positions to sample
those regions are cleaned
"""
positions_to_sample = np.arange(start, end, stepSize)
if global_vars['filter_out']:
filter_out_tree = GTF(global_vars['filter_out'])
else:
filter_out_tree = None
if global_vars['extra_sampling_file']:
extra_tree = GTF(global_vars['extra_sampling_file'])
else:
extra_tree = None
if extra_tree:
orig_len = len(positions_to_sample)
try:
extra_match = extra_tree.findOverlaps(chrom, start, end)
except KeyError:
extra_match = []
if len(extra_match) > 0:
for intval in extra_match:
positions_to_sample = np.append(positions_to_sample,
list(range(intval[0], intval[1], stepSize)))
# remove duplicates
positions_to_sample = np.unique(np.sort(positions_to_sample))
if debug:
print("sampling increased to {} from {}".format(
len(positions_to_sample),
orig_len))
# skip regions that are filtered out
if filter_out_tree:
try:
out_match = filter_out_tree.findOverlaps(chrom, start, end)
except KeyError:
out_match = []
if len(out_match) > 0:
for intval in out_match:
positions_to_sample = \
positions_to_sample[(positions_to_sample < intval[0]) | (positions_to_sample >= intval[1])]
return positions_to_sample
def countReadsPerGC_wrapper(args):
return countReadsPerGC_worker(*args)
def countReadsPerGC_worker(chromNameBam,
start, end, stepSize, regionSize,
chrNameBamToBit, verbose=False):
"""given a genome region defined by
(start, end), the GC content is quantified for
regions of size regionSize that are contiguous
"""
chromNameBit = chrNameBamToBit[chromNameBam]
tbit = py2bit.open(global_vars['2bit'])
bam = bamHandler.openBam(global_vars['bam'])
c = 1
sub_reads_per_gc = []
positions_to_sample = getPositionsToSample(chromNameBit,
start, end, stepSize)
for index in range(len(positions_to_sample)):
i = positions_to_sample[index]
# stop if region extends over the chromosome end
if tbit.chroms(chromNameBit) < i + regionSize:
break
try:
gc = getGC_content(tbit, chromNameBit, int(i), int(i + regionSize))
except Exception as detail:
if verbose:
print("{}:{}-{}".format(chromNameBit, i, i + regionSize))
print(detail)
continue
numberReads = bam.count(chromNameBam, i, i + regionSize)
sub_reads_per_gc.append((numberReads, gc))
c += 1
return sub_reads_per_gc
def tabulateGCcontent_wrapper(args):
return tabulateGCcontent_worker(*args)
def tabulateGCcontent_worker(chromNameBam, start, end, stepSize,
fragmentLength,
chrNameBamToBit, verbose=False):
r""" given genome regions, the GC content of the genome is tabulated for
fragments of length 'fragmentLength' each 'stepSize' positions.
>>> test = Tester()
>>> args = test.testTabulateGCcontentWorker()
>>> N_gc, F_gc = tabulateGCcontent_worker(*args)
The forward read positions are:
[1, 4, 10, 10, 16, 18]
which correspond to a GC of
[1, 1, 1, 1, 2, 1]
The evaluated position are
[0, 2, 4, 6, 8, 10, 12, 14, 16, 18]
the corresponding GC is
[2, 1, 1, 2, 2, 1, 2, 3, 2, 1]
>>> print(N_gc)
[0 4 5 1]
>>> print(F_gc)
[0 4 1 0]
>>> test.set_filter_out_file()
>>> chrNameBam2bit = {'2L': 'chr2L'}
Test for the filter out option
>>> N_gc, F_gc = tabulateGCcontent_worker('2L', 0, 20, 2,
... {'median': 3}, chrNameBam2bit)
>>> test.unset_filter_out_file()
The evaluated positions are
[ 0 2 8 10 12 14 16 18]
>>> print(N_gc)
[0 3 4 1]
>>> print(F_gc)
[0 3 1 0]
Test for extra_sampling option
>>> test.set_extra_sampling_file()
>>> chrNameBam2bit = {'2L': 'chr2L'}
>>> res = tabulateGCcontent_worker('2L', 0, 20, 2,
... {'median': 3}, chrNameBam2bit)
The new positions evaluated are
[0, 1, 2, 3, 4, 6, 8, 10, 12, 14, 16, 18]
and the GC is
[2, 1, 1, 0, 1, 2, 2, 1, 2, 3, 2, 1]
>>> print(res[0])
[1 5 5 1]
>>> print(res[1])
[0 5 1 0]
"""
if start > end:
raise NameError("start %d bigger that end %d" % (start, end))
chromNameBit = chrNameBamToBit[chromNameBam]
# array to keep track of the GC from regions of length 'fragmentLength'
# from the genome. The index of the array is used to
# indicate the gc content. The values inside the
# array are counts. Thus, if N_gc[10] = 3, that means
# that 3 regions have a gc_content of 10.
subN_gc = np.zeros(fragmentLength['median'] + 1, dtype='int')
subF_gc = np.zeros(fragmentLength['median'] + 1, dtype='int')
tbit = py2bit.open(global_vars['2bit'])
bam = bamHandler.openBam(global_vars['bam'])
peak = 0
startTime = time.time()
if verbose:
print("[{:.3f}] computing positions to "
"sample".format(time.time() - startTime))
positions_to_sample = getPositionsToSample(chromNameBit,
start, end, stepSize)
read_counts = []
# Optimize IO.
# if the sample regions are far apart from each
# other is faster to go to each location and fetch
# the reads found there.
# Otherwise, if the regions to sample are close to
# each other, is faster to load all the reads in
# a large region into memory and consider only
# those falling into the positions to sample.
# The following code gets the reads
# that are at sampling positions that lie close together
if np.mean(np.diff(positions_to_sample)) < 1000:
start_pos = min(positions_to_sample)
end_pos = max(positions_to_sample)
if verbose:
print("[{:.3f}] caching reads".format(time.time() - startTime))
counts = np.bincount([r.pos - start_pos
for r in bam.fetch(chromNameBam, start_pos,
end_pos + 1)
if not r.is_reverse and not r.is_unmapped and r.pos >= start_pos],
minlength=end_pos - start_pos + 2)
read_counts = counts[positions_to_sample - min(positions_to_sample)]
if verbose:
print("[{:.3f}] finish caching reads.".format(
time.time() - startTime))
countTime = time.time()
c = 1
for index in range(len(positions_to_sample)):
i = positions_to_sample[index]
# stop if the end of the chromosome is reached
if i + fragmentLength['median'] > tbit.chroms(chromNameBit):
break
try:
gc = getGC_content(tbit, chromNameBit, int(i), int(i + fragmentLength['median']), fraction=False)
except Exception as detail:
if verbose:
print(detail)
continue
subN_gc[gc] += 1
# count all reads at position 'i'
if len(read_counts) == 0: # case when no cache was done
num_reads = len([x.pos for x in bam.fetch(chromNameBam, i, i + 1)
if x.is_reverse is False and x.pos == i])
else:
num_reads = read_counts[index]
if num_reads >= global_vars['max_reads']:
peak += 1
continue
subF_gc[gc] += num_reads
if verbose:
if index % 50000 == 0:
endTime = time.time()
print("%s processing %d (%.1f per sec) @ %s:%s-%s %s" %
(multiprocessing.current_process().name,
index, index / (endTime - countTime),
chromNameBit, start, end, stepSize))
c += 1
if verbose:
endTime = time.time()
print("%s processing %d (%.1f per sec) @ %s:%s-%s %s" %
(multiprocessing.current_process().name,
index, index / (endTime - countTime),
chromNameBit, start, end, stepSize))
print("%s total time %.1f @ %s:%s-%s %s" % (multiprocessing.current_process().name,
(endTime - startTime), chromNameBit, start, end, stepSize))
return subN_gc, subF_gc
def tabulateGCcontent(fragmentLength, chrNameBitToBam, stepSize,
chromSizes, numberOfProcessors=None, verbose=False,
region=None):
r"""
Subdivides the genome or the reads into chunks to be analyzed in parallel
using several processors. This codes handles the creation of
workers that tabulate the GC content for small regions and then
collects and integrates the results
>>> test = Tester()
>>> arg = test.testTabulateGCcontent()
>>> res = tabulateGCcontent(*arg)
>>> res
array([[ 0. , 18. , 1. ],
[ 3. , 63. , 0.45815996],
[ 7. , 159. , 0.42358185],
[ 25. , 192. , 1.25278115],
[ 28. , 215. , 1.25301422],
[ 16. , 214. , 0.71935396],
[ 12. , 95. , 1.21532959],
[ 9. , 24. , 3.60800971],
[ 3. , 11. , 2.62400706],
[ 0. , 0. , 1. ],
[ 0. , 0. , 1. ]])
"""
global global_vars
chrNameBamToBit = dict([(v, k) for k, v in chrNameBitToBam.items()])
chunkSize = int(min(2e6, 4e5 / global_vars['reads_per_bp']))
chromSizes = [(k, v) for k, v in chromSizes if k in list(chrNameBamToBit.keys())]
imap_res = mapReduce.mapReduce((stepSize,
fragmentLength, chrNameBamToBit,
verbose),
tabulateGCcontent_wrapper,
chromSizes,
genomeChunkLength=chunkSize,
numberOfProcessors=numberOfProcessors,
region=region)
for subN_gc, subF_gc in imap_res:
try:
F_gc += subF_gc
N_gc += subN_gc
except NameError:
F_gc = subF_gc
N_gc = subN_gc
if sum(F_gc) == 0:
sys.exit("No fragments included in the sampling! Consider decreasing (or maybe increasing) the --sampleSize parameter")
scaling = float(sum(N_gc)) / float(sum(F_gc))
R_gc = np.array([float(F_gc[x]) / N_gc[x] * scaling
if N_gc[x] and F_gc[x] > 0 else 1
for x in range(len(F_gc))])
data = np.transpose(np.vstack((F_gc, N_gc, R_gc)))
return data
def countReadsPerGC(regionSize, chrNameBitToBam, stepSize,
chromSizes, numberOfProcessors=None, verbose=False,
region=None):
r"""
Computes for a region of size regionSize, the GC of the region
and the number of reads that overlap it.
>>> test = Tester()
>>> arg = test.testCountReadsPerGC()
>>> reads_per_gc = countReadsPerGC(*arg)
>>> reads_per_gc[0:5,:]
array([[132. , 0.44 ],
[132. , 0.44 ],
[133. , 0.44 ],
[134. , 0.43666667],
[134. , 0.44 ]])
"""
global global_vars
chrNameBamToBit = dict([(v, k) for k, v in chrNameBitToBam.items()])
chunkSize = int(min(2e6, 4e5 / global_vars['reads_per_bp']))
imap_res = mapReduce.mapReduce((stepSize,
regionSize, chrNameBamToBit,
verbose),
countReadsPerGC_wrapper,
chromSizes,
genomeChunkLength=chunkSize,
numberOfProcessors=numberOfProcessors,
region=region)
reads_per_gc = []
for sub_reads_per_gc in imap_res:
reads_per_gc += sub_reads_per_gc
reads_per_gc = np.asarray(reads_per_gc)
return reads_per_gc
def smooth(x, window_len=3):
"""
*CURRENTLY* not being used
smooths the values from the frequencies by taking the average
of 'window_len' values. window_len has to be an odd number
"""
# do not smooth small arrays
if len(x) < window_len * 2:
return x
i = 0
y = x[:]
half_width = (window_len - 1) / 2
for i in range(0, len(x)):
if i < half_width or i + half_width + 1 > len(x):
continue
else:
y[i] = np.mean(x[i - half_width:i + half_width + 1])
# clip low values, this avoid problems with zeros
return y
def bin_by(x, y, nbins=10):
"""
Bin x by y.
Returns the binned "x" values and the left edges of the bins
"""
bins = np.linspace(0, 1, nbins + 1)
# To avoid extra bin for the max value
bins[-1] += 1
indices = np.digitize(y, bins)
output = []
for i in range(1, len(bins)):
output.append(x[indices == i])
# Just return the left edges of the bins
bins = bins[:-1]
return output, bins
def plotlyGCbias(file_name, frequencies, reads_per_gc, region_size):
import plotly.offline as py
import plotly.graph_objs as go
import matplotlib.cbook as cbook
fig = go.Figure()
fig['layout']['xaxis1'] = dict(domain=[0.0, 1.0], anchor="y1", title="GC fraction")
fig['layout']['yaxis1'] = dict(domain=[0.55, 1.0], anchor="x1", title="Number of reads")
fig['layout']['xaxis2'] = dict(domain=[0.0, 1.0], anchor="y2", title="GC fraction", range=[0.2, 0.7])
fig['layout']['yaxis2'] = dict(domain=[0.0, 0.45], anchor="x2", title="log2(observed/expected)")
text = "reads per {} base region".format(region_size)
annos = [{'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': text, 'y': 1.0, 'x': 0.5, 'font': {'size': 16}, 'showarrow': False}]
text = "normalized observed/expected read counts"
annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': text, 'y': 0.5, 'x': 0.5, 'font': {'size': 16}, 'showarrow': False})
# prepare data for boxplot
reads, GC = reads_per_gc.T
reads_per_gc, bin_labels = bin_by(reads, GC, nbins=100)
to_keep = [idx for idx, x in enumerate(bin_labels) if 0.2 <= x <= 0.7]
reads_per_gc = [reads_per_gc[x] for x in to_keep]
bin_labels = [bin_labels[x] for x in to_keep]
# produce the same boxplot as matplotlib as vastly reduce the output file size
bins = []
for b in reads_per_gc:
s = cbook.boxplot_stats(b)[0]
bins.append([s['whislo'], s['q1'], s['q1'], s['med'], s['med'], s['med'], s['q3'], s['q3'], s['whishi']])
data = []
# top plot
for x, y in zip(bin_labels, bins):
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)'))
data.append(trace)
# bottom plot
x = np.linspace(0, 1, frequencies.shape[0])
trace = go.Scatter(x=x, y=np.log2(frequencies[:, 2]), xaxis='x2', yaxis='y2', showlegend=False, line=dict(color='rgb(107,174,214)'))
data.append(trace)
fig.add_traces(data)
fig['layout']['annotations'] = annos
py.plot(fig, filename=file_name, auto_open=False)
def plotGCbias(file_name, frequencies, reads_per_gc, region_size, image_format=None):
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
import matplotlib.pyplot as plt
# prepare data for boxplot
reads, GC = reads_per_gc.T
reads_per_gc, bin_labels = bin_by(reads, GC, nbins=100)
to_keep = [idx for idx, x in enumerate(bin_labels) if 0.2 <= x <= 0.7]
reads_per_gc = [reads_per_gc[x] for x in to_keep]
bin_labels = [bin_labels[x] for x in to_keep]
title = "reads per regions of {} bp".format(region_size)
fig = plt.figure(figsize=(6, 8))
ax1 = fig.add_subplot(211, title=title)
ax2 = fig.add_subplot(212,
title='normalized observed/expected read counts')
# make boxplot
bp = ax1.boxplot(reads_per_gc, notch=0, patch_artist=True)
plt.setp(bp['boxes'], color='black', facecolor='LightGreen')
plt.setp(bp['medians'], color='black')
plt.setp(bp['whiskers'], color='black', linestyle='dashed')
plt.setp(bp['fliers'], marker='None')
# get the whisker that spands the most
y_max = np.nanmax([x.get_data()[1][1] for x in bp['whiskers']])
ax1.set_ylim(0 - (y_max * 0.05), y_max * 1.05)
ax1.set_ylabel('Number of reads')
ax1.set_xlabel('GC fraction')
xticks = [idx for idx, x in enumerate(bin_labels) if int(x * 100) % 10 == 0]
ax1.set_xticks(xticks)
ax1.set_xticklabels(["{:.1f}".format(bin_labels[x]) for x in xticks])
x = np.linspace(0, 1, frequencies.shape[0])
y = np.log2(frequencies[:, 2])
ax2.plot(x, y, color='#8c96f0')
ax2.set_xlabel('GC fraction')
ax2.set_ylabel('log2ratio observed/expected')
ax2.set_xlim(0.2, 0.7)
y_max = max(y[np.where(x >= 0.2)[0][0]:np.where(x <= 0.7)[0][-1] + 1])
y_min = min(y[np.where(x >= 0.2)[0][0]:np.where(x <= 0.7)[0][-1] + 1])
if y_max > 0:
y_max *= 1.1
else:
y_max *= 0.9
if y_min < 0:
y_min *= 1.1
else:
y_min *= 0.9
ax2.set_ylim(y_min, y_max)
plt.tight_layout()
plt.savefig(file_name, bbox_inches='tight', dpi=100, format=image_format)
plt.close()
def main(args=None):
args = parse_arguments().parse_args(args)
if args.extraSampling:
extra_sampling_file = args.extraSampling.name
args.extraSampling.close()
else:
extra_sampling_file = None
global global_vars
global_vars = {}
global_vars['2bit'] = args.genome
global_vars['bam'] = args.bamfile
global_vars['filter_out'] = args.blackListFileName
global_vars['extra_sampling_file'] = extra_sampling_file
tbit = py2bit.open(global_vars['2bit'])
bam, mapped, unmapped, stats = bamHandler.openBam(global_vars['bam'], returnStats=True, nThreads=args.numberOfProcessors)
if args.fragmentLength:
fragment_len_dict = \
{'median': args.fragmentLength}
else:
fragment_len_dict, __ = \
get_read_and_fragment_length(args.bamfile, None,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose)
if not fragment_len_dict:
print("\nPlease provide the fragment length used for the "
"sample preparation.\n")
exit(1)
fragment_len_dict = {'median': int(fragment_len_dict['median'])}
chrNameBitToBam = tbitToBamChrName(list(tbit.chroms().keys()), bam.references)
global_vars['genome_size'] = sum(tbit.chroms().values())
global_vars['total_reads'] = mapped
global_vars['reads_per_bp'] = \
float(global_vars['total_reads']) / args.effectiveGenomeSize
confidence_p_value = float(1) / args.sampleSize
# chromSizes: list of tuples
chromSizes = [(bam.references[i], bam.lengths[i])
for i in range(len(bam.references))]
chromSizes = [x for x in chromSizes if x[0] in tbit.chroms()]
# use poisson distribution to identify peaks that should be discarted.
# I multiply by 4, because the real distribution of reads
# vary depending on the gc content
# and the global number of reads per bp may a be too low.
# empirically, a value of at least 4 times as big as the
# reads_per_bp was found.
# Similarly for the min value, I divide by 4.
global_vars['max_reads'] = poisson(4 * global_vars['reads_per_bp'] * fragment_len_dict['median']).isf(confidence_p_value)
# this may be of not use, unless the depth of sequencing is really high
# as this value is close to 0
global_vars['min_reads'] = poisson(0.25 * global_vars['reads_per_bp'] * fragment_len_dict['median']).ppf(confidence_p_value)
for key in global_vars:
print("{}: {}".format(key, global_vars[key]))
print("computing frequencies")
# the GC of the genome is sampled each stepSize bp.
stepSize = max(int(global_vars['genome_size'] / args.sampleSize), 1)
print("stepSize: {}".format(stepSize))
data = tabulateGCcontent(fragment_len_dict,
chrNameBitToBam, stepSize,
chromSizes,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose,
region=args.region)
np.savetxt(args.GCbiasFrequenciesFile.name, data)
if args.biasPlot:
reads_per_gc = countReadsPerGC(args.regionSize,
chrNameBitToBam, stepSize * 10,
chromSizes,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose,
region=args.region)
if args.plotFileFormat == "plotly":
plotlyGCbias(args.biasPlot, data, reads_per_gc, args.regionSize)
else:
plotGCbias(args.biasPlot, data, reads_per_gc, args.regionSize, image_format=args.plotFileFormat)
class Tester():
def __init__(self):
import os
self.root = os.path.dirname(os.path.abspath(__file__)) + "/test/test_corrGC/"
self.tbitFile = self.root + "sequence.2bit"
self.bamFile = self.root + "test.bam"
self.mappability = self.root + "mappability.bw"
self.chrNameBam = '2L'
self.chrNameBit = 'chr2L'
bam, mapped, unmapped, stats = bamHandler.openBam(self.bamFile, returnStats=True)
tbit = py2bit.open(self.tbitFile)
global debug
debug = 0
global global_vars
global_vars = {'2bit': self.tbitFile,
'bam': self.bamFile,
'filter_out': None,
'mappability': self.mappability,
'extra_sampling_file': None,
'max_reads': 5,
'min_reads': 0,
'min_reads': 0,
'reads_per_bp': 0.3,
'total_reads': mapped,
'genome_size': sum(tbit.chroms().values())
}
def testTabulateGCcontentWorker(self):
stepSize = 2
fragmentLength = {'min': 1, 'median': 3, 'max': 5}
start = 0
end = 20
chrNameBam2bit = {'2L': 'chr2L'}
return (self.chrNameBam,
start, end, stepSize, fragmentLength, chrNameBam2bit)
def set_filter_out_file(self):
global global_vars
global_vars['filter_out'] = self.root + "filter_out.bed"
def unset_filter_out_file(self):
global global_vars
global_vars['filter_out'] = None
def set_extra_sampling_file(self):
global global_vars
global_vars['extra_sampling_file'] = self.root + "extra_sampling.bed"
def testTabulateGCcontent(self):
fragmentLength = {'median': 10}
chrNameBitToBam = {'chr2L': '2L'}
stepSize = 1
bam = bamHandler.openBam(global_vars['bam'])
chromSizes = [(bam.references[i], bam.lengths[i])
for i in range(len(bam.references))]
return (fragmentLength,
chrNameBitToBam, stepSize, chromSizes, 1)
def testCountReadsPerGC(self):
regionSize = 300
chrNameBitToBam = {'chr2L': '2L'}
stepSize = 1
bam = bamHandler.openBam(global_vars['bam'])
chromSizes = [(bam.references[i], bam.lengths[i])
for i in range(len(bam.references))]
return (regionSize,
chrNameBitToBam, stepSize, chromSizes, 1)
if __name__ == "__main__":
main()
================================================
FILE: deeptools/computeMatrix.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import argparse
import sys
from deeptools.parserCommon import writableFile, numberOfProcessors
from deeptools import parserCommon
from deeptools import heatmapper
import deeptools.computeMatrixOperations as cmo
from importlib.metadata import version
def parse_arguments(args=None):
parser = \
argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
This tool calculates scores per genome regions and prepares an intermediate file that can be used with ``plotHeatmap`` and ``plotProfiles``.
Typically, the genome regions are genes, but any other regions defined in a BED file can be used.
computeMatrix accepts multiple score files (bigWig format) and multiple regions files (BED format).
This tool can also be used to filter and sort regions according
to their score.
To learn more about the specific parameters, type:
$ computeMatrix reference-point --help or
$ computeMatrix scale-regions --help
""",
epilog='An example usage is:\n computeMatrix reference-point -S '
' -R -b 1000\n \n')
parser.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
subparsers = parser.add_subparsers(
title='Commands',
dest='command',
metavar='')
# scale-regions mode options
subparsers.add_parser(
'scale-regions',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[
computeMatrixRequiredArgs(),
computeMatrixOutputArgs(),
computeMatrixOptArgs(case='scale-regions'),
parserCommon.gtf_options()
],
help="In the scale-regions mode, all regions in the BED file are "
"stretched or shrunken to the length (in bases) indicated by the user.",
usage='An example usage is:\n computeMatrix scale-regions -S '
' -R -b 1000\n\n')
# reference point arguments
subparsers.add_parser(
'reference-point',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[computeMatrixRequiredArgs(),
computeMatrixOutputArgs(),
computeMatrixOptArgs(case='reference-point'),
parserCommon.gtf_options()
],
help="Reference-point refers to a position within a BED region "
"(e.g., the starting point). In this mode, only those genomic"
"positions before (upstream) and/or after (downstream) of the "
"reference point will be plotted.",
usage='An example usage is:\n computeMatrix reference-point -S '
' -R -a 3000 -b 3000\n\n')
return parser
def computeMatrixRequiredArgs(args=None):
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--regionsFileName', '-R',
metavar='File',
help='File name or names, in BED or GTF format, containing '
'the regions to plot. If multiple bed files are given, each one is considered a '
'group that can be plotted separately. Also, adding a "#" symbol in the bed file '
'causes all the regions until the previous "#" to be considered one group.',
nargs='+',
required=True)
required.add_argument('--scoreFileName', '-S',
help='bigWig file(s) containing '
'the scores to be plotted. Multiple files should be separated by spaced. BigWig '
'files can be obtained by using the bamCoverage '
'or bamCompare tools. More information about '
'the bigWig file format can be found at '
'http://genome.ucsc.edu/goldenPath/help/bigWig.html ',
metavar='File',
nargs='+',
required=True)
return parser
def computeMatrixOutputArgs(args=None):
parser = argparse.ArgumentParser(add_help=False)
output = parser.add_argument_group('Output options')
output.add_argument('--outFileName', '-out', '-o',
help='File name to save the gzipped matrix file '
'needed by the "plotHeatmap" and "plotProfile" tools.',
type=writableFile,
required=True)
output.add_argument('--outFileNameMatrix',
help='If this option is given, then the matrix '
'of values underlying the heatmap will be saved '
'using the indicated name, e.g. IndividualValues.tab.'
'This matrix can easily be loaded into R or '
'other programs.',
metavar='FILE',
type=writableFile)
output.add_argument('--outFileSortedRegions',
help='File name in which the regions are saved '
'after skiping zeros or min/max threshold values. The '
'order of the regions in the file follows the sorting '
'order selected. This is useful, for example, to '
'generate other heatmaps keeping the sorting of the '
'first heatmap. Example: Heatmap1sortedRegions.bed',
metavar='BED file',
type=argparse.FileType('w'))
return parser
def computeMatrixOptArgs(case=['scale-regions', 'reference-point'][0]):
parser = argparse.ArgumentParser(add_help=False)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
if case == 'scale-regions':
optional.add_argument('--regionBodyLength', '-m',
default=1000,
type=int,
help='Distance in bases to which all regions will '
'be fit. (Default: %(default)s)')
optional.add_argument('--startLabel',
default='TSS',
help='Label shown in the plot for the start of '
'the region. Default is TSS (transcription '
'start site), but could be changed to anything, '
'e.g. "peak start". Note that this is only '
'useful if you plan to plot the results yourself '
'and not, for example, with plotHeatmap, which '
'will override this. (Default: %(default)s)')
optional.add_argument('--endLabel',
default='TES',
help='Label shown in the plot for the region '
'end. Default is TES (transcription end site). '
'See the --startLabel option for more '
'information. (Default: %(default)s) ')
optional.add_argument('--beforeRegionStartLength', '-b', '--upstream',
default=0,
type=int,
help='Distance upstream of the start site of '
'the regions defined in the region file. If the '
'regions are genes, this would be the distance '
'upstream of the transcription start site. (Default: %(default)s)')
optional.add_argument('--afterRegionStartLength', '-a', '--downstream',
default=0,
type=int,
help='Distance downstream of the end site '
'of the given regions. If the '
'regions are genes, this would be the distance '
'downstream of the transcription end site. (Default: %(default)s)')
optional.add_argument("--unscaled5prime",
default=0,
type=int,
help='Number of bases at the 5-prime end of the '
'region to exclude from scaling. By default, '
'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)')
optional.add_argument("--unscaled3prime",
default=0,
type=int,
help='Like --unscaled5prime, but for the 3-prime '
'end. (Default: %(default)s)')
elif case == 'reference-point':
optional.add_argument('--referencePoint',
default='TSS',
choices=['TSS', 'TES', 'center'],
help='The reference point for the plotting '
'could be either the region start (TSS), the '
'region end (TES) or the center of the region. '
'Note that regardless of what you specify, '
'plotHeatmap/plotProfile will default to using "TSS" as the '
'label. (Default: %(default)s)')
# set region body length to zero for reference point mode
optional.add_argument('--regionBodyLength', help=argparse.SUPPRESS,
default=0, type=int)
optional.add_argument('--unscaled5prime', default=0, type=int, help=argparse.SUPPRESS)
optional.add_argument('--unscaled3prime', default=0, type=int, help=argparse.SUPPRESS)
optional.add_argument('--beforeRegionStartLength', '-b', '--upstream',
default=500,
type=int,
metavar='INT bp',
help='Distance upstream of the reference-point '
'selected. (Default: %(default)s)')
optional.add_argument('--afterRegionStartLength', '-a', '--downstream',
default=1500,
metavar='INT bp',
type=int,
help='Distance downstream of the '
'reference-point selected. (Default: %(default)s)')
optional.add_argument('--nanAfterEnd',
action='store_true',
help='If set, any values after the region end '
'are discarded. This is useful to visualize '
'the region end when not using the '
'scale-regions mode and when the reference-'
'point is set to the TSS.')
optional.add_argument('--binSize', '-bs',
help='Length, in bases, of the non-overlapping '
'bins for averaging the score over the '
'regions length. (Default: %(default)s)',
type=int,
default=10)
optional.add_argument('--sortRegions',
help='Whether the output file should present the '
'regions sorted. The default is to not sort the regions. '
'Note that this is only useful if you plan to plot '
'the results yourself and not, for example, with '
'plotHeatmap, which will override this. Note also that '
'unsorted output will be in whatever order the regions '
'happen to be processed in and not match the order in '
'the input files. If you require the output order to '
'match that of the input regions, then either specify '
'"keep" or use computeMatrixOperations to resort the '
'results file. (Default: %(default)s)',
choices=["descend", "ascend", "no", "keep"],
default='keep')
optional.add_argument('--sortUsing',
help='Indicate which method should be used for '
'sorting. The value is computed for each row.'
'Note that the region_length option will lead '
'to a dotted line within the heatmap that indicates '
'the end of the regions. (Default: %(default)s)',
choices=["mean", "median", "max", "min", "sum",
"region_length"],
default='mean')
optional.add_argument('--sortUsingSamples',
help='List of sample numbers (order as in matrix), '
'that are used for sorting by --sortUsing, '
'no value uses all samples, '
'example: --sortUsingSamples 1 3',
type=int, nargs='+')
optional.add_argument('--averageTypeBins',
default='mean',
choices=["mean", "median", "min",
"max", "std", "sum"],
help='Define the type of statistic that should be '
'used over the bin size range. The '
'options are: "mean", "median", "min", "max", "sum" '
'and "std". The default is "mean". (Default: %(default)s)')
optional.add_argument('--missingDataAsZero',
help='If set, missing data (NAs) will be treated as zeros. '
'The default is to ignore such cases, which will be depicted as black areas in '
'a heatmap. (see the --missingDataColor argument '
'of the plotHeatmap command for additional options).',
action='store_true')
optional.add_argument('--skipZeros',
help='Whether regions with only scores of zero '
'should be included or not. Default is to include '
'them.',
action='store_true')
optional.add_argument('--minThreshold',
default=None,
type=float,
help='Numeric value. Any region containing a '
'value that is less than or equal to this '
'will be skipped. This is useful to skip, '
'for example, genes where the read count is zero '
'for any of the bins. This could be the result of '
'unmappable areas and can bias the overall results. (Default: %(default)s)')
optional.add_argument('--maxThreshold',
default=None,
type=float,
help='Numeric value. Any region containing a value '
'greater than or equal to this '
'will be skipped. The maxThreshold is useful to '
'skip those few regions with very high read counts '
'(e.g. micro satellites) that may bias the average '
'values. (Default: %(default)s)')
optional.add_argument('--blackListFileName', '-bl',
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.",
metavar="BED file",
required=False)
optional.add_argument('--samplesLabel',
help='Labels for the samples. This will then be passed to plotHeatmap and plotProfile. The '
'default is to use the file name of the '
'sample. The sample labels should be separated '
'by spaces and quoted if a label itself'
'contains a space E.g. --samplesLabel label-1 "label 2" ',
nargs='+')
optional.add_argument('--smartLabels',
action='store_true',
help='Instead of manually specifying labels for the input '
'bigWig and BED/GTF files, this causes deepTools to use the file name '
'after removing the path and extension.')
# in contrast to other tools,
# computeMatrix by default outputs
# messages and the --quiet flag supresses them
optional.add_argument('--quiet', '-q',
help='Set to remove any warning or processing '
'messages.',
action='store_true')
optional.add_argument('--verbose',
help='Being VERY verbose in the status messages. --quiet will disable this.',
action='store_true')
optional.add_argument('--scale',
help='If set, all values are multiplied by '
'this number. (Default: %(default)s)',
type=float,
default=1)
optional.add_argument('--numberOfProcessors', '-p',
help='Number of processors to use. Type "max/2" to '
'use half the maximum number of processors or "max" '
'to use all available processors. (Default: %(default)s)',
metavar="INT",
type=numberOfProcessors,
default=1,
required=False)
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
if len(sys.argv) == 1:
parse_arguments().print_help()
sys.exit()
if args.quiet is True:
args.verbose = False
# Ensure before and after region length is positive
if args.beforeRegionStartLength < 0:
print(f"beforeRegionStartLength changed from {args.beforeRegionStartLength} into {abs(args.beforeRegionStartLength)}")
args.beforeRegionStartLength = abs(args.beforeRegionStartLength)
if args.afterRegionStartLength < 0:
print(f"afterRegionStartLength changed from {args.afterRegionStartLength} into {abs(args.afterRegionStartLength)}")
args.afterRegionStartLength = abs(args.afterRegionStartLength)
if args.command == 'scale-regions':
args.nanAfterEnd = False
args.referencePoint = None
elif args.command == 'reference-point':
if args.beforeRegionStartLength == 0 and \
args.afterRegionStartLength == 0:
sys.exit("\nUpstrean and downstream regions are both "
"set to 0. Nothing to output. Maybe you want to "
"use the scale-regions mode?\n")
return args
def main(args=None):
args = process_args(args)
parameters = {'upstream': args.beforeRegionStartLength,
'downstream': args.afterRegionStartLength,
'body': args.regionBodyLength,
'bin size': args.binSize,
'ref point': args.referencePoint,
'verbose': args.verbose,
'bin avg type': args.averageTypeBins,
'missing data as zero': args.missingDataAsZero,
'min threshold': args.minThreshold,
'max threshold': args.maxThreshold,
'scale': args.scale,
'skip zeros': args.skipZeros,
'nan after end': args.nanAfterEnd,
'proc number': args.numberOfProcessors,
'sort regions': args.sortRegions,
'sort using': args.sortUsing,
'unscaled 5 prime': args.unscaled5prime,
'unscaled 3 prime': args.unscaled3prime
}
hm = heatmapper.heatmapper()
scores_file_list = args.scoreFileName
hm.computeMatrix(scores_file_list, args.regionsFileName, parameters, blackListFileName=args.blackListFileName, verbose=args.verbose, allArgs=args)
if args.sortRegions not in ['no', 'keep']:
sortUsingSamples = []
if args.sortUsingSamples is not None:
for i in args.sortUsingSamples:
if (i > 0 and i <= hm.matrix.get_num_samples()):
sortUsingSamples.append(i - 1)
else:
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()))
print('Samples used for ordering within each group: ', sortUsingSamples)
hm.matrix.sort_groups(sort_using=args.sortUsing, sort_method=args.sortRegions, sample_list=sortUsingSamples)
elif args.sortRegions == 'keep':
hm.parameters['group_labels'] = hm.matrix.group_labels
hm.parameters["group_boundaries"] = hm.matrix.group_boundaries
cmo.sortMatrix(hm, args.regionsFileName, args.transcriptID, args.transcript_id_designator, verbose=not args.quiet)
hm.save_matrix(args.outFileName)
if args.outFileNameMatrix:
hm.save_matrix_values(args.outFileNameMatrix)
if args.outFileSortedRegions:
hm.save_BED(args.outFileSortedRegions)
================================================
FILE: deeptools/computeMatrixOperations.py
================================================
#!/usr/bin/env python
import deeptools.heatmapper as heatmapper
import deeptoolsintervals.parse as dti
import numpy as np
import argparse
import sys
import os
import csv
from importlib.metadata import version
def parse_arguments():
parser = argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
This tool performs a variety of operations on files produced by computeMatrix.
detailed help:
computeMatrixOperations info -h
or
computeMatrixOperations relabel -h
or
computeMatrixOperations subset -h
or
computeMatrixOperations filterStrand -h
or
computeMatrixOperations filterValues -h
or
computeMatrixOperations rbind -h
or
computeMatrixOperations cbind -h
or
computeMatrixOperations sort -h
or
computeMatrixOperations dataRange -h
""",
epilog='example usages:\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')
subparsers = parser.add_subparsers(
title='Commands',
dest='command',
metavar='')
# info
subparsers.add_parser(
'info',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[infoArgs()],
help="Print group and sample information",
usage='An example usage is:\n computeMatrixOperations info -m input.mat.gz\n\n')
# relabel
subparsers.add_parser(
'relabel',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[infoArgs(), relabelArgs()],
help="Change sample and/or group label information",
usage='An example usage is:\n computeMatrixOperations relabel -m input.mat.gz -o output.mat.gz --sampleLabels "sample 1" "sample 2"\n\n')
# subset
subparsers.add_parser(
'subset',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[infoArgs(), subsetArgs()],
help="Actually subset the matrix. The group and sample orders are honored, so one can also reorder files.",
usage='An example usage is:\n computeMatrixOperations subset -m '
'input.mat.gz -o output.mat.gz --groups "group 1" "group 2" '
'--samples "sample 3" "sample 10"\n\n')
# filterStrand
subparsers.add_parser(
'filterStrand',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[infoArgs(), filterStrandArgs()],
help="Filter entries by strand.",
usage='Example usage:\n computeMatrixOperations filterStrand -m '
'input.mat.gz -o output.mat.gz --strand +\n\n')
# filterValues
subparsers.add_parser(
'filterValues',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[infoArgs(), filterValuesArgs()],
help="Filter entries by min/max value.",
usage='Example usage:\n computeMatrixOperations filterValues -m '
'input.mat.gz -o output.mat.gz --min 10 --max 1000\n\n')
# rbind
subparsers.add_parser(
'rbind',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[bindArgs()],
help="merge multiple matrices by concatenating them head to tail. This assumes that the same samples are present in each in the same order.",
usage='Example usage:\n computeMatrixOperations rbind -m '
'input1.mat.gz input2.mat.gz -o output.mat.gz\n\n')
# cbind
subparsers.add_parser(
'cbind',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[bindArgs()],
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).",
usage='Example usage:\n computeMatrixOperations cbind -m '
'input1.mat.gz input2.mat.gz -o output.mat.gz\n\n')
# sort
subparsers.add_parser(
'sort',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[sortArgs()],
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.',
usage='Example usage:\n computeMatrixOperations sort -m input.mat.gz -R regions1.bed regions2.bed regions3.gtf -o input.sorted.mat.gz\n\n')
# dataRange
subparsers.add_parser(
'dataRange',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[infoArgs()],
help='Returns the min, max, median, 10th and 90th percentile of the matrix values per sample.',
usage='Example usage:\n computeMatrixOperations dataRange -m input.mat.gz\n\n')
parser.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
return parser
def bindArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--matrixFile', '-m',
help='Matrix files from the computeMatrix tool.',
nargs='+',
required=True)
required.add_argument('--outFileName', '-o',
help='Output file name',
required=True)
return parser
def infoArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--matrixFile', '-m',
help='Matrix file from the computeMatrix tool.',
required=True)
return parser
def relabelArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--outFileName', '-o',
help='Output file name',
required=True)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--groupLabels',
nargs='+',
help="Groups labels. If none are specified then the current labels will be kept.")
optional.add_argument('--sampleLabels',
nargs='+',
help="Sample labels. If none are specified then the current labels will be kept.")
return parser
def subsetArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--outFileName', '-o',
help='Output file name',
required=True)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--groups',
nargs='+',
help="Groups to include. If none are specified then all will be included.")
optional.add_argument('--samples',
nargs='+',
help="Samples to include. If none are specified then all will be included.")
return parser
def filterStrandArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--outFileName', '-o',
help='Output file name',
required=True)
required.add_argument('--strand', '-s',
help='Strand',
choices=['+', '-', '.'],
required=True)
return parser
def filterValuesArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--outFileName', '-o',
help='Output file name',
required=True)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--min',
help='Minimum value. Any row having a single entry less than this will be excluded. The default is no minimum.',
type=float,
default=None)
optional.add_argument('--max',
help='Maximum value. Any row having a single entry more than this will be excluded. The default is no maximum.',
type=float,
default=None)
return parser
def sortArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--matrixFile', '-m',
help='Matrix file from the computeMatrix tool.',
required=True)
required.add_argument('--outFileName', '-o',
help='Output file name',
required=True)
required.add_argument('--regionsFileName', '-R',
help='File name(s), in BED or GTF format, containing the regions. '
'If multiple bed files are given, each one is '
'considered a group that can be plotted separately. '
'Also, adding a "#" symbol in the bed file causes all '
'the regions until the previous "#" to be considered '
'one group. Alternatively for BED files, putting '
'deepTools_group in the header can be used to indicate a '
'column with group labels. Note that these should be '
'sorted such that all group entries are together.',
required=True,
nargs='+')
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--transcriptID',
default='transcript',
help='When a GTF file is used to provide regions, only '
'entries with this value as their feature (column 3) '
'will be processed as transcripts. (Default: %(default)s)')
optional.add_argument('--transcript_id_designator',
default='transcript_id',
help='Each region has an ID (e.g., ACTB) assigned to it, '
'which for BED files is either column 4 (if it exists) '
'or the interval bounds. For GTF files this is instead '
'stored in the last column as a key:value pair (e.g., as '
'\'transcript_id "ACTB"\', for a key of transcript_id '
'and a value of ACTB). In some cases it can be '
'convenient to use a different identifier. To do so, set '
'this to the desired key. (Default: %(default)s)')
return parser
def printInfo(matrix):
"""
Print the groups and samples
"""
print("Groups:")
for group in matrix.matrix.group_labels:
print("\t{0}".format(group))
print("Samples:")
for sample in matrix.matrix.sample_labels:
print("\t{0}".format(sample))
def printDataRange(matrix):
"""
Prints the min, max, median, 10th and 90th percentile of the matrix values per sample.
"""
print("Samples\tMin\tMax\tMedian\t10th\t90th")
for i, sample in enumerate(matrix.matrix.sample_labels):
start = matrix.matrix.sample_boundaries[i]
end = matrix.matrix.sample_boundaries[i + 1]
sample_matrix = matrix.matrix.matrix[..., start:end]
print("{0}\t{1}\t{2}\t{3}\t{4}\t{5}".format(sample, np.amin(sample_matrix),
np.amax(sample_matrix),
np.ma.median(sample_matrix),
np.percentile(sample_matrix, 10),
np.percentile(sample_matrix, 90)))
def relabelMatrix(matrix, args):
"""
Relabel the samples and groups in a matrix
"""
if args.groupLabels:
if len(args.groupLabels) != len(matrix.matrix.group_labels):
sys.exit("You specified {} group labels, but {} are required.\n".format(len(args.groupLabels), len(matrix.matrix.group_labels)))
matrix.matrix.group_labels = args.groupLabels
if args.sampleLabels:
if len(args.sampleLabels) != len(matrix.matrix.sample_labels):
sys.exit("You specified {} sample labels, but {} are required.\n".format(len(args.sampleLabels), len(matrix.matrix.sample_labels)))
matrix.matrix.sample_labels = args.sampleLabels
def getGroupBounds(args, matrix):
"""
Given the group labels, return an indexing array and the resulting boundaries
"""
bounds = matrix.parameters['group_boundaries']
if args.groups is None:
return range(0, matrix.matrix.matrix.shape[0]), np.array(bounds)
else:
o = list()
obounds = [0]
for group in args.groups:
if group not in matrix.matrix.group_labels:
sys.exit("Error: '{0}' is not a valid group\n".format(group))
idx = matrix.matrix.group_labels.index(group)
o.extend(range(bounds[idx], bounds[idx + 1]))
obounds.append(bounds[idx + 1] - bounds[idx])
return o, np.cumsum(obounds)
def getSampleBounds(args, matrix):
"""
Given the sample labels, return an indexing array
"""
bounds = matrix.parameters['sample_boundaries']
if args.samples is None:
return np.arange(0, matrix.matrix.matrix.shape[1])
else:
o = list()
for sample in args.samples:
if sample not in matrix.matrix.sample_labels:
sys.exit("Error: '{0}' is not a valid sample\n".format(sample))
idx = matrix.matrix.sample_labels.index(sample)
o.extend(range(bounds[idx], bounds[idx + 1]))
return o
def subsetRegions(hm, bounds):
out = []
for x in bounds:
reg = hm.matrix.regions[x]
# we need to add a list of [chrom, [(start, end), (start, end)], name, 0, strand, score)]
if isinstance(reg, dict):
# This happens on occasion
starts = reg["start"].split(",")
starts = [int(x) for x in starts]
ends = reg["end"].split(",")
ends = [int(x) for x in ends]
regs = [(x, y) for x, y in zip(starts, ends)]
out.append([reg["chrom"], regs, reg["name"], 0, reg["strand"], reg["score"]])
else:
out.append(reg)
return out
def filterHeatmap(hm, args):
bounds = [0]
regions = []
keep = []
for region in hm.matrix.regions:
if region[4] == args.strand:
keep.append(True)
regions.append(region)
else:
keep.append(False)
keep = np.array(keep)
# Get the new bounds
for idx in range(1, len(hm.matrix.group_boundaries)):
i = int(np.sum(keep[hm.matrix.group_boundaries[idx - 1]:hm.matrix.group_boundaries[idx]]))
bounds.append(bounds[idx - 1] + i)
hm.matrix.group_boundaries = bounds
# subset the matrix
hm.matrix.matrix = hm.matrix.matrix[keep, :]
hm.matrix.regions = regions
def filterHeatmapValues(hm, minVal, maxVal):
bounds = [0]
regions = []
keep = []
if minVal is None:
minVal = -np.inf
if maxVal is None:
maxVal = np.inf
np.warnings.filterwarnings('ignore')
for i, (x, y) in enumerate(zip(np.nanmin(hm.matrix.matrix, axis=1), np.nanmax(hm.matrix.matrix, axis=1))):
# x/y will be nan iff a row is entirely nan. Don't filter.
if np.isnan(x) or (x >= minVal and y <= maxVal):
keep.append(True)
regions.append(hm.matrix.regions[i])
else:
keep.append(False)
keep = np.array(keep)
# Get the new bounds
for idx in range(1, len(hm.matrix.group_boundaries)):
i = int(np.sum(keep[hm.matrix.group_boundaries[idx - 1]:hm.matrix.group_boundaries[idx]]))
bounds.append(bounds[idx - 1] + i)
hm.matrix.group_boundaries = bounds
# subset the matrix
hm.matrix.matrix = hm.matrix.matrix[keep, :]
hm.matrix.regions = regions
def insertMatrix(hm, hm2, groupName):
"""
Given two heatmapper objects and a region group name, insert the regions and
values from hm2 for that group to the end of those for hm.
"""
# get the bounds for hm
idx = hm.parameters["group_labels"].index(groupName)
hmEnd = hm.parameters["group_boundaries"][idx + 1]
# get the bounds for hm2
idx2 = hm2.parameters["group_labels"].index(groupName)
hm2Start = hm2.parameters["group_boundaries"][idx2]
hm2End = hm2.parameters["group_boundaries"][idx2 + 1]
# Insert the subset hm2 into hm along axis 0
hm.matrix.matrix = np.insert(hm.matrix.matrix, hmEnd, hm2.matrix.matrix[hm2Start:hm2End, :], axis=0)
# Insert the regions
hm.matrix.regions[hmEnd:hmEnd] = hm2.matrix.regions[hm2Start:hm2End]
# Increase the group boundaries
bounds = []
for idx3, bound in enumerate(hm.parameters["group_boundaries"]):
if idx3 > idx:
bound += hm2End - hm2Start
bounds.append(bound)
hm.parameters["group_boundaries"] = bounds
def appendMatrix(hm, hm2, groupName):
"""
Given two heatmapper objects and a region group name, append the values from
that group in hm2 onto the end of hm.
"""
# get the bounds for hm2
idx2 = hm2.parameters["group_labels"].index(groupName)
hm2Start = hm2.parameters["group_boundaries"][idx2]
hm2End = hm2.parameters["group_boundaries"][idx2 + 1]
# Append the matrix
hm.matrix.matrix = np.concatenate([hm.matrix.matrix, hm2.matrix.matrix[hm2Start:hm2End, :]], axis=0)
# Update the bounds
hm.parameters["group_boundaries"].append(hm.parameters["group_boundaries"][-1] + hm2End - hm2Start)
# Append the regions
hm.matrix.regions.extend(hm2.matrix.regions[hm2Start:hm2End])
def rbindMatrices(hm, args):
"""
Bind matrices, top to bottom while accounting for the groups.
It's assumed that the same samples are present in both and in the exact same order
"""
hm2 = heatmapper.heatmapper()
hm.read_matrix_file(args.matrixFile[0])
for idx in range(1, len(args.matrixFile)):
hm2.read_matrix_file(args.matrixFile[idx])
for idx, group in enumerate(hm2.parameters["group_labels"]):
if group in hm.parameters["group_labels"]:
insertMatrix(hm, hm2, group)
else:
appendMatrix(hm, hm2, group)
hm.parameters["group_labels"].append(group)
# Update the group boundaries attribute
hm.matrix.group_labels = hm.parameters['group_labels']
hm.matrix.group_boundaries = hm.parameters['group_boundaries']
def cbindMatrices(hm, args):
"""
Bind columns from different matrices according to the group and region names
Missing regions are left as NA
"""
hm2 = heatmapper.heatmapper()
# Make a dict of region name:row associations
hm.read_matrix_file(args.matrixFile[0])
d = dict({x: dict() for x in hm.parameters["group_labels"]})
for idx, group in enumerate(hm.parameters["group_labels"]):
s = hm.parameters["group_boundaries"][idx]
e = hm.parameters["group_boundaries"][idx + 1]
for idx2, reg in enumerate(hm.matrix.regions[s:e]):
d[group][reg[2]] = idx2 + s
# Iterate through the other matrices
for idx in range(1, len(args.matrixFile)):
hm2.read_matrix_file(args.matrixFile[idx])
# Add the sample labels
hm.parameters['sample_labels'].extend(hm2.parameters['sample_labels'])
# Add the sample boundaries
lens = [x + hm.parameters['sample_boundaries'][-1] for x in hm2.parameters['sample_boundaries']][1:]
hm.parameters['sample_boundaries'].extend(lens)
# Add on additional NA initialized columns
ncol = hm.matrix.matrix.shape[1]
hm.matrix.matrix = np.hstack((hm.matrix.matrix, np.empty(hm2.matrix.matrix.shape)))
hm.matrix.matrix[:, ncol:] = np.nan
# Update the values
for idx2, group in enumerate(hm2.parameters["group_labels"]):
if group not in d:
continue
s = hm2.parameters["group_boundaries"][idx2]
e = hm2.parameters["group_boundaries"][idx2 + 1]
for idx3, reg in enumerate(hm2.matrix.regions[s:e]):
if reg[2] not in d[group]:
continue
hm.matrix.matrix[d[group][reg[2]], ncol:] = hm2.matrix.matrix[s + idx3, :]
# Append the special params
for s in hm.special_params:
hm.parameters[s].extend(hm2.parameters[s])
# Update the sample parameters
hm.matrix.sample_labels = hm.parameters['sample_labels']
hm.matrix.sample_boundaries = hm.parameters['sample_boundaries']
def loadBED(line, fp, fname, labelColumn, labels, regions, defaultGroup):
"""
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
"""
# This is largely parseBED from deeptoolsintervals
labelIdx = None
localRegions = {}
cols = line.strip().split("\t")
if labelColumn is not None:
label = cols.pop(labelColumn)
if label not in labels:
labels[label] = len(labels)
labelIdx = labels[label]
if labelIdx >= len(regions):
regions.append(localRegions)
else:
localRegions = regions[labelIdx]
if len(cols) >= 6:
name = cols[3]
else:
name = "{0}:{1}-{2}".format(cols[0], cols[1], cols[2])
localRegions[name] = len(localRegions)
for line in fp:
if line.startswith("#") and labelColumn is None:
if len(localRegions) > 0:
label = line[1:].strip()
if len(label):
labels[dti.findRandomLabel(labels, label)] = len(labels)
else:
labels[dti.findRandomLabel(labels, os.path.basename(fname))] = len(labels)
regions.append(localRegions)
localRegions = dict()
continue
elif line.startswith("#") and labelColumn is not None:
continue
cols = line.strip().split("\t")
if len(cols) < 3:
continue
if labelColumn is not None:
label = cols.pop(labelColumn)
if label not in labels:
labels[label] = len(labels)
labelIdx = labels[label]
if labelIdx >= len(regions):
regions.append({})
localRegions = regions[labelIdx]
if len(cols) >= 6:
name = cols[3]
else:
name = "{0}:{1}-{2}".format(cols[0], cols[1], cols[2])
name = dti.findRandomLabel(localRegions, name)
localRegions[name] = len(localRegions)
# Handle the last group if there is no label
if labelIdx is None and len(localRegions) > 0:
if defaultGroup is not None:
labels[dti.findRandomLabel(labels, defaultGroup)] = len(labels)
else:
labels[dti.findRandomLabel(labels, os.path.basename(fname))] = len(labels)
regions.append(localRegions)
def loadGTFtranscript(cols, label, defaultGroup, transcript_id_designator):
s = next(csv.reader([cols[8]], delimiter=' '))
if "deepTools_group" in s and s[-1] != "deepTools_group":
label = s[s.index("deepTools_group") + 1].rstrip(";")
elif defaultGroup is not None:
label = defaultGroup
if transcript_id_designator not in s or s[-1] == transcript_id_designator:
sys.stderr.write("Warning: {0} is malformed!\n".format("\t".join(cols)))
return None, None
name = s[s.index(transcript_id_designator) + 1].rstrip(";")
return label, name
def loadGTF(line, fp, fname, labels, regions, transcriptID, transcript_id_designator, defaultGroup):
"""
Like loadBED, but for a GTF file
This is largely a copy of what's in deeptoolsintervals
"""
file_label = dti.findRandomLabel(labels, os.path.basename(fname))
# handle the first line
cols = line.split("\t")
if cols[2].lower() == transcriptID.lower():
label, name = loadGTFtranscript(cols, file_label, defaultGroup, transcript_id_designator)
if label is not None:
if label not in labels:
labels[label] = len(labels)
regions.append(dict())
labelIdx = labels[label]
regions[labelIdx][name] = len(regions[labelIdx])
for line in fp:
if not isinstance(line, str):
line = line.decode('ascii')
if not line.startswith('#'):
cols = line.strip().split('\t')
if len(cols) == 0:
continue
if cols[2].lower() == transcriptID:
label, name = loadGTFtranscript(cols, file_label, defaultGroup, transcript_id_designator)
if label is None:
continue
if label not in labels:
labels[label] = len(labels)
regions.append(dict())
labelIdx = labels[label]
regions[labelIdx][name] = len(regions[labelIdx])
def sortMatrix(hm, regionsFileName, transcriptID, transcript_id_designator, verbose=True):
"""
Iterate through the files noted by regionsFileName and sort hm accordingly
"""
labels = dict()
regions = []
defaultGroup = None
if len(regionsFileName) == 1:
defaultGroup = "genes"
for fname in regionsFileName:
fp = dti.openPossiblyCompressed(fname)
line = dti.getNext(fp)
labelColumn = None
while line.startswith("#"):
if not labelColumn:
labelColumn = dti.getLabel(line)
line = dti.getNext(fp)
while line.startswith("track "):
line = dti.getNext(fp)
# Find the label column
subtract = 0
if labelColumn is not None:
subtract = 1
# Determine the file type and load into a list (or list of lists)
cols = line.strip().split("\t")
if len(cols) - subtract < 3:
raise RuntimeError('{0} does not seem to be a recognized file type!'.format(fname))
elif len(cols) - subtract <= 6:
loadBED(line, fp, fname, labelColumn, labels, regions, defaultGroup)
elif len(cols) and dti.seemsLikeGTF(cols):
loadGTF(line, fp, fname, labels, regions, transcriptID, transcript_id_designator, defaultGroup)
else:
loadBED(line, fp, fname, labelColumn, labels, regions, defaultGroup)
fp.close()
# Do some sanity checking on the group labels and region names within them
s1 = set(hm.parameters['group_labels'])
if verbose:
for e in labels:
if e not in s1:
sys.exit("The computeMatrix output is missing the '{}' region group. It has {} but the specified regions have {}.\n".format(e, s1, labels.keys()))
# Make a dictionary out of current labels and regions
d = dict()
pos = 0
groupSizes = dict()
for idx, label in enumerate(hm.parameters['group_labels']):
s = hm.parameters['group_boundaries'][idx]
e = hm.parameters['group_boundaries'][idx + 1]
if label not in labels:
continue
d[label] = dict()
groupSize = 0
for reg in hm.matrix.regions[s:e]:
d[label][reg[2]] = pos
pos += 1
groupSize += 1
groupSizes[label] = groupSize
# Convert labels to an ordered list
labelsList = [""] * len(labels)
for k, v in labels.items():
labelsList[v] = k
# Reorder
order = []
boundaries = [0]
for idx, label in enumerate(labelsList):
# Make an ordered list out of the region names in this region group
_ = [""] * len(regions[idx])
for k, v in regions[idx].items():
_[v] = k
sz = 0 # Track the number of enries actually matched
for name in _:
if name not in d[label]:
if verbose:
sys.stderr.write("Skipping {}, due to being absent in the computeMatrix output.\n".format(name))
continue
sz += 1
order.append(d[label][name])
if sz == 0 and verbose:
sys.exit("The region group {} had no matching entries!\n".format(label))
boundaries.append(sz + boundaries[-1])
hm.matrix.regions = [hm.matrix.regions[i] for i in order]
order = np.array(order)
hm.matrix.matrix = hm.matrix.matrix[order, :]
# Update the parameters
hm.parameters["group_labels"] = labelsList
hm.matrix.group_labels = labelsList
hm.parameters["group_boundaries"] = boundaries
hm.matrix.group_boundaries = boundaries
def main(args=None):
# if args none is need since otherwise pytest passes 'pytest' as sys.argv
if args is None:
if len(sys.argv) == 1:
args = ["-h"]
if len(sys.argv) == 2:
args = [sys.argv[1], "-h"]
args = parse_arguments().parse_args(args)
hm = heatmapper.heatmapper()
if not isinstance(args.matrixFile, list):
hm.read_matrix_file(args.matrixFile)
if args.command == 'info':
printInfo(hm)
elif args.command == 'dataRange':
printDataRange(hm)
elif args.command == 'subset':
sIdx = getSampleBounds(args, hm)
gIdx, gBounds = getGroupBounds(args, hm)
# groups
hm.matrix.regions = subsetRegions(hm, gIdx)
# matrix
hm.matrix.matrix = hm.matrix.matrix[gIdx, :]
hm.matrix.matrix = hm.matrix.matrix[:, sIdx]
# boundaries
if args.samples is None:
args.samples = hm.matrix.sample_labels
hm.matrix.sample_boundaries = hm.matrix.sample_boundaries[0:len(args.samples) + 1]
hm.matrix.group_boundaries = gBounds.tolist()
# special params
keepIdx = set()
for _, sample in enumerate(hm.matrix.sample_labels):
if sample in args.samples:
keepIdx.add(_)
for param in hm.special_params:
hm.parameters[param] = [v for k, v in enumerate(hm.parameters[param]) if k in keepIdx]
# labels
hm.matrix.sample_labels = args.samples
if args.groups is None:
args.groups = hm.matrix.group_labels
hm.matrix.group_labels = args.groups
# save
hm.save_matrix(args.outFileName)
elif args.command == 'filterStrand':
filterHeatmap(hm, args)
hm.save_matrix(args.outFileName)
elif args.command == 'filterValues':
filterHeatmapValues(hm, args.min, args.max)
hm.save_matrix(args.outFileName)
elif args.command == 'rbind':
rbindMatrices(hm, args)
hm.save_matrix(args.outFileName)
elif args.command == 'cbind':
cbindMatrices(hm, args)
hm.save_matrix(args.outFileName)
elif args.command == 'sort':
sortMatrix(hm, args.regionsFileName, args.transcriptID, args.transcript_id_designator)
hm.save_matrix(args.outFileName)
elif args.command == 'relabel':
relabelMatrix(hm, args)
hm.save_matrix(args.outFileName)
else:
sys.exit("Unknown command {0}!\n".format(args.command))
================================================
FILE: deeptools/correctGCBias.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import os
import shutil
import time
import subprocess
import sys
import py2bit
import pysam
import multiprocessing
import numpy as np
import argparse
from scipy.stats import binom
from deeptools.utilities import tbitToBamChrName, getGC_content
from deeptools import writeBedGraph, parserCommon, mapReduce
from deeptools import utilities
from deeptools.bamHandler import openBam
old_settings = np.seterr(all='ignore')
def parse_arguments(args=None):
parentParser = parserCommon.getParentArgParse(binSize=True, blackList=False)
requiredArgs = getRequiredArgs()
parser = argparse.ArgumentParser(
parents=[requiredArgs, parentParser],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='This tool corrects the GC-bias using the'
' method proposed by [Benjamini & Speed (2012). '
'Nucleic Acids Research, 40(10)]. It will remove reads'
' from regions with too high coverage compared to the'
' expected values (typically GC-rich regions) and will'
' add reads to regions where too few reads are seen '
'(typically AT-rich regions). '
'The tool ``computeGCBias`` needs to be run first to generate the '
'frequency table needed here.',
usage='correctGCBias '
'-b file.bam --effectiveGenomeSize 2150570000 -g mm9.2bit '
'--GCbiasFrequenciesFile freq.txt -o gc_corrected.bam\n'
'help: correctGCBias -h / correctGCBias --help',
conflict_handler='resolve',
add_help=False)
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
return args
def getRequiredArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--bamfile', '-b',
metavar='BAM file',
help='Sorted BAM file to correct.',
required=True)
required.add_argument('--effectiveGenomeSize',
help='The effective genome size is the portion '
'of the genome that is mappable. Large fractions of '
'the genome are stretches of NNNN that should be '
'discarded. Also, if repetitive regions were not '
'included in the mapping of reads, the effective '
'genome size needs to be adjusted accordingly. '
'A table of values is available here: '
'http://deeptools.readthedocs.io/en/latest/content/feature/effectiveGenomeSize.html .',
default=None,
type=int,
required=True)
required.add_argument('--genome', '-g',
help='Genome in two bit 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 '
'available here: '
'http://hgdownload.cse.ucsc.edu/admin/exe/',
metavar='two bit file',
required=True)
required.add_argument('--GCbiasFrequenciesFile', '-freq',
help='Indicate the output file from '
'computeGCBias containing '
'the observed and expected read frequencies per GC-'
'content.',
type=argparse.FileType('r'),
metavar='FILE',
required=True)
output = parser.add_argument_group('Output options')
output.add_argument('--correctedFile', '-o',
help='Name of the corrected file. The ending will '
'be used to decide the output file format. The options '
'are ".bam", ".bw" for a bigWig file, ".bg" for a '
'bedGraph file.',
metavar='FILE',
type=argparse.FileType('w'),
required=True)
# define the optional arguments
optional = parser.add_argument_group('Optional arguments')
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
return parser
def getReadGCcontent(tbit, read, fragmentLength, chrNameBit):
"""
The fragments for forward and reverse reads are defined as follows::
|- read.pos |- read.aend
---+=================>-----------------------+--------- Forward strand
|-fragStart |-fragEnd
---+-----------------------<=================+--------- Reverse strand
|-read.pos |-read.aend
|-----------------------------------------|
read.tlen
"""
fragStart = None
fragEnd = None
if read.is_paired and read.is_proper_pair and abs(read.tlen) < 2 * fragmentLength:
if read.is_reverse and read.tlen < 0:
fragEnd = read.reference_end
fragStart = read.reference_end + read.template_length
elif read.template_length >= read.query_alignment_length:
fragStart = read.pos
fragEnd = read.pos + read.template_length
if not fragStart:
if read.is_reverse:
fragEnd = read.reference_end
fragStart = read.reference_end - fragmentLength
else:
fragStart = read.pos
fragEnd = fragStart + fragmentLength
fragStart = max(0, fragStart)
try:
gc = getGC_content(tbit, chrNameBit, fragStart, fragEnd)
except Exception:
return None
if gc is None:
return None
# match the gc to the given fragmentLength
gc = int(np.round(gc * fragmentLength))
return gc
def writeCorrected_wrapper(args):
return writeCorrected_worker(*args)
def writeCorrected_worker(chrNameBam, chrNameBit, start, end, step):
r"""writes a bedgraph file containing the GC correction of
a region from the genome
>>> test = Tester()
>>> tempFile = writeCorrected_worker(*test.testWriteCorrectedChunk())
>>> open(tempFile, 'r').readlines()
['chr2L\t200\t225\t31.6\n', 'chr2L\t225\t250\t33.8\n', 'chr2L\t250\t275\t37.9\n', 'chr2L\t275\t300\t40.9\n']
>>> os.remove(tempFile)
"""
global R_gc
fragmentLength = len(R_gc) - 1
cvg_corr = np.zeros(end - start)
i = 0
tbit = py2bit.open(global_vars['2bit'])
bam = openBam(global_vars['bam'])
read_repetitions = 0
removed_duplicated_reads = 0
startTime = time.time()
# caching seems to be faster
# r.flag & 4 == 0 is to skip unmapped
# reads that nevertheless are asigned
# to a genomic position
reads = [r for r in bam.fetch(chrNameBam, start, end)
if r.flag & 4 == 0]
bam.close()
r_index = -1
for read in reads:
if read.is_unmapped:
continue
r_index += 1
try:
# calculate GC content of read fragment
gc = getReadGCcontent(tbit, read, fragmentLength,
chrNameBit)
except Exception as detail:
print(detail)
""" this exception happens when the end of a
chromosome is reached """
continue
if not gc:
continue
# is this read in the same orientation and position as the previous?
if r_index > 0 and read.pos == reads[r_index - 1].pos and \
read.is_reverse == reads[r_index - 1].is_reverse \
and read.pnext == reads[r_index - 1].pnext:
read_repetitions += 1
if read_repetitions >= global_vars['max_dup_gc'][gc]:
removed_duplicated_reads += 1
continue
else:
read_repetitions = 0
try:
fragmentStart, fragmentEnd = getFragmentFromRead(read, fragmentLength, extendPairedEnds=True)
vectorStart = max(fragmentStart - start, 0)
vectorEnd = min(fragmentEnd - start, end - start)
except TypeError:
# the get_fragment_from_read functions returns None in some cases.
# Those cases are to be skipped, hence the continue line.
continue
cvg_corr[vectorStart:vectorEnd] += float(1) / R_gc[gc]
i += 1
try:
if debug:
endTime = time.time()
print("{}, processing {} ({:.1f} per sec) "
"reads @ {}:{}-{}".format(multiprocessing.current_process().name,
i, i / (endTime - startTime),
chrNameBit, start, end))
except NameError:
pass
if i == 0:
return None
_file = open(utilities.getTempFileName(suffix='.bg'), 'w')
# save in bedgraph format
for bin in range(0, len(cvg_corr), step):
value = np.mean(cvg_corr[bin:min(bin + step, end)])
if value > 0:
writeStart = start + bin
writeEnd = min(start + bin + step, end)
_file.write("%s\t%d\t%d\t%.1f\n" % (chrNameBit, writeStart,
writeEnd, value))
tempFileName = _file.name
_file.close()
return tempFileName
def numCopiesOfRead(value):
"""
Based int he R_gc value, decides
whether to keep, duplicate, triplicate or delete the read.
It returns an integer, that tells the number of copies of the read
that should be keep.
>>> np.random.seed(1)
>>> numCopiesOfRead(0.8)
1
>>> numCopiesOfRead(2.5)
2
>>> numCopiesOfRead(None)
1
"""
copies = 1
if value:
copies = int(value) + (1 if np.random.rand() < value % 1 else 0)
return copies
def writeCorrectedSam_wrapper(args):
return writeCorrectedSam_worker(*args)
def writeCorrectedSam_worker(chrNameBam, chrNameBit, start, end,
step=None,
tag_but_not_change_number=False,
verbose=True):
r"""
Writes a BAM file, deleting and adding some reads in order to compensate
for the GC bias. **This is a stochastic method.**
>>> np.random.seed(1)
>>> test = Tester()
>>> args = test.testWriteCorrectedSam()
>>> tempFile = writeCorrectedSam_worker(*args, \
... tag_but_not_change_number=True, verbose=False)
>>> try:
... import StringIO
... except ImportError:
... from io import StringIO
>>> ostdout = sys.stdout
>>> import tempfile
>>> sys.stdout = tempfile.TemporaryFile()
>>> idx = pysam.index(tempFile)
>>> sys.stdout = ostdout
>>> bam = pysam.Samfile(tempFile)
>>> [dict(r.tags)['YN'] for r in bam.fetch(args[0], 200, 250)]
[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1]
>>> res = os.remove(tempFile)
>>> res = os.remove(tempFile+".bai")
>>> tempFile = \
... writeCorrectedSam_worker(*test.testWriteCorrectedSam_paired(),\
... tag_but_not_change_number=True, verbose=False)
>>> sys.stdout = tempfile.TemporaryFile()
>>> idx = pysam.index(tempFile)
>>> sys.stdout = ostdout
>>> bam = pysam.Samfile(tempFile)
>>> [dict(r.tags)['YN'] for r in bam.fetch('chr2L', 0, 50)]
[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
>>> res = os.remove(tempFile)
>>> res = os.remove(tempFile+".bai")
"""
global R_gc
fragmentLength = len(R_gc) - 1
if verbose:
print("Sam for %s %s %s " % (chrNameBit, start, end))
i = 0
tbit = py2bit.open(global_vars['2bit'])
bam = openBam(global_vars['bam'])
tempFileName = utilities.getTempFileName(suffix='.bam')
outfile = pysam.Samfile(tempFileName, 'wb', template=bam)
startTime = time.time()
matePairs = {}
read_repetitions = 0
removed_duplicated_reads = 0
# cache data
# r.flag & 4 == 0 is to filter unmapped reads that
# have a genomic position
reads = [r for r in bam.fetch(chrNameBam, start, end)
if r.pos > start and r.flag & 4 == 0]
r_index = -1
for read in reads:
if read.pos <= start or read.is_unmapped:
continue
r_index += 1
copies = None
gc = None
# check if a mate has already been procesed
# to apply the same correction
try:
copies = matePairs[read.qname]['copies']
gc = matePairs[read.qname]['gc']
del matePairs[read.qname]
except:
# this exception happens when a mate is
# not present. This could
# happen because of removal of the mate
# by some filtering
gc = getReadGCcontent(tbit, read, fragmentLength,
chrNameBit)
if gc:
copies = numCopiesOfRead(float(1) / R_gc[gc])
else:
copies = 1
# is this read in the same orientation and position as the previous?
if gc and r_index > 0 and read.pos == reads[r_index - 1].pos \
and read.is_reverse == reads[r_index - 1].is_reverse \
and read.pnext == reads[r_index - 1].pnext:
read_repetitions += 1
if read_repetitions >= global_vars['max_dup_gc'][gc]:
copies = 0 # in other words do not take into account this read
removed_duplicated_reads += 1
else:
read_repetitions = 0
readName = read.qname
# Each tag is a tuple of (tag name, value, type)
# Note that get_tags() returns ord(type) rather than type and this must
# be fixed!
# It turns out that the "with_value_type" option only started working in
# pysam-0.8.4, so we can't reliably add tags on earlier versions without
# potentially creating BAM files that break HTSJDK/IGV/etc.
readTag = read.get_tags(with_value_type=True)
replace_tags = False
if len(readTag) > 0:
if len(readTag[0]) == 3:
if type(readTag[2]) is int:
readTag = [(x[0], x[1], chr(x[2])) for x in readTag]
replace_tags = True
else:
replace_tags = True
if gc:
GC = int(100 * np.round(float(gc) / fragmentLength,
decimals=2))
readTag.append(
('YC', float(round(float(1) / R_gc[gc], 2)), "f"))
readTag.append(('YN', copies, "i"))
else:
GC = -1
readTag.append(('YG', GC, "i"))
if replace_tags:
read.set_tags(readTag)
if read.is_paired and read.is_proper_pair \
and not read.mate_is_unmapped \
and not read.is_reverse:
matePairs[readName] = {'copies': copies,
'gc': gc}
"""
outfile.write(read)
"""
if tag_but_not_change_number:
outfile.write(read)
continue
for numCop in range(1, copies + 1):
# the read has to be renamed such that newly
# formed pairs will match
if numCop > 1:
read.qname = readName + "_%d" % (numCop)
outfile.write(read)
if verbose:
if i % 500000 == 0 and i > 0:
endTime = time.time()
print("{}, processing {} ({:.1f} per sec) reads "
"@ {}:{}-{}".format(multiprocessing.current_process().name,
i, i / (endTime - startTime),
chrNameBit, start, end))
i += 1
outfile.close()
if verbose:
endTime = time.time()
print("{}, processing {} ({:.1f} per sec) reads "
"@ {}:{}-{}".format(multiprocessing.current_process().name,
i, i / (endTime - startTime),
chrNameBit, start, end))
percentage = float(removed_duplicated_reads) * 100 / len(reads) \
if len(reads) > 0 else 0
print("duplicated reads removed %d of %d (%.2f) " %
(removed_duplicated_reads, len(reads), percentage))
return tempFileName
def getFragmentFromRead(read, defaultFragmentLength, extendPairedEnds=True):
"""
The read has to be pysam object.
The following values are defined (for forward reads)::
|-- -- read.tlen -- --|
|-- read.alen --|
-----|===============>------------<==============|----
| | |
read.pos read.aend read.pnext
and for reverse reads
|-- -- read.tlen -- --|
|-- read.alen --|
-----|===============>-----------<===============|----
| | |
read.pnext read.pos read.aend
this is a sketch of a pair-end reads
The function returns the fragment start and end, either
using the paired end information (if available) or
extending the read in the appropriate direction if this
is single-end.
Parameters
----------
read : pysam read object
Returns
-------
tuple
(fragment start, fragment end)
"""
# convert reads to fragments
# this option indicates that the paired ends correspond
# to the fragment ends
# condition read.tlen < maxPairedFragmentLength is added to avoid read pairs
# that span thousands of base pairs
if extendPairedEnds is True and read.is_paired and 0 < abs(read.tlen) < 1000:
if read.is_reverse:
fragmentStart = read.pnext
fragmentEnd = read.aend
else:
fragmentStart = read.pos
# the end of the fragment is defined as
# the start of the forward read plus the insert length
fragmentEnd = read.pos + read.tlen
else:
if defaultFragmentLength <= read.aend - read.pos:
fragmentStart = read.pos
fragmentEnd = read.aend
else:
if read.is_reverse:
fragmentStart = read.aend - defaultFragmentLength
fragmentEnd = read.aend
else:
fragmentStart = read.pos
fragmentEnd = read.pos + defaultFragmentLength
return fragmentStart, fragmentEnd
def run_shell_command(command):
"""
Runs the given shell command. Report
any errors found.
"""
try:
subprocess.check_call(command, shell=True)
except subprocess.CalledProcessError as error:
sys.stderr.write('Error{}\n'.format(error))
exit(1)
except Exception as error:
sys.stderr.write('Error: {}\n'.format(error))
exit(1)
def main(args=None):
args = process_args(args)
global F_gc, N_gc, R_gc
data = np.loadtxt(args.GCbiasFrequenciesFile.name)
F_gc = data[:, 0]
N_gc = data[:, 1]
R_gc = data[:, 2]
global global_vars
global_vars = {}
global_vars['2bit'] = args.genome
global_vars['bam'] = args.bamfile
# compute the probability to find more than one read (a redundant read)
# at a certain position based on the gc of the read fragment
# the binomial function is used for that
max_dup_gc = [binom.isf(1e-7, F_gc[x], 1.0 / N_gc[x])
if F_gc[x] > 0 and N_gc[x] > 0 else 1
for x in range(len(F_gc))]
global_vars['max_dup_gc'] = max_dup_gc
tbit = py2bit.open(global_vars['2bit'])
bam, mapped, unmapped, stats = openBam(args.bamfile, returnStats=True, nThreads=args.numberOfProcessors)
global_vars['genome_size'] = sum(tbit.chroms().values())
global_vars['total_reads'] = mapped
global_vars['reads_per_bp'] = \
float(global_vars['total_reads']) / args.effectiveGenomeSize
# apply correction
print("applying correction")
# divide the genome in fragments containing about 4e5 reads.
# This amount of reads takes about 20 seconds
# to process per core (48 cores, 256 Gb memory)
chunkSize = int(4e5 / global_vars['reads_per_bp'])
# chromSizes: list of tuples
chromSizes = [(bam.references[i], bam.lengths[i])
for i in range(len(bam.references))]
regionStart = 0
if args.region:
chromSizes, regionStart, regionEnd, chunkSize = \
mapReduce.getUserRegion(chromSizes, args.region,
max_chunk_size=chunkSize)
print("genome partition size for multiprocessing: {}".format(chunkSize))
print("using region {}".format(args.region))
mp_args = []
bedGraphStep = args.binSize
chrNameBitToBam = tbitToBamChrName(list(tbit.chroms().keys()), bam.references)
chrNameBamToBit = dict([(v, k) for k, v in chrNameBitToBam.items()])
print(chrNameBitToBam, chrNameBamToBit)
c = 1
for chrom, size in chromSizes:
start = 0 if regionStart == 0 else regionStart
for i in range(start, size, chunkSize):
try:
chrNameBamToBit[chrom]
except KeyError:
print("no sequence information for ")
"chromosome {} in 2bit file".format(chrom)
print("Reads in this chromosome will be skipped")
continue
length = min(size, i + chunkSize)
mp_args.append((chrom, chrNameBamToBit[chrom], i, length,
bedGraphStep))
c += 1
pool = multiprocessing.Pool(args.numberOfProcessors)
if args.correctedFile.name.endswith('bam'):
if len(mp_args) > 1 and args.numberOfProcessors > 1:
print(("using {} processors for {} "
"number of tasks".format(args.numberOfProcessors,
len(mp_args))))
res = pool.map_async(
writeCorrectedSam_wrapper, mp_args).get(9999999)
else:
res = list(map(writeCorrectedSam_wrapper, mp_args))
if len(res) == 1:
command = "cp {} {}".format(res[0], args.correctedFile.name)
run_shell_command(command)
else:
print("concatenating (sorted) intermediate BAMs")
header = pysam.Samfile(res[0])
of = pysam.Samfile(args.correctedFile.name, "wb", template=header)
header.close()
for f in res:
f = pysam.Samfile(f)
for e in f.fetch(until_eof=True):
of.write(e)
f.close()
of.close()
print("indexing BAM")
pysam.index(args.correctedFile.name)
for tempFileName in res:
os.remove(tempFileName)
if args.correctedFile.name.endswith('bg') or \
args.correctedFile.name.endswith('bw'):
if len(mp_args) > 1 and args.numberOfProcessors > 1:
res = pool.map_async(writeCorrected_wrapper, mp_args).get(9999999)
else:
res = list(map(writeCorrected_wrapper, mp_args))
oname = args.correctedFile.name
args.correctedFile.close()
if oname.endswith('bg'):
f = open(oname, 'wb')
for tempFileName in res:
if tempFileName:
shutil.copyfileobj(open(tempFileName, 'rb'), f)
os.remove(tempFileName)
f.close()
else:
chromSizes = [(k, v) for k, v in tbit.chroms().items()]
writeBedGraph.bedGraphToBigWig(chromSizes, res, oname)
class Tester():
def __init__(self):
import os
self.root = os.path.dirname(os.path.abspath(__file__)) + "/test/test_corrGC/"
self.tbitFile = self.root + "sequence.2bit"
self.bamFile = self.root + "test.bam"
self.chrNameBam = '2L'
self.chrNameBit = 'chr2L'
bam, mapped, unmapped, stats = openBam(self.bamFile, returnStats=True)
tbit = py2bit.open(self.tbitFile)
global debug
debug = 0
global global_vars
global_vars = {'2bit': self.tbitFile,
'bam': self.bamFile,
'filter_out': None,
'extra_sampling_file': None,
'max_reads': 5,
'min_reads': 0,
'min_reads': 0,
'reads_per_bp': 0.3,
'total_reads': mapped,
'genome_size': sum(tbit.chroms().values())}
def testWriteCorrectedChunk(self):
""" prepare arguments for test
"""
global R_gc, R_gc_min, R_gc_max
R_gc = np.loadtxt(self.root + "R_gc_paired.txt")
global_vars['max_dup_gc'] = np.ones(301)
start = 200
end = 300
bedGraphStep = 25
return (self.chrNameBam,
self.chrNameBit, start, end, bedGraphStep)
def testWriteCorrectedSam(self):
""" prepare arguments for test
"""
global R_gc, R_gc_min, R_gc_max
R_gc = np.loadtxt(self.root + "R_gc_paired.txt")
global_vars['max_dup_gc'] = np.ones(301)
start = 200
end = 250
return (self.chrNameBam,
self.chrNameBit, start, end)
def testWriteCorrectedSam_paired(self):
""" prepare arguments for test.
"""
global R_gc, R_gc_min, R_gc_max
R_gc = np.loadtxt(self.root + "R_gc_paired.txt")
start = 0
end = 500
global global_vars
global_vars['bam'] = self.root + "paired.bam"
return 'chr2L', 'chr2L', start, end
if __name__ == "__main__":
main()
================================================
FILE: deeptools/correlation.py
================================================
import sys
import itertools
import copy
import numpy as np
import scipy.cluster.hierarchy as sch
import scipy.stats
import matplotlib as mpl
mpl.use('Agg')
mpl.rcParams['pdf.fonttype'] = 42
mpl.rcParams['svg.fonttype'] = 'none'
from deeptools import cm # noqa: F401
import matplotlib.pyplot as plt
import matplotlib.gridspec as gridspec
import matplotlib.ticker
import matplotlib.mlab
import matplotlib.markers
import matplotlib.colors as pltcolors
from deeptools.utilities import toString, convertCmap
import plotly.offline as offline
import plotly.graph_objs as go
import plotly.figure_factory as ff
old_settings = np.seterr(all='ignore')
class Correlation:
"""
class to work with matrices
having sample data
to compute correlations, plot
them and make scatter plots
"""
def __init__(self, matrix_file,
corr_method=None,
labels=None,
remove_outliers=False,
skip_zeros=False,
log1p=False):
self.load_matrix(matrix_file)
self.skip_zeros = skip_zeros
self.corr_method = corr_method
self.corr_matrix = None # correlation matrix
self.column_order = None
self.rowCenter = False
if labels is not None:
# test that the length of labels
# corresponds to the length of
# samples
self.labels = labels
self.labels = [toString(x) for x in self.labels]
if self.matrix.shape[1] == 1:
# There's nothing that can be done with a single sample
sys.exit("\nPlease use a matrix with more than one sample\n")
if skip_zeros is True:
# remove rows containing only nans or zeros
# that could be unmappable regions.
self.remove_rows_of_zeros()
if remove_outliers is True:
# remove outliers, otherwise outliers will produce a very
# high pearson correlation. Unnecessary for spearman correlation
self.remove_outliers()
if log1p is True:
self.matrix = np.log1p(self.matrix)
if corr_method:
self.compute_correlation()
def load_matrix(self, matrix_file):
"""
loads a matrix file saved using the numpy
savez method. Two keys are expected:
'matrix' and 'labels'. The matrix should
contain one sample per row
"""
_ma = np.load(matrix_file)
# matrix: cols correspond to samples
self.matrix = np.asarray(_ma['matrix'].tolist())
if np.any(np.isnan(self.matrix)):
num_nam = len(np.flatnonzero(np.isnan(self.matrix.flatten())))
sys.stderr.write("*Warning*. {} NaN values were found. They will be removed along with the "
"corresponding bins in other samples for the computation "
"and plotting\n".format(num_nam))
self.matrix = np.ma.compress_rows(np.ma.masked_invalid(self.matrix))
self.labels = list(map(toString, _ma['labels']))
assert len(self.labels) == self.matrix.shape[1], "ERROR, length of labels is not equal " \
"to length of matrix samples"
@staticmethod
def get_outlier_indices(data, max_deviation=200):
"""
The method is based on the median absolute deviation. See
Boris Iglewicz and David Hoaglin (1993),
"Volume 16: How to Detect and Handle Outliers",
The ASQC Basic References in Quality Control:
Statistical Techniques, Edward F. Mykytka, Ph.D., Editor.
returns the list, without the outliers
The max_deviation=200 is like selecting a z-score
larger than 200, just that it is based on the median
and the median absolute deviation instead of the
mean and the standard deviation.
"""
median = np.median(data)
b_value = 1.4826 # value set for a normal distribution
mad = b_value * np.median(np.abs(data))
outliers = []
if mad > 0:
deviation = abs(data - median) / mad
"""
outliers = data[deviation > max_deviation]
print "outliers removed {}".format(len(outliers))
print outliers
"""
outliers = np.flatnonzero(deviation > max_deviation)
return outliers
def remove_outliers(self, verbose=True):
"""
get the outliers *per column* using the median absolute
deviation method
Returns the filtered matrix
"""
unfiltered = len(self.matrix)
to_remove = None
for col in self.matrix.T:
outliers = self.get_outlier_indices(col)
if to_remove is None:
to_remove = set(outliers)
else:
# only set to remove those bins in which
# the outliers are present in all cases (colums)
# that's why the intersection is used
to_remove = to_remove.intersection(outliers)
if len(to_remove):
to_keep = [x for x in range(self.matrix.shape[0])
if x not in to_remove]
self.matrix = self.matrix[to_keep, :]
if verbose:
sys.stderr.write(
"total/filtered/left: "
"{}/{}/{}\n".format(unfiltered,
unfiltered - len(to_keep),
len(to_keep)))
return self.matrix
def remove_rows_of_zeros(self):
# remove rows containing all zeros or all nans
_mat = np.nan_to_num(self.matrix)
to_keep = _mat.sum(1) != 0
self.matrix = self.matrix[to_keep, :]
def save_corr_matrix(self, file_handle):
"""
saves the correlation matrix
"""
if self.column_order:
self.corr_matrix = self.corr_matrix[:, self.column_order][self.column_order]
self.labels = [self.labels[i] for i in self.column_order]
self.labels = [toString(x) for x in self.labels]
file_handle.write("\t'" + "'\t'".join(self.labels) + "'\n")
fmt = "\t".join(np.repeat('%.4f', self.corr_matrix.shape[1])) + "\n"
i = 0
for row in self.corr_matrix:
file_handle.write(
"'%s'\t" % self.labels[i] + fmt % tuple(row))
i += 1
def compute_correlation(self):
"""
computes spearman or pearson
correlation for the samples in the matrix
The matrix should contain the values of each sample per column
that's why the transpose is used.
>>> matrix = np.array([[1, 2, 3, np.nan],
... [1, 2, 3, 4],
... [6, 4, 3, 1]]).T
>>> np.savez_compressed("/tmp/test_matrix.npz", matrix=matrix, labels=['a', 'b', 'c'])
>>> c = Correlation("/tmp/test_matrix.npz", corr_method='pearson')
the results should be as in R
>>> c.compute_correlation().filled(np.nan)
array([[ 1. , 1. , -0.98198051],
[ 1. , 1. , -0.98198051],
[-0.98198051, -0.98198051, 1. ]])
>>> c.corr_method = 'spearman'
>>> c.corr_matrix = None
>>> c.compute_correlation()
array([[ 1., 1., -1.],
[ 1., 1., -1.],
[-1., -1., 1.]])
"""
if self.corr_matrix is not None:
return self.corr_matrix
num_samples = len(self.labels)
# initialize correlation matrix
if self.corr_method == 'pearson':
self.corr_matrix = np.ma.corrcoef(self.matrix.T, allow_masked=True)
else:
corr_matrix = np.zeros((num_samples, num_samples), dtype='float')
# do an all vs all correlation using the
# indices of the upper triangle
rows, cols = np.triu_indices(num_samples)
for index in range(len(rows)):
row = rows[index]
col = cols[index]
corr_matrix[row, col] = scipy.stats.spearmanr(self.matrix[:, row], self.matrix[:, col])[0]
# make the matrix symmetric
self.corr_matrix = corr_matrix + np.triu(corr_matrix, 1).T
return self.corr_matrix
def plotly_correlation(self, corr_matrix, plot_filename, labels, plot_title='',
vmax=None, vmin=None, plot_numbers=True,
colormap='jet'):
"""plot_correlation, but using plotly"""
textElement = []
for row in range(corr_matrix.shape[0]):
trow = []
for col in range(corr_matrix.shape[0]):
if plot_numbers:
trow.append("{:0.2f}".format(corr_matrix[row, col]))
else:
trow.append('')
textElement.append(trow)
zauto = True
if vmax is not None or vmin is not None:
zauto = False
convertedCmap = convertCmap(colormap)
fig = ff.create_annotated_heatmap(corr_matrix, x=labels, y=labels, colorscale=convertedCmap, showscale=True, zauto=zauto, zmin=vmin, zmax=vmax, annotation_text=textElement)
fig.layout['title'] = plot_title
offline.plot(fig, filename=plot_filename, auto_open=False)
def plot_correlation(self, plot_filename, plot_title='', vmax=None,
vmin=None, colormap='jet', image_format=None,
plot_numbers=False, plotWidth=11, plotHeight=9.5):
"""
plots a correlation using a symmetric heatmap
"""
num_rows = len(self.labels)
corr_matrix = self.compute_correlation()
# set a font size according to figure length
if num_rows < 6:
font_size = 14
elif num_rows > 40:
font_size = 5
else:
font_size = int(14 - 0.25 * num_rows)
mpl.rcParams.update({'font.size': font_size})
# set the minimum and maximum values
if vmax is None:
vmax = 1
if vmin is None:
vmin = 0 if corr_matrix .min() >= 0 else -1
# Compute and plot dendrogram.
fig = plt.figure(figsize=(plotWidth, plotHeight))
plt.suptitle(plot_title)
axdendro = fig.add_axes([0.015, 0.1, 0.1, 0.7])
axdendro.set_axis_off()
y_var = sch.linkage(corr_matrix, method='centroid')
z_var = sch.dendrogram(y_var, orientation='left',
link_color_func=lambda k: 'darkred')
axdendro.set_xticks([])
axdendro.set_yticks([])
cmap = copy.copy(plt.get_cmap(colormap))
# this line simply makes a new cmap, based on the original
# colormap that goes from 0.0 to 0.9
# This is done to avoid colors that
# are too dark at the end of the range that do not offer
# a good contrast between the correlation numbers that are
# plotted on black.
if plot_numbers:
cmap = pltcolors.LinearSegmentedColormap.from_list(colormap + "clipped",
cmap(np.linspace(0, 0.9, 10)))
cmap.set_under((0., 0., 1.))
# Plot distance matrix.
axmatrix = fig.add_axes([0.12, 0.1, 0.6, 0.7])
index = z_var['leaves']
corr_matrix = corr_matrix[index, :]
corr_matrix = corr_matrix[:, index]
if corr_matrix.shape[0] > 30:
# when there are too many rows it is better to remove
# the black lines surrounding the boxes in the heatmap
edge_color = 'none'
else:
edge_color = 'black'
if image_format == "plotly":
self.plotly_correlation(corr_matrix,
plot_filename,
self.labels,
plot_title=plot_title,
vmax=vmax,
vmin=vmin,
colormap=colormap,
plot_numbers=plot_numbers)
return
img_mat = axmatrix.pcolormesh(corr_matrix,
edgecolors=edge_color,
cmap=cmap,
vmax=vmax,
vmin=vmin)
axmatrix.set_xlim(0, num_rows)
axmatrix.set_ylim(0, num_rows)
axmatrix.yaxis.tick_right()
axmatrix.set_yticks(np.arange(corr_matrix .shape[0]) + 0.5)
axmatrix.set_yticklabels(np.array(self.labels).astype('str')[index])
axmatrix.xaxis.set_tick_params(labeltop=True)
axmatrix.xaxis.set_tick_params(labelbottom=False)
axmatrix.set_xticks(np.arange(corr_matrix .shape[0]) + 0.5)
axmatrix.set_xticklabels(np.array(self.labels).astype('str')[index], rotation=45, ha='left')
axmatrix.tick_params(
axis='x',
which='both',
bottom=False,
top=False)
axmatrix.tick_params(
axis='y',
which='both',
left=False,
right=False)
# Plot colorbar
axcolor = fig.add_axes([0.12, 0.065, 0.6, 0.02])
cobar = plt.colorbar(img_mat, cax=axcolor, orientation='horizontal')
cobar.solids.set_edgecolor("face")
if plot_numbers:
for row in range(num_rows):
for col in range(num_rows):
axmatrix.text(row + 0.5, col + 0.5,
"{:.2f}".format(corr_matrix[row, col]),
ha='center', va='center')
self.column_order = index
fig.savefig(plot_filename, format=image_format)
plt.close()
def plotly_scatter(self, plot_filename, corr_matrix, plot_title='', minXVal=None, maxXVal=None, minYVal=None, maxYVal=None):
"""Make the scatter plot of a matrix with plotly"""
n = self.matrix.shape[1]
self.matrix = self.matrix
fig = go.Figure()
domainWidth = 1. / n
annos = []
for i in range(n):
x = domainWidth * (i + 1)
y = 1 - (domainWidth * i + 0.5 * domainWidth)
anno = dict(text=self.labels[i], showarrow=False, xref='paper', yref='paper', x=x, y=y, xanchor='right', yanchor='middle')
annos.append(anno)
data = []
zMin = np.inf
zMax = -np.inf
for x in range(n):
xanchor = 'x{}'.format(x + 1)
base = x * domainWidth
domain = [base, base + domainWidth]
if x > 0:
base = 1 - base
fig['layout']['xaxis{}'.format(x + 1)] = dict(domain=domain, range=[minXVal, maxXVal], anchor='free', position=base)
for y in range(0, n):
yanchor = 'y{}'.format(y + 1)
if x == 1:
base = 1 - y * domainWidth
domain = [base - domainWidth, base]
fig['layout']['yaxis{}'.format(y + 1)] = dict(domain=domain, range=[minYVal, maxYVal], side='right', anchor='free', position=1.0)
if x > y:
vector1 = self.matrix[:, x]
vector2 = self.matrix[:, y]
Z, xEdges, yEdges = np.histogram2d(vector1, vector2, bins=50)
Z = np.log10(Z)
if np.min(Z) < zMin:
zMin = np.min(Z)
if np.max(Z) > zMax:
zMax = np.max(Z)
name = '{}={:.2f}'.format(self.corr_method, corr_matrix[x, y])
trace = go.Heatmap(z=Z, x=xEdges, y=yEdges, showlegend=False, xaxis=xanchor, yaxis=yanchor, name=name, showscale=False)
data.append(trace)
# Fix the colorbar bounds
for trace in data:
trace.update(zmin=zMin, zmax=zMax)
data[-1]['colorbar'].update(title="log10(instances per bin)", titleside="right")
data[-1].update(showscale=True)
fig.add_traces(data)
fig['layout'].update(title=plot_title, showlegend=False, annotations=annos)
offline.plot(fig, filename=plot_filename, auto_open=False)
def plot_scatter(self, plot_filename, plot_title='', image_format=None, log1p=False, xRange=None, yRange=None):
"""
Plot the scatter plots of a matrix
in which each row is a sample
"""
num_samples = self.matrix.shape[1]
corr_matrix = self.compute_correlation()
grids = gridspec.GridSpec(num_samples, num_samples)
grids.update(wspace=0, hspace=0)
fig = plt.figure(figsize=(2 * num_samples, 2 * num_samples))
plt.rcParams['font.size'] = 8.0
plt.suptitle(plot_title)
if log1p is True:
self.matrix = np.log1p(self.matrix)
min_xvalue = self.matrix.min()
max_xvalue = self.matrix.max()
min_yvalue = min_xvalue
max_yvalue = max_xvalue
if xRange is not None:
min_xvalue = xRange[0]
max_xvalue = xRange[1]
if yRange is not None:
min_yvalue = yRange[0]
max_yvalue = yRange[1]
if (min_xvalue % 2 == 0 and max_xvalue % 2 == 0) or \
(min_xvalue % 1 == 0 and max_xvalue % 2 == 1):
# make one value odd and the other even
max_xvalue += 1
if (min_yvalue % 2 == 0 and max_yvalue % 2 == 0) or \
(min_yvalue % 1 == 0 and max_yvalue % 2 == 1):
# make one value odd and the other even
max_yvalue += 1
# plotly output
if image_format == 'plotly':
self.plotly_scatter(plot_filename, corr_matrix, plot_title=plot_title, minXVal=min_xvalue, maxXVal=max_xvalue, minYVal=min_yvalue, maxYVal=max_yvalue)
return
rows, cols = np.triu_indices(num_samples)
for index in range(len(rows)):
row = rows[index]
col = cols[index]
if row == col:
# add titles as
# empty plot in the diagonal
ax = fig.add_subplot(grids[row, col])
ax.text(0.5, 0.5, self.labels[row],
verticalalignment='center',
horizontalalignment='center',
fontsize=10, fontweight='bold',
transform=ax.transAxes)
ax.set_axis_off()
continue
ax = fig.add_subplot(grids[row, col])
vector1 = self.matrix[:, row]
vector2 = self.matrix[:, col]
ax.text(0.2, 0.8, "{}={:.2f}".format(self.corr_method,
corr_matrix[row, col]),
horizontalalignment='left',
transform=ax.transAxes)
ax.get_yaxis().set_tick_params(
which='both',
left=False,
right=False,
direction='out')
ax.get_xaxis().set_tick_params(
which='both',
top=False,
bottom=False,
direction='out')
ax.get_xaxis().set_tick_params(
which='major',
labelrotation=45)
if col != num_samples - 1:
ax.set_yticklabels([])
else:
ax.yaxis.tick_right()
ax.get_yaxis().set_tick_params(
which='both',
left=False,
right=True,
direction='out')
if col - row == 1:
ax.xaxis.tick_bottom()
ax.get_xaxis().set_tick_params(
which='both',
top=False,
bottom=True,
direction='out')
ax.get_xaxis().set_tick_params(
which='major',
labelrotation=45)
else:
ax.set_xticklabels([])
ax.set_xlim(min_xvalue, max_xvalue)
ax.set_ylim(min_yvalue, max_yvalue)
ax.hist2d(vector2, vector1, bins=200, cmin=0.1)
plt.savefig(plot_filename, format=image_format)
plt.close()
def plotly_pca(self, plotFile, Wt, pvar, PCs, eigenvalues, cols, plotTitle):
"""
A plotly version of plot_pca, that's called by it to do the actual plotting
"""
fig = go.Figure()
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])}
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])}
fig['layout']['xaxis2'] = {'domain': [0.52, 1.0], 'title': 'Principal Component'}
fig['layout']['yaxis2'] = {'domain': [0.0, 1.0], 'anchor': 'x2', 'title': 'Eigenvalue', 'rangemode': 'tozero', 'showgrid': False}
fig['layout']['yaxis3'] = {'domain': [0.0, 1.0], 'anchor': 'x2', 'title': 'Cumulative variability', 'rangemode': 'tozero', 'side': 'right', 'overlaying': 'y2'}
fig['layout'].update(title=plotTitle)
# PCA
if cols is not None:
colors = itertools.cycle(cols)
n = len(self.labels)
data = []
for i in range(n):
trace = go.Scatter(x=[Wt[PCs[0] - 1, i]],
y=[Wt[PCs[1] - 1, i]],
mode='marker',
xaxis='x1',
yaxis='y1',
name=self.labels[i])
trace['marker'].update(size=20)
if cols is not None:
trace['marker'].update(color=next(colors))
data.append(trace)
# Scree plot
trace = go.Bar(showlegend=False,
name='Eigenvalues',
x=range(1, n + 1),
y=eigenvalues[:n],
xaxis='x2',
yaxis='y2')
data.append(trace)
# Cumulative variability
trace = go.Scatter(showlegend=False,
x=range(1, n + 1),
y=pvar.cumsum()[:n],
mode='lines+markers',
name='Cumulative variability',
xaxis='x2',
yaxis='y3',
line={'color': 'red'},
marker={'symbol': 'circle-open-dot', 'color': 'black'})
data.append(trace)
annos = []
annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': 'PCA', 'y': 1.0, 'x': 0.25, 'font': {'size': 16}, 'showarrow': False})
annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': 'Scree plot', 'y': 1.0, 'x': 0.75, 'font': {'size': 16}, 'showarrow': False})
fig.add_traces(data)
fig['layout']['annotations'] = annos
offline.plot(fig, filename=plotFile, auto_open=False)
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):
"""
Plot the PCA of a matrix
Returns the matrix of plotted values.
"""
fig, (ax1, ax2) = plt.subplots(2, 1, figsize=(plotWidth, plotHeight))
# Filter
m = self.matrix
rvs = m.var(axis=1)
if self.transpose:
m = m[np.nonzero(rvs)[0], :]
rvs = rvs[np.nonzero(rvs)[0]]
if self.ntop > 0 and m.shape[0] > self.ntop:
m = m[np.argpartition(rvs, -self.ntop)[-self.ntop:], :]
rvs = rvs[np.argpartition(rvs, -self.ntop)[-self.ntop:]]
# log2 (if requested)
if self.log2:
self.matrix = np.log2(self.matrix + 0.01)
# Row center / transpose
if self.rowCenter and not self.transpose:
_ = self.matrix.mean(axis=1)
self.matrix -= _[:, None]
if self.transpose:
m = m.T
# Center and scale
m2 = (m - np.mean(m, axis=0))
m2 /= np.std(m2, axis=0, ddof=1) # Use the unbiased std. dev.
# SVD
U, s, Vh = np.linalg.svd(m2, full_matrices=False, compute_uv=True) # Is full_matrices ever needed?
# % variance, eigenvalues
eigenvalues = s**2
variance = eigenvalues / float(np.max([1, m2.shape[1] - 1]))
pvar = variance / variance.sum()
# Weights/projections
Wt = Vh
if self.transpose:
# Use the projected coordinates for the transposed matrix
Wt = np.dot(m2, Vh.T).T
if plot_filename is not None:
n = n_bars = len(self.labels)
if eigenvalues.size < n:
n_bars = eigenvalues.size
markers = itertools.cycle(matplotlib.markers.MarkerStyle.filled_markers)
if cols is not None:
colors = itertools.cycle(cols)
else:
colors = itertools.cycle(plt.cm.gist_rainbow(np.linspace(0, 1, n)))
if marks is not None:
markers = itertools.cycle(marks)
if image_format == 'plotly':
self.plotly_pca(plot_filename, Wt, pvar, PCs, eigenvalues, cols, plot_title)
else:
ax1.axhline(y=0, color="black", linestyle="dotted", zorder=1)
ax1.axvline(x=0, color="black", linestyle="dotted", zorder=2)
for i in range(n):
color = next(colors)
marker = next(markers)
if isinstance(color, np.ndarray):
color = pltcolors.to_hex(color, keep_alpha=True)
ax1.scatter(Wt[PCs[0] - 1, i], Wt[PCs[1] - 1, i],
marker=marker, color=color, s=150, label=self.labels[i], zorder=i + 3)
if plot_title == '':
ax1.set_title('PCA')
else:
ax1.set_title(plot_title)
ax1.set_xlabel('PC{} ({:4.1f}% of var. explained)'.format(PCs[0], 100.0 * pvar[PCs[0] - 1]))
ax1.set_ylabel('PC{} ({:4.1f}% of var. explained)'.format(PCs[1], 100.0 * pvar[PCs[1] - 1]))
lgd = ax1.legend(scatterpoints=1, loc='center left', borderaxespad=0.5,
bbox_to_anchor=(1, 0.5),
prop={'size': 12}, markerscale=0.9)
# Scree plot
ind = np.arange(n_bars) # the x locations for the groups
width = 0.35 # the width of the bars
if mpl.__version__ >= "2.0.0":
ax2.bar(2 * width + ind, eigenvalues[:n_bars], width * 2)
else:
ax2.bar(width + ind, eigenvalues[:n_bars], width * 2)
ax2.set_ylabel('Eigenvalue')
ax2.set_xlabel('Principal Component')
ax2.set_title('Scree plot')
ax2.set_xticks(ind + width * 2)
ax2.set_xticklabels(ind + 1)
ax3 = ax2.twinx()
ax3.axhline(y=1, color="black", linestyle="dotted")
ax3.plot(width * 2 + ind, pvar.cumsum()[:n], "r-")
ax3.plot(width * 2 + ind, pvar.cumsum()[:n], "wo", markeredgecolor="black")
ax3.set_ylim([0, 1.05])
ax3.set_ylabel('Cumulative variability')
plt.subplots_adjust(top=3.85)
plt.tight_layout()
plt.savefig(plot_filename, format=image_format, bbox_extra_artists=(lgd,), bbox_inches='tight')
plt.close()
return Wt, eigenvalues
================================================
FILE: deeptools/correlation_heatmap.py
================================================
from matplotlib import use as mplt_use
mplt_use('Agg')
from deeptools import cm # noqa: F401
import matplotlib.pyplot as plt
import numpy as np
import scipy.cluster.hierarchy as sch
from matplotlib import rcParams
import matplotlib.colors as pltcolors
import copy
rcParams['pdf.fonttype'] = 42
rcParams['svg.fonttype'] = 'none'
old_settings = np.seterr(all='ignore')
def plot_correlation(corr_matrix, labels, plotFileName, vmax=None,
vmin=None, colormap='jet', image_format=None,
plot_numbers=False, plot_title=''):
num_rows = corr_matrix.shape[0]
# set a font size according to figure length
if num_rows < 6:
font_size = 14
elif num_rows > 40:
font_size = 5
else:
font_size = int(14 - 0.25 * num_rows)
rcParams.update({'font.size': font_size})
# set the minimum and maximum values
if vmax is None:
vmax = 1
if vmin is None:
vmin = 0 if corr_matrix.min() >= 0 else -1
# Compute and plot dendrogram.
fig = plt.figure(figsize=(11, 9.5))
if plot_title:
plt.suptitle(plot_title)
axdendro = fig.add_axes([0.02, 0.12, 0.1, 0.66])
axdendro.set_axis_off()
y_var = sch.linkage(corr_matrix, method='complete')
z_var = sch.dendrogram(y_var, orientation='right',
link_color_func=lambda k: 'darkred')
axdendro.set_xticks([])
axdendro.set_yticks([])
cmap = copy.copy(plt.get_cmap(colormap))
# this line simply makes a new cmap, based on the original
# colormap that goes from 0.0 to 0.9
# This is done to avoid colors that
# are too dark at the end of the range that do not offer
# a good contrast between the correlation numbers that are
# plotted on black.
if plot_numbers:
cmap = pltcolors.LinearSegmentedColormap.from_list(colormap + "clipped",
cmap(np.linspace(0, 0.9, 10)))
cmap.set_under((0., 0., 1.))
# Plot distance matrix.
axmatrix = fig.add_axes([0.13, 0.1, 0.6, 0.7])
index = z_var['leaves']
corr_matrix = corr_matrix[index, :]
corr_matrix = corr_matrix[:, index]
img_mat = axmatrix.pcolormesh(corr_matrix,
edgecolors='black',
cmap=cmap,
vmax=vmax,
vmin=vmin)
axmatrix.set_xlim(0, num_rows)
axmatrix.set_ylim(0, num_rows)
axmatrix.yaxis.tick_right()
axmatrix.set_yticks(np.arange(corr_matrix.shape[0]) + 0.5)
axmatrix.set_yticklabels(np.array(labels).astype('str')[index])
# axmatrix.xaxis.set_label_position('top')
axmatrix.xaxis.set_tick_params(labeltop=True)
axmatrix.xaxis.set_tick_params(labelbottom=False)
axmatrix.set_xticks(np.arange(corr_matrix.shape[0]) + 0.5)
axmatrix.set_xticklabels(np.array(labels).astype('str')[index],
rotation=45,
ha='left')
axmatrix.tick_params(
axis='x',
which='both',
bottom=False,
top=False)
axmatrix.tick_params(
axis='y',
which='both',
left=False,
right=False)
# axmatrix.set_xticks([])
# Plot colorbar.
axcolor = fig.add_axes([0.13, 0.065, 0.6, 0.02])
cobar = plt.colorbar(img_mat, cax=axcolor, orientation='horizontal')
cobar.solids.set_edgecolor("face")
if plot_numbers:
for row in range(num_rows):
for col in range(num_rows):
axmatrix.text(row + 0.5, col + 0.5,
"{:.2f}".format(corr_matrix[row, col]),
ha='center', va='center')
fig.savefig(plotFileName, format=image_format)
fig.close()
================================================
FILE: deeptools/countReadsPerBin.py
================================================
import shutil
import os
import time
import sys
import multiprocessing
import numpy as np
# deepTools packages
import deeptools.utilities
from deeptools import bamHandler
from deeptools import mapReduce
from deeptoolsintervals import GTF
import pyBigWig
debug = 0
old_settings = np.seterr(all='ignore')
def countReadsInRegions_wrapper(args):
"""
Passes the arguments to countReadsInRegions_worker.
This is a step required given
the constrains from the multiprocessing module.
The args var, contains as first element the 'self' value
from the countReadsPerBin object
"""
return CountReadsPerBin.count_reads_in_region(*args)
class CountReadsPerBin(object):
r"""Collects coverage over multiple bam files using multiprocessing
This function collects read counts (coverage) from several bam files and returns
an numpy array with the results. This class uses multiprocessing to compute the coverage.
Parameters
----------
bamFilesList : list
List containing the names of indexed bam files. E.g. ['file1.bam', 'file2.bam']
binLength : int
Length of the window/bin. This value is overruled by ``bedFile`` if present.
numberOfSamples : int
Total number of samples. The genome is divided into ``numberOfSamples``, each
with a window/bin length equal to ``binLength``. This value is overruled
by ``stepSize`` in case such value is present and by ``bedFile`` in which
case the number of samples and bins are defined in the bed file
numberOfProcessors : int
Number of processors to use. Default is 4
verbose : bool
Output messages. Default: False
region : str
Region to limit the computation in the form chrom:start:end.
bedFile : list of file_handles.
Each file handle corresponds to a bed file containing the regions for which to compute the coverage. This option
overrules ``binLength``, ``numberOfSamples`` and ``stepSize``.
blackListFileName : str
A string containing a BED file with blacklist regions.
extendReads : bool, int
Whether coverage should be computed for the extended read length (i.e. the region covered
by the two mates or the regions expected to be covered by single-reads).
If the value is 'int', then then this is interpreted as the fragment length to extend reads
that are not paired. For Illumina reads, usual values are around 300.
This value can be determined using the peak caller MACS2 or can be
approximated by the fragment lengths computed when preparing the library for sequencing. If the value
is of the variable is true and not value is given, the fragment size is sampled from the library but
only if the library is paired-end. Default: False
minMappingQuality : int
Reads of a mapping quality less than the give value are not considered. Default: None
ignoreDuplicates : bool
Whether read duplicates (same start, end position. If paired-end, same start-end for mates) are
to be excluded. Default: false
chrToSkip: list
List with names of chromosomes that do not want to be included in the coverage computation.
This is useful to remove unwanted chromosomes (e.g. 'random' or 'Het').
stepSize : int
the positions for which the coverage is computed are defined as follows:
``range(start, end, stepSize)``. Thus, a stepSize of 1, will compute
the coverage at each base pair. If the stepSize is equal to the
binLength then the coverage is computed for consecutive bins. If seepSize is
smaller than the binLength, then teh bins will overlap.
center_read : bool
Determines if reads should be centered with respect to the fragment length.
samFlag_include : int
Extracts only those reads having the SAM flag. For example, to get only
reads that are the first mates a samFlag of 64 could be used. Similarly, the
samFlag_include can be used to select only reads mapping on the reverse strand
or to get only properly paired reads.
samFlag_exclude : int
Removes reads that match the SAM flag. For example to get all reads
that map to the forward strand a samFlag_exlude 16 should be used. Which
translates into exclude all reads that map to the reverse strand.
zerosToNans : bool
If true, zero values encountered are transformed to Nans. Default false.
skipZeroOverZero : bool
If true, skip bins where all input BAM files have no coverage (only applicable to bamCompare).
minFragmentLength : int
If greater than 0, fragments below this size are excluded.
maxFragmentLength : int
If greater than 0, fragments above this size are excluded.
out_file_for_raw_data : str
File name to save the raw counts computed
statsList : list
For each BAM file in bamFilesList, the associated per-chromosome statistics returned by openBam
mappedList : list
For each BAM file in bamFilesList, the number of mapped reads in the file.
bed_and_bin : boolean
If true AND a bedFile is given, compute coverage of each bin of the given size in each region of bedFile
genomeChunkSize : int
If not None, the length of the genome used for multiprocessing.
Returns
-------
numpy array
Each row correspond to each bin/bed region and each column correspond to each of
the bamFiles.
Examples
--------
The test data contains reads for 200 bp.
>>> test = Tester()
The transpose function is used to get a nicer looking output.
The first line corresponds to the number of reads per bin in bam file 1
>>> c = CountReadsPerBin([test.bamFile1, test.bamFile2], 50, 4)
>>> np.transpose(c.run())
array([[0., 0., 1., 1.],
[0., 1., 1., 2.]])
"""
def __init__(self, bamFilesList, binLength=50, numberOfSamples=None, numberOfProcessors=1,
verbose=False, region=None,
bedFile=None, extendReads=False,
genomeChunkSize=None,
blackListFileName=None,
minMappingQuality=None,
ignoreDuplicates=False,
chrsToSkip=[],
stepSize=None,
center_read=False,
samFlag_include=None,
samFlag_exclude=None,
zerosToNans=False,
skipZeroOverZero=False,
smoothLength=0,
minFragmentLength=0,
maxFragmentLength=0,
out_file_for_raw_data=None,
bed_and_bin=False,
statsList=[],
mappedList=[]):
self.bamFilesList = bamFilesList
self.binLength = binLength
self.numberOfSamples = numberOfSamples
self.blackListFileName = blackListFileName
self.statsList = statsList
self.mappedList = mappedList
self.skipZeroOverZero = skipZeroOverZero
self.bed_and_bin = bed_and_bin
self.genomeChunkSize = genomeChunkSize
if extendReads and len(bamFilesList):
from deeptools.getFragmentAndReadSize import get_read_and_fragment_length
frag_len_dict, read_len_dict = get_read_and_fragment_length(bamFilesList[0],
return_lengths=False,
blackListFileName=blackListFileName,
numberOfProcessors=numberOfProcessors,
verbose=verbose)
if extendReads is True:
# try to guess fragment length if the bam file contains paired end reads
if frag_len_dict:
self.defaultFragmentLength = int(frag_len_dict['median'])
else:
exit("*ERROR*: library is not paired-end. Please provide an extension length.")
if verbose:
print(("Fragment length based on paired en data "
"estimated to be {}".format(frag_len_dict['median'])))
elif extendReads < read_len_dict['median']:
sys.stderr.write("*WARNING*: read extension is smaller than read length (read length = {}). "
"Reads will not be extended.\n".format(int(read_len_dict['median'])))
self.defaultFragmentLength = 'read length'
elif extendReads > 2000:
exit("*ERROR*: read extension must be smaller that 2000. Value give: {} ".format(extendReads))
else:
self.defaultFragmentLength = int(extendReads)
else:
self.defaultFragmentLength = 'read length'
self.numberOfProcessors = numberOfProcessors
self.verbose = verbose
self.region = region
self.bedFile = bedFile
self.minMappingQuality = minMappingQuality
self.ignoreDuplicates = ignoreDuplicates
self.chrsToSkip = chrsToSkip
self.stepSize = stepSize
self.center_read = center_read
self.samFlag_include = samFlag_include
self.samFlag_exclude = samFlag_exclude
self.minFragmentLength = minFragmentLength
self.maxFragmentLength = maxFragmentLength
self.zerosToNans = zerosToNans
self.smoothLength = smoothLength
if out_file_for_raw_data:
self.save_data = True
self.out_file_for_raw_data = out_file_for_raw_data
else:
self.save_data = False
self.out_file_for_raw_data = None
# check that wither numberOfSamples or stepSize are set
if numberOfSamples is None and stepSize is None and bedFile is None:
raise ValueError("either stepSize, numberOfSamples or bedFile have to be set")
if self.defaultFragmentLength != 'read length':
self.maxPairedFragmentLength = 4 * self.defaultFragmentLength
else:
self.maxPairedFragmentLength = 1000
if self.maxFragmentLength > 0:
self.maxPairedFragmentLength = self.maxFragmentLength
if len(self.mappedList) == 0:
try:
for fname in self.bamFilesList:
bam, mapped, unmapped, stats = bamHandler.openBam(fname, returnStats=True, nThreads=self.numberOfProcessors)
self.mappedList.append(mapped)
self.statsList.append(stats)
bam.close()
except:
self.mappedList = []
self.statsList = []
def get_chunk_length(self, bamFilesHandles, genomeSize, chromSizes, chrLengths):
# Try to determine an optimal fraction of the genome (chunkSize) that is sent to
# workers for analysis. If too short, too much time is spent loading the files
# if too long, some processors end up free.
# the following values are empirical
if self.stepSize is None:
if self.region is None:
self.stepSize = max(int(float(genomeSize) / self.numberOfSamples), 1)
else:
# compute the step size, based on the number of samples
# and the length of the region studied
(chrom, start, end) = mapReduce.getUserRegion(chromSizes, self.region)[:3]
self.stepSize = max(int(float(end - start) / self.numberOfSamples), 1)
# number of samples is better if large
if np.mean(chrLengths) < self.stepSize and self.bedFile is None:
min_num_of_samples = int(genomeSize / np.mean(chrLengths))
raise ValueError("numberOfSamples has to be bigger than {} ".format(min_num_of_samples))
max_mapped = 0
if len(self.mappedList) > 0:
max_mapped = max(self.mappedList)
# If max_mapped is 0 (i.e., bigWig input), set chunkSize to a multiple of binLength and use every bin
if max_mapped == 0:
chunkSize = 10000 * self.binLength
self.stepSize = self.binLength
else:
reads_per_bp = float(max_mapped) / genomeSize
chunkSize = int(self.stepSize * 1e3 / (reads_per_bp * len(bamFilesHandles)))
# Ensure that chunkSize is always at least self.stepSize
if chunkSize < self.stepSize:
chunkSize = self.stepSize
# Ensure that chunkSize is always at least self.binLength
if self.binLength and chunkSize < self.binLength:
chunkSize = self.binLength
return chunkSize
def run(self, allArgs=None):
bamFilesHandles = []
for x in self.bamFilesList:
try:
y = bamHandler.openBam(x)
except SystemExit:
sys.exit(sys.exc_info()[1])
except:
y = pyBigWig.open(x)
bamFilesHandles.append(y)
chromsizes, non_common = deeptools.utilities.getCommonChrNames(bamFilesHandles, verbose=self.verbose)
# skip chromosome in the list. This is usually for the
# X chromosome which may have either one copy in a male sample
# or a mixture of male/female and is unreliable.
# Also the skip may contain heterochromatic regions and
# mitochondrial DNA
if len(self.chrsToSkip):
chromsizes = [x for x in chromsizes if x[0] not in self.chrsToSkip]
chrNames, chrLengths = list(zip(*chromsizes))
genomeSize = sum(chrLengths)
chunkSize = None
if self.bedFile is None:
if self.genomeChunkSize is None:
chunkSize = self.get_chunk_length(bamFilesHandles, genomeSize, chromsizes, chrLengths)
else:
chunkSize = self.genomeChunkSize
[bam_h.close() for bam_h in bamFilesHandles]
if self.verbose:
print("step size is {}".format(self.stepSize))
if self.region:
# in case a region is used, append the tilesize
self.region += ":{}".format(self.binLength)
# Handle GTF options
transcriptID, exonID, transcript_id_designator, keepExons = deeptools.utilities.gtfOptions(allArgs)
# use map reduce to call countReadsInRegions_wrapper
imap_res = mapReduce.mapReduce([],
countReadsInRegions_wrapper,
chromsizes,
self_=self,
genomeChunkLength=chunkSize,
bedFile=self.bedFile,
blackListFileName=self.blackListFileName,
region=self.region,
numberOfProcessors=self.numberOfProcessors,
transcriptID=transcriptID,
exonID=exonID,
keepExons=keepExons,
transcript_id_designator=transcript_id_designator)
if self.out_file_for_raw_data:
if len(non_common):
sys.stderr.write("*Warning*\nThe resulting bed file does not contain information for "
"the chromosomes that were not common between the bigwig files\n")
# concatenate intermediary bedgraph files
ofile = open(self.out_file_for_raw_data, "w")
for _values, tempFileName in imap_res:
if tempFileName:
# concatenate all intermediate tempfiles into one
_foo = open(tempFileName, 'r')
shutil.copyfileobj(_foo, ofile)
_foo.close()
os.remove(tempFileName)
ofile.close()
try:
num_reads_per_bin = np.concatenate([x[0] for x in imap_res], axis=0)
return num_reads_per_bin
except ValueError:
if self.bedFile:
sys.exit('\nNo coverage values could be computed.\n\n'
'Please check that the chromosome names in the BED file are found on the bam files.\n\n'
'The valid chromosome names are:\n{}'.format(chrNames))
else:
sys.exit('\nNo coverage values could be computed.\n\nCheck that all bam files are valid and '
'contain mapped reads.')
def count_reads_in_region(self, chrom, start, end, bed_regions_list=None):
"""Counts the reads in each bam file at each 'stepSize' position
within the interval (start, end) for a window or bin of size binLength.
The stepSize controls the distance between bins. For example,
a step size of 20 and a bin size of 20 will create bins next to
each other. If the step size is smaller than the bin size the
bins will overlap.
If a list of bedRegions is given, then the number of reads
that overlaps with each region is counted.
Parameters
----------
chrom : str
Chrom name
start : int
start coordinate
end : int
end coordinate
bed_regions_list: list
List of list of tuples of the form (start, end)
corresponding to bed regions to be processed.
If not bed file was passed to the object constructor
then this list is empty.
Returns
-------
numpy array
The result is a numpy array that as rows each bin
and as columns each bam file.
Examples
--------
Initialize some useful values
>>> test = Tester()
>>> c = CountReadsPerBin([test.bamFile1, test.bamFile2], 25, 0, stepSize=50)
The transpose is used to get better looking numbers. The first line
corresponds to the number of reads per bin in the first bamfile.
>>> _array, __ = c.count_reads_in_region(test.chrom, 0, 200)
>>> _array
array([[0., 0.],
[0., 1.],
[1., 1.],
[1., 2.]])
"""
if start > end:
raise NameError("start %d bigger that end %d" % (start, end))
if self.stepSize is None and bed_regions_list is None:
raise ValueError("stepSize is not set!")
# array to keep the read counts for the regions
subnum_reads_per_bin = []
start_time = time.time()
bam_handles = []
for fname in self.bamFilesList:
try:
bam_handles.append(bamHandler.openBam(fname))
except SystemExit:
sys.exit(sys.exc_info()[1])
except:
bam_handles.append(pyBigWig.open(fname))
blackList = None
if self.blackListFileName is not None:
blackList = GTF(self.blackListFileName)
# A list of lists of tuples
transcriptsToConsider = []
if bed_regions_list is not None:
if self.bed_and_bin:
transcriptsToConsider.append([(x[1][0][0], x[1][0][1], self.binLength) for x in bed_regions_list])
else:
transcriptsToConsider = [x[1] for x in bed_regions_list]
else:
if self.stepSize == self.binLength:
transcriptsToConsider.append([(start, end, self.binLength)])
else:
for i in range(start, end, self.stepSize):
if i + self.binLength > end:
break
if blackList is not None and blackList.findOverlaps(chrom, i, i + self.binLength):
continue
transcriptsToConsider.append([(i, i + self.binLength)])
if self.save_data:
_file = open(deeptools.utilities.getTempFileName(suffix='.bed'), 'w+t')
_file_name = _file.name
else:
_file_name = ''
for bam in bam_handles:
for trans in transcriptsToConsider:
tcov = self.get_coverage_of_region(bam, chrom, trans)
if bed_regions_list is not None and not self.bed_and_bin:
subnum_reads_per_bin.append(np.sum(tcov))
else:
subnum_reads_per_bin.extend(tcov)
subnum_reads_per_bin = np.concatenate([subnum_reads_per_bin]).reshape(-1, len(self.bamFilesList), order='F')
if self.save_data:
idx = 0
for i, trans in enumerate(transcriptsToConsider):
if len(trans[0]) != 3:
starts = ",".join([str(x[0]) for x in trans])
ends = ",".join([str(x[1]) for x in trans])
_file.write("\t".join([chrom, starts, ends]) + "\t")
_file.write("\t".join(["{}".format(x) for x in subnum_reads_per_bin[i, :]]) + "\n")
else:
for exon in trans:
for startPos in range(exon[0], exon[1], exon[2]):
if idx >= subnum_reads_per_bin.shape[0]:
# At the end of chromosomes (or due to blacklisted regions), there are bins smaller than the bin size
# Counts there are added to the bin before them, but range() will still try to include them.
break
_file.write("{0}\t{1}\t{2}\t".format(chrom, startPos, min(startPos + exon[2], exon[1])))
_file.write("\t".join(["{}".format(x) for x in subnum_reads_per_bin[idx, :]]) + "\n")
idx += 1
_file.close()
if self.verbose:
endTime = time.time()
rows = subnum_reads_per_bin.shape[0]
print("%s countReadsInRegions_worker: processing %d "
"(%.1f per sec) @ %s:%s-%s" %
(multiprocessing.current_process().name,
rows, rows / (endTime - start_time), chrom, start, end))
return subnum_reads_per_bin, _file_name
def get_coverage_of_region(self, bamHandle, chrom, regions,
fragmentFromRead_func=None):
"""
Returns a numpy array that corresponds to the number of reads
that overlap with each tile.
>>> test = Tester()
>>> import pysam
>>> c = CountReadsPerBin([], stepSize=1, extendReads=300)
For this case the reads are length 36. The number of overlapping
read fragments is 4 and 5 for the positions tested.
>>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile_PE), 'chr2',
... [(5000833, 5000834), (5000834, 5000835)])
array([4., 5.])
In the following example a paired read is extended to the fragment length which is 100
The first mate starts at 5000000 and the second at 5000064. Each mate is
extended to the fragment length *independently*
At position 500090-500100 one fragment of length 100 overlap, and after position 5000101
there should be zero reads.
>>> c.zerosToNans = True
>>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile_PE), 'chr2',
... [(5000090, 5000100), (5000100, 5000110)])
array([ 1., nan])
In the following case the reads length is 50. Reads are not extended.
>>> c.extendReads=False
>>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile2), '3R', [(148, 150), (150, 152), (152, 154)])
array([1., 2., 2.])
"""
if not fragmentFromRead_func:
fragmentFromRead_func = self.get_fragment_from_read
nbins = len(regions)
if len(regions[0]) == 3:
nbins = 0
for reg in regions:
nbins += (reg[1] - reg[0]) // reg[2]
if (reg[1] - reg[0]) % reg[2] > 0:
nbins += 1
coverages = np.zeros(nbins, dtype='float64')
if self.defaultFragmentLength == 'read length':
extension = 0
else:
extension = self.maxPairedFragmentLength
blackList = None
if self.blackListFileName is not None:
blackList = GTF(self.blackListFileName)
vector_start = 0
for idx, reg in enumerate(regions):
if len(reg) == 3:
tileSize = int(reg[2])
nRegBins = (reg[1] - reg[0]) // tileSize
if (reg[1] - reg[0]) % tileSize > 0:
# Don't eliminate small bins! Issue 887
nRegBins += 1
else:
nRegBins = 1
tileSize = int(reg[1] - reg[0])
# Blacklisted regions have a coverage of 0
if blackList and blackList.findOverlaps(chrom, reg[0], reg[1]):
continue
regStart = int(max(0, reg[0] - extension))
regEnd = reg[1] + int(extension)
# If alignments are extended and there's a blacklist, ensure that no
# reads originating in a blacklist are fetched
if blackList and reg[0] > 0 and extension > 0:
o = blackList.findOverlaps(chrom, regStart, reg[0])
if o is not None and len(o) > 0:
regStart = o[-1][1]
o = blackList.findOverlaps(chrom, reg[1], regEnd)
if o is not None and len(o) > 0:
regEnd = o[0][0]
start_time = time.time()
# caching seems faster. TODO: profile the function
c = 0
if chrom not in bamHandle.references:
raise NameError("chromosome {} not found in bam file".format(chrom))
prev_pos = set()
lpos = None
# of previous processed read pair
for read in bamHandle.fetch(chrom, regStart, regEnd):
if read.is_unmapped:
continue
if self.minMappingQuality and read.mapq < self.minMappingQuality:
continue
# filter reads based on SAM flag
if self.samFlag_include and read.flag & self.samFlag_include != self.samFlag_include:
continue
if self.samFlag_exclude and read.flag & self.samFlag_exclude != 0:
continue
# Fragment lengths
tLen = deeptools.utilities.getTLen(read)
if self.minFragmentLength > 0 and tLen < self.minFragmentLength:
continue
if self.maxFragmentLength > 0 and tLen > self.maxFragmentLength:
continue
# get rid of duplicate reads that have same position on each of the
# pairs
if self.ignoreDuplicates:
# Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions
if tLen >= 0:
s = read.pos
e = s + tLen
else:
s = read.pnext
e = s - tLen
if read.reference_id != read.next_reference_id:
e = read.pnext
if lpos is not None and lpos == read.reference_start \
and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:
continue
if lpos != read.reference_start:
prev_pos.clear()
lpos = read.reference_start
prev_pos.add((s, e, read.next_reference_id, read.is_reverse))
# since reads can be split (e.g. RNA-seq reads) each part of the
# read that maps is called a position block.
try:
position_blocks = fragmentFromRead_func(read)
except TypeError:
# the get_fragment_from_read functions returns None in some cases.
# Those cases are to be skipped, hence the continue line.
continue
last_eIdx = None
for fragmentStart, fragmentEnd in position_blocks:
if fragmentEnd is None or fragmentStart is None:
continue
fragmentLength = fragmentEnd - fragmentStart
if fragmentLength == 0:
continue
# skip reads that are not in the region being
# evaluated.
if fragmentEnd <= reg[0] or fragmentStart >= reg[1]:
continue
if fragmentStart < reg[0]:
fragmentStart = reg[0]
if fragmentEnd > reg[0] + len(coverages) * tileSize:
fragmentEnd = reg[0] + len(coverages) * tileSize
sIdx = vector_start + max((fragmentStart - reg[0]) // tileSize, 0)
eIdx = vector_start + min(np.ceil(float(fragmentEnd - reg[0]) / tileSize).astype('int'), nRegBins)
if last_eIdx is not None:
sIdx = max(last_eIdx, sIdx)
if sIdx >= eIdx:
continue
sIdx = int(sIdx)
eIdx = int(eIdx)
coverages[sIdx:eIdx] += 1
last_eIdx = eIdx
c += 1
if self.verbose:
endTime = time.time()
print("%s, processing %s (%.1f per sec) reads @ %s:%s-%s" % (
multiprocessing.current_process().name, c, c / (endTime - start_time), chrom, reg[0], reg[1]))
vector_start += nRegBins
# change zeros to NAN
if self.zerosToNans:
coverages[coverages == 0] = np.nan
return coverages
def getReadLength(self, read):
return len(read)
@staticmethod
def is_proper_pair(read, maxPairedFragmentLength):
"""
Checks if a read is proper pair meaning that both mates are facing each other and are in
the same chromosome and are not to far away. The sam flag for proper pair can not
always be trusted. Note that if the fragment size is > maxPairedFragmentLength (~2kb
usually) that False will be returned.
:return: bool
>>> import pysam
>>> import os
>>> from deeptools.countReadsPerBin import CountReadsPerBin as cr
>>> root = os.path.dirname(os.path.abspath(__file__)) + "/test/test_data/"
>>> bam = pysam.AlignmentFile("{}/test_proper_pair_filtering.bam".format(root))
>>> iter = bam.fetch()
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "keep" read
True
>>> cr.is_proper_pair(read, 200) # "keep" read, but maxPairedFragmentLength is too short
False
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "improper pair"
False
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "mismatch chr"
False
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "same orientation1"
False
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "same orientation2"
False
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "rev first"
False
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "rev first OK"
True
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "for first"
False
>>> read = next(iter)
>>> cr.is_proper_pair(read, 1000) # "for first"
True
"""
if not read.is_proper_pair:
return False
if read.reference_id != read.next_reference_id:
return False
if abs(read.template_length) > maxPairedFragmentLength:
return False
# check that the mates face each other (inward)
if read.is_reverse is read.mate_is_reverse:
return False
if read.is_reverse:
if read.reference_start >= read.next_reference_start:
return True
else:
if read.reference_start <= read.next_reference_start:
return True
return False
def get_fragment_from_read(self, read):
"""Get read start and end position of a read.
If given, the reads are extended as follows:
If reads are paired end, each read mate is extended to match
the fragment length, otherwise, a default fragment length
is used. If reads are split (give by the CIGAR string) then
the multiple positions of the read are returned.
When reads are extended the cigar information is
skipped.
Parameters
----------
read: pysam object.
The following values are defined (for forward reads)::
|-- -- read.tlen -- --|
|-- read.alen --|
-----|===============>------------<==============|----
| | |
read.reference_start
read.reference_end read.pnext
and for reverse reads
|-- -- read.tlen -- --|
|-- read.alen --|
-----|===============>-----------<===============|----
| | |
read.pnext read.reference_start read.reference_end
this is a sketch of a pair-end reads
The function returns the fragment start and end, either
using the paired end information (if available) or
extending the read in the appropriate direction if this
is single-end.
Parameters
----------
read : pysam read object
Returns
-------
list of tuples
[(fragment start, fragment end)]
>>> test = Tester()
>>> c = CountReadsPerBin([], 1, 1, 200, extendReads=True)
>>> c.defaultFragmentLength=100
>>> c.get_fragment_from_read(test.getRead("paired-forward"))
[(5000000, 5000100)]
>>> c.get_fragment_from_read(test.getRead("paired-reverse"))
[(5000000, 5000100)]
>>> c.defaultFragmentLength = 200
>>> c.get_fragment_from_read(test.getRead("single-forward"))
[(5001491, 5001691)]
>>> c.get_fragment_from_read(test.getRead("single-reverse"))
[(5001536, 5001736)]
>>> c.defaultFragmentLength = 'read length'
>>> c.get_fragment_from_read(test.getRead("single-forward"))
[(5001491, 5001527)]
>>> c.defaultFragmentLength = 'read length'
>>> c.extendReads = False
>>> c.get_fragment_from_read(test.getRead("paired-forward"))
[(5000000, 5000036)]
Tests for read centering.
>>> c = CountReadsPerBin([], 1, 1, 200, extendReads=True, center_read=True)
>>> c.defaultFragmentLength = 100
>>> assert c.get_fragment_from_read(test.getRead("paired-forward")) == [(5000032, 5000068)]
>>> c.defaultFragmentLength = 200
>>> assert c.get_fragment_from_read(test.getRead("single-reverse")) == [(5001618, 5001654)]
"""
# if no extension is needed, use pysam get_blocks
# to identify start and end reference positions.
# get_blocks return a list of start and end positions
# based on the CIGAR if skipped regions are found.
# E.g for a cigar of 40M260N22M
# get blocks return two elements for the first 40 matches
# and the for the last 22 matches.
if self.defaultFragmentLength == 'read length':
return read.get_blocks()
else:
if self.is_proper_pair(read, self.maxPairedFragmentLength):
if read.is_reverse:
fragmentStart = read.next_reference_start
fragmentEnd = read.reference_end
else:
fragmentStart = read.reference_start
# the end of the fragment is defined as
# the start of the forward read plus the insert length
fragmentEnd = read.reference_start + abs(read.template_length)
# Extend using the default fragment length
else:
if read.is_reverse:
fragmentStart = read.reference_end - self.defaultFragmentLength
fragmentEnd = read.reference_end
else:
fragmentStart = read.reference_start
fragmentEnd = read.reference_start + self.defaultFragmentLength
if self.center_read:
fragmentCenter = fragmentEnd - (fragmentEnd - fragmentStart) / 2
fragmentStart = int(fragmentCenter - read.infer_query_length(always=False) / 2)
fragmentEnd = fragmentStart + read.infer_query_length(always=False)
assert fragmentStart < fragmentEnd, "fragment start greater than fragment" \
"end for read {}".format(read.query_name)
return [(fragmentStart, fragmentEnd)]
def getSmoothRange(self, tileIndex, tileSize, smoothRange, maxPosition):
"""
Given a tile index position and a tile size (length), return the a new indices
over a larger range, called the smoothRange.
This region is centered in the tileIndex an spans on both sizes
to cover the smoothRange. The smoothRange is trimmed in case it is less
than zero or greater than maxPosition ::
---------------|==================|------------------
tileStart
|--------------------------------------|
| <-- smoothRange --> |
|
tileStart - (smoothRange-tileSize)/2
Test for a smooth range that spans 3 tiles.
Examples
--------
>>> c = CountReadsPerBin([], 1, 1, 1, 0)
>>> c.getSmoothRange(5, 1, 3, 10)
(4, 7)
Test smooth range truncated on start.
>>> c.getSmoothRange(0, 10, 30, 200)
(0, 2)
Test smooth range truncated on start.
>>> c.getSmoothRange(1, 10, 30, 4)
(0, 3)
Test smooth range truncated on end.
>>> c.getSmoothRange(5, 1, 3, 5)
(4, 5)
Test smooth range not multiple of tileSize.
>>> c.getSmoothRange(5, 10, 24, 10)
(4, 6)
"""
smoothTiles = int(smoothRange / tileSize)
if smoothTiles == 1:
return (tileIndex, tileIndex + 1)
smoothTilesSide = float(smoothTiles - 1) / 2
smoothTilesLeft = int(np.ceil(smoothTilesSide))
smoothTilesRight = int(np.floor(smoothTilesSide)) + 1
indexStart = max(tileIndex - smoothTilesLeft, 0)
indexEnd = min(maxPosition, tileIndex + smoothTilesRight)
return (indexStart, indexEnd)
def remove_row_of_zeros(matrix):
# remove rows containing all zeros or all nans
_mat = np.nan_to_num(matrix)
to_keep = _mat.sum(1) != 0
return matrix[to_keep, :]
def estimateSizeFactors(m):
"""
Compute size factors in the same way as DESeq2.
The inverse of that is returned, as it's then compatible with bamCoverage.
m : a numpy ndarray
>>> m = np.array([[0, 1, 2], [3, 4, 5], [6, 7, 8], [0, 10, 0], [10, 5, 100]])
>>> sf = estimateSizeFactors(m)
>>> assert np.all(np.abs(sf - [1.305, 0.9932, 0.783]) < 1e-4)
>>> m = np.array([[0, 0], [0, 1], [1, 1], [1, 2]])
>>> sf = estimateSizeFactors(m)
>>> assert np.all(np.abs(sf - [1.1892, 0.8409]) < 1e-4)
"""
loggeomeans = np.sum(np.log(m), axis=1) / m.shape[1]
# Mask after computing the geometric mean
m = np.ma.masked_where(m <= 0, m)
loggeomeans = np.ma.masked_where(np.isinf(loggeomeans), loggeomeans)
# DESeq2 ratio-based size factor
sf = np.exp(np.ma.median((np.log(m).T - loggeomeans).T, axis=0))
return 1. / sf
class Tester(object):
def __init__(self):
"""
The distribution of reads between the two bam files is as follows.
They cover 200 bp
0 100 200
|------------------------------------------------------------|
A ===============
===============
B =============== ===============
===============
===============
"""
self.root = os.path.dirname(os.path.abspath(__file__)) + "/test/test_data/"
# self.root = "./test/test_data/"
self.bamFile1 = self.root + "testA.bam"
self.bamFile2 = self.root + "testB.bam"
self.bamFile_PE = self.root + "test_paired2.bam"
self.chrom = '3R'
global debug
debug = 0
def getRead(self, readType):
""" prepare arguments for test
"""
bam = bamHandler.openBam(self.bamFile_PE)
if readType == 'paired-reverse':
read = [x for x in bam.fetch('chr2', 5000081, 5000082)][0]
elif readType == 'single-forward':
read = [x for x in bam.fetch('chr2', 5001491, 5001492)][0]
elif readType == 'single-reverse':
read = [x for x in bam.fetch('chr2', 5001700, 5001701)][0]
else: # by default a forward paired read is returned
read = [x for x in bam.fetch('chr2', 5000027, 5000028)][0]
return read
================================================
FILE: deeptools/deeptools_list_tools.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import argparse
import sys
from importlib.metadata import version
def parse_arguments(args=None):
parser = argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
deepTools is a suite of python tools particularly developed for the efficient analysis of
high-throughput sequencing data, such as ChIP-seq, RNA-seq or MNase-seq.
Each tool should be called by its own name as in the following example:
$ bamCoverage -b reads.bam -o coverage.bw
If you find deepTools useful for your research please cite as:
Ramírez, Fidel, Devon P. Ryan, Björn Grüning, Vivek Bhardwaj, Fabian Kilpert,
Andreas S. Richter, Steffen Heyne, Friederike Dündar,
and Thomas Manke. 2016. "deepTools2: A next Generation Web Server for Deep-Sequencing
Data Analysis." Nucleic Acids Research, April. doi:10.1093/nar/gkw257.
[ Tools for BAM and bigWig file processing ]
multiBamSummary compute read coverages over bam files. Output used for plotCorrelation or plotPCA
multiBigwigSummary extract scores from bigwig files. Output used for plotCorrelation or plotPCA
correctGCBias corrects GC bias from bam file. Don't use it with ChIP data
bamCoverage computes read coverage per bins or regions
bamCompare computes log2 ratio and other operations of read coverage of two samples per bins or regions
bigwigCompare computes log2 ratio and other operations from bigwig scores of two samples per bins or regions
bigwigAverage computes average from bigwig scores of multiple samples per bins or regions
computeMatrix prepares the data from bigwig scores for plotting with plotHeatmap or plotProfile
alignmentSieve filters BAM alignments according to specified parameters, optionally producing a BEDPE file
[ Tools for QC ]
plotCorrelation plots heatmaps or scatterplots of data correlation
plotPCA plots PCA
plotFingerprint plots the distribution of enriched regions
bamPEFragmentSize returns the read length and paired-end distance from a bam file
computeGCBias computes and plots the GC bias of a sample
plotCoverage plots a histogram of read coverage
estimateReadFiltering estimates the number of reads that will be filtered from a BAM file or files given certain criteria
[Heatmaps and summary plots]
plotHeatmap plots one or multiple heatmaps of user selected regions over different genomic scores
plotProfile plots the average profile of user selected regions over different genomic scores
plotEnrichment plots the read/fragment coverage of one or more sets of regions
[Miscellaneous]
computeMatrixOperations Modifies the output of computeMatrix in a variety of ways.
For more information visit: http://deeptools.readthedocs.org
""")
parser.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
return args
def main(args=None):
if args is None and len(sys.argv) == 1:
args = ["--help"]
process_args(args)
================================================
FILE: deeptools/estimateReadFiltering.py
================================================
#!/usr/bin/env python
import argparse
import sys
from deeptools import parserCommon, bamHandler, utilities
from deeptools.mapReduce import mapReduce
from deeptools.utilities import smartLabels
from importlib.metadata import version
def parseArguments():
parser = argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
This tool estimates the number of reads that would be filtered given a set of
settings 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):
* Total reads (including unmapped)
* Mapped reads
* Reads in blacklisted regions (--blackListFileName)
The following metrics are estimated according to the --binSize and --distanceBetweenBins parameters
* Estimated mapped reads filtered (the total number of mapped reads filtered for any reason)
* Alignments with a below threshold MAPQ (--minMappingQuality)
* Alignments with at least one missing flag (--samFlagInclude)
* Alignments with undesirable flags (--samFlagExclude)
* Duplicates determined by deepTools (--ignoreDuplicates)
* Duplicates marked externally (e.g., by picard)
* Singletons (paired-end reads with only one mate aligning)
* Wrong strand (due to --filterRNAstrand)
The 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.
""",
usage='estimateReadFiltering -b sample1.bam sample2.bam\n'
'help: estimateReadFiltering -h / estimateReadFiltering --help'
)
required = parser.add_argument_group('Required arguments')
required.add_argument('--bamfiles', '-b',
metavar='FILE1 FILE2',
help='List of indexed bam files separated by spaces.',
nargs='+',
required=True)
general = parser.add_argument_group('General arguments')
general.add_argument('--outFile', '-o',
type=parserCommon.writableFile,
help='The file to write results to. By default, results are printed to the console')
general.add_argument('--sampleLabels',
help='Labels for the samples. The '
'default is to use the file name of the '
'sample. The sample labels should be separated '
'by spaces and quoted if a label itself'
'contains a space E.g. --sampleLabels label-1 "label 2" ',
nargs='+')
general.add_argument('--smartLabels',
action='store_true',
help='Instead of manually specifying labels for the input '
'BAM files, this causes deepTools to use the '
'file name after removing the path and extension.')
general.add_argument('--binSize', '-bs',
metavar='INT',
help='Length in bases of the window used to sample the genome. (Default: %(default)s)',
default=1000000,
type=int)
general.add_argument('--distanceBetweenBins', '-n',
metavar='INT',
help='To reduce the computation time, not every possible genomic '
'bin is sampled. This option allows you to set the distance '
'between bins actually sampled from. Larger numbers are sufficient '
'for high coverage samples, while smaller values are useful for '
'lower coverage samples. Note that if you specify a value that '
'results in too few (<1000) reads sampled, the value will be '
'decreased. (Default: %(default)s)',
default=10000,
type=int)
general.add_argument('--numberOfProcessors', '-p',
help='Number of processors to use. Type "max/2" to '
'use half the maximum number of processors or "max" '
'to use all available processors. (Default: %(default)s)',
metavar="INT",
type=parserCommon.numberOfProcessors,
default=1,
required=False)
general.add_argument('--verbose', '-v',
help='Set to see processing messages.',
action='store_true')
general.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
filtering = parser.add_argument_group('Optional arguments')
filtering.add_argument('--filterRNAstrand',
help='Selects RNA-seq reads (single-end or paired-end) in '
'the given strand. (Default: %(default)s)',
choices=['forward', 'reverse'],
default=None)
filtering.add_argument('--ignoreDuplicates',
help='If set, reads that have the same orientation '
'and start position will be considered only '
'once. If reads are paired, the mate\'s position '
'also has to coincide to ignore a read.',
action='store_true')
filtering.add_argument('--minMappingQuality',
metavar='INT',
help='If set, only reads that have a mapping '
'quality score of at least this are '
'considered.',
type=int)
filtering.add_argument('--samFlagInclude',
help='Include reads based on the SAM flag. For example, '
'to get only reads that are the first mate, use a flag of 64. '
'This is useful to count properly paired reads only once, '
'as otherwise the second mate will be also considered for the '
'coverage. (Default: %(default)s)',
metavar='INT',
default=None,
type=int,
required=False)
filtering.add_argument('--samFlagExclude',
help='Exclude reads based on the SAM flag. For example, '
'to get only reads that map to the forward strand, use '
'--samFlagExclude 16, where 16 is the SAM flag for reads '
'that map to the reverse strand. (Default: %(default)s)',
metavar='INT',
default=None,
type=int,
required=False)
filtering.add_argument('--blackListFileName', '-bl',
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.",
metavar="BED file",
nargs="+",
required=False)
return parser
def getFiltered_worker(arglist):
chrom, start, end, args = arglist
# Fix the bounds
if end - start > args.binSize and end - start > args.distanceBetweenBins:
end -= args.distanceBetweenBins
if end <= start:
end = start + 1
o = []
for fname in args.bamfiles:
fh = bamHandler.openBam(fname)
chromUse = utilities.mungeChromosome(chrom, fh.references)
prev_pos = set()
lpos = None
minMapq = 0
samFlagInclude = 0
samFlagExclude = 0
internalDupes = 0
externalDupes = 0
singletons = 0
filterRNAstrand = 0
nFiltered = 0
total = 0 # This is only used to estimate the percentage affected
for read in fh.fetch(chromUse, start, end):
filtered = 0
if read.pos < start:
# ensure that we never double count (in case distanceBetweenBins == 0)
continue
if read.flag & 4:
# Ignore unmapped reads, they were counted already
continue
if args.minMappingQuality and read.mapq < args.minMappingQuality:
filtered = 1
minMapq += 1
if args.samFlagInclude and read.flag & args.samFlagInclude != args.samFlagInclude:
filtered = 1
samFlagInclude += 1
if args.samFlagExclude and read.flag & args.samFlagExclude != 0:
filtered = 1
samFlagExclude += 1
if args.ignoreDuplicates:
# Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions
if read.tlen >= 0:
s = read.pos
e = s + read.tlen
else:
s = read.pnext
e = s - read.tlen
if read.reference_id != read.next_reference_id:
e = read.pnext
if lpos is not None and lpos == read.reference_start \
and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:
filtered = 1
internalDupes += 1
if lpos != read.reference_start:
prev_pos.clear()
lpos = read.reference_start
prev_pos.add((s, e, read.next_reference_id, read.is_reverse))
if read.is_duplicate:
filtered = 1
externalDupes += 1
if read.is_paired and read.mate_is_unmapped:
filtered = 1
singletons += 1
# filterRNAstrand
if args.filterRNAstrand:
if read.is_paired:
if args.filterRNAstrand == 'forward':
if read.flag & 144 == 128 or read.flag & 96 == 64:
pass
else:
filtered = 1
filterRNAstrand += 1
elif args.filterRNAstrand == 'reverse':
if read.flag & 144 == 144 or read.flag & 96 == 96:
pass
else:
filtered = 1
filterRNAstrand += 1
else:
if args.filterRNAstrand == 'forward':
if read.flag & 16 == 16:
pass
else:
filtered = 1
filterRNAstrand += 1
elif args.filterRNAstrand == 'reverse':
if read.flag & 16 == 0:
pass
else:
filtered = 1
filterRNAstrand += 1
total += 1
nFiltered += filtered
fh.close()
# Append a tuple to the output
tup = (total, nFiltered, minMapq, samFlagInclude, samFlagExclude, internalDupes, externalDupes, singletons, filterRNAstrand)
o.append(tup)
return o
def main(args=None):
args = parseArguments().parse_args(args)
if not args.sampleLabels and args.smartLabels:
args.sampleLabels = smartLabels(args.bamfiles)
if args.sampleLabels and len(args.sampleLabels) != len(args.bamfiles):
sys.stderr.write("\nError: --sampleLabels specified but it doesn't match the number of BAM files!\n")
sys.exit(1)
if args.outFile is None:
of = sys.stdout
else:
of = open(args.outFile, "w")
bhs = [bamHandler.openBam(x, returnStats=True, nThreads=args.numberOfProcessors) for x in args.bamfiles]
mapped = [x[1] for x in bhs]
unmappedList = [x[2] for x in bhs]
bhs = [x[0] for x in bhs]
# Get the reads in blacklisted regions
if args.blackListFileName:
blacklisted = []
for bh in bhs:
blacklisted.append(utilities.bam_blacklisted_reads(bh, None, args.blackListFileName, args.numberOfProcessors))
else:
blacklisted = [0] * len(bhs)
# Get the total and mapped reads
total = [x + y for x, y in list(zip(mapped, unmappedList))]
chrom_sizes = list(zip(bhs[0].references, bhs[0].lengths))
for x in bhs:
x.close()
# Get the remaining metrics
res = mapReduce([args],
getFiltered_worker,
chrom_sizes,
genomeChunkLength=args.binSize + args.distanceBetweenBins,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose)
totals = [0] * len(args.bamfiles)
nFiltered = [0] * len(args.bamfiles)
MAPQs = [0] * len(args.bamfiles)
flagIncludes = [0] * len(args.bamfiles)
flagExcludes = [0] * len(args.bamfiles)
internalDupes = [0] * len(args.bamfiles)
externalDupes = [0] * len(args.bamfiles)
singletons = [0] * len(args.bamfiles)
rnaStrand = [0] * len(args.bamfiles)
for x in res:
for idx, r in enumerate(x):
totals[idx] += r[0]
nFiltered[idx] += r[1]
MAPQs[idx] += r[2]
flagIncludes[idx] += r[3]
flagExcludes[idx] += r[4]
internalDupes[idx] += r[5]
externalDupes[idx] += r[6]
singletons[idx] += r[7]
rnaStrand[idx] += r[8]
# Print some output
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")
for idx, _ in enumerate(args.bamfiles):
if args.sampleLabels:
of.write(args.sampleLabels[idx])
else:
of.write(args.bamfiles[idx])
of.write("\t{}\t{}\t{}".format(total[idx], mapped[idx], blacklisted[idx]))
# nFiltered
metric = 0.0
if totals[idx] > 0:
metric = blacklisted[idx] + float(nFiltered[idx]) / float(totals[idx]) * mapped[idx]
of.write("\t{}".format(min(round(metric, 1), mapped[idx])))
# MAPQ
metric = 0.0
if totals[idx] > 0:
metric = float(MAPQs[idx]) / float(totals[idx]) * mapped[idx]
of.write("\t{}".format(min(round(metric, 1), mapped[idx])))
# samFlagInclude
metric = 0.0
if totals[idx] > 0:
metric = float(flagIncludes[idx]) / float(totals[idx]) * mapped[idx]
of.write("\t{}".format(min(round(metric, 1), mapped[idx])))
# samFlagExclude
metric = 0.0
if totals[idx] > 0:
metric = float(flagExcludes[idx]) / float(totals[idx]) * mapped[idx]
of.write("\t{}".format(min(round(metric, 1), mapped[idx])))
# Internally determined duplicates
metric = 0.0
if totals[idx] > 0:
metric = float(internalDupes[idx]) / float(totals[idx]) * mapped[idx]
of.write("\t{}".format(min(round(metric, 1), mapped[idx])))
# Externally marked duplicates
metric = 0.0
if totals[idx] > 0:
metric = float(externalDupes[idx]) / float(totals[idx]) * mapped[idx]
of.write("\t{}".format(min(round(metric, 1), mapped[idx])))
# Singletons
metric = 0.0
if totals[idx] > 0:
metric = float(singletons[idx]) / float(totals[idx]) * mapped[idx]
of.write("\t{}".format(min(round(metric, 1), mapped[idx])))
# filterRNAstrand
metric = 0.0
if totals[idx] > 0:
metric = float(rnaStrand[idx]) / float(totals[idx]) * mapped[idx]
of.write("\t{}".format(min(round(metric, 1), mapped[idx])))
of.write("\n")
if args.outFile is not None:
of.close()
return 0
================================================
FILE: deeptools/estimateScaleFactor.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import argparse
import sys
from deeptools.SES_scaleFactor import estimateScaleFactor
from deeptools.parserCommon import numberOfProcessors
from importlib.metadata import version
debug = 0
def parseArguments(args=None):
parser = argparse.ArgumentParser(
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='Given two BAM files, this estimates scaling factors '
'(bigger to smaller).',
usage='estimateScaleFactor -b sample1.bam sample2.bam\n'
'help: estimateScaleFactor -h / estimateScaleFactor --help'
)
# define the arguments
parser.add_argument('--bamfiles', '-b',
metavar='list of bam files',
help='List of indexed BAM files, space delineated',
nargs='+',
required=True)
parser.add_argument('--ignoreForNormalization', '-ignore',
help='A comma-separated list of chromosome names, '
'limited by quotes, '
'containing those '
'chromosomes that should be excluded '
'during normalization computations. For example, '
'--ignoreForNormalization "chrX, chrM" ')
parser.add_argument('--sampleWindowLength', '-l',
help='Length in bases for a window used to '
'sample the genome and compute the size or scaling '
'factors',
default=1000,
type=int)
parser.add_argument('--numberOfSamples', '-n',
help='Number of samplings taken from the genome '
'to compute the scaling factors',
default=100000,
type=int)
parser.add_argument('--normalizationLength', '-nl',
help='By default, data is normalized to 1 '
'fragment per 100 bases. The expected value is an '
'integer. For example, if normalizationLength '
'is 1000, then the resulting scaling factor '
'will cause the average coverage of the BAM file to '
'have on average 1 fragment per kilobase',
type=int,
default=10)
parser.add_argument('--skipZeros',
help='If set, then zero counts that happen for *all* '
'BAM files given are ignored. This will result in a '
'reduced number of read counts than that specified '
'in --numberOfSamples',
action='store_true',
required=False)
parser.add_argument('--numberOfProcessors', '-p',
help='Number of processors to use. The default is '
'to use half the maximum number of processors.',
metavar="INT",
type=numberOfProcessors,
default="max/2",
required=False)
parser.add_argument('--verbose', '-v',
help='Set to see processing messages.',
action='store_true')
parser.add_argument('--version',
action='version',
version='%(prog)s {}'.format(version('deeptools')))
args = parser.parse_args(args)
if args.ignoreForNormalization:
args.ignoreForNormalization = [
x.strip() for x in args.ignoreForNormalization.split(',')
]
else:
args.ignoreForNormalization = []
return args
def main(args=None):
"""
The algorithm samples the genome a number of times as specified
by the --numberOfSamples parameter to estimate scaling factors of
between to samples
"""
args = parseArguments(args)
if len(args.bamfiles) > 2:
print("SES method to estimate scale factors only works for two samples")
exit(0)
sys.stderr.write("{:,} number of samples will be computed.\n".format(args.numberOfSamples))
sizeFactorsDict = estimateScaleFactor(args.bamfiles, args.sampleWindowLength,
args.numberOfSamples,
args.normalizationLength,
numberOfProcessors=args.numberOfProcessors,
chrsToSkip=args.ignoreForNormalization,
verbose=args.verbose)
for k, v in sizeFactorsDict.items():
print("{}: {}".format(k, v))
================================================
FILE: deeptools/getFragmentAndReadSize.py
================================================
import numpy as np
# own tools
from deeptools import bamHandler
from deeptools import mapReduce
old_settings = np.seterr(all='ignore')
def getFragmentLength_wrapper(args):
return getFragmentLength_worker(*args)
def getFragmentLength_worker(chrom, start, end, bamFile, distanceBetweenBins):
"""
Queries the reads at the given region for the distance between
reads and the read length
Parameters
----------
chrom : str
chromosome name
start : int
region start
end : int
region end
bamFile : str
BAM file name
distanceBetweenBins : int
the number of bases at the end of each bin to ignore
Returns
-------
np.array
an np.array, where first column is fragment length, the
second is for read length
"""
bam = bamHandler.openBam(bamFile)
end = max(start + 1, end - distanceBetweenBins)
if chrom in bam.references:
reads = np.array([(abs(r.template_length), r.infer_query_length(always=False))
for r in bam.fetch(chrom, start, end)
if r.is_proper_pair and r.is_read1 and not r.is_unmapped])
if not len(reads):
# if the previous operation produces an empty list
# it could be that the data is not paired, then
# we try with out filtering
reads = np.array([(abs(r.template_length), r.infer_query_length(always=False))
for r in bam.fetch(chrom, start, end) if not r.is_unmapped])
else:
raise NameError("chromosome {} not found in bam file".format(chrom))
if not len(reads):
reads = np.array([]).reshape(0, 2)
return reads
def get_read_and_fragment_length(bamFile, return_lengths=False, blackListFileName=None,
binSize=50000, distanceBetweenBins=1000000,
numberOfProcessors=None, verbose=False):
"""
Estimates the fragment length and read length through sampling
Parameters
----------
bamFile : str
BAM file name
return_lengths : bool
numberOfProcessors : int
verbose : bool
binSize : int
distanceBetweenBins : int
Returns
-------
d : dict
tuple of two dictionaries, one for the fragment length and the other
for the read length. The dictionaries summarise the mean, median etc. values
"""
bam_handle = bamHandler.openBam(bamFile)
chrom_sizes = list(zip(bam_handle.references, bam_handle.lengths))
distanceBetweenBins *= 2
fl = []
# Fix issue #522, allow distanceBetweenBins == 0
if distanceBetweenBins == 0:
imap_res = mapReduce.mapReduce((bam_handle.filename, distanceBetweenBins),
getFragmentLength_wrapper,
chrom_sizes,
genomeChunkLength=binSize,
blackListFileName=blackListFileName,
numberOfProcessors=numberOfProcessors,
verbose=verbose)
fl = np.concatenate(imap_res)
# Try to ensure we have at least 1000 regions from which to compute statistics, halving the intra-bin distance as needed
while len(fl) < 1000 and distanceBetweenBins > 1:
distanceBetweenBins /= 2
stepsize = binSize + distanceBetweenBins
imap_res = mapReduce.mapReduce((bam_handle.filename, distanceBetweenBins),
getFragmentLength_wrapper,
chrom_sizes,
genomeChunkLength=stepsize,
blackListFileName=blackListFileName,
numberOfProcessors=numberOfProcessors,
verbose=verbose)
fl = np.concatenate(imap_res)
if len(fl):
fragment_length = fl[:, 0]
read_length = fl[:, 1]
if fragment_length.mean() > 0:
fragment_len_dict = {'sample_size': len(fragment_length),
'min': fragment_length.min(),
'qtile25': np.percentile(fragment_length, 25),
'mean': np.mean(fragment_length),
'median': np.median(fragment_length),
'qtile75': np.percentile(fragment_length, 75),
'max': fragment_length.max(),
'std': np.std(fragment_length),
'mad': np.median(np.abs(fragment_length - np.median(fragment_length))),
'qtile10': np.percentile(fragment_length, 10),
'qtile20': np.percentile(fragment_length, 20),
'qtile30': np.percentile(fragment_length, 30),
'qtile40': np.percentile(fragment_length, 40),
'qtile60': np.percentile(fragment_length, 60),
'qtile70': np.percentile(fragment_length, 70),
'qtile80': np.percentile(fragment_length, 80),
'qtile90': np.percentile(fragment_length, 90),
'qtile99': np.percentile(fragment_length, 99)}
else:
fragment_len_dict = None
if return_lengths and fragment_len_dict is not None:
fragment_len_dict['lengths'] = fragment_length
read_len_dict = {'sample_size': len(read_length),
'min': read_length.min(),
'qtile25': np.percentile(read_length, 25),
'mean': np.mean(read_length),
'median': np.median(read_length),
'qtile75': np.percentile(read_length, 75),
'max': read_length.max(),
'std': np.std(read_length),
'mad': np.median(np.abs(read_length - np.median(read_length))),
'qtile10': np.percentile(read_length, 10),
'qtile20': np.percentile(read_length, 20),
'qtile30': np.percentile(read_length, 30),
'qtile40': np.percentile(read_length, 40),
'qtile60': np.percentile(read_length, 60),
'qtile70': np.percentile(read_length, 70),
'qtile80': np.percentile(read_length, 80),
'qtile90': np.percentile(read_length, 90),
'qtile99': np.percentile(read_length, 99)}
if return_lengths:
read_len_dict['lengths'] = read_length
else:
fragment_len_dict = None
read_len_dict = None
return fragment_len_dict, read_len_dict
================================================
FILE: deeptools/getRatio.py
================================================
import numpy as np
old_settings = np.seterr(all='ignore')
def compute_ratio(value1, value2, args):
value1 = value1 + args['pseudocount'][0]
value2 = value2 + args['pseudocount'][1]
ratio = float(value1) / value2
if args['valueType'] == 'log2':
ratio = np.log2(ratio)
elif args['valueType'] == 'reciprocal_ratio':
# the reciprocal ratio of a/b
# is a/b if a/b > 1 else -1* b/a
ratio = ratio if ratio >= 1 else -1.0 / ratio
return ratio
def getRatio(tileCoverage, args):
r"""
The mapreduce method calls this function
for each tile. The parameters (args) are fixed
in the main method.
>>> funcArgs= {'valueType': 'ratio', 'scaleFactors': (1,1), 'pseudocount': [1, 1]}
>>> getRatio([9, 19], funcArgs)
0.5
>>> getRatio([0, 0], funcArgs)
1.0
>>> getRatio([np.nan, np.nan], funcArgs)
nan
>>> getRatio([np.nan, 1.0], funcArgs)
nan
>>> funcArgs['valueType'] ='subtract'
>>> getRatio([20, 10], funcArgs)
10
>>> funcArgs['scaleFactors'] = (1, 0.5)
>>> getRatio([10, 20], funcArgs)
0.0
The reciprocal ratio is of a and b is:
is a/b if a/b > 1 else -1* b/a
>>> funcArgs['valueType'] ='reciprocal_ratio'
>>> funcArgs['scaleFactors'] = (1, 1)
>>> funcArgs['pseudocount'] = [0, 0]
>>> getRatio([2, 1], funcArgs)
2.0
>>> getRatio([1, 2], funcArgs)
-2.0
>>> getRatio([1, 1], funcArgs)
1.0
"""
value1 = args['scaleFactors'][0] * tileCoverage[0]
value2 = args['scaleFactors'][1] * tileCoverage[1]
# if any of the two values to compare
# is nan, return nan
if np.isnan(value1) or np.isnan(value2):
return np.nan
# ratio case
if args['valueType'] in ['ratio', 'log2', 'reciprocal_ratio']:
bin_value = compute_ratio(value1, value2, args)
# non ratio case (diff, sum etc)
else:
if args['valueType'] == 'subtract':
bin_value = value1 - value2
elif args['valueType'] == 'add':
bin_value = value1 + value2
elif args['valueType'] == 'first':
bin_value = value1
elif args['valueType'] == 'second':
bin_value = value2
elif args['valueType'] == 'mean':
bin_value = (value1 + value2) / 2.0
return bin_value
================================================
FILE: deeptools/getScaleFactor.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import numpy as np
import deeptools.mapReduce as mapReduce
from deeptools import bamHandler
from deeptools import utilities
import sys
debug = 0
def getFractionKept_wrapper(args):
return getFractionKept_worker(*args)
def getFractionKept_worker(chrom, start, end, bamFile, args, offset):
"""
Queries the BAM file and counts the number of alignments kept/found in the
first 50000 bases.
"""
bam = bamHandler.openBam(bamFile)
start += offset * 50000
end = min(end, start + 50000)
tot = 0
filtered = 0
if end <= start:
return (filtered, tot)
prev_pos = set()
lpos = None
if chrom in bam.references:
for read in bam.fetch(chrom, start, end):
tot += 1
if read.is_unmapped:
continue
if args.minMappingQuality and read.mapq < args.minMappingQuality:
filtered += 1
continue
# filter reads based on SAM flag
if args.samFlagInclude and read.flag & args.samFlagInclude != args.samFlagInclude:
filtered += 1
continue
if args.samFlagExclude and read.flag & args.samFlagExclude != 0:
filtered += 1
continue
# fragment length filtering
tLen = utilities.getTLen(read)
if args.minFragmentLength > 0 and tLen < args.minFragmentLength:
filtered += 1
continue
if args.maxFragmentLength > 0 and tLen > args.maxFragmentLength:
filtered += 1
continue
# get rid of duplicate reads that have same position on each of the
# pairs
if args.ignoreDuplicates:
# Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions
if tLen >= 0:
s = read.pos
e = s + tLen
else:
s = read.pnext
e = s - tLen
if read.reference_id != read.next_reference_id:
e = read.pnext
if lpos is not None and lpos == read.reference_start \
and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:
filtered += 1
continue
if lpos != read.reference_start:
prev_pos.clear()
lpos = read.reference_start
prev_pos.add((s, e, read.next_reference_id, read.is_reverse))
# If filterRNAstrand is in args, then filter accordingly
# This is very similar to what's used in the get_fragment_from_read function in the filterRnaStrand class
if hasattr(args, "filterRNAstrand"):
if read.is_paired:
if args.filterRNAstrand == 'forward':
if not ((read.flag & 128 == 128 and read.flag & 16 == 0) or (read.flag & 64 == 64 and read.flag & 32 == 0)):
filtered += 1
continue
elif args.filterRNAstrand == 'reverse':
if not (read.flag & 144 == 144 or read.flag & 96 == 96):
filtered += 1
continue
else:
if args.filterRNAstrand == 'forward' and read.flag & 16 == 0:
filtered += 1
continue
elif args.filterRNAstrand == 'reverse' and read.flag & 16 == 16:
filtered += 1
continue
return (filtered, tot)
def fraction_kept(args, stats):
"""
Count the following:
(A) The total number of alignments sampled
(B) The total number of alignments ignored due to any of the following:
--samFlagInclude
--samFlagExclude
--minMappingQuality
--ignoreDuplicates
--minFragmentLength
--maxFragmentLength
Black list regions are already accounted for. This works by sampling the
genome (by default, we'll iterate until we sample 1% or 100,000 alignments,
whichever is smaller (unless there are fewer than 100,000 alignments, in
which case sample everything).
The sampling works by dividing the genome into bins and only looking at the
first 50000 bases. If this doesn't yield sufficient alignments then the bin
size is halved.
"""
# Do we even need to proceed?
if (not args.minMappingQuality or args.minMappingQuality == 0) and \
(not args.samFlagInclude or args.samFlagInclude == 0) and \
(not args.samFlagExclude or args.samFlagExclude == 0) and \
(not args.minFragmentLength or args.minFragmentLength == 0) and \
(not args.maxFragmentLength or args.maxFragmentLength == 0):
if hasattr(args, "filterRNAstrand"):
if args.filterRNAstrand not in ["forward", "reverse"]:
return 1.0
else:
return 1.0
filtered = 0
total = 0
distanceBetweenBins = 2000000
bam_handle = bamHandler.openBam(args.bam)
bam_mapped = utilities.bam_total_reads(bam_handle, args.ignoreForNormalization, stats)
if bam_mapped < 1000000:
num_needed_to_sample = bam_mapped
else:
if 0.1 * bam_mapped >= 1000000:
num_needed_to_sample = 0.1 * bam_mapped
else:
num_needed_to_sample = 1000000
if args.exactScaling:
num_needed_to_sample = bam_mapped
if num_needed_to_sample == bam_mapped:
distanceBetweenBins = 55000
if args.ignoreForNormalization:
chrom_sizes = [(chrom_name, bam_handle.lengths[idx]) for idx, chrom_name in enumerate(bam_handle.references)
if chrom_name not in args.ignoreForNormalization]
else:
chrom_sizes = list(zip(bam_handle.references, bam_handle.lengths))
offset = 0
# Iterate over bins at various non-overlapping offsets until we have enough data
while total < num_needed_to_sample and offset < np.ceil(distanceBetweenBins / 50000):
res = mapReduce.mapReduce((bam_handle.filename, args, offset),
getFractionKept_wrapper,
chrom_sizes,
genomeChunkLength=distanceBetweenBins,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose)
if len(res):
foo, bar = np.sum(res, axis=0)
filtered += foo
total += bar
offset += 1
if total == 0:
# This should never happen
total = 1
return 1.0 - float(filtered) / float(total)
def get_num_kept_reads(args, stats):
"""
Substracts from the total number of mapped reads in a bamfile
the proportion of reads that fall into blacklisted regions
or that are filtered
:return: integer
"""
if stats is None:
bam_handle, mapped, unmapped, stats = bamHandler.openBam(args.bam, returnStats=True, nThreads=args.numberOfProcessors)
else:
bam_handle = bamHandler.openBam(args.bam)
bam_mapped_total = utilities.bam_total_reads(bam_handle, args.ignoreForNormalization, stats)
if args.blackListFileName:
blacklisted = utilities.bam_blacklisted_reads(bam_handle, args.ignoreForNormalization,
args.blackListFileName, args.numberOfProcessors)
print("There are {0} alignments, of which {1} are completely "
"within a blacklist region.".format(bam_mapped_total, blacklisted))
num_kept_reads = bam_mapped_total - blacklisted
else:
num_kept_reads = bam_mapped_total
ftk = fraction_kept(args, stats)
if ftk < 1:
num_kept_reads *= ftk
print("Due to filtering, {0}% of the aforementioned alignments "
"will be used {1}".format(100 * ftk, num_kept_reads))
return num_kept_reads, bam_mapped_total
def get_scale_factor(args, stats):
scale_factor = args.scaleFactor
bam_mapped, bam_mapped_total = get_num_kept_reads(args, stats)
if args.normalizeUsing == 'RPGC':
# Print output, since normalzation stuff isn't printed to stderr otherwise
sys.stderr.write("normalization: 1x (effective genome size {})\n".format(args.effectiveGenomeSize))
# try to guess fragment length if the bam file contains paired end reads
from deeptools.getFragmentAndReadSize import get_read_and_fragment_length
frag_len_dict, read_len_dict = get_read_and_fragment_length(args.bam,
return_lengths=False,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose)
if args.extendReads:
if args.extendReads is True:
# try to guess fragment length if the bam file contains paired end reads
if frag_len_dict:
fragment_length = frag_len_dict['median']
else:
exit("*ERROR*: library is not paired-end. Please provide an extension length.")
if args.verbose:
print(("Fragment length based on paired en data "
"estimated to be {}".format(frag_len_dict['median'])))
elif args.extendReads < 1:
exit("*ERROR*: read extension must be bigger than one. Value give: {} ".format(args.extendReads))
elif args.extendReads > 2000:
exit("*ERROR*: read extension must be smaller that 2000. Value give: {} ".format(args.extendReads))
else:
fragment_length = args.extendReads
else:
# set as fragment length the read length
fragment_length = int(read_len_dict['median'])
if args.verbose:
print("Estimated read length is {}".format(int(read_len_dict['median'])))
current_coverage = \
float(bam_mapped * fragment_length) / args.effectiveGenomeSize
# the scaling sets the coverage to match 1x
scale_factor *= 1.0 / current_coverage
if debug:
print("Estimated current coverage {}".format(current_coverage))
print("Scaling factor {}".format(args.scaleFactor))
elif args.normalizeUsing == 'RPKM':
# Print output, since normalzation stuff isn't printed to stderr otherwise
sys.stderr.write("normalization: RPKM\n")
# the RPKM is the # reads per tile / \
# ( total reads (in millions) * tile length in Kb)
million_reads_mapped = float(bam_mapped) / 1e6
tile_len_in_kb = float(args.binSize) / 1000
scale_factor *= 1.0 / (million_reads_mapped * tile_len_in_kb)
if debug:
print("scale factor using RPKM is {0}".format(args.scaleFactor))
elif args.normalizeUsing == 'CPM':
# Print output, since normalzation stuff isn't printed to stderr otherwise
sys.stderr.write("normalization: CPM\n")
# the CPM (norm is based on post-filtering total counts of reads in BAM "bam_mapped")
million_reads_mapped = float(bam_mapped) / 1e6
scale_factor *= 1.0 / (million_reads_mapped)
if debug:
print("scale factor using CPM is {0}".format(args.scaleFactor))
elif args.normalizeUsing == 'BPM':
# Print output, since normalzation stuff isn't printed to stderr otherwise
sys.stderr.write("normalization: BPM\n")
# the BPM (norm is based on post-filtering total counts of reads in BAM "bam_mapped")
# sampled_bins_sum = getSampledSum(args.bam)
tile_len_in_kb = float(args.binSize) / 1000
tpm_scaleFactor = (bam_mapped / tile_len_in_kb) / 1e6
scale_factor *= 1 / (tpm_scaleFactor * tile_len_in_kb)
if debug:
print("scale factor using BPM is {0}".format(args.scaleFactor))
else:
# Print output, since normalzation stuff isn't printed to stderr otherwise
sys.stderr.write("normalization: none (signal scaled by the fraction of alignments kept after filtering)\n")
scale_factor *= bam_mapped / float(bam_mapped_total)
if args.verbose:
print("Final scaling factor: {}".format(scale_factor))
return scale_factor
================================================
FILE: deeptools/getScorePerBigWigBin.py
================================================
import pyBigWig
import numpy as np
import os
import sys
import shutil
import warnings
# deepTools packages
import deeptools.mapReduce as mapReduce
import deeptools.utilities
# debug = 0
old_settings = np.seterr(all='ignore')
def countReadsInRegions_wrapper(args):
# Using arguments unpacking!
return countFragmentsInRegions_worker(*args)
def countFragmentsInRegions_worker(chrom, start, end,
bigWigFiles,
stepSize, binLength,
save_data,
bedRegions=None
):
""" returns the average score in each bigwig file at each 'stepSize'
position within the interval start, end for a 'binLength' window.
Because the idea is to get counts for window positions at
different positions for sampling the bins are equally spaced
and *not adjacent*.
If a list of bedRegions is given, then the number of reads
that overlaps with each region is counted.
Test dataset with two samples covering 200 bp.
>>> test = Tester()
Fragment coverage.
>>> np.transpose(countFragmentsInRegions_worker(test.chrom, 0, 200, [test.bwFile1, test.bwFile2], 50, 25, False)[0])
array([[1., 1., 2., 2.],
[1., 1., 1., 3.]])
>>> np.transpose(countFragmentsInRegions_worker(test.chrom, 0, 200, [test.bwFile1, test.bwFile2], 200, 200, False)[0])
array([[1.5],
[1.5]])
BED regions:
>>> bedRegions = [[test.chrom, [(45, 55)]], [test.chrom, [(95, 105)]], [test.chrom, [(145, 155)]]]
>>> np.transpose(countFragmentsInRegions_worker(test.chrom, 0, 200,[test.bwFile1, test.bwFile2], 200, 200, False,
... bedRegions=bedRegions)[0])
array([[1. , 1.5, 2. ],
[1. , 1. , 2. ]])
"""
assert start < end, "start {} bigger that end {}".format(start, end)
# array to keep the scores for the regions
sub_score_per_bin = []
rows = 0
bigwig_handles = []
for foo in bigWigFiles:
bigwig_handles.append(pyBigWig.open(foo))
regions_to_consider = []
if bedRegions:
for reg in bedRegions:
regs = []
for exon in reg[1]:
regs.append((exon[0], exon[1]))
regions_to_consider.append(regs)
else:
for i in range(start, end, stepSize):
if (i + binLength) > end:
regions_to_consider.append([(i, end)]) # last bin (may be smaller)
else:
regions_to_consider.append([(i, i + binLength)])
if save_data:
_file = open(deeptools.utilities.getTempFileName(suffix='.bed'), 'w+t')
_file_name = _file.name
else:
_file_name = ''
warnings.simplefilter("default")
i = 0
for reg in regions_to_consider:
avgReadsArray = []
i += 1
for idx, bwh in enumerate(bigwig_handles):
if chrom not in bwh.chroms():
unmod_name = chrom
if chrom.startswith('chr'):
# remove the chr part from chromosome name
chrom = chrom[3:]
else:
# prefix with 'chr' the chromosome name
chrom = 'chr' + chrom
if chrom not in bwh.chroms():
exit('Chromosome name {} not found in bigwig file\n {}\n'.format(unmod_name, bigWigFiles[idx]))
weights = []
scores = []
for exon in reg:
weights.append(exon[1] - exon[0])
score = bwh.stats(chrom, exon[0], exon[1])
if score is None or score == [None] or np.isnan(score[0]):
score = [np.nan]
scores.extend(score)
avgReadsArray.append(np.average(scores, weights=weights)) # mean of fragment coverage for region
sub_score_per_bin.extend(avgReadsArray)
rows += 1
if save_data:
starts = []
ends = []
for exon in reg:
starts.append(str(exon[0]))
ends.append(str(exon[1]))
starts = ",".join(starts)
ends = ",".join(ends)
_file.write("\t".join(map(str, [chrom, starts, ends])) + "\t")
_file.write("\t".join(["{}".format(x) for x in avgReadsArray]) + "\n")
if save_data:
_file.close()
warnings.resetwarnings()
# the output is a matrix having as many rows as the variable 'row'
# and as many columns as bigwig files. The rows correspond to
# each of the regions processed by the worker.
# np.array([[score1_1, score1_2],
# [score2_1, score2_2]]
return np.array(sub_score_per_bin).reshape(rows, len(bigWigFiles)), _file_name
def getChromSizes(bigwigFilesList):
"""
Get chromosome sizes from bigWig file with pyBigWig
Test dataset with two samples covering 200 bp.
>>> test = Tester()
Chromosome name(s) and size(s).
>>> assert getChromSizes([test.bwFile1, test.bwFile2]) == ([('3R', 200)], set([]))
"""
def print_chr_names_and_size(chr_set):
sys.stderr.write("chromosome\tlength\n")
for name, size in chr_set:
sys.stderr.write("{0:>15}\t{1:>10}\n".format(name, size))
bigwigFilesList = bigwigFilesList[:]
common_chr = set()
for fname in bigwigFilesList:
fh = pyBigWig.open(fname)
common_chr = common_chr.union(set(fh.chroms().items()))
fh.close()
non_common_chr = set()
for bw in bigwigFilesList:
_names_and_size = set(pyBigWig.open(bw).chroms().items())
if len(common_chr & _names_and_size) == 0:
# try to add remove 'chr' from the chromosme name
_corr_names_size = set()
for chrom_name, size in _names_and_size:
if chrom_name.startswith('chr'):
_corr_names_size.add((chrom_name[3:], size))
else:
_corr_names_size.add(('chr' + chrom_name, size))
if len(common_chr & _corr_names_size) == 0:
message = "No common chromosomes found. Are the bigwig files " \
"from the same species and same assemblies?\n"
sys.stderr.write(message)
print_chr_names_and_size(common_chr)
sys.stderr.write("\nand the following is the list of the unmatched chromosome and chromosome\n"
"lengths from file\n{}\n".format(bw))
print_chr_names_and_size(_names_and_size)
exit(1)
else:
_names_and_size = _corr_names_size
non_common_chr |= common_chr ^ _names_and_size
common_chr = common_chr & _names_and_size
if len(non_common_chr) > 0:
sys.stderr.write("\nThe following chromosome names did not match between the bigwig files\n")
print_chr_names_and_size(non_common_chr)
# get the list of common chromosome names and sizes
return sorted(common_chr), non_common_chr
def getScorePerBin(bigWigFiles, binLength,
numberOfProcessors=1,
verbose=False, region=None,
bedFile=None,
blackListFileName=None,
stepSize=None,
chrsToSkip=[],
out_file_for_raw_data=None,
allArgs=None):
"""
This function returns a matrix containing scores (median) for the coverage
of fragments within a region. Each row corresponds to a sampled region.
Likewise, each column corresponds to a bigwig file.
Test dataset with two samples covering 200 bp.
>>> test = Tester()
>>> np.transpose(getScorePerBin([test.bwFile1, test.bwFile2], 50, 3))
array([[1., 1., 2., 2.],
[1., 1., 1., 3.]])
"""
# Try to determine an optimal fraction of the genome (chunkSize)
# that is sent to workers for analysis. If too short, too much time
# is spent loading the files
# if too long, some processors end up free.
# the following is a heuristic
# get list of common chromosome names and sizes
chrom_sizes, non_common = getChromSizes(bigWigFiles)
# skip chromosome in the list. This is usually for the
# X chromosome which may have either one copy in a male sample
# or a mixture of male/female and is unreliable.
# Also the skip may contain heterochromatic regions and
# mitochondrial DNA
if chrsToSkip and len(chrsToSkip):
chrom_sizes = [x for x in chrom_sizes if x[0] not in chrsToSkip]
chrnames, chrlengths = list(zip(*chrom_sizes))
if stepSize is None:
stepSize = binLength # for adjacent bins
# set chunksize based on number of processors used
chunkSize = max(sum(chrlengths) / numberOfProcessors, int(1e6))
# make chunkSize multiple of binLength
chunkSize -= chunkSize % binLength
if verbose:
print("step size is {}".format(stepSize))
if region:
# in case a region is used, append the tilesize
region += ":{}".format(binLength)
# mapReduce( (staticArgs), func, chromSize, etc. )
if out_file_for_raw_data:
save_file = True
else:
save_file = False
# Handle GTF options
transcriptID, exonID, transcript_id_designator, keepExons = deeptools.utilities.gtfOptions(allArgs)
imap_res = mapReduce.mapReduce((bigWigFiles, stepSize, binLength, save_file),
countReadsInRegions_wrapper,
chrom_sizes,
genomeChunkLength=chunkSize,
bedFile=bedFile,
blackListFileName=blackListFileName,
region=region,
numberOfProcessors=numberOfProcessors,
transcriptID=transcriptID,
exonID=exonID,
keepExons=keepExons,
transcript_id_designator=transcript_id_designator)
if out_file_for_raw_data:
if len(non_common):
sys.stderr.write("*Warning*\nThe resulting bed file does not contain information for "
"the chromosomes that were not common between the bigwig files\n")
# concatenate intermediary bedgraph files
ofile = open(out_file_for_raw_data, "w")
for _values, tempFileName in imap_res:
if tempFileName:
# concatenate all intermediate tempfiles into one
f = open(tempFileName, 'r')
shutil.copyfileobj(f, ofile)
f.close()
os.remove(tempFileName)
ofile.close()
# the matrix scores are in the first element of each of the entries in imap_res
score_per_bin = np.concatenate([x[0] for x in imap_res], axis=0)
return score_per_bin
class Tester(object):
def __init__(self):
"""
The the two bigWig files are as follows:
$ cat /tmp/testA.bg
3R 0 100 1
3R 100 200 2
$ cat /tmp/testB.bg
3R 0 150 1
3R 150 200 3
They cover 200 bp:
0 50 100 150 200
|------------------------------------------------------------|
A 111111111111111111111111111111122222222222222222222222222222
B 111111111111111111111111111111111111111111111333333333333333
"""
self.root = os.path.dirname(os.path.abspath(__file__)) + "/test/test_data/"
self.bwFile1 = self.root + "testA.bw"
self.bwFile2 = self.root + "testB.bw"
self.bwFile_PE = self.root + "test_paired2.bw"
self.chrom = '3R'
# global debug
# debug = 0
================================================
FILE: deeptools/heatmapper.py
================================================
import sys
import gzip
from collections import OrderedDict
import numpy as np
from copy import deepcopy
import pyBigWig
from deeptools import getScorePerBigWigBin
from deeptools import mapReduce
from deeptools.utilities import toString, toBytes, smartLabels
from deeptools.heatmapper_utilities import getProfileTicks
old_settings = np.seterr(all='ignore')
def chopRegions(exonsInput, left=0, right=0):
"""
exons is a list of (start, end) tuples. The goal is to chop these into
separate lists of tuples, to take care or unscaled regions. "left" and
"right" denote regions of a given size to exclude from the normal binning
process (unscaled regions).
This outputs three lists of (start, end) tuples:
leftBins: 5' unscaled regions
bodyBins: body bins for scaling
rightBins: 3' unscaled regions
In addition are two integers
padLeft: Number of bases of padding on the left (due to not being able to fulfill "left")
padRight: As above, but on the right side
"""
leftBins = []
rightBins = []
padLeft = 0
padRight = 0
exons = deepcopy(exonsInput)
while len(exons) > 0 and left > 0:
width = exons[0][1] - exons[0][0]
if width <= left:
leftBins.append(exons[0])
del exons[0]
left -= width
else:
leftBins.append((exons[0][0], exons[0][0] + left))
exons[0] = (exons[0][0] + left, exons[0][1])
left = 0
if left > 0:
padLeft = left
while len(exons) > 0 and right > 0:
width = exons[-1][1] - exons[-1][0]
if width <= right:
rightBins.append(exons[-1])
del exons[-1]
right -= width
else:
rightBins.append((exons[-1][1] - right, exons[-1][1]))
exons[-1] = (exons[-1][0], exons[-1][1] - right)
right = 0
if right > 0:
padRight = right
return leftBins, exons, rightBins[::-1], padLeft, padRight
def chopRegionsFromMiddle(exonsInput, left=0, right=0):
"""
Like chopRegions(), above, but returns two lists of tuples on each side of
the center point of the exons.
The steps are as follow:
1) Find the center point of the set of exons (e.g., [(0, 200), (300, 400), (800, 900)] would be centered at 200)
* If a given exon spans the center point then the exon is split
2) The given number of bases at the end of the left-of-center list are extracted
* If the set of exons don't contain enough bases, then padLeft is incremented accordingly
3) As above but for the right-of-center list
4) A tuple of (#2, #3, pading on the left, and padding on the right) is returned
"""
leftBins = []
rightBins = []
size = sum([x[1] - x[0] for x in exonsInput])
middle = size // 2
cumulativeSum = 0
padLeft = 0
padRight = 0
exons = deepcopy(exonsInput)
# Split exons in half
for exon in exons:
size = exon[1] - exon[0]
if cumulativeSum >= middle:
rightBins.append(exon)
elif cumulativeSum + size < middle:
leftBins.append(exon)
else:
# Don't add 0-width exonic bins!
if exon[0] < exon[1] - cumulativeSum - size + middle:
leftBins.append((exon[0], exon[1] - cumulativeSum - size + middle))
if exon[1] - cumulativeSum - size + middle < exon[1]:
rightBins.append((exon[1] - cumulativeSum - size + middle, exon[1]))
cumulativeSum += size
# Trim leftBins/adjust padLeft
lSum = sum([x[1] - x[0] for x in leftBins])
if lSum > left:
lSum = 0
for i, exon in enumerate(leftBins[::-1]):
size = exon[1] - exon[0]
if lSum + size > left:
leftBins[-i - 1] = (exon[1] + lSum - left, exon[1])
break
lSum += size
if lSum == left:
break
i += 1
if i < len(leftBins):
leftBins = leftBins[-i:]
elif lSum < left:
padLeft = left - lSum
# Trim rightBins/adjust padRight
rSum = sum([x[1] - x[0] for x in rightBins])
if rSum > right:
rSum = 0
for i, exon in enumerate(rightBins):
size = exon[1] - exon[0]
if rSum + size > right:
rightBins[i] = (exon[0], exon[1] - rSum - size + right)
break
rSum += size
if rSum == right:
break
rightBins = rightBins[:i + 1]
elif rSum < right:
padRight = right - rSum
return leftBins, rightBins, padLeft, padRight
def trimZones(zones, maxLength, binSize, padRight):
"""
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)
Returns the trimmed zones and padding
"""
output = []
for zone, nbins in zones:
outZone = []
changed = False
for reg in zone:
if reg[0] >= maxLength:
changed = True
padRight += reg[1] - reg[0]
continue
if reg[1] > maxLength:
changed = True
padRight += reg[1] - maxLength
reg = (reg[0], maxLength)
if reg[1] > reg[0]:
outZone.append(reg)
if changed:
nBins = sum(x[1] - x[0] for x in outZone) // binSize
else:
nBins = nbins
output.append((outZone, nBins))
return output, padRight
def compute_sub_matrix_wrapper(args):
return heatmapper.compute_sub_matrix_worker(*args)
class heatmapper(object):
"""
Class to handle the reading and
plotting of matrices.
"""
def __init__(self):
self.parameters = None
self.lengthDict = None
self.matrix = None
self.regions = None
self.blackList = None
self.quiet = True
# These are parameters that were single values in versions <3 but are now internally lists. See issue #614
self.special_params = set(['unscaled 5 prime', 'unscaled 3 prime', 'body', 'downstream', 'upstream', 'ref point', 'bin size'])
def getTicks(self, idx):
"""
This is essentially a wrapper around getProfileTicks to accomdate the fact that each column has its own ticks.
"""
xticks, xtickslabel = getProfileTicks(self, self.reference_point_label[idx], self.startLabel, self.endLabel, idx)
return xticks, xtickslabel
def computeMatrix(self, score_file_list, regions_file, parameters, blackListFileName=None, verbose=False, allArgs=None):
"""
Splits into
multiple cores the computation of the scores
per bin for each region (defined by a hash '#'
in the regions (BED/GFF) file.
"""
if parameters['body'] > 0 and \
parameters['body'] % parameters['bin size'] > 0:
exit("The --regionBodyLength has to be "
"a multiple of --binSize.\nCurrently the "
"values are {} {} for\nregionsBodyLength and "
"binSize respectively\n".format(parameters['body'],
parameters['bin size']))
# the beforeRegionStartLength is extended such that
# length is a multiple of binSize
if parameters['downstream'] % parameters['bin size'] > 0:
exit("Length of region after the body has to be "
"a multiple of --binSize.\nCurrent value "
"is {}\n".format(parameters['downstream']))
if parameters['upstream'] % parameters['bin size'] > 0:
exit("Length of region before the body has to be a multiple of "
"--binSize\nCurrent value is {}\n".format(parameters['upstream']))
if parameters['unscaled 5 prime'] % parameters['bin size'] > 0:
exit("Length of the unscaled 5 prime region has to be a multiple of "
"--binSize\nCurrent value is {}\n".format(parameters['unscaled 5 prime']))
if parameters['unscaled 3 prime'] % parameters['bin size'] > 0:
exit("Length of the unscaled 5 prime region has to be a multiple of "
"--binSize\nCurrent value is {}\n".format(parameters['unscaled 3 prime']))
if parameters['unscaled 5 prime'] + parameters['unscaled 3 prime'] > 0 and parameters['body'] == 0:
exit('Unscaled 5- and 3-prime regions only make sense with the scale-regions subcommand.\n')
# Take care of GTF options
transcriptID = "transcript"
exonID = "exon"
transcript_id_designator = "transcript_id"
keepExons = False
self.quiet = False
if allArgs is not None:
allArgs = vars(allArgs)
transcriptID = allArgs.get("transcriptID", transcriptID)
exonID = allArgs.get("exonID", exonID)
transcript_id_designator = allArgs.get("transcript_id_designator", transcript_id_designator)
keepExons = allArgs.get("keepExons", keepExons)
self.quiet = allArgs.get("quiet", self.quiet)
chromSizes, _ = getScorePerBigWigBin.getChromSizes(score_file_list)
res, labels = mapReduce.mapReduce([score_file_list, parameters],
compute_sub_matrix_wrapper,
chromSizes,
self_=self,
bedFile=regions_file,
blackListFileName=blackListFileName,
numberOfProcessors=parameters['proc number'],
includeLabels=True,
transcriptID=transcriptID,
exonID=exonID,
transcript_id_designator=transcript_id_designator,
keepExons=keepExons,
verbose=verbose)
# each worker in the pool returns a tuple containing
# the submatrix data, the regions that correspond to the
# submatrix, and the number of regions lacking scores
# Since this is largely unsorted, we need to sort by group
# merge all the submatrices into matrix
matrix = np.concatenate([r[0] for r in res], axis=0)
regions = []
regions_no_score = 0
for idx in range(len(res)):
if len(res[idx][1]):
regions.extend(res[idx][1])
regions_no_score += res[idx][2]
groups = [x[3] for x in regions]
foo = sorted(zip(groups, list(range(len(regions))), regions))
sortIdx = [x[1] for x in foo]
regions = [x[2] for x in foo]
matrix = matrix[sortIdx]
# mask invalid (nan) values
matrix = np.ma.masked_invalid(matrix)
assert matrix.shape[0] == len(regions), \
"matrix length does not match regions length"
if len(regions) == 0:
sys.stderr.write("\nERROR: Either the BED file does not contain any valid regions or there are none remaining after filtering.\n")
exit(1)
if regions_no_score == len(regions):
exit("\nERROR: None of the BED regions could be found in the bigWig"
"file.\nPlease check that the bigwig file is valid and "
"that the chromosome names between the BED file and "
"the bigWig file correspond to each other\n")
if regions_no_score > len(regions) * 0.75:
file_type = 'bigwig' if score_file_list[0].endswith(".bw") else "BAM"
prcnt = 100 * float(regions_no_score) / len(regions)
sys.stderr.write(
"\n\nWarning: {0:.2f}% of regions are *not* associated\n"
"to any score in the given {1} file. Check that the\n"
"chromosome names from the BED file are consistent with\n"
"the chromosome names in the given {2} file and that both\n"
"files refer to the same species\n\n".format(prcnt,
file_type,
file_type))
self.parameters = parameters
numcols = matrix.shape[1]
num_ind_cols = self.get_num_individual_matrix_cols()
sample_boundaries = list(range(0, numcols + num_ind_cols, num_ind_cols))
if allArgs is not None and allArgs['samplesLabel'] is not None:
sample_labels = allArgs['samplesLabel']
else:
sample_labels = smartLabels(score_file_list)
# Determine the group boundaries
group_boundaries = []
group_labels_filtered = []
last_idx = -1
for x in range(len(regions)):
if regions[x][3] != last_idx:
last_idx = regions[x][3]
group_boundaries.append(x)
group_labels_filtered.append(labels[last_idx])
group_boundaries.append(len(regions))
# check if a given group is too small. Groups that
# are too small can't be plotted and an exception is thrown.
group_len = np.diff(group_boundaries)
if len(group_len) > 1:
sum_len = sum(group_len)
group_frac = [float(x) / sum_len for x in group_len]
if min(group_frac) <= 0.002:
sys.stderr.write(
"One of the groups defined in the bed file is "
"too small.\nGroups that are too small can't be plotted. "
"\n")
self.matrix = _matrix(regions, matrix,
group_boundaries,
sample_boundaries,
group_labels_filtered,
sample_labels)
if parameters['skip zeros']:
self.matrix.removeempty()
@staticmethod
def compute_sub_matrix_worker(self, chrom, start, end, score_file_list, parameters, regions):
"""
Returns
-------
numpy matrix
A numpy matrix that contains per each row the values found per each of the regions given
"""
if parameters['verbose']:
sys.stderr.write("Processing {}:{}-{}\n".format(chrom, start, end))
# read BAM or scores file
score_file_handles = []
for sc_file in score_file_list:
score_file_handles.append(pyBigWig.open(sc_file))
# determine the number of matrix columns based on the lengths
# given by the user, times the number of score files
matrix_cols = len(score_file_list) * \
((parameters['downstream'] +
parameters['unscaled 5 prime'] + parameters['unscaled 3 prime'] +
parameters['upstream'] + parameters['body']) //
parameters['bin size'])
# create an empty matrix to store the values
sub_matrix = np.zeros((len(regions), matrix_cols))
sub_matrix[:] = np.nan
j = 0
sub_regions = []
regions_no_score = 0
for transcript in regions:
feature_chrom = transcript[0]
exons = transcript[1]
feature_start = exons[0][0]
feature_end = exons[-1][1]
feature_name = transcript[2]
feature_strand = transcript[4]
padLeft = 0
padRight = 0
padLeftNaN = 0
padRightNaN = 0
upstream = []
downstream = []
# get the body length
body_length = np.sum([x[1] - x[0] for x in exons]) - parameters['unscaled 5 prime'] - parameters['unscaled 3 prime']
# print some information
if parameters['body'] > 0 and \
body_length < parameters['bin size']:
if not self.quiet:
sys.stderr.write("A region that is shorter than the bin size (possibly only after accounting for unscaled regions) was found: "
"({0}) {1} {2}:{3}:{4}. Skipping...\n".format((body_length - parameters['unscaled 5 prime'] - parameters['unscaled 3 prime']),
feature_name, feature_chrom,
feature_start, feature_end))
coverage = np.zeros(matrix_cols)
if not parameters['missing data as zero']:
coverage[:] = np.nan
else:
if feature_strand == '-':
if parameters['downstream'] > 0:
upstream = [(feature_start - parameters['downstream'], feature_start)]
if parameters['upstream'] > 0:
downstream = [(feature_end, feature_end + parameters['upstream'])]
unscaled5prime, body, unscaled3prime, padLeft, padRight = chopRegions(exons, left=parameters['unscaled 3 prime'], right=parameters['unscaled 5 prime'])
# bins per zone
a = parameters['downstream'] // parameters['bin size']
b = parameters['unscaled 3 prime'] // parameters['bin size']
d = parameters['unscaled 5 prime'] // parameters['bin size']
e = parameters['upstream'] // parameters['bin size']
else:
if parameters['upstream'] > 0:
upstream = [(feature_start - parameters['upstream'], feature_start)]
if parameters['downstream'] > 0:
downstream = [(feature_end, feature_end + parameters['downstream'])]
unscaled5prime, body, unscaled3prime, padLeft, padRight = chopRegions(exons, left=parameters['unscaled 5 prime'], right=parameters['unscaled 3 prime'])
a = parameters['upstream'] // parameters['bin size']
b = parameters['unscaled 5 prime'] // parameters['bin size']
d = parameters['unscaled 3 prime'] // parameters['bin size']
e = parameters['downstream'] // parameters['bin size']
c = parameters['body'] // parameters['bin size']
# build zones (each is a list of tuples)
# zone0: region before the region start,
# zone1: unscaled 5 prime region
# zone2: the body of the region
# zone3: unscaled 3 prime region
# zone4: the region from the end of the region downstream
# the format for each zone is: [(start, end), ...], number of bins
# Note that for "reference-point", upstream/downstream will go
# through the exons (if requested) and then possibly continue
# on the other side (unless parameters['nan after end'] is true)
if parameters['body'] > 0:
zones = [(upstream, a), (unscaled5prime, b), (body, c), (unscaled3prime, d), (downstream, e)]
elif parameters['ref point'] == 'TES': # around TES
if feature_strand == '-':
downstream, body, unscaled3prime, padRight, _ = chopRegions(exons, left=parameters['upstream'])
if padRight > 0 and parameters['nan after end'] is True:
padRightNaN += padRight
elif padRight > 0:
downstream.append((downstream[-1][1], downstream[-1][1] + padRight))
padRight = 0
else:
unscale5prime, body, upstream, _, padLeft = chopRegions(exons, right=parameters['upstream'])
if padLeft > 0 and parameters['nan after end'] is True:
padLeftNaN += padLeft
elif padLeft > 0:
upstream.insert(0, (upstream[0][0] - padLeft, upstream[0][0]))
padLeft = 0
e = np.sum([x[1] - x[0] for x in downstream]) // parameters['bin size']
a = np.sum([x[1] - x[0] for x in upstream]) // parameters['bin size']
zones = [(upstream, a), (downstream, e)]
elif parameters['ref point'] == 'center': # at the region center
if feature_strand == '-':
upstream, downstream, padLeft, padRight = chopRegionsFromMiddle(exons, left=parameters['downstream'], right=parameters['upstream'])
else:
upstream, downstream, padLeft, padRight = chopRegionsFromMiddle(exons, left=parameters['upstream'], right=parameters['downstream'])
if padLeft > 0 and parameters['nan after end'] is True:
padLeftNaN += padLeft
elif padLeft > 0:
if len(upstream) > 0:
upstream.insert(0, (upstream[0][0] - padLeft, upstream[0][0]))
else:
upstream = [(downstream[0][0] - padLeft, downstream[0][0])]
padLeft = 0
if padRight > 0 and parameters['nan after end'] is True:
padRightNaN += padRight
elif padRight > 0:
downstream.append((downstream[-1][1], downstream[-1][1] + padRight))
padRight = 0
a = np.sum([x[1] - x[0] for x in upstream]) // parameters['bin size']
e = np.sum([x[1] - x[0] for x in downstream]) // parameters['bin size']
# It's possible for a/e to be floats or 0 yet upstream/downstream isn't empty
if a < 1:
upstream = []
a = 0
if e < 1:
downstream = []
e = 0
zones = [(upstream, a), (downstream, e)]
else: # around TSS
if feature_strand == '-':
unscale5prime, body, upstream, _, padLeft = chopRegions(exons, right=parameters['downstream'])
if padLeft > 0 and parameters['nan after end'] is True:
padLeftNaN += padLeft
elif padLeft > 0:
upstream.insert(0, (upstream[0][0] - padLeft, upstream[0][0]))
padLeft = 0
else:
downstream, body, unscaled3prime, padRight, _ = chopRegions(exons, left=parameters['downstream'])
if padRight > 0 and parameters['nan after end'] is True:
padRightNaN += padRight
elif padRight > 0:
downstream.append((downstream[-1][1], downstream[-1][1] + padRight))
padRight = 0
a = np.sum([x[1] - x[0] for x in upstream]) // parameters['bin size']
e = np.sum([x[1] - x[0] for x in downstream]) // parameters['bin size']
zones = [(upstream, a), (downstream, e)]
foo = parameters['upstream']
bar = parameters['downstream']
if feature_strand == '-':
foo, bar = bar, foo
if padLeftNaN > 0:
expected = foo // parameters['bin size']
padLeftNaN = int(round(float(padLeftNaN) / parameters['bin size']))
if expected - padLeftNaN - a > 0:
padLeftNaN += 1
if padRightNaN > 0:
expected = bar // parameters['bin size']
padRightNaN = int(round(float(padRightNaN) / parameters['bin size']))
if expected - padRightNaN - e > 0:
padRightNaN += 1
coverage = []
# compute the values for each of the files being processed.
# "cov" is a numpy array of bins
for sc_handler in score_file_handles:
# We're only supporting bigWig files at this point
cov = heatmapper.coverage_from_big_wig(
sc_handler, feature_chrom, zones,
parameters['bin size'],
parameters['bin avg type'],
parameters['missing data as zero'],
not self.quiet)
if padLeftNaN > 0:
cov = np.concatenate([[np.nan] * padLeftNaN, cov])
if padRightNaN > 0:
cov = np.concatenate([cov, [np.nan] * padRightNaN])
if feature_strand == "-":
cov = cov[::-1]
coverage = np.hstack([coverage, cov])
if coverage is None:
regions_no_score += 1
if not self.quiet:
sys.stderr.write(
"No data was found for region "
"{0} {1}:{2}-{3}. Skipping...\n".format(
feature_name, feature_chrom,
feature_start, feature_end))
coverage = np.zeros(matrix_cols)
if not parameters['missing data as zero']:
coverage[:] = np.nan
try:
temp = coverage.copy()
temp[np.isnan(temp)] = 0
except:
if not self.quiet:
sys.stderr.write(
"No scores defined for region "
"{0} {1}:{2}-{3}. Skipping...\n".format(feature_name,
feature_chrom,
feature_start,
feature_end))
coverage = np.zeros(matrix_cols)
if not parameters['missing data as zero']:
coverage[:] = np.nan
if parameters['min threshold'] is not None and coverage.min() <= parameters['min threshold']:
continue
if parameters['max threshold'] is not None and coverage.max() >= parameters['max threshold']:
continue
if parameters['scale'] != 1:
coverage = parameters['scale'] * coverage
sub_matrix[j, :] = coverage
sub_regions.append(transcript)
j += 1
# remove empty rows
sub_matrix = sub_matrix[0:j, :]
if len(sub_regions) != len(sub_matrix[:, 0]):
sys.stderr.write("regions lengths do not match\n")
return sub_matrix, sub_regions, regions_no_score
@staticmethod
def coverage_from_array(valuesArray, zones, binSize, avgType):
try:
valuesArray[0]
except (IndexError, TypeError) as detail:
sys.stderr.write("{0}\nvalues array value: {1}, zones {2}\n".format(detail, valuesArray, zones))
cvglist = []
zoneEnd = 0
valStart = 0
valEnd = 0
for zone, nBins in zones:
if nBins:
# linspace is used to more or less evenly partition the data points into the given number of bins
zoneEnd += nBins
valStart = valEnd
valEnd += np.sum([x[1] - x[0] for x in zone])
counts_list = []
# Partition the space into bins
if nBins == 1:
pos_array = np.array([valStart])
else:
pos_array = np.linspace(valStart, valEnd, nBins, endpoint=False, dtype=int)
pos_array = np.append(pos_array, valEnd)
idx = 0
while idx < nBins:
idxStart = int(pos_array[idx])
idxEnd = max(int(pos_array[idx + 1]), idxStart + 1)
try:
counts_list.append(heatmapper.my_average(valuesArray[idxStart:idxEnd], avgType))
except Exception as detail:
sys.stderr.write("Exception found: {0}\n".format(detail))
idx += 1
cvglist.append(np.array(counts_list))
return np.concatenate(cvglist)
@staticmethod
def change_chrom_names(chrom):
"""
Changes UCSC chromosome names to ensembl chromosome names
and vice versa.
"""
if chrom.startswith('chr'):
# remove the chr part from chromosome name
chrom = chrom[3:]
if chrom == "M":
chrom = "MT"
else:
# prefix with 'chr' the chromosome name
chrom = 'chr' + chrom
if chrom == "chrMT":
chrom = "chrM"
return chrom
@staticmethod
def coverage_from_big_wig(bigwig, chrom, zones, binSize, avgType, nansAsZeros=False, verbose=True):
"""
uses pyBigWig
to query a region define by chrom and zones.
The output is an array that contains the bigwig
value per base pair. The summary over bins is
done in a later step when coverage_from_array is called.
This method is more reliable than querying the bins
directly from the bigwig, which should be more efficient.
By default, any region, even if no chromosome match is found
on the bigwig file, produces a result. In other words
no regions are skipped.
zones: array as follows zone0: region before the region start,
zone1: 5' unscaled region (if present)
zone2: the body of the region (not always present)
zone3: 3' unscaled region (if present)
zone4: the region from the end of the region downstream
each zone is a tuple containing start, end, and number of bins
This is useful if several matrices wants to be merged
or if the sorted BED output of one computeMatrix operation
needs to be used for other cases
"""
nVals = 0
for zone, _ in zones:
for region in zone:
nVals += region[1] - region[0]
values_array = np.zeros(nVals)
if not nansAsZeros:
values_array[:] = np.nan
if chrom not in list(bigwig.chroms().keys()):
unmod_name = chrom
chrom = heatmapper.change_chrom_names(chrom)
if chrom not in list(bigwig.chroms().keys()):
if verbose:
sys.stderr.write("Warning: Your chromosome names do not match.\nPlease check that the "
"chromosome names in your BED file\ncorrespond to the names in your "
"bigWig file.\nAn empty line will be added to your heatmap.\nThe problematic "
"chromosome name is {0}\n\n".format(unmod_name))
# return empty nan array
return heatmapper.coverage_from_array(values_array, zones, binSize, avgType)
maxLen = bigwig.chroms(chrom)
startIdx = 0
endIdx = 0
for zone, _ in zones:
for region in zone:
startIdx = endIdx
if region[0] < 0:
endIdx += abs(region[0])
values_array[startIdx:endIdx] = np.nan
startIdx = endIdx
start = max(0, region[0])
end = min(maxLen, region[1])
endIdx += end - start
if start < end:
# This won't be the case if we extend off the front of a chromosome, such as (-100, 0)
values_array[startIdx:endIdx] = bigwig.values(chrom, start, end)
if end < region[1]:
startIdx = endIdx
endIdx += region[1] - end
values_array[startIdx:endIdx] = np.nan
# replaces nans for zeros
if nansAsZeros:
values_array[np.isnan(values_array)] = 0
return heatmapper.coverage_from_array(values_array, zones,
binSize, avgType)
@staticmethod
def my_average(valuesArray, avgType='mean'):
"""
computes the mean, median, etc but only for those values
that are not Nan
"""
valuesArray = np.ma.masked_invalid(valuesArray)
avg = np.ma.__getattribute__(avgType)(valuesArray)
if isinstance(avg, np.ma.core.MaskedConstant):
return np.nan
else:
return avg
def matrix_from_dict(self, matrixDict, regionsDict, parameters):
self.regionsDict = regionsDict
self.matrixDict = matrixDict
self.parameters = parameters
self.lengthDict = OrderedDict()
self.matrixAvgsDict = OrderedDict()
def read_matrix_file(self, matrix_file):
# reads a bed file containing the position
# of genomic intervals
# In case a hash sign '#' is found in the
# file, this is considered as a delimiter
# to split the heatmap into groups
import json
regions = []
matrix_rows = []
current_group_index = 0
max_group_bound = None
fh = gzip.open(matrix_file)
for line in fh:
line = toString(line).strip()
# read the header file containing the parameters
# used
if line.startswith("@"):
# the parameters used are saved using
# json
self.parameters = json.loads(line[1:].strip())
max_group_bound = self.parameters['group_boundaries'][1]
continue
# split the line into bed interval and matrix values
region = line.split('\t')
chrom, start, end, name, score, strand = region[0:6]
matrix_row = np.ma.masked_invalid(np.fromiter(region[6:], float))
matrix_rows.append(matrix_row)
starts = start.split(",")
ends = end.split(",")
regs = [(int(x), int(y)) for x, y in zip(starts, ends)]
# get the group index
if len(regions) >= max_group_bound:
current_group_index += 1
max_group_bound = self.parameters['group_boundaries'][current_group_index + 1]
regions.append([chrom, regs, name, max_group_bound, strand, score])
matrix = np.vstack(matrix_rows)
self.matrix = _matrix(regions, matrix, self.parameters['group_boundaries'],
self.parameters['sample_boundaries'],
group_labels=self.parameters['group_labels'],
sample_labels=self.parameters['sample_labels'])
if 'sort regions' in self.parameters:
self.matrix.set_sorting_method(self.parameters['sort regions'],
self.parameters['sort using'])
# Versions of computeMatrix before 3.0 didn't have an entry of these per column, fix that
nSamples = len(self.matrix.sample_labels)
h = dict()
for k, v in self.parameters.items():
if k in self.special_params and type(v) is not list:
v = [v] * nSamples
if len(v) == 0:
v = [None] * nSamples
h[k] = v
self.parameters = h
return
def save_matrix(self, file_name):
"""
saves the data required to reconstruct the matrix
the format is:
A header containing the parameters used to create the matrix
encoded as:
@key:value\tkey2:value2 etc...
The rest of the file has the same first 5 columns of a
BED file: chromosome name, start, end, name, score and strand,
all separated by tabs. After the fifth column the matrix
values are appended separated by tabs.
Groups are separated by adding a line starting with a hash (#)
and followed by the group name.
The file is gzipped.
"""
import json
self.parameters['sample_labels'] = self.matrix.sample_labels
self.parameters['group_labels'] = self.matrix.group_labels
self.parameters['sample_boundaries'] = self.matrix.sample_boundaries
self.parameters['group_boundaries'] = self.matrix.group_boundaries
# Redo the parameters, ensuring things related to ticks and labels are repeated appropriately
nSamples = len(self.matrix.sample_labels)
h = dict()
for k, v in self.parameters.items():
if type(v) is list and len(v) == 0:
v = None
if k in self.special_params and type(v) is not list:
v = [v] * nSamples
if len(v) == 0:
v = [None] * nSamples
h[k] = v
fh = gzip.open(file_name, 'wb')
params_str = json.dumps(h, separators=(',', ':'))
fh.write(toBytes("@" + params_str + "\n"))
score_list = np.ma.masked_invalid(np.mean(self.matrix.matrix, axis=1))
for idx, region in enumerate(self.matrix.regions):
# join np_array values
# keeping nans while converting them to strings
if not np.ma.is_masked(score_list[idx]):
float(score_list[idx])
matrix_values = "\t".join(
np.char.mod('%f', self.matrix.matrix[idx, :]))
starts = ["{0}".format(x[0]) for x in region[1]]
ends = ["{0}".format(x[1]) for x in region[1]]
starts = ",".join(starts)
ends = ",".join(ends)
# BEDish format (we don't currently store the score)
fh.write(
toBytes('{0}\t{1}\t{2}\t{3}\t{4}\t{5}\t{6}\n'.format(
region[0],
starts,
ends,
region[2],
region[5],
region[4],
matrix_values)))
fh.close()
def save_tabulated_values(self, file_handle, reference_point_label='TSS', start_label='TSS', end_label='TES', averagetype='mean'):
"""
Saves the values averaged by col using the avg_type
given
Args:
file_handle: file name to save the file
reference_point_label: Name of the reference point label
start_label: Name of the star label
end_label: Name of the end label
averagetype: average type (e.g. mean, median, std)
"""
# get X labels
w = self.parameters['bin size']
b = self.parameters['upstream']
a = self.parameters['downstream']
c = self.parameters.get('unscaled 5 prime', 0)
d = self.parameters.get('unscaled 3 prime', 0)
m = self.parameters['body']
xticks = []
xtickslabel = []
for idx in range(self.matrix.get_num_samples()):
if b[idx] < 1e5:
quotient = 1000
symbol = 'Kb'
else:
quotient = 1e6
symbol = 'Mb'
if m[idx] == 0:
last = 0
if len(xticks):
last = xticks[-1]
xticks.extend([last + (k / w[idx]) for k in [w[idx], b[idx], b[idx] + a[idx]]])
xtickslabel.extend(['{0:.1f}{1}'.format(-(float(b[idx]) / quotient), symbol), reference_point_label,
'{0:.1f}{1}'.format(float(a[idx]) / quotient, symbol)])
else:
xticks_values = [w[idx]]
# only if upstream region is set, add a x tick
if b[idx] > 0:
xticks_values.append(b[idx])
xtickslabel.append('{0:.1f}{1}'.format(-(float(b[idx]) / quotient), symbol))
xtickslabel.append(start_label)
if c[idx] > 0:
xticks_values.append(b[idx] + c[idx])
xtickslabel.append("")
if d[idx] > 0:
xticks_values.append(b[idx] + c[idx] + m[idx])
xtickslabel.append("")
xticks_values.append(b[idx] + c[idx] + m[idx] + d[idx])
xtickslabel.append(end_label)
if a[idx] > 0:
xticks_values.append(b[idx] + c[idx] + m[idx] + d[idx] + a[idx])
xtickslabel.append('{0:.1f}{1}'.format(float(a[idx]) / quotient, symbol))
last = 0
if len(xticks):
last = xticks[-1]
xticks.extend([last + (k / w[idx]) for k in xticks_values])
x_axis = np.arange(xticks[-1]) + 1
labs = []
for x_value in x_axis:
if x_value in xticks and xtickslabel[xticks.index(x_value)]:
labs.append(xtickslabel[xticks.index(x_value)])
elif x_value in xticks:
labs.append("tick")
else:
labs.append("")
with open(file_handle, 'w') as fh:
# write labels
fh.write("bin labels\t\t{}\n".format("\t".join(labs)))
fh.write('bins\t\t{}\n'.format("\t".join([str(x) for x in x_axis])))
for sample_idx in range(self.matrix.get_num_samples()):
for group_idx in range(self.matrix.get_num_groups()):
sub_matrix = self.matrix.get_matrix(group_idx, sample_idx)
values = [str(x) for x in np.ma.__getattribute__(averagetype)(sub_matrix['matrix'], axis=0)]
fh.write("{}\t{}\t{}\n".format(sub_matrix['sample'], sub_matrix['group'], "\t".join(values)))
def save_matrix_values(self, file_name):
# print a header telling the group names and their length
fh = open(file_name, 'wb')
info = []
groups_len = np.diff(self.matrix.group_boundaries)
for i in range(len(self.matrix.group_labels)):
info.append("{}:{}".format(self.matrix.group_labels[i],
groups_len[i]))
fh.write(toBytes("#{}\n".format("\t".join(info))))
# add to header the x axis values
fh.write(toBytes("#downstream:{}\tupstream:{}\tbody:{}\tbin size:{}\tunscaled 5 prime:{}\tunscaled 3 prime:{}\n".format(
self.parameters['downstream'],
self.parameters['upstream'],
self.parameters['body'],
self.parameters['bin size'],
self.parameters.get('unscaled 5 prime', 0),
self.parameters.get('unscaled 3 prime', 0))))
sample_len = np.diff(self.matrix.sample_boundaries)
for i in range(len(self.matrix.sample_labels)):
info.extend([self.matrix.sample_labels[i]] * sample_len[i])
fh.write(toBytes("{}\n".format("\t".join(info))))
fh.close()
# reopen again using append mode
fh = open(file_name, 'ab')
np.savetxt(fh, self.matrix.matrix, fmt="%.4g", delimiter="\t")
fh.close()
def save_BED(self, file_handle):
boundaries = np.array(self.matrix.group_boundaries)
# Add a header
file_handle.write("#chrom\tstart\tend\tname\tscore\tstrand\tthickStart\tthickEnd\titemRGB\tblockCount\tblockSizes\tblockStart\tdeepTools_group")
if self.matrix.silhouette is not None:
file_handle.write("\tsilhouette")
file_handle.write("\n")
for idx, region in enumerate(self.matrix.regions):
# the label id corresponds to the last boundary
# that is smaller than the region index.
# for example for a boundary array = [0, 10, 20]
# and labels ['a', 'b', 'c'],
# for index 5, the label is 'a', for
# index 10, the label is 'b' etc
label_idx = np.flatnonzero(boundaries <= idx)[-1]
starts = ["{0}".format(x[0]) for x in region[1]]
ends = ["{0}".format(x[1]) for x in region[1]]
starts = ",".join(starts)
ends = ",".join(ends)
file_handle.write(
'{0}\t{1}\t{2}\t{3}\t{4}\t{5}\t{1}\t{2}\t0'.format(
region[0],
region[1][0][0],
region[1][-1][1],
region[2],
region[5],
region[4]))
file_handle.write(
'\t{0}\t{1}\t{2}\t{3}'.format(
len(region[1]),
",".join([str(int(y) - int(x)) for x, y in region[1]]),
",".join([str(int(x) - int(starts[0])) for x, y in region[1]]),
self.matrix.group_labels[label_idx]))
if self.matrix.silhouette is not None:
file_handle.write("\t{}".format(self.matrix.silhouette[idx]))
file_handle.write("\n")
file_handle.close()
@staticmethod
def matrix_avg(matrix, avgType='mean'):
matrix = np.ma.masked_invalid(matrix)
return np.ma.__getattribute__(avgType)(matrix, axis=0)
def get_individual_matrices(self, matrix):
"""In case multiple matrices are saved one after the other
this method splits them appart.
Returns a list containing the matrices
"""
num_cols = matrix.shape[1]
num_ind_cols = self.get_num_individual_matrix_cols()
matrices_list = []
for i in range(0, num_cols, num_ind_cols):
if i + num_ind_cols > num_cols:
break
matrices_list.append(matrix[:, i:i + num_ind_cols])
return matrices_list
def get_num_individual_matrix_cols(self):
"""
returns the number of columns that
each matrix should have. This is done because
the final matrix that is plotted can be composed
of smaller matrices that are merged one after
the other.
"""
matrixCols = ((self.parameters['downstream'] + self.parameters['upstream'] + self.parameters['body'] + self.parameters['unscaled 5 prime'] + self.parameters['unscaled 3 prime']) //
self.parameters['bin size'])
return matrixCols
def computeSilhouetteScore(d, idx, labels):
"""
Given a square distance matrix with NaN diagonals, compute the silhouette score
of a given row (idx). Each row should have an associated label (labels).
"""
keep = ~np.isnan(d[idx, ])
foo = np.bincount(labels[keep], weights=d[idx, ][keep])
groupSizes = np.bincount(labels[keep])
intraIdx = labels[idx]
if groupSizes[intraIdx] == 1:
return 0
intra = foo[labels[idx]] / groupSizes[intraIdx]
interMask = np.arange(len(foo))[np.arange(len(foo)) != labels[idx]]
inter = np.min(foo[interMask] / groupSizes[interMask])
return (inter - intra) / max(inter, intra)
class _matrix(object):
"""
class to hold heatmapper matrices
The base data is a large matrix
with definition to know the boundaries for row and col divisions.
Col divisions represent groups within a subset, e.g. Active and
inactive from PolII bigwig data.
Row division represent different samples, for example
PolII in males vs. PolII in females.
This is an internal class of the heatmapper class
"""
def __init__(self, regions, matrix, group_boundaries, sample_boundaries,
group_labels=None, sample_labels=None):
# simple checks
assert matrix.shape[0] == group_boundaries[-1], \
"row max do not match matrix shape"
assert matrix.shape[1] == sample_boundaries[-1], \
"col max do not match matrix shape"
self.regions = regions
self.matrix = matrix
self.group_boundaries = group_boundaries
self.sample_boundaries = sample_boundaries
self.sort_method = None
self.sort_using = None
self.silhouette = None
if group_labels is None:
self.group_labels = ['group {}'.format(x)
for x in range(len(group_boundaries) - 1)]
else:
assert len(group_labels) == len(group_boundaries) - 1, \
"number of group labels does not match number of groups"
self.group_labels = group_labels
if sample_labels is None:
self.sample_labels = ['sample {}'.format(x)
for x in range(len(sample_boundaries) - 1)]
else:
assert len(sample_labels) == len(sample_boundaries) - 1, \
"number of sample labels does not match number of samples"
self.sample_labels = sample_labels
def get_matrix(self, group, sample):
"""
Returns a sub matrix from the large
matrix. Group and sample are ids,
thus, row = 0, col=0 get the first group
of the first sample.
Returns
-------
dictionary containing the matrix,
the group label and the sample label
"""
group_start = self.group_boundaries[group]
group_end = self.group_boundaries[group + 1]
sample_start = self.sample_boundaries[sample]
sample_end = self.sample_boundaries[sample + 1]
return {'matrix': np.ma.masked_invalid(self.matrix[group_start:group_end, :][:, sample_start:sample_end]),
'group': self.group_labels[group],
'sample': self.sample_labels[sample]}
def get_num_samples(self):
return len(self.sample_labels)
def get_num_groups(self):
return len(self.group_labels)
def set_group_labels(self, new_labels):
""" sets new labels for groups
"""
if len(new_labels) != len(self.group_labels):
raise ValueError("length new labels != length original labels")
self.group_labels = new_labels
def set_sample_labels(self, new_labels):
""" sets new labels for groups
"""
if len(new_labels) != len(self.sample_labels):
raise ValueError("length new labels != length original labels")
self.sample_labels = new_labels
def set_sorting_method(self, sort_method, sort_using):
self.sort_method = sort_method
self.sort_using = sort_using
def get_regions(self):
"""Returns the regions per group
Returns
------
list
Each element of the list is itself a list
of dictionaries containing the regions info:
chrom, start, end, strand, name etc.
Each element of the list corresponds to each
of the groups
"""
regions = []
for idx in range(len(self.group_labels)):
start = self.group_boundaries[idx]
end = self.group_boundaries[idx + 1]
regions.append(self.regions[start:end])
return regions
def sort_groups(self, sort_using='mean', sort_method='no', sample_list=None):
"""
Sorts and rearranges the submatrices according to the
sorting method given.
"""
if sort_method == 'no':
return
if (sample_list is not None) and (len(sample_list) > 0):
# get the ids that correspond to the selected sample list
idx_to_keep = []
for sample_idx in sample_list:
idx_to_keep += range(self.sample_boundaries[sample_idx], self.sample_boundaries[sample_idx + 1])
matrix = self.matrix[:, idx_to_keep]
else:
matrix = self.matrix
# compute the row average:
if sort_using == 'region_length':
matrix_avgs = list()
for x in self.regions:
matrix_avgs.append(np.sum([bar[1] - bar[0] for bar in x[1]]))
matrix_avgs = np.array(matrix_avgs)
elif sort_using == 'mean':
matrix_avgs = np.nanmean(matrix, axis=1)
elif sort_using == 'mean':
matrix_avgs = np.nanmean(matrix, axis=1)
elif sort_using == 'median':
matrix_avgs = np.nanmedian(matrix, axis=1)
elif sort_using == 'max':
matrix_avgs = np.nanmax(matrix, axis=1)
elif sort_using == 'min':
matrix_avgs = np.nanmin(matrix, axis=1)
elif sort_using == 'sum':
matrix_avgs = np.nansum(matrix, axis=1)
else:
sys.exit("{} is an unsupported sorting method".format(sort_using))
# order per group
_sorted_regions = []
_sorted_matrix = []
for idx in range(len(self.group_labels)):
start = self.group_boundaries[idx]
end = self.group_boundaries[idx + 1]
order = matrix_avgs[start:end].argsort()
if sort_method == 'descend':
order = order[::-1]
_sorted_matrix.append(self.matrix[start:end, :][order, :])
# sort the regions
_reg = self.regions[start:end]
for idx in order:
_sorted_regions.append(_reg[idx])
self.matrix = np.vstack(_sorted_matrix)
self.regions = _sorted_regions
self.set_sorting_method(sort_method, sort_using)
def hmcluster(self, k, evaluate_silhouette=True, method='kmeans', clustering_samples=None):
matrix = np.asarray(self.matrix)
matrix_to_cluster = matrix
if clustering_samples is not None:
assert all(i > 0 for i in clustering_samples), \
"all indices should be bigger than or equal to 1."
assert all(i <= len(self.sample_labels) for i in
clustering_samples), \
"each index should be smaller than or equal to {}(total "\
"number of samples.)".format(len(self.sample_labels))
clustering_samples = np.asarray(clustering_samples) - 1
samples_cols = []
for idx in clustering_samples:
samples_cols += range(self.sample_boundaries[idx],
self.sample_boundaries[idx + 1])
matrix_to_cluster = matrix_to_cluster[:, samples_cols]
if np.any(np.isnan(matrix_to_cluster)):
# replace nans for 0 otherwise kmeans produces a weird behaviour
sys.stderr.write("*Warning* For clustering nan values have to be replaced by zeros \n")
matrix_to_cluster[np.isnan(matrix_to_cluster)] = 0
if method == 'kmeans':
from scipy.cluster.vq import vq, kmeans
centroids, _ = kmeans(matrix_to_cluster, k)
# order the centroids in an attempt to
# get the same cluster order
cluster_labels, _ = vq(matrix_to_cluster, centroids)
if method == 'hierarchical':
# normally too slow for large data sets
from scipy.cluster.hierarchy import fcluster, linkage
Z = linkage(matrix_to_cluster, method='ward', metric='euclidean')
cluster_labels = fcluster(Z, k, criterion='maxclust')
# hierarchical clustering labels from 1 .. k
# while k-means labels 0 .. k -1
# Thus, for consistency, we subtract 1
cluster_labels -= 1
# sort clusters
_clustered_mean = []
_cluster_ids_list = []
for cluster in range(k):
cluster_ids = np.flatnonzero(cluster_labels == cluster)
_cluster_ids_list.append(cluster_ids)
_clustered_mean.append(matrix_to_cluster[cluster_ids, :].mean())
# reorder clusters based on mean
cluster_order = np.argsort(_clustered_mean)[::-1]
# create groups using the clustering
self.group_labels = []
self.group_boundaries = [0]
_clustered_regions = []
_clustered_matrix = []
cluster_number = 1
for cluster in cluster_order:
self.group_labels.append("cluster_{}".format(cluster_number))
cluster_number += 1
cluster_ids = _cluster_ids_list[cluster]
self.group_boundaries.append(self.group_boundaries[-1] +
len(cluster_ids))
_clustered_matrix.append(self.matrix[cluster_ids, :])
for idx in cluster_ids:
_clustered_regions.append(self.regions[idx])
self.regions = _clustered_regions
self.matrix = np.vstack(_clustered_matrix)
return idx
def computeSilhouette(self, k):
if k > 1:
from scipy.spatial.distance import pdist, squareform
silhouette = np.repeat(0.0, self.group_boundaries[-1])
groupSizes = np.subtract(self.group_boundaries[1:], self.group_boundaries[:-1])
labels = np.repeat(np.arange(k), groupSizes)
d = pdist(self.matrix)
d2 = squareform(d)
np.fill_diagonal(d2, np.nan) # This excludes the diagonal
for idx in range(len(labels)):
silhouette[idx] = computeSilhouetteScore(d2, idx, labels)
sys.stderr.write("The average silhouette score is: {}\n".format(np.mean(silhouette)))
self.silhouette = silhouette
def removeempty(self):
"""
removes matrix rows containing only zeros or nans
"""
to_keep = []
score_list = np.ma.masked_invalid(np.mean(self.matrix, axis=1))
for idx, region in enumerate(self.regions):
if np.ma.is_masked(score_list[idx]) or float(score_list[idx]) == 0:
continue
else:
to_keep.append(idx)
self.regions = [self.regions[x] for x in to_keep]
self.matrix = self.matrix[to_keep, :]
# adjust sample boundaries
to_keep = np.array(to_keep)
self.group_boundaries = [len(to_keep[to_keep < x]) for x in self.group_boundaries]
def flatten(self):
"""
flatten and remove nans from matrix. Useful
to get max and mins from matrix.
:return flattened matrix
"""
matrix_flatten = np.asarray(self.matrix.flatten())
# nans are removed from the flattened array
matrix_flatten = matrix_flatten[~np.isnan(matrix_flatten)]
if len(matrix_flatten) == 0:
num_nan = len(np.flatnonzero(np.isnan(self.matrix.flatten())))
raise ValueError("matrix only contains nans "
"(total nans: {})".format(num_nan))
return matrix_flatten
================================================
FILE: deeptools/heatmapper_utilities.py
================================================
import numpy as np
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
from deeptools import cm # noqa: F401
import matplotlib.colors as pltcolors
import plotly.graph_objs as go
old_settings = np.seterr(all='ignore')
def plot_single(ax, ma, average_type, color, label, plot_type='lines'):
"""
Adds a line to the plot in the given ax using the specified method
Parameters
----------
ax : matplotlib axis
matplotlib axis
ma : numpy array
numpy array The data on this matrix is summarized according
to the `average_type` argument.
average_type : str
string values are sum mean median min max std
color : str
a valid color: either a html color name, hex
(e.g #002233), RGB + alpha tuple or list or RGB tuple or list
label : str
label
plot_type: str
type of plot. Either 'se' for standard error, 'std' for
standard deviation, 'overlapped_lines' to plot each line of the matrix,
fill to plot the area between the x axis and the value or any other string to
just plot the average line.
Returns
-------
ax
matplotlib axis
Examples
--------
>>> import matplotlib.pyplot as plt
>>> import os
>>> fig = plt.figure()
>>> ax = fig.add_subplot(111)
>>> matrix = np.array([[1,2,3],
... [4,5,6],
... [7,8,9]])
>>> ax = plot_single(ax, matrix -2, 'mean', color=[0.6, 0.8, 0.9], label='fill light blue', plot_type='fill')
>>> ax = plot_single(ax, matrix, 'mean', color='blue', label='red')
>>> ax = plot_single(ax, matrix + 5, 'mean', color='red', label='red', plot_type='std')
>>> ax = plot_single(ax, matrix + 10, 'mean', color='#cccccc', label='gray se', plot_type='se')
>>> ax = plot_single(ax, matrix + 20, 'mean', color=(0.9, 0.5, 0.9), label='violet', plot_type='std')
>>> ax = plot_single(ax, matrix + 30, 'mean', color=(0.9, 0.5, 0.9, 0.5), label='violet with alpha', plot_type='std')
>>> leg = ax.legend()
>>> plt.savefig("/tmp/test.pdf")
>>> plt.close()
>>> fig = plt.figure()
>>> os.remove("/tmp/test.pdf")
"""
summary = np.ma.__getattribute__(average_type)(ma, axis=0)
# only plot the average profiles without error regions
x = np.arange(len(summary))
if isinstance(color, np.ndarray):
color = pltcolors.to_hex(color, keep_alpha=True)
ax.plot(x, summary, color=color, label=label, alpha=0.9)
if plot_type == 'fill':
ax.fill_between(x, summary, facecolor=color, alpha=0.6, edgecolor='none')
if plot_type in ['se', 'std']:
if plot_type == 'se': # standard error
std = np.std(ma, axis=0) / np.sqrt(ma.shape[0])
else:
std = np.std(ma, axis=0)
alpha = 0.2
# an alpha channel has to be added to the color to fill the area
# between the mean (or median etc.) and the std or se
f_color = pltcolors.colorConverter.to_rgba(color, alpha)
ax.fill_between(x, summary, summary + std, facecolor=f_color, edgecolor='none')
ax.fill_between(x, summary, summary - std, facecolor=f_color, edgecolor='none')
ax.set_xlim(0, max(x))
return ax
def plotly_single(ma, average_type, color, label, plot_type='line'):
"""A plotly version of plot_single. Returns a list of traces"""
summary = list(np.ma.__getattribute__(average_type)(ma, axis=0))
x = list(np.arange(len(summary)))
if isinstance(color, str):
color = list(matplotlib.colors.to_rgb(color))
traces = [go.Scatter(x=x, y=summary, name=label, line={'color': "rgba({},{},{},0.9)".format(color[0], color[1], color[2])}, showlegend=False)]
if plot_type == 'fill':
traces[0].update(fill='tozeroy', fillcolor=color)
if plot_type in ['se', 'std']:
if plot_type == 'se': # standard error
std = np.std(ma, axis=0) / np.sqrt(ma.shape[0])
else:
std = np.std(ma, axis=0)
x_rev = x[::-1]
lower = summary - std
trace = go.Scatter(x=x + x_rev,
y=np.concatenate([summary + std, lower[::-1]]),
fill='tozerox',
fillcolor="rgba({},{},{},0.2)".format(color[0], color[1], color[2]),
line=go.Line(color='transparent'),
showlegend=False,
name=label)
traces.append(trace)
return traces
def getProfileTicks(hm, referencePointLabel, startLabel, endLabel, idx):
"""
returns the position and labelling of the xticks that
correspond to the heatmap
As of deepTools 3, the various parameters can be lists, in which case we then need to index things (the idx parameter)
As of matplotlib 3 the ticks in the heatmap need to have 0.5 added to them.
As of matplotlib 3.1 there is no longer padding added to all ticks. Reference point ticks will be adjusted by width/2
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.
"""
w = hm.parameters['bin size']
b = hm.parameters['upstream']
a = hm.parameters['downstream']
if idx is not None:
w = w[idx]
b = b[idx]
a = a[idx]
try:
c = hm.parameters['unscaled 5 prime']
if idx is not None:
c = c[idx]
except:
c = 0
try:
d = hm.parameters['unscaled 3 prime']
if idx is not None:
d = d[idx]
except:
d = 0
m = hm.parameters['body']
if idx is not None:
m = m[idx]
if b < 1e5:
quotient = 1000
symbol = 'Kb'
else:
quotient = 1e6
symbol = 'Mb'
if m == 0:
xticks = [(k / w) for k in [0, b - 0.5 * w, b + a - w]]
xtickslabel = ['{0:.1f}'.format(-(float(b) / quotient)),
referencePointLabel,
'{0:.1f}{1}'.format(float(a) / quotient, symbol)]
else:
xticks_values = [0]
xtickslabel = []
# only if upstream region is set, add a x tick
if b > 0:
xticks_values.append(b)
xtickslabel.append('{0:.1f}'.format(-(float(b) / quotient)))
xtickslabel.append(startLabel)
# set the x tick for the body parameter, regardless if
# upstream is 0 (not set)
if c > 0:
xticks_values.append(b + c)
xtickslabel.append("")
if d > 0:
xticks_values.append(b + c + m)
xtickslabel.append("")
# We need to subtract the bin size from the last 2 point so they're placed at the beginning of the bin
xticks_values.append(b + c + m + d - w)
xtickslabel.append(endLabel)
if a > 0:
xticks_values.append(b + c + m + d + a - w)
xtickslabel.append('{0:.1f}{1}'.format(float(a) / quotient, symbol))
xticks = [(k / w) for k in xticks_values]
xticks = [max(x, 0) for x in xticks]
return xticks, xtickslabel
================================================
FILE: deeptools/mapReduce.py
================================================
import multiprocessing
from deeptoolsintervals import GTF
import random
debug = 0
def mapReduce(staticArgs, func, chromSize,
genomeChunkLength=None,
region=None,
bedFile=None,
blackListFileName=None,
numberOfProcessors=4,
verbose=False,
includeLabels=False,
keepExons=False,
transcriptID="transcriptID",
exonID="exonID",
transcript_id_designator="transcript_id",
self_=None):
"""
Split the genome into parts that are sent to workers using a defined
number of procesors. Results are collected and returned.
For each genomic region the given 'func' is called using
the following parameters:
chrom, start, end, staticArgs
The *arg* are static, *pickable* variables that need to be sent
to workers.
The genome chunk length corresponds to a fraction of the genome, in bp,
that is send to each of the workers for processing.
Depending on the type of process a larger or shorter regions may be
preferred
:param chromSize: A list of duples containing the chromosome
name and its length
:param region: The format is chr:start:end:tileSize (see function
getUserRegion)
:param staticArgs: tuple of arguments that are sent to the given 'func'
:param func: function to call. The function is called using the
following parameters (chrom, start, end, staticArgs)
:param bedFile: Is a bed file is given, the args to the func to be
called are extended to include a list of bed
defined regions.
:param blackListFileName: A list of regions to exclude from all computations.
Note that this has genomeChunkLength resolution...
:param self_: In case mapreduce should make a call to an object
the self variable has to be passed.
:param includeLabels: Pass group and transcript labels into the calling
function. These are added to the static args
(groupLabel and transcriptName).
If "includeLabels" is true, a tuple of (results, labels) is returned
"""
if not genomeChunkLength:
genomeChunkLength = 1e5
genomeChunkLength = int(genomeChunkLength)
if verbose:
print("genome partition size for multiprocessing: {0}".format(
genomeChunkLength))
region_start = 0
region_end = None
# if a region is set, that means that the task should only cover
# the given genomic position
if region:
chromSize, region_start, region_end, genomeChunkLength = getUserRegion(chromSize, region)
if verbose:
print("chrom size: {0}, region start: {1}, region end: {2}, "
"genome chunk length sent to each procesor: {3}".format(chromSize, region_start, region_end, genomeChunkLength))
if bedFile:
defaultGroup = None
if len(bedFile) == 1:
defaultGroup = "genes"
bed_interval_tree = GTF(bedFile, defaultGroup=defaultGroup, transcriptID=transcriptID, exonID=exonID, transcript_id_designator=transcript_id_designator, keepExons=keepExons)
if blackListFileName:
blackList = GTF(blackListFileName)
TASKS = []
# iterate over all chromosomes
for chrom, size in chromSize:
# the start is zero unless a specific region is defined
start = 0 if region_start == 0 else region_start
for startPos in range(start, size, genomeChunkLength):
endPos = min(size, startPos + genomeChunkLength)
# Reject a chunk if it overlaps
if blackListFileName:
regions = blSubtract(blackList, chrom, [startPos, endPos])
else:
regions = [[startPos, endPos]]
for reg in regions:
if self_ is not None:
argsList = [self_]
else:
argsList = []
argsList.extend([chrom, reg[0], reg[1]])
# add to argument list the static list received the the function
argsList.extend(staticArgs)
# if a bed file is given, append to the TASK list,
# a list of bed regions that overlap with the
# current genomeChunk.
if bedFile:
# This effectively creates batches of intervals, which is
# generally more performant due to the added overhead of
# initializing additional workers.
# TODO, there's no point in including the chromosome
if includeLabels:
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)]
else:
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)]
if len(bed_regions_list) == 0:
continue
# add to argument list, the position of the bed regions to use
argsList.append(bed_regions_list)
TASKS.append(tuple(argsList))
if len(TASKS) > 1 and numberOfProcessors > 1:
if verbose:
print(("using {} processors for {} "
"number of tasks".format(numberOfProcessors,
len(TASKS))))
random.shuffle(TASKS)
pool = multiprocessing.Pool(numberOfProcessors)
res = pool.map_async(func, TASKS).get(9999999)
pool.close()
pool.join()
else:
res = list(map(func, TASKS))
if includeLabels:
if bedFile:
return res, bed_interval_tree.labels
else:
return res, None
return res
def getUserRegion(chrom_sizes, region_string, max_chunk_size=1e6):
r"""
Verifies if a given region argument, given by the user
is valid. The format of the region_string is chrom:start:end:tileSize
where start, end and tileSize are optional.
:param chrom_sizes: dictionary of chromosome/scaffold size. Key=chromosome name
:param region_string: a string of the form chr:start:end
:param max_chunk_size: upper limit for the chunk size
:return: tuple chrom_size for the region start, region end, chunk size
#>>> data = getUserRegion({'chr2': 1000}, "chr1:10:10")
#Traceback (most recent call last):
# ...
#NameError: Unknown chromosome: chr1
#Known chromosomes are: ['chr2']
If the region end is biger than the chromosome size, this
value is used instead
>>> getUserRegion({'chr2': 1000}, "chr2:10:1001")
([('chr2', 1000)], 10, 1000, 990)
Test chunk and regions size reduction to match tile size
>>> getUserRegion({'chr2': 200000}, "chr2:10:123344:3")
([('chr2', 123344)], 9, 123345, 123336)
Test chromosome name mismatch
>>> getUserRegion({'2': 200000}, "chr2:10:123344:3")
([('2', 123344)], 9, 123345, 123336)
>>> getUserRegion({'chrM': 200000}, "MT:10:123344:3")
([('chrM', 123344)], 9, 123345, 123336)
"""
region = region_string.split(":")
chrom = region[0]
chrom_sizes = dict(chrom_sizes)
if chrom not in list(chrom_sizes.keys()):
if chrom == "MT":
chromUse = "chrM"
elif chrom == "chrM":
chromUse = "MT"
elif chrom[0:3] == "chr":
chromUse = chrom[3:]
else:
chromUse = "chr" + chrom
if chromUse not in list(chrom_sizes.keys()):
raise NameError("Unknown chromosome: %s\nKnown "
"chromosomes are: %s " % (chrom, list(chrom_sizes.keys())))
chrom = chromUse
try:
region_start = int(region[1])
except IndexError:
region_start = 0
try:
region_end = int(region[2]) if int(region[2]) <= chrom_sizes[chrom] \
else chrom_sizes[chrom]
except IndexError:
region_end = chrom_sizes[chrom]
if region_start > region_end or region_start < 0:
raise NameError("{} not valid. The format is chrom:start:end. "
"Without comas, dashes or dots. ".format(region_string))
try:
tilesize = int(region[3])
except IndexError:
tilesize = None
chrom_sizes = [(chrom, region_end)]
# if tilesize is given, make region_start and region_end
# multiple of tileSize
if tilesize:
region_start -= region_start % tilesize
region_end += tilesize - (region_end % tilesize)
chunk_size = int(region_end - region_start)
if chunk_size > max_chunk_size:
chunk_size = max_chunk_size
if tilesize and tilesize < chunk_size:
chunk_size -= chunk_size % tilesize
return chrom_sizes, region_start, region_end, int(chunk_size)
def blSubtract(t, chrom, chunk):
"""
If a genomic region overlaps with a blacklisted region, then subtract that region out
returns a list of lists
"""
if t is None:
return [chunk]
overlaps = t.findOverlaps(chrom, chunk[0], chunk[1])
if overlaps is not None and len(overlaps) > 0:
output = []
for o in overlaps:
if chunk[1] <= chunk[0]:
break
if chunk[0] < o[0]:
output.append([chunk[0], o[0]])
chunk[0] = o[1]
if chunk[0] < chunk[1]:
output.append([chunk[0], chunk[1]])
else:
output = [chunk]
return output
================================================
FILE: deeptools/misc.py
================================================
import os
# This should force numpy to run single threaded. See issue #697
# This module MUST be imported before numpy
# Note that these environment variables are internal to deepTools (they won't exist on the shell after the command completes)
if 'MKL_NUM_THREADS' not in os.environ:
os.environ['MKL_NUM_THREADS'] = 'sequential'
if 'NUMEXPR_NUM_THREADS' not in os.environ:
os.environ['NUMEXPR_NUM_THREADS'] = '1'
if 'OMP_NUM_THREADS' not in os.environ:
os.environ['OMP_NUM_THREADS'] = '1'
if 'VECLIB_MAXIMUM_THREADS' not in os.environ:
os.environ['VECLIB_MAXIMUM_THREADS'] = '1'
================================================
FILE: deeptools/multiBamSummary.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import os
import sys
import argparse
import numpy as np
import deeptools.countReadsPerBin as countR
from deeptools import parserCommon
from deeptools.utilities import smartLabels
from importlib.metadata import version
old_settings = np.seterr(all='ignore')
def parse_arguments(args=None):
parser = \
argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
``multiBamSummary`` computes the read coverages for genomic regions for typically two or more BAM files.
The analysis can be performed for the entire genome by running the program in 'bins' mode.
If you want to count the read coverage for specific regions only, use the ``BED-file`` mode instead.
The standard output of ``multiBamSummary`` is a compressed numpy array (``.npz``).
It can be directly used to calculate and visualize pairwise correlation values between the read coverages using the tool 'plotCorrelation'.
Similarly, ``plotPCA`` can be used for principal component analysis of the read coverages using the .npz file.
Note 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!).
A detailed sub-commands help is available by typing:
multiBamSummary bins -h
multiBamSummary BED-file -h
""",
epilog='example usages:\n'
'multiBamSummary bins --bamfiles file1.bam file2.bam -o results.npz \n\n'
'multiBamSummary BED-file --BED selection.bed --bamfiles file1.bam file2.bam \n'
'-o results.npz'
' \n\n',
conflict_handler='resolve')
parser.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
subparsers = parser.add_subparsers(
title="commands",
dest='command',
description='subcommands',
help='subcommands',
metavar='')
parent_parser = parserCommon.getParentArgParse(binSize=False)
read_options_parser = parserCommon.read_options()
# bins mode options
subparsers.add_parser(
'bins',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[bamcorrelate_args(case='bins'),
parent_parser, read_options_parser,
parserCommon.gtf_options(suppress=True)
],
help="The coverage calculation is done for consecutive bins of equal "
"size (10 kilobases by default). This mode is useful to assess the "
"genome-wide similarity of BAM files. The bin size and "
"distance between bins can be adjusted.",
add_help=False,
usage='%(prog)s '
'--bamfiles file1.bam file2.bam '
'-o results.npz \n'
'help: multiBamSummary bins -h / multiBamSummary bins --help\n')
# BED file arguments
subparsers.add_parser(
'BED-file',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[bamcorrelate_args(case='BED-file'),
parent_parser, read_options_parser,
parserCommon.gtf_options()
],
help="The user provides a BED file that contains all regions "
"that should be considered for the coverage analysis. A "
"common use is to compare ChIP-seq coverages between two "
"different samples for a set of peak regions.",
usage='%(prog)s --BED selection.bed --bamfiles file1.bam file2.bam -o results.npz\n'
'help: multiBamSummary BED-file -h / multiBamSummary bins --help\n',
add_help=False)
return parser
def bamcorrelate_args(case='bins'):
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--bamfiles', '-b',
metavar='FILE1 FILE2',
help='List of indexed bam files separated by spaces.',
nargs='+',
required=True)
required.add_argument('--outFileName', '-out', '-o',
help='File name to save the coverage matrix. This matrix '
'can be subsequently plotted using plotCorrelation or '
'or plotPCA.',
type=parserCommon.writableFile)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
optional.add_argument('--labels', '-l',
metavar='sample1 sample2',
help='User defined labels instead of default labels from '
'file names. '
'Multiple labels have to be separated by a space, e.g. '
'--labels sample1 sample2 sample3',
nargs='+')
optional.add_argument('--smartLabels',
action='store_true',
help='Instead of manually specifying labels for the input '
'BAM files, this causes deepTools to use the file name '
'after removing the path and extension.')
optional.add_argument('--genomeChunkSize',
type=int,
default=None,
help='Manually specify the size of the genome provided to each processor. '
'The default value of None specifies that this is determined by read '
'density of the BAM file.')
if case == 'bins':
optional.add_argument('--binSize', '-bs',
metavar='INT',
help='Length in bases of the window used '
'to sample the genome. (Default: %(default)s)',
default=10000,
type=int)
optional.add_argument('--distanceBetweenBins', '-n',
metavar='INT',
help='By default, multiBamSummary considers consecutive '
'bins of the specified --binSize. However, to '
'reduce the computation time, a larger distance '
'between bins can by given. Larger distances '
'result in fewer bins considered. (Default: %(default)s)',
default=0,
type=int)
required.add_argument('--BED',
help=argparse.SUPPRESS,
default=None)
else:
optional.add_argument('--binSize', '-bs',
help=argparse.SUPPRESS,
default=10000,
type=int)
optional.add_argument('--distanceBetweenBins', '-n',
help=argparse.SUPPRESS,
metavar='INT',
default=0,
type=int)
required.add_argument('--BED',
help='Limits the coverage analysis to '
'the regions specified in these files.',
metavar='FILE1.bed FILE2.bed',
nargs='+',
required=True)
group = parser.add_argument_group('Output optional options')
group.add_argument('--outRawCounts',
help='Save the counts per region to a tab-delimited file.',
type=parserCommon.writableFile,
metavar='FILE')
group.add_argument('--scalingFactors',
help='Compute scaling factors (in the DESeq2 manner) '
'compatible for use with bamCoverage and write them to a '
'file. The file has tab-separated columns "sample" and '
'"scalingFactor".',
type=parserCommon.writableFile,
metavar='FILE')
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
if len(sys.argv) == 1:
parse_arguments().print_help()
sys.exit()
if args.labels and len(args.bamfiles) != len(args.labels):
print("The number of labels does not match the number of bam files.")
exit(0)
if not args.labels:
if args.smartLabels:
args.labels = smartLabels(args.bamfiles)
else:
args.labels = [os.path.basename(x) for x in args.bamfiles]
return args
def main(args=None):
"""
1. get read counts at different positions either
all of same length or from genomic regions from the BED file
2. save data for further plotting
"""
args = process_args(args)
if 'BED' in args:
bed_regions = args.BED
else:
bed_regions = None
if len(args.bamfiles) == 1 and not (args.outRawCounts or args.scalingFactors):
sys.stderr.write("You've input a single BAM file and not specified "
"--outRawCounts or --scalingFactors. The resulting output will NOT be "
"useful with any deepTools program!\n")
stepsize = args.binSize + args.distanceBetweenBins
c = countR.CountReadsPerBin(
args.bamfiles,
args.binSize,
numberOfSamples=None,
genomeChunkSize=args.genomeChunkSize,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose,
region=args.region,
bedFile=bed_regions,
blackListFileName=args.blackListFileName,
extendReads=args.extendReads,
minMappingQuality=args.minMappingQuality,
ignoreDuplicates=args.ignoreDuplicates,
center_read=args.centerReads,
samFlag_include=args.samFlagInclude,
samFlag_exclude=args.samFlagExclude,
minFragmentLength=args.minFragmentLength,
maxFragmentLength=args.maxFragmentLength,
stepSize=stepsize,
zerosToNans=False,
out_file_for_raw_data=args.outRawCounts)
num_reads_per_bin = c.run(allArgs=args)
sys.stderr.write("Number of bins "
"found: {}\n".format(num_reads_per_bin.shape[0]))
if num_reads_per_bin.shape[0] < 2:
exit("ERROR: too few non zero bins found.\n"
"If using --region please check that this "
"region is covered by reads.\n")
# numpy will append .npz to the file name if we don't do this...
if args.outFileName:
f = open(args.outFileName, "wb")
np.savez_compressed(f,
matrix=num_reads_per_bin,
labels=args.labels)
f.close()
if args.scalingFactors:
f = open(args.scalingFactors, 'w')
f.write("sample\tscalingFactor\n")
scalingFactors = countR.estimateSizeFactors(num_reads_per_bin)
for sample, scalingFactor in zip(args.labels, scalingFactors):
f.write("{}\t{:6.4f}\n".format(sample, scalingFactor))
f.close()
if args.outRawCounts:
# append to the generated file the
# labels
header = "#'chr'\t'start'\t'end'\t"
header += "'" + "'\t'".join(args.labels) + "'\n"
f = open(args.outRawCounts, 'r+')
content = f.read()
f.seek(0, 0)
f.write(header + content)
f.close()
if __name__ == "__main__":
main()
================================================
FILE: deeptools/multiBigwigSummary.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import sys
import argparse
import os.path
import numpy as np
from deeptools import parserCommon
from deeptools.utilities import smartLabels
import deeptools.getScorePerBigWigBin as score_bw
from importlib.metadata import version
old_settings = np.seterr(all='ignore')
def parse_arguments(args=None):
parser = \
argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
Given typically two or more bigWig files, ``multiBigwigSummary`` computes the average scores for each of the files in every genomic region.
This analysis is performed for the entire genome by running the program in ``bins`` mode, or for certain user selected regions in ``BED-file``
mode. 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.
Note 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!).
A detailed sub-commands help is available by typing:
multiBigwigSummary bins -h
multiBigwigSummary BED-file -h
""",
epilog='example usage:\n multiBigwigSummary bins '
'-b file1.bw file2.bw -o results.npz\n\n'
'multiBigwigSummary BED-file -b file1.bw file2.bw -o results.npz\n'
'--BED selection.bed'
' \n\n',
conflict_handler='resolve')
parser.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
subparsers = parser.add_subparsers(
title="commands",
dest='command',
metavar='')
parent_parser = parserCommon.getParentArgParse(binSize=False)
# bins mode options
subparsers.add_parser(
'bins',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[
multiBigwigSummaryArgs(case='bins'),
parent_parser,
parserCommon.gtf_options(suppress=True)
],
help="The average score is based on equally sized bins "
"(10 kilobases by default), which consecutively cover the "
"entire genome. The only exception is the last bin of a chromosome, which "
"is often smaller. The output of this mode is commonly used to assess the "
"overall similarity of different bigWig files.",
add_help=False,
usage='multiBigwigSummary bins '
'-b file1.bw file2.bw '
'-o results.npz\n'
'help: multiBigwigSummary bins -h / multiBigwigSummary bins --help\n')
# BED file arguments
subparsers.add_parser(
'BED-file',
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
parents=[
multiBigwigSummaryArgs(case='BED-file'),
parent_parser,
parserCommon.gtf_options()
],
help="The user provides a BED file that contains all regions "
"that should be considered for the analysis. A "
"common use is to compare scores (e.g. ChIP-seq scores) between "
"different samples over a set of pre-defined peak regions.",
usage='multiBigwigSummary BED-file '
'-b file1.bw file2.bw '
'-o results.npz --BED selection.bed\n'
'help: multiBigwigSummary BED-file -h / multiBigwigSummary BED-file --help\n',
add_help=False)
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
if len(sys.argv) == 1:
parse_arguments().print_help()
sys.exit()
if not args.labels and args.smartLabels:
args.labels = smartLabels(args.bwfiles)
elif not args.labels:
args.labels = []
for f in args.bwfiles:
if f.startswith("http://") or f.startswith("https://") or f.startswith("ftp://"):
args.labels.append(f.split("/")[-1])
else:
args.labels.append(os.path.basename(f))
if len(args.bwfiles) != len(args.labels):
sys.exit("The number of labels does not match the number of bigWig files.")
return args
def multiBigwigSummaryArgs(case='bins'):
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--bwfiles', '-b',
metavar='FILE1 FILE2',
help='List of bigWig files, separated by spaces.',
nargs='+',
required=True)
required.add_argument('--outFileName', '-out', '-o',
help='File name to save the compressed matrix file (npz format) '
'needed by the "plotPCA" and "plotCorrelation" tools.',
type=parserCommon.writableFile,
required=True)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
optional.add_argument('--labels', '-l',
metavar='sample1 sample2',
help='User defined labels instead of default labels from '
'file names. '
'Multiple labels have to be separated by spaces, e.g., '
'--labels sample1 sample2 sample3',
nargs='+')
optional.add_argument('--smartLabels',
action='store_true',
help='Instead of manually specifying labels for the input '
'bigWig files, this causes deepTools to use the file name '
'after removing the path and extension.')
optional.add_argument('--chromosomesToSkip',
metavar='chr1 chr2',
help='List of chromosomes that you do not want to be included. '
' Useful to remove "random" or "extra" chr.',
nargs='+')
if case == 'bins':
optional.add_argument('--binSize', '-bs',
metavar='INT',
help='Size (in bases) of the windows sampled '
'from the genome. (Default: %(default)s)',
default=10000,
type=int)
optional.add_argument('--distanceBetweenBins', '-n',
metavar='INT',
help='By default, multiBigwigSummary considers adjacent '
'bins of the specified --binSize. However, to '
'reduce the computation time, a larger distance '
'between bins can be given. Larger distances '
'results in fewer considered bins. (Default: %(default)s)',
default=0,
type=int)
required.add_argument('--BED',
help=argparse.SUPPRESS,
default=None)
else:
optional.add_argument('--binSize', '-bs',
help=argparse.SUPPRESS,
default=10000,
type=int)
optional.add_argument('--distanceBetweenBins', '-n',
help=argparse.SUPPRESS,
metavar='INT',
default=0,
type=int)
required.add_argument('--BED',
help='Limits the analysis to '
'the regions specified in this file.',
metavar='file1.bed file2.bed',
nargs='+',
required=True)
group = parser.add_argument_group('Output optional options')
group.add_argument('--outRawCounts',
help='Save average scores per region for each bigWig file to a single tab-delimited file.',
type=parserCommon.writableFile,
metavar='FILE')
return parser
def main(args=None):
"""
1. get read counts at different positions either
all of same length or from genomic regions from the BED file
2. compute the scores
"""
args = process_args(args)
if 'BED' in args:
bed_regions = args.BED
else:
bed_regions = None
if len(args.bwfiles) == 1 and not args.outRawCounts:
sys.stderr.write("You've input a single bigWig file and not specified "
"--outRawCounts. The resulting output will NOT be "
"useful with any deepTools program!\n")
num_reads_per_bin = score_bw.getScorePerBin(
args.bwfiles,
args.binSize,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
stepSize=args.binSize + args.distanceBetweenBins,
verbose=args.verbose,
region=args.region,
bedFile=bed_regions,
chrsToSkip=args.chromosomesToSkip,
out_file_for_raw_data=args.outRawCounts,
allArgs=args)
sys.stderr.write("Number of bins "
"found: {}\n".format(num_reads_per_bin.shape[0]))
if num_reads_per_bin.shape[0] < 2:
exit("ERROR: too few non zero bins found.\n"
"If using --region please check that this "
"region is covered by reads.\n")
f = open(args.outFileName, "wb")
np.savez_compressed(f,
matrix=num_reads_per_bin,
labels=args.labels)
f.close()
if args.outRawCounts:
# append to the generated file the
# labels
header = "#'chr'\t'start'\t'end'\t"
header += "'" + "'\t'".join(args.labels) + "'\n"
f = open(args.outRawCounts, "r+")
content = f.read()
f.seek(0, 0)
f.write(header + content)
"""
if bed_regions:
bed_regions.seek(0)
reg_list = bed_regions.readlines()
args.outRawCounts.write("#'chr'\t'start'\t'end'\t")
args.outRawCounts.write("'" + "'\t'".join(args.labels) + "'\n")
fmt = "\t".join(np.repeat('%s', num_reads_per_bin.shape[1])) + "\n"
for idx, row in enumerate(num_reads_per_bin):
args.outRawCounts.write("{}\t{}\t{}\t".format(*reg_list[idx].strip().split("\t")[0:3]))
args.outRawCounts.write(fmt % tuple(row))
else:
args.outRawCounts.write("'" + "'\t'".join(args.labels) + "'\n")
fmt = "\t".join(np.repeat('{}', num_reads_per_bin.shape[1])) + "\n"
for row in num_reads_per_bin:
args.outRawCounts.write(fmt.format(*tuple(row)))
"""
f.close()
================================================
FILE: deeptools/parserCommon.py
================================================
import argparse
import os
from importlib.metadata import version
import multiprocessing
def check_float_0_1(value):
v = float(value)
if v < 0.0 or v > 1.0:
raise argparse.ArgumentTypeError("%s is an invalid floating point value. It must be between 0.0 and 1.0" % value)
return v
def check_list_of_comma_values(value):
if value is None:
return None
for foo in value:
foo = value.split(",")
if len(foo) < 2:
raise argparse.ArgumentTypeError("%s is an invalid element of a list of comma separated values. "
"Only argument elements of the following form are accepted: 'foo,bar'" % foo)
return value
def output(args=None):
parser = argparse.ArgumentParser(add_help=False)
group = parser.add_argument_group('Output')
group.add_argument('--outFileName', '-o',
help='Output file name.',
metavar='FILENAME',
type=writableFile,
required=True)
group.add_argument('--outFileFormat', '-of',
help='Output file type. Either "bigwig" or "bedgraph".',
choices=['bigwig', 'bedgraph'],
default='bigwig')
return parser
def read_options():
"""Common arguments related to BAM files and the interpretation
of the read coverage
"""
parser = argparse.ArgumentParser(add_help=False)
group = parser.add_argument_group('Read processing options')
group.add_argument('--extendReads', '-e',
help='This parameter allows the extension of reads to '
'fragment size. If set, each read is '
'extended, without exception.\n'
'*NOTE*: This feature is generally NOT recommended for '
'spliced-read data, such as RNA-seq, as it would '
'extend reads over skipped regions.\n'
'*Single-end*: Requires a user specified value for the '
'final fragment length. Reads that already exceed this '
'fragment length will not be extended.\n'
'*Paired-end*: Reads with mates are always extended to '
'match the fragment size defined by the two read mates. '
'Unmated reads, mate reads that map too far apart '
'(>4x fragment length) or even map to different '
'chromosomes are treated like single-end reads. The input '
'of a fragment length value is optional. If '
'no value is specified, it is estimated from the '
'data (mean of the fragment size of all mate reads).\n',
type=int,
nargs='?',
const=True,
default=False,
metavar="INT bp")
group.add_argument('--ignoreDuplicates',
help='If set, reads that have the same orientation '
'and start position will be considered only '
'once. If reads are paired, the mate\'s position '
'also has to coincide to ignore a read.',
action='store_true'
)
group.add_argument('--minMappingQuality',
metavar='INT',
help='If set, only reads that have a mapping '
'quality score of at least this are '
'considered.',
type=int,
)
group.add_argument('--centerReads',
help='By adding this option, reads are centered with '
'respect to the fragment length. For paired-end data, '
'the read is centered at the fragment length defined '
'by the two ends of the fragment. For single-end data, the '
'given fragment length is used. This option is '
'useful to get a sharper signal around enriched '
'regions.',
action='store_true')
group.add_argument('--samFlagInclude',
help='Include reads based on the SAM flag. For example, '
'to get only reads that are the first mate, use a flag of 64. '
'This is useful to count properly paired reads only once, '
'as otherwise the second mate will be also considered for the '
'coverage. (Default: %(default)s)',
metavar='INT',
default=None,
type=int,
required=False)
group.add_argument('--samFlagExclude',
help='Exclude reads based on the SAM flag. For example, '
'to get only reads that map to the forward strand, use '
'--samFlagExclude 16, where 16 is the SAM flag for reads '
'that map to the reverse strand. (Default: %(default)s)',
metavar='INT',
default=None,
type=int,
required=False)
group.add_argument('--minFragmentLength',
help='The minimum fragment length needed for read/pair '
'inclusion. This option is primarily useful '
'in ATACseq experiments, for filtering mono- or '
'di-nucleosome fragments. (Default: %(default)s)',
metavar='INT',
default=0,
type=int,
required=False)
group.add_argument('--maxFragmentLength',
help='The maximum fragment length needed for read/pair '
'inclusion. (Default: %(default)s)',
metavar='INT',
default=0,
type=int,
required=False)
return parser
def gtf_options(suppress=False):
"""
Arguments present whenever a BED/GTF file can be used
"""
if suppress:
parser = argparse.ArgumentParser(add_help=False)
group = parser
else:
parser = argparse.ArgumentParser(add_help=False)
group = parser.add_argument_group('GTF/BED12 options')
if suppress:
help = argparse.SUPPRESS
else:
help = 'When either a BED12 or GTF file are used to provide \
regions, perform the computation on the merged exons, \
rather than using the genomic interval defined by the \
5-prime and 3-prime most transcript bound (i.e., columns \
2 and 3 of a BED file). If a BED3 or BED6 file is used \
as input, then columns 2 and 3 are used as an exon. (Default: %(default)s)'
group.add_argument('--metagene',
help=help,
action='store_true',
dest='keepExons')
if suppress is False:
help = 'When a GTF file is used to provide regions, only \
entries with this value as their feature (column 3) \
will be processed as transcripts. (Default: %(default)s)'
group.add_argument('--transcriptID',
help=help,
default='transcript')
if suppress is False:
help = 'When a GTF file is used to provide regions, only \
entries with this value as their feature (column 3) \
will be processed as exons. CDS would be another common \
value for this. (Default: %(default)s)'
group.add_argument('--exonID',
help=help,
default='exon')
if suppress is False:
help = 'Each region has an ID (e.g., ACTB) assigned to it, \
which for BED files is either column 4 (if it exists) \
or the interval bounds. For GTF files this is instead \
stored in the last column as a key:value pair (e.g., as \
\'transcript_id "ACTB"\', for a key of transcript_id \
and a value of ACTB). In some cases it can be \
convenient to use a different identifier. To do so, set \
this to the desired key. (Default: %(default)s)'
group.add_argument('--transcript_id_designator',
help=help,
default='transcript_id')
return parser
def normalization_options():
"""Common arguments related to read coverage normalization
"""
parser = argparse.ArgumentParser(add_help=False)
group = parser.add_argument_group('Read coverage normalization options')
group.add_argument('--effectiveGenomeSize',
help='The effective genome size is the portion '
'of the genome that is mappable. Large fractions of '
'the genome are stretches of NNNN that should be '
'discarded. Also, if repetitive regions were not '
'included in the mapping of reads, the effective '
'genome size needs to be adjusted accordingly. '
'A table of values is available here: '
'http://deeptools.readthedocs.io/en/latest/content/feature/effectiveGenomeSize.html .',
default=None,
type=int,
required=False)
group.add_argument('--normalizeUsing',
help='Use one of the entered methods to '
'normalize the number of reads per bin. By default, no normalization is performed. '
'RPKM = Reads Per Kilobase per Million mapped reads; '
'CPM = Counts Per Million mapped reads, same as CPM in RNA-seq; '
'BPM = Bins Per Million mapped reads, same as TPM in RNA-seq; '
'RPGC = reads per genomic content (1x normalization); '
'Mapped reads are considered after blacklist filtering (if applied). '
'RPKM (per bin) = number of reads per bin / '
'(number of mapped reads (in millions) * bin length (kb)). '
'CPM (per bin) = number of reads per bin / '
'number of mapped reads (in millions). '
'BPM (per bin) = number of reads per bin / '
'sum of all reads per bin (in millions). '
'RPGC (per bin) = number of reads per bin / '
'scaling factor for 1x average coverage. '
'None = the default and equivalent to not setting this option at all. '
'This scaling factor, in turn, is determined from the '
'sequencing depth: (total number of mapped reads * fragment length) / '
'effective genome size.\nThe scaling factor used '
'is the inverse of the sequencing depth computed '
'for the sample to match the 1x coverage. This option requires --effectiveGenomeSize. '
'Each read is considered independently, '
'if you want to only count one mate from a pair in '
'paired-end data, then use the --samFlagInclude/--samFlagExclude options. (Default: %(default)s)',
choices=['RPKM', 'CPM', 'BPM', 'RPGC', 'None'],
default=None,
required=False)
group.add_argument('--exactScaling',
help='Instead of computing scaling factors based on a sampling of the reads, '
'process all of the reads to determine the exact number that will be used in '
'the output. This requires significantly more time to compute, but will '
'produce more accurate scaling factors in cases where alignments that are '
'being filtered are rare and lumped together. In other words, this is only '
'needed when region-based sampling is expected to produce incorrect results.',
action='store_true')
group.add_argument('--ignoreForNormalization', '-ignore',
help='A list of space-delimited chromosome names '
'containing those chromosomes that should be excluded '
'for computing the normalization. This is useful when considering '
'samples with unequal coverage across chromosomes, like male '
'samples. An usage examples is --ignoreForNormalization chrX chrM.',
nargs='+')
group.add_argument('--skipNonCoveredRegions', '--skipNAs',
help='This parameter determines if non-covered regions '
'(regions without overlapping reads) in a BAM file should '
'be skipped. The default is to treat those regions as having a value of zero. '
'The decision to skip non-covered regions '
'depends on the interpretation of the data. Non-covered regions '
'may represent, for example, repetitive regions that should be skipped.',
action='store_true')
group.add_argument('--smoothLength',
metavar="INT bp",
help='The smooth length defines a window, larger than '
'the binSize, to average the number of reads. For '
'example, if the --binSize is set to 20 and the '
'--smoothLength is set to 60, then, for each '
'bin, the average of the bin and its left and right '
'neighbors is considered. Any value smaller than '
'--binSize will be ignored and no smoothing will be '
'applied.',
type=int)
return parser
def getParentArgParse(args=None, binSize=True, blackList=True):
"""
Typical arguments for several tools
"""
parser = argparse.ArgumentParser(add_help=False)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
if binSize:
optional.add_argument('--binSize', '-bs',
help='Size of the bins, in bases, for the output '
'of the bigwig/bedgraph file. (Default: %(default)s)',
metavar="INT bp",
type=int,
default=50)
optional.add_argument('--region', '-r',
help='Region of the genome to limit the operation '
'to - this is useful when testing parameters to '
'reduce the computing time. The format is '
'chr:start:end, for example --region chr10 or '
'--region chr10:456700:891000.',
metavar="CHR:START:END",
required=False,
type=genomicRegion)
if blackList:
optional.add_argument('--blackListFileName', '-bl',
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.",
metavar="BED file",
nargs="+",
required=False)
optional.add_argument('--numberOfProcessors', '-p',
help='Number of processors to use. Type "max/2" to '
'use half the maximum number of processors or "max" '
'to use all available processors. (Default: %(default)s)',
metavar="INT",
type=numberOfProcessors,
default=1,
required=False)
optional.add_argument('--verbose', '-v',
help='Set to see processing messages.',
action='store_true')
return parser
def numberOfProcessors(string):
try:
# won't work on macOS or windows
# limit threads to what is available (e.g. grid submissions, issue #1199)
availProc = len(os.sched_getaffinity(0))
except AttributeError:
availProc = multiprocessing.cpu_count()
if string == "max/2": # default case
# by default half of the available processors are used
numberOfProcessors = int(availProc * 0.5)
elif string == "max":
# use all available processors
numberOfProcessors = availProc
else:
try:
numberOfProcessors = int(string)
except ValueError:
raise argparse.ArgumentTypeError(
"{} is not a valid number of processors".format(string))
except Exception as e:
raise argparse.ArgumentTypeError("the given value {} is not valid. "
"Error message: {}\nThe number of "
"available processors in your "
"computer is {}.".format(string, e, availProc))
if numberOfProcessors > availProc:
numberOfProcessors = availProc
return numberOfProcessors
def genomicRegion(string):
# remove whitespaces using split,join trick
region = ''.join(string.split())
if region == '':
return None
# remove undesired characters that may be present and
# replace - by :
# N.B., the syntax for translate() differs between python 2 and 3
try:
region = region.translate(None, ",;|!{}()").replace("-", ":")
except:
region = region.translate({ord(i): None for i in ",;|!{}()"})
if len(region) == 0:
raise argparse.ArgumentTypeError(
"{} is not a valid region".format(string))
return region
def writableFile(string):
"""
Simple function that tests if a given path is writable
"""
try:
open(string, 'w').close()
os.remove(string)
except:
msg = "{} file can't be opened for writing".format(string)
raise argparse.ArgumentTypeError(msg)
return string
"""
Arguments used by heatmapper and profiler
"""
def heatmapperMatrixArgs(args=None):
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--matrixFile', '-m',
help='Matrix file from the computeMatrix tool.',
type=argparse.FileType('r'),
)
required.add_argument('--outFileName', '-out', '-o',
help='File name to save the image to. The file '
'ending will be used to determine the image '
'format. The available options are: "png", '
'"eps", "pdf" and "svg", e.g., MyHeatmap.png.',
type=writableFile,
required=True)
return parser
def heatmapperOutputArgs(args=None,
mode=['heatmap', 'profile'][0]):
parser = argparse.ArgumentParser(add_help=False)
output = parser.add_argument_group('Output options')
output.add_argument(
'--outFileSortedRegions',
help='File name into which the regions are saved '
'after skipping zeros or min/max threshold values. The '
'order of the regions in the file follows the sorting '
'order selected. This is useful, for example, to '
'generate other heatmaps while keeping the sorting of the '
'first heatmap. Example: Heatmap1sortedRegions.bed',
metavar='FILE',
type=argparse.FileType('w'))
if mode == 'heatmap':
output.add_argument('--outFileNameMatrix',
help='If this option is given, then the matrix '
'of values underlying the heatmap will be saved '
'using this name, e.g. MyMatrix.gz.',
metavar='FILE',
type=writableFile)
output.add_argument('--interpolationMethod',
help='If the heatmap image contains a large number of columns '
'is usually better to use an interpolation method to produce '
'better results (see '
'https://matplotlib.org/examples/images_contours_and_fields/interpolation_methods.html). '
'Be default, plotHeatmap uses the method `nearest` if the number of columns is 1000 or '
'less. Otherwise it uses the bilinear method. This default behaviour can be changed by '
'using any of the following options: "nearest", "bilinear", "bicubic", '
'"gaussian"',
choices=['auto', 'nearest', 'bilinear', 'bicubic', 'gaussian'],
metavar='STR',
default='auto')
elif mode == 'profile':
output.add_argument('--outFileNameData',
help='File name to save the data '
'underlying data for the average profile, e.g. '
'myProfile.tab.',
type=writableFile)
output.add_argument(
'--dpi',
help='Set the DPI to save the figure.',
type=int,
default=200)
return parser
def heatmapperOptionalArgs(mode=['heatmap', 'profile'][0]):
parser = argparse.ArgumentParser(add_help=False)
cluster = parser.add_argument_group('Clustering arguments')
cluster.add_argument(
'--kmeans',
help='Number of clusters to compute. When this '
'option is set, the matrix is split into clusters '
'using the k-means algorithm. Only works for data that '
'is not grouped, otherwise only the first group will '
'be clustered. If more specific clustering methods '
'are required, then save the underlying matrix '
'and run the clustering using other software. The plotting '
'of the clustering may fail with an error if a '
'cluster has very few members compared to the total number '
'or regions.',
type=int)
cluster.add_argument(
'--hclust',
help='Number of clusters to compute. When this '
'option is set, then the matrix is split into clusters '
'using the hierarchical clustering algorithm, using "ward linkage". '
'Only works for data that is not grouped, otherwise only the first '
'group will be clustered. --hclust could be very slow if you have '
'>1000 regions. In those cases, you might prefer --kmeans or if more '
'clustering methods are required you can save the underlying matrix and run '
'the clustering using other software. The plotting of the clustering may '
'fail with an error if a cluster has very few members compared to the '
'total number of regions.',
type=int)
cluster.add_argument(
'--silhouette',
help='Compute the silhouette score for regions. This is only'
' applicable if clustering has been performed. The silhouette score'
' is a measure of how similar a region is to other regions in the'
' same cluster as opposed to those in other clusters. It will be reported'
' in the final column of the BED file with regions. The '
'silhouette evaluation can be very slow when you have more'
'than 100 000 regions.',
action='store_true'
)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
optional.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
if mode == 'profile':
optional.add_argument(
'--averageType',
default='mean',
choices=["mean", "median", "min", "max", "std", "sum"],
help='The type of statistic that should be used for the '
'profile. The options are: "mean", "median", "min", "max", '
'"sum" and "std".')
optional.add_argument('--plotHeight',
help='Plot height in cm.',
type=float,
default=7)
optional.add_argument('--plotWidth',
help='Plot width in cm. The minimum value is 1 cm.',
type=float,
default=11)
optional.add_argument(
'--plotType',
help='"lines" will plot the profile line based '
'on the average type selected. "fill" '
'fills the region between zero and the profile '
'curve. The fill in color is semi transparent to '
'distinguish different profiles. "se" and "std" '
'color the region between the profile and the '
'standard error or standard deviation of the data. '
'As in the case of '
'fill, a semi-transparent color is used. '
'"overlapped_lines" plots each region\'s value, one on '
'top of the other. "heatmap" plots a '
'summary heatmap.',
choices=['lines', 'fill', 'se', 'std', 'overlapped_lines', 'heatmap'],
default='lines')
optional.add_argument('--colors',
help='List of colors to use '
'for the plotted lines (N.B., not applicable to \'--plotType overlapped_lines\'). Color names '
'and html hex strings (e.g., #eeff22) '
'are accepted. The color names should '
'be space separated. For example, '
'--colors red blue green ',
nargs='+')
optional.add_argument('--numPlotsPerRow',
help='Number of plots per row',
type=int,
default=8)
optional.add_argument('--clusterUsingSamples',
help='List of sample numbers (order as in '
'matrix), that are used for clustering by '
'--kmeans or --hclust if not given, all samples '
'are taken into account for clustering. '
'Example: --ClusterUsingSamples 1 3',
type=int, nargs='+')
elif mode == 'heatmap':
optional.add_argument(
'--plotType',
help='"lines" will plot the profile line based '
'on the average type selected. "fill" '
'fills the region between zero and the profile '
'curve. The fill in color is semi transparent to '
'distinguish different profiles. "se" and "std" '
'color the region between the profile and the '
'standard error or standard deviation of the data.',
choices=['lines', 'fill', 'se', 'std'],
default='lines')
optional.add_argument('--sortRegions',
help='Whether the heatmap should present '
'the regions sorted. The default is '
'to sort in descending order based on '
'the mean value per region. Note that "keep" and "no" are the same thing.',
choices=["descend", "ascend", "no", "keep"],
default='descend')
optional.add_argument('--sortUsing',
help='Indicate which method should be used for '
'sorting. For each row the method is computed. '
'For region_length, a dashed line is drawn at '
'the end of the region (reference point TSS and '
'center) or the beginning of the region '
'(reference point TES) as appropriate.',
choices=["mean", "median", "max", "min", "sum",
"region_length"],
default='mean')
optional.add_argument('--sortUsingSamples',
help='List of sample numbers (order as in matrix), '
'which are used by --sortUsing for sorting. '
'If no value is set, it uses all samples. '
'Example: --sortUsingSamples 1 3',
type=int, nargs='+')
optional.add_argument('--linesAtTickMarks',
help='Draw dashed lines from all tick marks through the heatmap. '
'This is then similar to the dashed line draw at region bounds '
'when using a reference point and --sortUsing region_length',
action='store_true')
optional.add_argument('--clusterUsingSamples',
help='List of sample numbers (order as in '
'matrix), that are used for clustering by '
'--kmeans or --hclust if not given, all samples '
'are taken into account for clustering. '
'Example: --ClusterUsingSamples 1 3',
type=int, nargs='+')
optional.add_argument(
'--averageTypeSummaryPlot',
default='mean',
choices=["mean", "median", "min",
"max", "std", "sum"],
help='Define the type of statistic that should be plotted in the '
'summary image above the heatmap. The options are: "mean", '
'"median", "min", "max", "sum" and "std".')
optional.add_argument(
'--missingDataColor',
default='black',
help='If --missingDataAsZero was not set, such cases '
'will be colored in black by default. Using this '
'parameter, a different color can be set. A value '
'between 0 and 1 will be used for a gray scale '
'(black is 0). For a list of possible color '
'names see: http://packages.python.org/ete2/'
'reference/reference_svgcolors.html. '
'Other colors can be specified using the #rrggbb '
'notation.')
import matplotlib.pyplot as plt
color_options = "', '".join([x for x in plt.colormaps() if not x.endswith('_r')])
optional.add_argument(
'--colorMap',
help='Color map to use for the heatmap. If more than one heatmap is being plotted the color '
'of each heatmap can be enter individually (e.g. `--colorMap Reds Blues`). Color maps '
'are recycled if the number of color maps is smaller than the number of heatmaps being '
'plotted. Available values can be seen here: http://matplotlib.org/users/colormaps.html '
'The available options are: \'' + color_options + '\'',
default=['RdYlBu'],
nargs='+')
optional.add_argument(
'--alpha',
default=1.0,
type=check_float_0_1,
help='The alpha channel (transparency) to use for the heatmaps. The default is 1.0 and values '
'must be between 0 and 1.')
optional.add_argument(
'--colorList',
help='List of colors to use to create a colormap. For example, if `--colorList black,yellow,blue` '
'is set (colors separated by comas) then a color map that starts with black, continues to '
'yellow and finishes in blue is created. If this option is selected, it overrides the --colorMap '
'chosen. The list of valid color names can be seen here: '
'http://matplotlib.org/examples/color/named_colors.html '
'Hex colors are valid (e.g #34a2b1). If individual colors for different heatmaps '
'need to be specified they need to be separated by space as for example: '
'`--colorList "white,#cccccc" "white,darkred"` '
'As for --colorMap, the color lists are recycled if their number is smaller thatn the number of'
'plotted heatmaps. '
'The number of transitions is defined by the --colorNumber option.',
type=check_list_of_comma_values,
nargs='+')
optional.add_argument(
'--colorNumber',
help='N.B., --colorList is required for an effect. This controls the '
'number of transitions from one color to the other. If --colorNumber is '
'the number of colors in --colorList then there will be no transitions '
'between the colors.',
type=int,
default=256)
optional.add_argument('--zMin', '-min',
default=None,
help='Minimum value for the heatmap intensities. Multiple values, separated by '
'spaces can be set for each heatmap. If the number of zMin values is smaller than'
'the number of heatmaps the values are recycled. If a value is set to "auto", it will be set '
' to the first percentile of the matrix values.',
type=str,
nargs='+')
optional.add_argument('--zMax', '-max',
default=None,
help='Maximum value for the heatmap intensities. Multiple values, separated by '
'spaces can be set for each heatmap. If the number of zMax values is smaller than'
'the number of heatmaps the values are recycled. If a value is set to "auto", it will be set '
' to the 98th percentile of the matrix values.',
type=str,
nargs='+')
optional.add_argument('--heatmapHeight',
help='Plot height in cm. The default for the heatmap '
'height is 28. The minimum value is '
'3 and the maximum is 100.',
type=float,
default=28)
optional.add_argument('--heatmapWidth',
help='Plot width in cm. The default value is 4 '
'The minimum value is 1 and the '
'maximum is 100.',
type=float,
default=4)
optional.add_argument(
'--whatToShow',
help='The default is to include a summary or profile plot on top '
'of the heatmap and a heatmap colorbar. Other options are: '
'"plot and heatmap", "heatmap only", "heatmap and '
'colorbar", and the default "plot, heatmap and '
'colorbar".',
choices=["plot, heatmap and colorbar",
"plot and heatmap", "heatmap only",
"heatmap and colorbar"],
default='plot, heatmap and colorbar')
optional.add_argument(
'--boxAroundHeatmaps',
help='By default black boxes are plot around heatmaps. This can be turned off '
'by setting --boxAroundHeatmaps no',
default='yes')
optional.add_argument('--xAxisLabel', '-x',
default='gene distance (bp)',
help='Description for the x-axis label.')
# end elif
optional.add_argument('--startLabel',
default='TSS',
help='[only for scale-regions mode] Label shown '
'in the plot for the start of '
'the region. Default is TSS (transcription '
'start site), but could be changed to anything, '
'e.g. "peak start". '
'Same for the --endLabel option. See below.')
optional.add_argument('--endLabel',
default='TES',
help='[only for scale-regions mode] Label '
'shown in the plot for the region '
'end. Default is TES (transcription end site).')
optional.add_argument('--refPointLabel',
help='[only for reference-point mode] Label '
'shown in the plot for the '
'reference-point. Default '
'is the same as the reference point selected '
'(e.g. TSS), but could be anything, e.g. '
'"peak start".',
default=None)
optional.add_argument('--labelRotation',
dest='label_rotation',
help='Rotation of the X-axis labels in degrees. The default is 0, positive values denote a counter-clockwise rotation.',
type=float,
default=0.0)
optional.add_argument('--nanAfterEnd',
help=argparse.SUPPRESS,
default=False)
optional.add_argument('--regionsLabel', '-z',
help='Labels for the regions plotted in the '
'heatmap. If more than one region is being '
'plotted, a list of labels separated by spaces is required. '
'If a label itself contains a space, then quotes are '
'needed. For example, --regionsLabel label_1, "label 2". ',
nargs='+')
optional.add_argument('--samplesLabel',
help='Labels for the samples plotted. The '
'default is to use the file name of the '
'sample. The sample labels should be separated '
'by spaces and quoted if a label itself'
'contains a space E.g. --samplesLabel label-1 "label 2" ',
nargs='+')
optional.add_argument('--plotTitle', '-T',
help='Title of the plot, to be printed on top of '
'the generated image. Leave blank for no title.',
default='')
optional.add_argument('--yAxisLabel', '-y',
default='',
help='Y-axis label for the top panel.')
optional.add_argument('--yMin',
default=None,
nargs='+',
help='Minimum value for the Y-axis. Multiple values, separated by '
'spaces can be set for each profile. If the number of yMin values is smaller than'
'the number of plots, the values are recycled.')
optional.add_argument('--yMax',
default=None,
nargs='+',
help='Maximum value for the Y-axis. Multiple values, separated by '
'spaces can be set for each profile. If the number of yMin values is smaller than'
'the number of plots, the values are recycled.')
optional.add_argument('--legendLocation',
default='best',
choices=['best',
'upper-right',
'upper-left',
'upper-center',
'lower-left',
'lower-right',
'lower-center',
'center',
'center-left',
'center-right',
'none'
],
help='Location for the legend in the summary plot. '
'Note that "none" does not work for the profiler.')
optional.add_argument('--perGroup',
help='The default is to plot all groups of regions by '
'sample. Using this option instead plots all samples by '
'group of regions. Note that this is only useful if you '
'have multiple groups of regions. by sample rather than '
'group.',
action='store_true')
optional.add_argument('--plotFileFormat',
metavar='',
help='Image format type. If given, this '
'option overrides the '
'image format based on the plotFile ending. '
'The available options are: "png", '
'"eps", "pdf", "plotly" and "svg"',
choices=['png', 'pdf', 'svg', 'eps', 'plotly'])
optional.add_argument('--verbose',
help='If set, warning messages and '
'additional information are given.',
action='store_true')
return parser
def requiredLength(minL, maxL):
"""
This is an optional action that can be given to argparse.add_argument(..., nargs='+')
to allow a specified numeric range of arguments (e.g., "only 1 or 2 arguments").
minL and maxL are the minimum and maximum length
"""
# https://stackoverflow.com/questions/4194948/python-argparse-is-there-a-way-to-specify-a-range-in-nargs
class RequiredLength(argparse.Action):
def __call__(self, parser, args, values, option_string=None):
if not minL <= len(values) <= maxL:
msg = 'argument "{}" requires between {} and {} arguments'.format(self.dest, minL, maxL)
raise argparse.ArgumentTypeError(msg)
setattr(args, self.dest, values)
return RequiredLength
================================================
FILE: deeptools/plotCorrelation.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import sys
import argparse
import numpy as np
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
from deeptools import cm # noqa: F401
import matplotlib.pyplot as plt
from importlib.metadata import version
from deeptools.correlation import Correlation
from deeptools.parserCommon import writableFile
old_settings = np.seterr(all='ignore')
def parse_arguments(args=None):
basic_args = plot_correlation_args()
heatmap_parser = heatmap_options()
scatter_parser = scatterplot_options()
parser = argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
Tool for the analysis and visualization of sample correlations based on the output of multiBamSummary or
multiBigwigSummary. Pearson or Spearman methods are available to compute correlation
coefficients. Results can be saved as multiple
scatter plots depicting the pairwise correlations or as a clustered heatmap,
where the colors represent the correlation coefficients and the clusters are constructed using complete linkage.
Optionally, the values can be saved as tables, too.
detailed help:
plotCorrelation -h
""",
epilog='example usages:\n'
'plotCorrelation -in results_file --whatToPlot heatmap --corMethod pearson -o heatmap.png\n\n'
' \n\n',
parents=[basic_args, heatmap_parser, scatter_parser],
usage='plotCorrelation -in matrix.gz -c spearman -p heatmap -o plot.png\n'
'help: plotCorrelation -h / plotCorrelation --help\n')
return parser
def plot_correlation_args():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--corData', '-in',
metavar='FILE',
help='Compressed matrix of values generated by multiBigwigSummary or multiBamSummary',
required=True)
required.add_argument('--corMethod', '-c',
help="Correlation method.",
choices=['spearman', 'pearson'],
required=True)
required.add_argument('--whatToPlot', '-p',
help="Choose between a heatmap or pairwise scatter plots",
choices=['heatmap', 'scatterplot'],
required=True)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--plotFile', '-o',
help='File to save the heatmap to. The file extension determines the format, '
'so heatmap.pdf will save the heatmap in PDF format. '
'The available formats are: .png, '
'.eps, .pdf and .svg.',
type=writableFile,
metavar='FILE')
optional.add_argument('--skipZeros',
help='By setting this option, genomic regions '
'that have zero or missing (nan) values in all samples '
'are excluded.',
action='store_true',
required=False)
optional.add_argument('--labels', '-l',
metavar='sample1 sample2',
help='User defined labels instead of default labels from '
'file names. '
'Multiple labels have to be separated by spaces, e.g. '
'--labels sample1 sample2 sample3',
nargs='+')
optional.add_argument('--plotTitle', '-T',
help='Title of the plot, to be printed on top of '
'the generated image. Leave blank for no title. (Default: %(default)s)',
default='')
optional.add_argument('--plotFileFormat',
metavar='FILETYPE',
help='Image format type. If given, this option '
'overrides the image format based on the plotFile '
'ending. The available options are: png, '
'eps, pdf and svg.',
choices=['png', 'pdf', 'svg', 'eps', 'plotly'])
optional.add_argument(
'--removeOutliers',
help='If set, bins with very large counts are removed. '
'Bins with abnormally high reads counts artificially increase '
'pearson correlation; that\'s why, multiBamSummary tries '
'to remove outliers using the median absolute deviation (MAD) '
'method applying a threshold of 200 to only consider extremely '
'large deviations from the median. The ENCODE blacklist page '
'(https://sites.google.com/site/anshulkundaje/projects/blacklists) '
'contains useful information about regions with unusually high counts'
'that may be worth removing.',
action='store_true')
optional.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
group = parser.add_argument_group('Output optional options')
group.add_argument('--outFileCorMatrix',
help='Save matrix with pairwise correlation values to a tab-separated file.',
metavar='FILE',
type=writableFile)
return parser
def scatterplot_options():
"""
Options specific for creating the scatter plot
"""
parser = argparse.ArgumentParser(add_help=False)
scatter_opts = parser.add_argument_group('Scatter plot options')
scatter_opts.add_argument('--xRange',
help='The X axis range. The default scales these such that the full range of dots is displayed.',
type=int,
nargs=2,
default=None)
scatter_opts.add_argument('--yRange',
help='The Y axis range. The default scales these such that the full range of dots is displayed.',
type=int,
nargs=2,
default=None)
scatter_opts.add_argument('--log1p',
help='Plot the natural log of the scatter plot after adding 1. Note that this is ONLY for plotting, the correlation is unaffected.',
action='store_true')
return parser
def heatmap_options():
"""
Options for generating the correlation heatmap
"""
parser = argparse.ArgumentParser(add_help=False)
heatmap = parser.add_argument_group('Heatmap options')
heatmap.add_argument('--plotHeight',
help='Plot height in cm. (Default: %(default)s)',
type=float,
default=9.5)
heatmap.add_argument('--plotWidth',
help='Plot width in cm. The minimum value is 1 cm. (Default: %(default)s)',
type=float,
default=11)
heatmap.add_argument('--zMin', '-min',
default=None,
help='Minimum value for the heatmap intensities. '
'If not specified, the value is set automatically',
type=float)
heatmap.add_argument('--zMax', '-max',
default=None,
help='Maximum value for the heatmap intensities.'
'If not specified, the value is set automatically',
type=float)
heatmap.add_argument(
'--colorMap', default='jet',
metavar='',
help='Color map to use for the heatmap. Available values can be '
'seen here: '
'http://matplotlib.org/examples/color/colormaps_reference.html')
heatmap.add_argument('--plotNumbers',
help='If set, then the correlation number is plotted '
'on top of the heatmap. This option is only valid when plotting a heatmap.',
action='store_true',
required=False)
return parser
def main(args=None):
args = parse_arguments().parse_args(args)
if args.plotFile is None and args.outFileCorMatrix is None:
sys.exit("At least one of --plotFile and --outFileCorMatrix must be specified!\n")
corr = Correlation(args.corData,
args.corMethod,
labels=args.labels,
remove_outliers=args.removeOutliers,
skip_zeros=args.skipZeros)
if args.corMethod == 'pearson':
# test if there are outliers and write a message recommending the removal
if len(corr.get_outlier_indices(np.asarray(corr.matrix).flatten())) > 0:
if args.removeOutliers:
sys.stderr.write("\nOutliers were detected in the data. They "
"will be removed to avoid bias "
"in the pearson correlation.\n")
else:
sys.stderr.write("\nOutliers were detected in the data. Consider "
"using the --removeOutliers parameter to avoid a bias "
"in the pearson correlation.\n")
if args.colorMap:
try:
plt.get_cmap(args.colorMap)
except ValueError as error:
sys.stderr.write(
"A problem was found. Message: {}\n".format(error))
exit()
if args.plotFile is not None:
if args.whatToPlot == 'scatterplot':
corr.plot_scatter(args.plotFile,
plot_title=args.plotTitle,
image_format=args.plotFileFormat,
xRange=args.xRange,
yRange=args.yRange,
log1p=args.log1p)
else:
corr.plot_correlation(args.plotFile,
vmax=args.zMax,
vmin=args.zMin,
colormap=args.colorMap,
plot_title=args.plotTitle,
image_format=args.plotFileFormat,
plot_numbers=args.plotNumbers,
plotWidth=args.plotWidth,
plotHeight=args.plotHeight)
if args.outFileCorMatrix:
o = open(args.outFileCorMatrix, "w")
o.write("#plotCorrelation --outFileCorMatrix\n")
corr.save_corr_matrix(o)
o.close()
================================================
FILE: deeptools/plotCoverage.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import os
import sys
import argparse
import numpy as np
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
from deeptools import cm # noqa: F401
import matplotlib.pyplot as plt
import plotly.offline as py
import plotly.graph_objs as go
from importlib.metadata import version
import deeptools.countReadsPerBin as countR
from deeptools import parserCommon
from deeptools.utilities import smartLabels
old_settings = np.seterr(all='ignore')
def parse_arguments(args=None):
parent_parser = parserCommon.getParentArgParse(binSize=False)
read_options_parser = parserCommon.read_options()
parser = \
argparse.ArgumentParser(
parents=[required_args(), parent_parser, read_options_parser],
formatter_class=argparse.RawDescriptionHelpFormatter,
add_help=False,
description="""
This tool is useful to assess the sequencing depth of a given sample.
It samples 1 million bp, counts the number of overlapping reads and can report
a histogram that tells you how many bases are covered how many times.
Multiple BAM files are accepted, but they all should correspond to the same genome assembly.
detailed usage help:
$ plotCoverage -h
""",
epilog='example usages:\nplotCoverage '
'--bamfiles file1.bam file2.bam -o results.png\n\n'
' \n\n',
conflict_handler='resolve',
usage='plotCoverage -b sample1.bam sample2.bam -o coverage.png \n'
'help: plotCoverage -h / plotCoverage --help\n')
parser.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
if not args.labels:
if args.smartLabels:
args.labels = smartLabels(args.bamfiles)
else:
args.labels = [os.path.basename(x) for x in args.bamfiles]
if args.labels and len(args.bamfiles) != len(args.labels):
sys.exit("The number of labels does not match the number of BAM files.")
return args
def required_args():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
required.add_argument('--bamfiles', '-b',
metavar='FILE1 FILE2',
help='List of indexed BAM files separated by spaces.',
nargs='+',
required=True)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
optional.add_argument('--plotFile', '-o',
type=parserCommon.writableFile,
help='File name to save the plot to.')
optional.add_argument('--labels', '-l',
metavar='sample1 sample2',
help='User defined labels instead of default labels from '
'file names. '
'Multiple labels have to be separated by spaces, e.g. '
'--labels sample1 sample2 sample3',
nargs='+')
optional.add_argument('--smartLabels',
action='store_true',
help='Instead of manually specifying labels for the input '
'BAM files, this causes deepTools to use the file name '
'after removing the path and extension.')
optional.add_argument('--plotTitle', '-T',
help='Title of the plot, to be printed on top of '
'the generated image. Leave blank for no title. (Default: %(default)s)',
default='')
optional.add_argument('--skipZeros',
help='By setting this option, genomic regions '
'that have zero or nan values in _all_ samples '
'are excluded.',
action='store_true',
required=False)
optional.add_argument('--numberOfSamples', '-n',
help='Number of 1 bp regions to sample. (Default: %(default)s)',
required=False,
type=int,
default=1000000)
optional.add_argument('--BED',
help='Limits the coverage analysis to '
'the regions specified in these files. This overrides --numberOfSamples. '
'Due to memory requirements, it is inadvised to combine this with '
'--outRawCounts or many tens of thousands of regions, as per-base '
'coverage is used!',
metavar='FILE1.bed FILE2.bed',
nargs='+')
optional.add_argument('--outRawCounts',
help='Save raw counts (coverages) to file.',
type=parserCommon.writableFile,
metavar='FILE')
optional.add_argument('--outCoverageMetrics',
help='Save percentage of bins/regions above the specified thresholds to '
'the specified file. The coverage thresholds are specified by '
'--coverageThresholds. If no coverage thresholds are specified, the file '
'will be empty.',
type=parserCommon.writableFile,
metavar='FILE')
optional.add_argument('--coverageThresholds', '-ct',
type=int,
action="append",
help='The percentage of reported bins/regions with signal at least as '
'high as the given threshold. This can be specified multiple times.')
optional.add_argument('--plotHeight',
help='Plot height in cm. (Default: %(default)s)',
type=float,
default=5.0)
optional.add_argument('--plotWidth',
help='Plot width in cm. The minimum value is 1 cm. (Default: %(default)s)',
type=float,
default=15.0)
optional.add_argument('--plotFileFormat',
metavar='FILETYPE',
help='Image format type. If given, this option '
'overrides the image format based on the plotFile '
'ending. The available options are: png, '
'eps, pdf, svg and plotly.',
default=None,
choices=['png', 'pdf', 'svg', 'eps', 'plotly'])
return parser
def main(args=None):
args = process_args(args)
if not args.outRawCounts and not args.plotFile and not args.outCoverageMetrics:
sys.exit("At least one of --plotFile, --outRawCounts and --outCoverageMetrics are required.\n")
if 'BED' in args:
bed_regions = args.BED
else:
bed_regions = None
cr = countR.CountReadsPerBin(args.bamfiles,
binLength=1,
bedFile=bed_regions,
numberOfSamples=args.numberOfSamples,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose,
region=args.region,
blackListFileName=args.blackListFileName,
extendReads=args.extendReads,
minMappingQuality=args.minMappingQuality,
ignoreDuplicates=args.ignoreDuplicates,
center_read=args.centerReads,
samFlag_include=args.samFlagInclude,
samFlag_exclude=args.samFlagExclude,
minFragmentLength=args.minFragmentLength,
maxFragmentLength=args.maxFragmentLength,
bed_and_bin=True,
out_file_for_raw_data=args.outRawCounts)
num_reads_per_bin = cr.run()
if args.outCoverageMetrics and args.coverageThresholds:
args.coverageThresholds.sort() # Galaxy in particular tends to give things in a weird order
of = open(args.outCoverageMetrics, "w")
of.write("Sample\tThreshold\tPercent\n")
nbins = float(num_reads_per_bin.shape[0])
for thresh in args.coverageThresholds:
vals = np.sum(num_reads_per_bin >= thresh, axis=0)
for lab, val in zip(args.labels, vals):
of.write("{}\t{}\t{:6.3f}\n".format(lab, thresh, 100. * val / nbins))
of.close()
if args.outRawCounts:
# append to the generated file the
# labels
header = "#plotCoverage --outRawCounts\n#'chr'\t'start'\t'end'\t"
header += "'" + "'\t'".join(args.labels) + "'\n"
f = open(args.outRawCounts, 'r+')
content = f.read()
f.seek(0, 0)
f.write(header + content)
f.close()
if num_reads_per_bin.shape[0] < 2:
exit("ERROR: too few non-zero bins found.\n"
"If using --region please check that this "
"region is covered by reads.\n")
if args.skipZeros:
num_reads_per_bin = countR.remove_row_of_zeros(num_reads_per_bin)
if args.plotFile:
if args.plotFileFormat == 'plotly':
fig = go.Figure()
fig['layout']['xaxis1'] = {'domain': [0.0, 0.48], 'anchor': 'x1', 'title': 'coverage (#reads per base)'}
fig['layout']['xaxis2'] = {'domain': [0.52, 1.0], 'anchor': 'x2', 'title': 'coverage (#reads per base)'}
fig['layout']['yaxis1'] = {'domain': [0.0, 1.0], 'anchor': 'x1', 'title': 'fraction of bases sampled'}
fig['layout']['yaxis2'] = {'domain': [0.0, 1.0], 'anchor': 'x2', 'title': 'fraction of bases sampled >= coverage'}
fig['layout'].update(title=args.plotTitle)
else:
fig, axs = plt.subplots(1, 2, figsize=(args.plotWidth, args.plotHeight))
plt.suptitle(args.plotTitle)
# plot up to two std from mean
num_reads_per_bin = num_reads_per_bin.astype(int)
sample_mean = num_reads_per_bin.mean(axis=0)
sample_std = num_reads_per_bin.std(axis=0)
sample_max = num_reads_per_bin.max(axis=0)
sample_min = num_reads_per_bin.min(axis=0)
sample_25 = np.percentile(num_reads_per_bin, 25, axis=0)
sample_50 = np.percentile(num_reads_per_bin, 50, axis=0)
sample_75 = np.percentile(num_reads_per_bin, 75, axis=0)
# use the largest 99th percentile from all samples to set the x_max value
x_max = np.max(np.percentile(num_reads_per_bin, 99, axis=0))
# plot coverage
# print headers for text output
print("sample\tmean\tstd\tmin\t25%\t50%\t75%\tmax")
# the determination of a sensible value for y_max of the first plot (fraction of bases sampled vs.
# coverage) is important because, depending on the data,
# it becomes very difficult to see the lines in the plot. For example, if the coverage of a sample
# is a nice gaussian curve with a large mean of 50. Then a sensible range for the y axis (fraction of
# reads having coverage=x) is (0, 0.02) which nicely shows the coverage curve. If instead the coverage is
# very por and centers close to 1 then a good y axis range is (0,1).
# the current implementation aims to find the y_value for which 50% of the reads >= x (coverage) and
# sets that as the x_axis range.
y_max = []
data = []
# We need to manually set the line colors so they're shared between the two plots.
plotly_colors = ["#d73027", "#fc8d59", "#f33090", "#e0f3f8", "#91bfdb", "#4575b4"]
plotly_styles = sum([6 * ["solid"], 6 * ["dot"], 6 * ["dash"], 6 * ["longdash"], 6 * ["dashdot"], 6 * ["longdashdot"]], [])
for idx, col in enumerate(num_reads_per_bin.T):
if args.plotFile:
frac_reads_per_coverage = np.bincount(col.astype(int)).astype(float) / num_reads_per_bin.shape[0]
csum = np.bincount(col.astype(int))[::-1].cumsum()
csum_frac = csum.astype(float)[::-1] / csum.max()
if args.plotFileFormat == 'plotly':
color = plotly_colors[idx % len(plotly_colors)]
dash = plotly_styles[idx % len(plotly_styles)]
trace = go.Scatter(x=np.arange(0, int(x_max) - 1),
y=frac_reads_per_coverage[:int(x_max)],
mode='lines',
xaxis='x1',
yaxis='y1',
line=dict(color=color, dash=dash),
name="{}, mean={:.1f}".format(args.labels[idx], sample_mean[idx]),
legendgroup="{}".format(idx))
data.append(trace)
trace = go.Scatter(x=np.arange(0, int(x_max) - 1),
y=csum_frac[:int(x_max)],
mode='lines',
xaxis='x2',
yaxis='y2',
line=dict(color=color, dash=dash),
name=args.labels[idx],
showlegend=False,
legendgroup="{}".format(idx))
data.append(trace)
else:
axs[0].plot(frac_reads_per_coverage, label="{}, mean={:.1f}".format(args.labels[idx], sample_mean[idx]))
axs[1].plot(csum_frac, label=args.labels[idx])
# find the indexes (i.e. the x values) for which the cumulative distribution 'fraction of bases
# sampled >= coverage' where fraction of bases sampled = 50%: `np.flatnonzero(csum_frac>0.5)`
# then find the fraction of bases sampled that that have the largest x
y_max.append(frac_reads_per_coverage[max(np.flatnonzero(csum_frac > 0.5))])
print("{}\t{:0.2f}\t{:0.2f}\t{}\t{}\t{}\t{}\t{}\t".format(args.labels[idx],
sample_mean[idx],
sample_std[idx],
sample_min[idx],
sample_25[idx],
sample_50[idx],
sample_75[idx],
sample_max[idx],
))
if args.plotFile:
# Don't clip plots
y_max = max(y_max)
if args.plotFileFormat == "plotly":
fig.add_traces(data)
fig['layout']['yaxis1'].update(range=[0.0, min(1, y_max + (y_max * 0.10))])
fig['layout']['yaxis2'].update(range=[0.0, 1.0])
py.plot(fig, filename=args.plotFile, auto_open=False)
else:
axs[0].set_ylim(0, min(1, y_max + (y_max * 0.10)))
axs[0].set_xlim(0, x_max)
axs[0].set_xlabel('coverage (#reads per bp)')
axs[0].legend(fancybox=True, framealpha=0.5)
axs[0].set_ylabel('fraction of bases sampled')
# plot cumulative coverage
axs[1].set_xlim(0, x_max)
axs[1].set_xlabel('coverage (#reads per bp)')
axs[1].set_ylabel('fraction of bases sampled >= coverage')
axs[1].legend(fancybox=True, framealpha=0.5)
plt.savefig(args.plotFile, format=args.plotFileFormat)
plt.close()
if __name__ == "__main__":
main()
================================================
FILE: deeptools/plotEnrichment.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import sys
import argparse
import numpy as np
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
from deeptools import cm # noqa: F401
import matplotlib.pyplot as plt
import matplotlib.gridspec as gridspec
import plotly.offline as py
import plotly.graph_objs as go
from deeptools.mapReduce import mapReduce, getUserRegion, blSubtract
from deeptools.getFragmentAndReadSize import get_read_and_fragment_length
from deeptools.utilities import getCommonChrNames, mungeChromosome, getTLen, smartLabels
from deeptools.bamHandler import openBam
from deeptoolsintervals import Enrichment, GTF
from deeptools.countReadsPerBin import CountReadsPerBin as cr
from deeptools import parserCommon
old_settings = np.seterr(all='ignore')
def parse_arguments(args=None):
basic_args = plot_enrichment_args()
# --region, --blackListFileName, -p and -v
parent_parser = parserCommon.getParentArgParse(binSize=False)
# --extend reads and such
read_options = parserCommon.read_options()
parser = argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
Tool for calculating and plotting the signal enrichment in either regions in BED
format or feature types (column 3) in GTF format. The underlying datapoints can also be output.
Metrics are plotted as a fraction of total reads. Regions in a BED file are assigned to the 'peak' feature.
detailed help:
plotEnrichment -h
""",
epilog='example usages:\n'
'plotEnrichment -b file1.bam file2.bam --BED peaks.bed -o enrichment.png\n\n'
' \n\n',
parents=[basic_args, parent_parser, read_options],
usage='plotEnrichment -b sample1.bam sample2.bam --BED peaks.bed -o enrichment.png\n'
'help: plotEnrichment -h / plotEnrichment --help\n')
return parser
def plot_enrichment_args():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--bamfiles', '-b',
metavar='file1.bam file2.bam',
help='List of indexed bam files separated by spaces.',
nargs='+',
required=True)
required.add_argument('--BED',
help='Limits the enrichment analysis to '
'the regions specified in these BED/GTF files. Enrichment '
'is calculated as the number of reads overlapping each '
'feature type. The feature type is column 3 in a GTF file '
'and "peak" for BED files.',
metavar='FILE1.bed FILE2.bed',
nargs='+',
required=True)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--plotFile', '-o',
help='File to save the plot to. The file extension determines the format, '
'so heatmap.pdf will save the heatmap in PDF format. '
'The available formats are: .png, '
'.eps, .pdf and .svg.',
type=parserCommon.writableFile,
metavar='FILE')
optional.add_argument('--attributeKey',
help='Instead of deriving labels from the feature column in a GTF file, '
'use the given attribute key, such as gene_biotype. For BED files or '
'entries without the attribute key, None is used as the label.')
optional.add_argument('--labels', '-l',
metavar='sample1 sample2',
help='User defined labels instead of default labels from '
'file names. '
'Multiple labels have to be separated by spaces, e.g. '
'--labels sample1 sample2 sample3',
nargs='+')
optional.add_argument('--smartLabels',
action='store_true',
help='Instead of manually specifying labels for the input '
'BAM/BED/GTF files, this causes deepTools to use the file name '
'after removing the path and extension. For BED/GTF files, the '
'eventual region name will be overriden if specified inside '
'the file.')
optional.add_argument('--regionLabels',
metavar="region1 region2",
help="For BED files, the label given to its region is "
"the file name, but this can be overridden by providing "
"a custom label. For GTF files this is ignored. Note "
"that if you provide labels, you MUST provide one for each "
"BED/GTF file, even though it will be ignored for GTF files.",
nargs='+')
optional.add_argument('--plotTitle', '-T',
help='Title of the plot, to be printed on top of '
'the generated image. Leave blank for no title. (Default: %(default)s)',
default='')
optional.add_argument('--plotFileFormat',
metavar='FILETYPE',
help='Image format type. If given, this option '
'overrides the image format based on the plotFile '
'ending. The available options are: png, '
'eps, pdf, plotly and svg.',
choices=['png', 'pdf', 'svg', 'eps', 'plotly'])
optional.add_argument('--outRawCounts',
help='Save the counts per region to a tab-delimited file.',
type=parserCommon.writableFile,
metavar='FILE')
optional.add_argument('--perSample',
help='Group the plots by sample, rather than by feature type (the default).',
action='store_true')
optional.add_argument('--variableScales',
help='By default, the y-axes are always 0-100. This allows the axis range to be restricted.',
action='store_true')
optional.add_argument('--plotHeight',
help='Plot height in cm. (Default: %(default)s)',
type=float,
default=20)
optional.add_argument('--plotWidth',
help='Plot width in cm. The minimum value is 1 cm. (Default: %(default)s)',
type=float,
default=20)
optional.add_argument('--colors',
help='List of colors to use '
'for the plotted lines. Color names '
'and html hex strings (e.g., #eeff22) '
'are accepted. The color names should '
'be space separated. For example, '
'--colors red blue green ',
nargs='+')
optional.add_argument('--numPlotsPerRow',
help='Number of plots per row (Default: %(default)s)',
type=int,
default=4)
optional.add_argument('--alpha',
default=0.9,
type=parserCommon.check_float_0_1,
help='The alpha channel (transparency) to use for the bars. '
'The default is 0.9 and values must be between 0 and 1.')
optional.add_argument('--Offset',
help='Uses this offset inside of each read as the signal. This is useful in '
'cases like RiboSeq or GROseq, where the signal is 12, 15 or 0 bases past the '
'start of the read. This can be paired with the --filterRNAstrand option. '
'Note that negative values indicate offsets from the end of each read. A value '
'of 1 indicates the first base of the alignment (taking alignment orientation '
'into account). Likewise, a value of -1 is the last base of the alignment. An '
'offset of 0 is not permitted. If two values are specified, then they will be '
'used to specify a range of positions. Note that specifying something like '
'--Offset 5 -1 will result in the 5th through last position being used, which '
'is equivalent to trimming 4 bases from the 5-prime end of alignments.',
metavar='INT',
type=int,
nargs='+',
required=False)
bed12 = parser.add_argument_group('BED12 arguments')
bed12.add_argument('--keepExons',
help="For BED12 files, use each exon as a region, rather than columns 2/3",
action="store_true")
return parser
def getBAMBlocks(read, defaultFragmentLength, centerRead, offset=None):
"""
This is basically get_fragment_from_read from countReadsPerBin
"""
blocks = None
maxPairedFragmentLength = 0
if defaultFragmentLength != "read length":
maxPairedFragmentLength = 4 * defaultFragmentLength
if defaultFragmentLength == 'read length':
blocks = read.get_blocks()
else:
if cr.is_proper_pair(read, maxPairedFragmentLength):
if read.is_reverse:
fragmentStart = read.next_reference_start
fragmentEnd = read.reference_end
else:
fragmentStart = read.reference_start
# the end of the fragment is defined as
# the start of the forward read plus the insert length
fragmentEnd = read.reference_start + abs(read.template_length)
# Extend using the default fragment length
else:
if read.is_reverse:
fragmentStart = read.reference_end - defaultFragmentLength
fragmentEnd = read.reference_end
else:
fragmentStart = read.reference_start
fragmentEnd = read.reference_start + defaultFragmentLength
if centerRead:
fragmentCenter = fragmentEnd - (fragmentEnd - fragmentStart) / 2
fragmentStart = fragmentCenter - read.infer_query_length(always=False) / 2
fragmentEnd = fragmentStart + read.infer_query_length(always=False)
assert fragmentStart < fragmentEnd, "fragment start greater than fragment" \
"end for read {}".format(read.query_name)
blocks = [(int(fragmentStart), int(fragmentEnd))]
# Handle read offsets, if needed
if offset is not None:
rv = [(None, None)]
if len(offset) > 1:
if offset[0] > 0:
offset[0] -= 1
if offset[1] < 0:
offset[1] += 1
else:
if offset[0] > 0:
offset[0] -= 1
offset = [offset[0], offset[0] + 1]
else:
offset = [offset[0], None]
if offset[1] == 0:
# -1 gets switched to 0, which screws things up
offset = (offset[0], None)
stretch = []
# For the sake of simplicity, convert [(10, 20), (30, 40)] to [10, 11, 12, 13, ..., 40]
# Then subset accordingly
for block in blocks:
stretch.extend(range(block[0], block[1]))
if read.is_reverse:
stretch = stretch[::-1]
try:
foo = stretch[offset[0]:offset[1]]
except:
return rv
if len(foo) == 0:
return rv
if read.is_reverse:
foo = foo[::-1]
# Convert the stretch back to a list of tuples
foo = np.array(foo)
d = foo[1:] - foo[:-1]
idx = np.argwhere(d > 1).flatten().tolist() # This now holds the interval bounds as a list
idx.append(-1)
last = 0
blocks = []
for i in idx:
blocks.append((foo[last].astype("int"), foo[i].astype("int") + 1))
last = i + 1
return blocks
def getEnrichment_worker(arglist):
"""
This is the worker function of plotEnrichment.
In short, given a region, iterate over all reads **starting** in it.
Filter/extend them as requested and check each for an overlap with
findOverlaps. For each overlap, increment the counter for that feature.
"""
chrom, start, end, args, defaultFragmentLength = arglist
if args.verbose:
sys.stderr.write("Processing {}:{}-{}\n".format(chrom, start, end))
olist = []
total = [0] * len(args.bamfiles)
for idx, f in enumerate(args.bamfiles):
odict = dict()
for x in gtf.features:
odict[x] = 0
fh = openBam(f)
chrom = mungeChromosome(chrom, fh.references)
lpos = None
prev_pos = set()
for read in fh.fetch(chrom, start, end):
# Filter
if read.pos < start:
# Ensure that a given alignment is processed only once
continue
if read.flag & 4:
continue
if args.minMappingQuality and read.mapq < args.minMappingQuality:
continue
if args.samFlagInclude and read.flag & args.samFlagInclude != args.samFlagInclude:
continue
if args.samFlagExclude and read.flag & args.samFlagExclude != 0:
continue
tLen = getTLen(read)
if args.minFragmentLength > 0 and tLen < args.minFragmentLength:
continue
if args.maxFragmentLength > 0 and tLen > args.maxFragmentLength:
continue
if args.ignoreDuplicates:
# Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions
if tLen >= 0:
s = read.pos
e = s + tLen
else:
s = read.pnext
e = s - tLen
if read.reference_id != read.next_reference_id:
e = read.pnext
if lpos is not None and lpos == read.reference_start \
and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:
continue
if lpos != read.reference_start:
prev_pos.clear()
lpos = read.reference_start
prev_pos.add((s, e, read.next_reference_id, read.is_reverse))
total[idx] += 1
# Get blocks, possibly extending
features = gtf.findOverlaps(chrom, getBAMBlocks(read, defaultFragmentLength, args.centerReads, args.Offset))
if features is not None and len(features) > 0:
for x in features:
odict[x] += 1
olist.append(odict)
return olist, gtf.features, total
def plotEnrichment(args, featureCounts, totalCounts, features):
# get the number of rows and columns
if args.perSample:
totalPlots = len(args.bamfiles)
barsPerPlot = len(features)
else:
totalPlots = len(features)
barsPerPlot = len(args.bamfiles)
cols = min(args.numPlotsPerRow, totalPlots)
rows = np.ceil(totalPlots / float(args.numPlotsPerRow)).astype(int)
# Handle the colors
if not args.colors:
cmap_plot = plt.get_cmap('jet')
args.colors = cmap_plot(np.arange(barsPerPlot, dtype=float) / float(barsPerPlot))
if args.plotFileFormat == 'plotly':
args.colors = range(barsPerPlot)
elif len(args.colors) < barsPerPlot:
sys.exit("Error: {0} colors were requested, but {1} were needed!".format(len(args.colors), barsPerPlot))
data = []
if args.plotFileFormat == 'plotly':
fig = go.Figure()
fig['layout'].update(title=args.plotTitle)
domainWidth = .9 / cols
domainHeight = .9 / rows
bufferHeight = 0.0
if rows > 1:
bufferHeight = 0.1 / (rows - 1)
bufferWidth = 0.0
if cols > 1:
bufferWidth = 0.1 / (cols - 1)
else:
grids = gridspec.GridSpec(rows, cols)
plt.rcParams['font.size'] = 10.0
# convert cm values to inches
fig = plt.figure(figsize=(args.plotWidth / 2.54, args.plotHeight / 2.54))
fig.suptitle(args.plotTitle, y=(1 - (0.06 / args.plotHeight)))
for i in range(totalPlots):
col = i % cols
row = np.floor(i / float(args.numPlotsPerRow)).astype(int)
if args.perSample:
xlabels = features
ylabel = "% alignments in {0}".format(args.labels[i])
vals = [featureCounts[i][foo] for foo in features]
vals = 100 * np.array(vals, dtype='float64') / totalCounts[i]
else:
xlabels = args.labels
ylabel = "% {0}".format(features[i])
vals = [foo[features[i]] for foo in featureCounts]
vals = 100 * np.array(vals, dtype='float64') / np.array(totalCounts, dtype='float64')
if args.plotFileFormat == 'plotly':
xanchor = 'x{}'.format(i + 1)
yanchor = 'y{}'.format(i + 1)
base = row * (domainHeight + bufferHeight)
domain = [base, base + domainHeight]
fig['layout']['xaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': yanchor}
base = col * (domainWidth + bufferWidth)
domain = [base, base + domainWidth]
fig['layout']['yaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': xanchor, 'title': ylabel}
if args.variableScales is False:
fig['layout']['yaxis{}'.format(i + 1)].update(range=[0, 100])
trace = go.Bar(x=xlabels,
y=vals,
opacity=args.alpha,
orientation='v',
showlegend=False,
xaxis=xanchor,
yaxis=yanchor,
name=ylabel,
marker={'color': args.colors, 'line': {'color': args.colors}})
data.append(trace)
else:
ax = plt.subplot(grids[row, col])
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)
ax.set_ylabel(ylabel)
ax.set_xticks(np.arange(vals.shape[0]))
ax.set_xticklabels(xlabels, rotation='vertical')
if args.variableScales is False:
ax.set_ylim(0.0, 100.0)
if args.plotFileFormat == 'plotly':
fig.add_traces(data)
py.plot(fig, filename=args.plotFile, auto_open=False)
# colors
else:
plt.subplots_adjust(wspace=0.05, hspace=0.3, bottom=0.15, top=0.80)
plt.tight_layout()
plt.savefig(args.plotFile, dpi=200, format=args.plotFileFormat)
plt.close()
def getChunkLength(args, chromSize):
"""
There's no point in parsing the GTF time over and over again needlessly.
Emprically, it seems that adding ~4x the number of workers is ideal, since
coverage is non-uniform. This is a heuristic way of approximating that.
Note that if there are MANY small contigs and a few large ones (e.g., the
max and median lengths are >10x different, then it's best to take a
different tack.
"""
if args.region:
chromSize, region_start, region_end, genomeChunkLength = getUserRegion(chromSize, args.region)
rv = np.ceil((region_start - region_end) / float(4 * args.numberOfProcessors)).astype(int)
return max(1, rv)
bl = None
if args.blackListFileName:
bl = GTF(args.blackListFileName)
lengths = []
for k, v in chromSize:
regs = blSubtract(bl, k, [0, v])
for reg in regs:
lengths.append(reg[1] - reg[0])
if len(lengths) >= 4 * args.numberOfProcessors:
rv = np.median(lengths).astype(int)
# 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
if np.max(lengths) >= 10 * rv:
rv = np.ceil(np.sum(lengths) / (4.0 * args.numberOfProcessors)).astype(int)
else:
rv = np.ceil(np.sum(lengths) / (4.0 * args.numberOfProcessors)).astype(int)
return max(1, rv)
def main(args=None):
args = parse_arguments().parse_args(args)
if not args.outRawCounts and not args.plotFile:
sys.exit("Error: You need to specify at least one of --plotFile or --outRawCounts!\n")
if args.labels is None:
args.labels = args.bamfiles
if args.smartLabels:
args.labels = smartLabels(args.bamfiles)
if len(args.labels) != len(args.bamfiles):
sys.exit("Error: The number of labels ({0}) does not match the number of BAM files ({1})!".format(len(args.labels), len(args.bamfiles)))
# Ensure that if we're given an attributeKey that it's not empty
if args.attributeKey and args.attributeKey == "":
args.attributeKey = None
global gtf
if not args.regionLabels and args.smartLabels:
args.regionLabels = smartLabels(args.BED)
gtf = Enrichment(args.BED, keepExons=args.keepExons, labels=args.regionLabels, attributeKey=args.attributeKey)
# Get fragment size and chromosome dict
fhs = [openBam(x) for x in args.bamfiles]
chromSize, non_common_chr = getCommonChrNames(fhs, verbose=args.verbose)
for fh in fhs:
fh.close()
frag_len_dict, read_len_dict = get_read_and_fragment_length(args.bamfiles[0],
return_lengths=False,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose)
if args.extendReads:
if args.extendReads is True:
# try to guess fragment length if the bam file contains paired end reads
if frag_len_dict:
defaultFragmentLength = frag_len_dict['median']
else:
sys.exit("*ERROR*: library is not paired-end. Please provide an extension length.")
if args.verbose:
print("Fragment length based on paired en data "
"estimated to be {0}".format(frag_len_dict['median']))
elif args.extendReads < read_len_dict['median']:
sys.stderr.write("*WARNING*: read extension is smaller than read length (read length = {}). "
"Reads will not be extended.\n".format(int(read_len_dict['median'])))
defaultFragmentLength = 'read length'
elif args.extendReads > 2000:
sys.exit("*ERROR*: read extension must be smaller that 2000. Value give: {} ".format(args.extendReads))
else:
defaultFragmentLength = args.extendReads
else:
defaultFragmentLength = 'read length'
# Get the chunkLength
chunkLength = getChunkLength(args, chromSize)
# Map reduce to get the counts/file/feature
res = mapReduce([args, defaultFragmentLength],
getEnrichment_worker,
chromSize,
genomeChunkLength=chunkLength,
region=args.region,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose)
features = res[0][1]
featureCounts = []
for i in list(range(len(args.bamfiles))):
d = dict()
for x in features:
d[x] = 0
featureCounts.append(d)
# res is a list, with each element a list (length len(args.bamfiles)) of dicts
totalCounts = [0] * len(args.bamfiles)
for x in res:
for i, y in enumerate(x[2]):
totalCounts[i] += y
for i, y in enumerate(x[0]):
for k, v in y.items():
featureCounts[i][k] += v
# Make a plot
if args.plotFile:
plotEnrichment(args, featureCounts, totalCounts, features)
# Raw counts
if args.outRawCounts:
of = open(args.outRawCounts, "w")
of.write("file\tfeatureType\tpercent\tfeatureReadCount\ttotalReadCount\n")
for i, x in enumerate(args.labels):
for k, v in featureCounts[i].items():
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]))
of.close()
================================================
FILE: deeptools/plotFingerprint.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import numpy as np
import argparse
import sys
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
from deeptools import cm # noqa: F401
import matplotlib.pyplot as plt
from scipy import interpolate
from scipy.stats import poisson
import plotly.offline as py
import plotly.graph_objs as go
import deeptools.countReadsPerBin as countR
import deeptools.sumCoveragePerBin as sumR
from deeptools import parserCommon
from deeptools.utilities import smartLabels
old_settings = np.seterr(all='ignore')
MAXLEN = 10000000
def parse_arguments(args=None):
parent_parser = parserCommon.getParentArgParse(binSize=False)
required_args = get_required_args()
output_args = get_output_args()
optional_args = get_optional_args()
read_options_parser = parserCommon.read_options()
parser = argparse.ArgumentParser(
parents=[required_args, output_args, read_options_parser,
optional_args, parent_parser],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='This tool samples indexed BAM files '
'and plots a profile of cumulative read coverages for each. '
'All reads overlapping a window (bin) of the '
'specified length are counted; '
'these counts are sorted '
'and the cumulative sum is finally plotted. ',
conflict_handler='resolve',
usage='plotFingerprint -b treatment.bam control.bam '
'-plot fingerprint.png\n'
'help: plotFingerprint -h / plotFingerprint --help',
add_help=False)
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
if args.JSDsample is not None and args.JSDsample not in args.bamfiles:
args.bamfiles.append(args.JSDsample)
if args.labels and len(args.bamfiles) == len(args.labels) - 1:
args.labels.append(args.JSDsample)
if not args.labels:
if args.smartLabels:
args.labels = smartLabels(args.bamfiles)
else:
args.labels = args.bamfiles
if len(args.bamfiles) != len(args.labels):
sys.exit("The number of labels does not match the number of BAM files.")
return args
def get_required_args():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--bamfiles', '-b',
metavar='bam files',
nargs='+',
help='List of indexed BAM files',
required=True)
return parser
def get_optional_args():
parser = argparse.ArgumentParser(add_help=False,
conflict_handler='resolve')
optional = parser.add_argument_group('Optional arguments')
optional.add_argument("--help", "-h", action="help",
help="show this help message and exit")
optional.add_argument('--labels', '-l',
metavar='',
help='List of labels to use in the output. '
'If not given, the file names will be used instead. '
'Separate the labels by spaces.',
nargs='+')
optional.add_argument('--smartLabels',
action='store_true',
help='Instead of manually specifying labels for the input '
'BAM/bigWig files, this causes deepTools to use the file name '
'after removing the path and extension.')
optional.add_argument('--binSize', '-bs',
help='Window size in base pairs to '
'sample the genome. This times --numberOfSamples should be less than the genome size. (Default: %(default)s)',
default=500,
type=int)
optional.add_argument('--numberOfSamples', '-n',
help='The number of bins that are sampled from the genome, '
'for which the overlapping number of reads is computed. (Default: %(default)s)',
default=5e5,
type=int)
optional.add_argument('--plotFileFormat',
metavar='',
help='image format type. If given, this option '
'overrides the image format based on the ending '
'given via --plotFile '
'ending. The available options are: "png", '
'"eps", "pdf", "plotly" and "svg"',
choices=['png', 'pdf', 'svg', 'eps', 'plotly'])
optional.add_argument('--plotTitle', '-T',
help='Title of the plot, to be printed on top of '
'the generated image. Leave blank for no title. (Default: %(default)s)',
default='')
optional.add_argument('--skipZeros',
help='If set, then regions with zero overlapping reads'
'for *all* given BAM files are ignored. This '
'will result in a reduced number of read '
'counts than that specified in --numberOfSamples',
action='store_true')
optional.add_argument('--outQualityMetrics',
help='Quality metrics can optionally be output to '
'this file. The file will have one row per input BAM '
'file and columns containing a number of metrics. '
'Please see the online documentation for a longer '
'explanation: http://deeptools.readthedocs.io/en/latest/content/feature/plotFingerprint_QC_metrics.html .',
type=parserCommon.writableFile,
metavar='FILE.txt')
optional.add_argument('--JSDsample',
help='Reference sample against which to compute the '
'Jensen-Shannon distance and the CHANCE statistics. '
'If this is not specified, '
'then these will not be calculated. If '
'--outQualityMetrics is not specified then this will '
'be ignored. The Jensen-Shannon implementation is '
'based on code from Sitanshu Gakkhar at BCGSC. The '
'CHANCE implementation is based on code from Matthias '
'Haimel.',
metavar='sample.bam')
return parser
def get_output_args():
parser = argparse.ArgumentParser(add_help=False)
group = parser.add_argument_group('Output')
group.add_argument('--plotFile', '-plot', '-o',
help='File name of the output figure. The file '
'ending will be used to determine the image '
'format. The available options are typically: "png", '
'"eps", "pdf" and "svg", e.g. : fingerprint.png.',
type=parserCommon.writableFile,
metavar='')
group.add_argument('--outRawCounts',
help='Output file name to save the read counts per bin.',
type=parserCommon.writableFile,
metavar='')
return parser
def binRelEntropy(p, q):
"""
Return the relative binary entropy of x
"""
x1 = 0
x2 = 0
if p > 0:
x1 = p * np.log2(p / q)
if p < 1:
x2 = (1 - p) * np.log2((1 - p) / (1 - q))
return np.fmax(0.0, x1 + x2)
def getCHANCE(args, idx, mat):
"""
Compute the CHANCE p-value
1) In short, sort IP from lowest to highest, cosorting input at the same time.
2) Choose the argmax of the difference of the cumsum() of the above
3) Determine a scale factor according to the ratio at the position at step 2.
"""
# Get the index of the reference sample
if args.JSDsample not in args.bamfiles:
return [np.nan, np.nan, np.nan]
refIdx = args.bamfiles.index(args.JSDsample)
if refIdx == idx:
return [np.nan, np.nan, np.nan]
subMatrix = np.copy(mat[:, [idx, refIdx]])
subMatrix[np.isnan(subMatrix)] = 0
subMatrix = subMatrix[subMatrix[:, 0].argsort(), :]
# Find the CHANCE statistic, which is the point of maximus difference
cs = np.cumsum(subMatrix, axis=0)
normed = cs / np.max(cs, axis=0).astype(float)
csdiff = normed[:, 1] - normed[:, 0]
k = np.argmax(csdiff)
if csdiff[k] < 1e-6:
# Don't bother with negative values
return [0, 0, 0]
p = normed[k, 0] # Percent enrichment in IP
q = normed[k, 1] # Percent enrichment in input
pcenrich = 100 * (len(csdiff) - k) / float(len(csdiff))
diffenrich = 100.0 * (q - p)
# CHANCE's JS divergence with binary entropy
# Its p value is a ztest of this, which is largely useless IMO
M = (p + q) / 2.0
CHANCEdivergence = 0.5 * (binRelEntropy(p, M) + binRelEntropy(q, M))
CHANCEdivergence = np.sqrt(CHANCEdivergence)
return [pcenrich, diffenrich, CHANCEdivergence]
def getSyntheticJSD(vec):
"""
This is largely similar to getJSD, with the 'input' sample being a Poisson distribution with lambda the average coverage in the IP bins
"""
lamb = np.mean(vec) # Average coverage
coverage = np.sum(vec)
chip = np.zeros(MAXLEN, dtype=int)
for val in vec:
# N.B., we need to clip past the end of the array
if val >= MAXLEN:
val = MAXLEN - 1
# This effectively removes differences due to coverage percentages
if val > 0:
chip[int(val)] += 1
input = coverage * poisson.pmf(np.arange(1, MAXLEN), lamb)
if chip[-1] > 0:
print("{} bins had coverage over the maximum value of {} during synthetic JSD computation".format(chip[-1], MAXLEN))
return getJSDcommon(chip, input)
def getJSD(args, idx, mat):
"""
Computes the Jensen-Shannon distance between two samples. This is essentially
a symmetric version of Kullback-Leibler divergence. The implementation
presented here is based on code from Sitanshu Gakkhar at BCGSC.
Note that the interpolation has the effect of removing zero count coverage
bins, which ends up being needed for the JSD calculation.
args: The input arguments
idx: The column index of the current sample
mat: The matrix of counts
"""
# Get the index of the reference sample
if args.JSDsample not in args.bamfiles:
return np.nan
refIdx = args.bamfiles.index(args.JSDsample)
if refIdx == idx:
return np.nan
# These will hold the coverage histograms
chip = np.zeros(MAXLEN, dtype=int)
input = np.zeros(MAXLEN, dtype=int)
for row in mat:
# ChIP
val = row[idx]
# N.B., we need to clip past the end of the array
if val >= MAXLEN:
val = MAXLEN - 1
# This effectively removes differences due to coverage percentages
if val > 0:
chip[int(val)] += 1
# Input
val = row[refIdx]
if val >= MAXLEN:
val = MAXLEN - 1
if val > 0:
input[int(val)] += 1
if input[-1] > 0:
print("{} bins had coverage over the maximum value of {} in the input sample".format(input[-1], MAXLEN))
if chip[-1] > 0:
print("{} bins had coverage over the maximum value of {} in the ChIP sample".format(chip[-1], MAXLEN))
return getJSDcommon(chip, input)
def getJSDcommon(chip, input):
"""
This is a continuation of getJSD to allow getSyntheticJSD to reuse code
"""
def signalAndBinDist(x):
x = np.array(x)
(n,) = x.shape
signalValues = np.array(list(range(n)))
totalSignal = x * signalValues
normalizedTotalSignal = np.cumsum(totalSignal) / np.sum(totalSignal).astype("float")
binDist = np.cumsum(x).astype("float") / sum(x)
interpolater = interpolate.interp1d(binDist, normalizedTotalSignal, kind='linear', bounds_error=False, fill_value=(0, 1))
return (binDist, normalizedTotalSignal, interpolater)
# Interpolate the signals to evenly spaced bins, which also removes 0-coverage bins
chipSignal = signalAndBinDist(chip)
inputSignal = signalAndBinDist(input)
# These are basically CDFs
inputSignalInterp = inputSignal[2](np.arange(0, 1.00001, 0.00001))
chipSignalInterp = chipSignal[2](np.arange(0, 1.00001, 0.00001))
# If there are no low coverage bins then you can get nan as the first interpolated value.
# That should instead be some small value
if np.isnan(inputSignalInterp[0]):
inputSignalInterp[0] = 1e-12
if np.isnan(chipSignalInterp[0]):
chipSignalInterp[0] = 1e-12
# Differentiate to PMFs, do some sanity checking
PMFinput = np.ediff1d(inputSignalInterp)
PMFchip = np.ediff1d(chipSignalInterp)
if abs(sum(PMFinput) - 1) > 0.01 or abs(sum(PMFchip) - 1) > 0.01:
sys.stderr.write("Warning: At least one PMF integral is significantly different from 1! The JSD will not be returned")
return np.nan
# Compute the JSD from the PMFs
M = (PMFinput + PMFchip) / 2.0
JSD = 0.5 * (np.nansum(PMFinput * np.log2(PMFinput / M))) + 0.5 * (np.nansum(PMFchip * np.log2(PMFchip / M)))
# Round sqrt of JSD to 15 decimals, as planemo test has issue with rounding ?
return round(np.sqrt(JSD), 15)
def getExpected(mu):
"""
Given a mean coverage mu, determine the AUC, X-intercept, and elbow point
of a Poisson-distributed perfectly behaved input sample with the same coverage
"""
x = np.arange(round(poisson.interval(0.99999, mu=mu)[1] + 1)) # This will be an appropriate range
pmf = poisson.pmf(x, mu=mu)
cdf = poisson.cdf(x, mu=mu)
cs = np.cumsum(pmf * x)
cs /= max(cs)
XInt = cdf[np.nonzero(cs)[0][0]]
AUC = sum(poisson.pmf(x, mu=mu) * cs)
elbow = cdf[np.argmax(cdf - cs)]
return (AUC, XInt, elbow)
def main(args=None):
args = process_args(args)
if not args.plotFile and not args.outRawCounts and not args.outQualityMetrics:
sys.stderr.write("\nAt least one of --plotFile, --outRawCounts or --outQualityMetrics is required.\n")
sys.exit(1)
cr = sumR.SumCoveragePerBin(
args.bamfiles,
args.binSize,
args.numberOfSamples,
blackListFileName=args.blackListFileName,
numberOfProcessors=args.numberOfProcessors,
verbose=args.verbose,
region=args.region,
extendReads=args.extendReads,
minMappingQuality=args.minMappingQuality,
ignoreDuplicates=args.ignoreDuplicates,
center_read=args.centerReads,
samFlag_include=args.samFlagInclude,
samFlag_exclude=args.samFlagExclude,
minFragmentLength=args.minFragmentLength,
maxFragmentLength=args.maxFragmentLength)
num_reads_per_bin = cr.run()
if num_reads_per_bin.sum() == 0:
import sys
sys.stderr.write(
"\nNo reads were found in {} regions sampled. Check that the\n"
"min mapping quality is not overly high and that the \n"
"chromosome names between bam files are consistent.\n"
"For small genomes, decrease the --numberOfSamples.\n"
"\n".format(num_reads_per_bin.shape[0]))
exit(1)
if args.skipZeros:
num_reads_per_bin = countR.remove_row_of_zeros(num_reads_per_bin)
total = len(num_reads_per_bin[:, 0])
x = np.arange(total).astype('float') / total # normalize from 0 to 1
if args.plotFile is not None:
i = 0
# matplotlib won't iterate through line styles by itself
pyplot_line_styles = sum([7 * ["-"], 7 * ["--"], 7 * ["-."], 7 * [":"]], [])
plotly_colors = ["#d73027", "#fc8d59", "#f33090", "#e0f3f8", "#91bfdb", "#4575b4"]
plotly_line_styles = sum([6 * ["solid"], 6 * ["dot"], 6 * ["dash"], 6 * ["longdash"], 6 * ["dashdot"], 6 * ["longdashdot"]], [])
data = []
for i, reads in enumerate(num_reads_per_bin.T):
count = np.cumsum(np.sort(reads))
count = count / count[-1] # to normalize y from 0 to 1
if args.plotFileFormat == 'plotly':
trace = go.Scatter(x=x, y=count, mode='lines', name=args.labels[i])
trace['line'].update(dash=plotly_line_styles[i % 36], color=plotly_colors[i % 6])
data.append(trace)
else:
j = i % len(pyplot_line_styles)
plt.plot(x, count, label=args.labels[i], linestyle=pyplot_line_styles[j])
plt.xlabel('rank')
plt.ylabel('fraction w.r.t. bin with highest coverage')
# set the plotFileFormat explicitly to None to trigger the
# format from the file-extension
if not args.plotFileFormat:
args.plotFileFormat = None
if args.plotFileFormat == 'plotly':
fig = go.Figure()
fig.add_traces(data)
fig['layout'].update(title=args.plotTitle)
fig['layout']['xaxis1'].update(title="rank")
fig['layout']['yaxis1'].update(title="fraction w.r.t bin with highest coverage")
py.plot(fig, filename=args.plotFile, auto_open=False)
else:
plt.legend(loc='upper left')
plt.suptitle(args.plotTitle)
plt.savefig(args.plotFile, bbox_inches=0, format=args.plotFileFormat)
plt.close()
if args.outRawCounts is not None:
of = open(args.outRawCounts, "w")
of.write("#plotFingerprint --outRawCounts\n")
of.write("'" + "'\t'".join(args.labels) + "'\n")
fmt = "\t".join(np.repeat('%d', num_reads_per_bin.shape[1])) + "\n"
for row in num_reads_per_bin:
of.write(fmt % tuple(row))
of.close()
if args.outQualityMetrics is not None:
of = open(args.outQualityMetrics, "w")
of.write("Sample\tAUC\tSynthetic AUC\tX-intercept\tSynthetic X-intercept\tElbow Point\tSynthetic Elbow Point")
if args.JSDsample:
of.write("\tJS Distance\tSynthetic JS Distance\t% genome enriched\tdiff. enrichment\tCHANCE divergence")
else:
of.write("\tSynthetic JS Distance")
of.write("\n")
line = np.arange(num_reads_per_bin.shape[0]) / float(num_reads_per_bin.shape[0] - 1)
for idx, reads in enumerate(num_reads_per_bin.T):
counts = np.cumsum(np.sort(reads))
counts = counts / float(counts[-1])
AUC = np.sum(counts) / float(len(counts))
XInt = (np.argmax(counts > 0) + 1) / float(counts.shape[0])
elbow = (np.argmax(line - counts) + 1) / float(counts.shape[0])
expected = getExpected(np.mean(reads)) # A tuple of expected (AUC, XInt, elbow)
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]))
if args.JSDsample:
JSD = getJSD(args, idx, num_reads_per_bin)
syntheticJSD = getSyntheticJSD(num_reads_per_bin[:, idx])
CHANCE = getCHANCE(args, idx, num_reads_per_bin)
of.write("\t{0}\t{1}\t{2}\t{3}\t{4}".format(JSD, syntheticJSD, CHANCE[0], CHANCE[1], CHANCE[2]))
else:
syntheticJSD = getSyntheticJSD(num_reads_per_bin[:, idx])
of.write("\t{0}".format(syntheticJSD))
of.write("\n")
of.close()
if __name__ == "__main__":
main()
================================================
FILE: deeptools/plotHeatmap.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
from __future__ import division
import argparse
from collections import OrderedDict
import numpy as np
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
import matplotlib.pyplot as plt
from matplotlib.font_manager import FontProperties
import matplotlib.gridspec as gridspec
from matplotlib import ticker
import copy
import sys
import plotly.offline as py
import plotly.graph_objs as go
# own modules
from deeptools import cm # noqa: F401
from deeptools import parserCommon
from deeptools import heatmapper
from deeptools.heatmapper_utilities import plot_single, plotly_single
from deeptools.utilities import convertCmap
from deeptools.computeMatrixOperations import filterHeatmapValues
debug = 0
old_settings = np.seterr(all='ignore')
plt.ioff()
def parse_arguments(args=None):
parser = argparse.ArgumentParser(
parents=[parserCommon.heatmapperMatrixArgs(),
parserCommon.heatmapperOutputArgs(mode='heatmap'),
parserCommon.heatmapperOptionalArgs(mode='heatmap')],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='This tool creates a heatmap for '
'scores associated with genomic regions. '
'The program requires a matrix file '
'generated by the tool ``computeMatrix``.',
epilog='An example usage is: plotHeatmap -m matrix.gz',
usage='plotHeatmap -m matrix.gz\n'
'help: plotHeatmap -h / plotHeatmap --help',
add_help=False)
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
args.heatmapHeight = args.heatmapHeight if args.heatmapHeight > 3 and args.heatmapHeight <= 100 else 10
if not matplotlib.colors.is_color_like(args.missingDataColor):
exit("The value {0} for --missingDataColor is not valid".format(args.missingDataColor))
args.boxAroundHeatmaps = True if args.boxAroundHeatmaps == 'yes' else False
return args
def prepare_layout(hm_matrix, heatmapsize, showSummaryPlot, showColorbar, perGroup, colorbar_position, fig):
"""
prepare the plot layout
as a grid having as many rows
as samples (+1 for colobar)
and as many rows as groups (or clusters) (+1 for profile plot)
"""
heatmapwidth, heatmapheight = heatmapsize
numcols = hm_matrix.get_num_samples()
numrows = hm_matrix.get_num_groups()
if perGroup:
numcols, numrows = numrows, numcols
# the rows have different size depending
# on the number of regions contained in the
if perGroup:
# heatmap
height_ratio = np.array([np.amax(np.diff(hm_matrix.group_boundaries))] * numrows)
# scale ratio to sum = heatmapheight
height_ratio = heatmapheight * (height_ratio.astype(float) / height_ratio.sum())
else:
# heatmap
height_ratio = np.diff(hm_matrix.group_boundaries)
# scale ratio to sum = heatmapheight
height_ratio = heatmapheight * (height_ratio.astype(float) / height_ratio.sum())
# convert the height_ratio from numpy array back to list
height_ratio = height_ratio.tolist()
# the width ratio is equal for all heatmaps
width_ratio = [heatmapwidth] * numcols
if showColorbar:
if colorbar_position == 'below':
numrows += 2 # a spacer needs to be added to avoid overlaps
height_ratio += [4 / 2.54] # spacer
height_ratio += [1 / 2.54]
else:
numcols += 1
width_ratio += [1 / 2.54]
if showSummaryPlot:
numrows += 2 # plus 2 because a spacer is added
# make height of summary plot
# proportional to the width of heatmap
sumplot_height = heatmapwidth
spacer_height = heatmapwidth / 8
# scale height_ratios to convert from row
# numbers to heatmapheigt fractions
height_ratio = np.concatenate([[sumplot_height, spacer_height], height_ratio])
grids = gridspec.GridSpec(numrows, numcols, height_ratios=height_ratio, width_ratios=width_ratio, figure=fig)
return grids
def addProfilePlot(hm, plt, fig, grids, iterNum, iterNum2, perGroup, averageType, plot_type, yAxisLabel, color_list, yMin, yMax, wspace, hspace, colorbar_position, label_rotation=0.0):
"""
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)
"""
if wspace is not None and hspace is not None:
if colorbar_position == 'side':
gridsSub = gridspec.GridSpecFromSubplotSpec(1, iterNum, subplot_spec=grids[0, :-1], wspace=wspace, hspace=hspace)
else:
gridsSub = gridspec.GridSpecFromSubplotSpec(1, iterNum, subplot_spec=grids[0, :], wspace=wspace, hspace=hspace)
ax_list = []
globalYmin = np.inf
globalYmax = -np.inf
for sample_id in range(iterNum):
if perGroup:
title = hm.matrix.group_labels[sample_id]
tickIdx = sample_id % hm.matrix.get_num_samples()
else:
title = hm.matrix.sample_labels[sample_id]
tickIdx = sample_id
if sample_id > 0 and len(yMin) == 1 and len(yMax) == 1:
ax_profile = fig.add_subplot(grids[0, sample_id])
else:
if wspace is not None and hspace is not None:
ax_profile = fig.add_subplot(gridsSub[0, sample_id])
else:
ax_profile = fig.add_subplot(grids[0, sample_id])
ax_profile.set_title(title)
for group in range(iterNum2):
if perGroup:
sub_matrix = hm.matrix.get_matrix(sample_id, group)
line_label = sub_matrix['sample']
else:
sub_matrix = hm.matrix.get_matrix(group, sample_id)
line_label = sub_matrix['group']
plot_single(ax_profile, sub_matrix['matrix'],
averageType,
color_list[group],
line_label,
plot_type=plot_type)
if sample_id > 0 and len(yMin) == 1 and len(yMax) == 1:
plt.setp(ax_profile.get_yticklabels(), visible=False)
if sample_id == 0 and yAxisLabel != '':
ax_profile.set_ylabel(yAxisLabel)
xticks, xtickslabel = hm.getTicks(tickIdx)
if np.ceil(max(xticks)) != float(sub_matrix['matrix'].shape[1] - 1):
tickscale = float(sub_matrix['matrix'].shape[1] - 1) / max(xticks)
xticks_use = [x * tickscale for x in xticks]
ax_profile.axes.set_xticks(xticks_use)
else:
ax_profile.axes.set_xticks(xticks)
ax_profile.axes.set_xticklabels(xtickslabel, rotation=label_rotation)
ax_list.append(ax_profile)
# align the first and last label
# such that they don't fall off
# the heatmap sides
ticks = ax_profile.xaxis.get_major_ticks()
ticks[0].label1.set_horizontalalignment('left')
ticks[-1].label1.set_horizontalalignment('right')
globalYmin = min(float(globalYmin), ax_profile.get_ylim()[0])
globalYmax = max(globalYmax, ax_profile.get_ylim()[1])
# It turns out that set_ylim only takes float64s
for sample_id, subplot in enumerate(ax_list):
localYMin = yMin[sample_id % len(yMin)]
localYMax = yMax[sample_id % len(yMax)]
lims = [globalYmin, globalYmax]
if localYMin:
if localYMax:
lims = (float(localYMin), float(localYMax))
else:
lims = (float(localYMin), lims[1])
elif localYMax:
lims = (lims[0], float(localYMax))
if lims[0] >= lims[1]:
lims = (lims[0], lims[0] + 1)
ax_list[sample_id].set_ylim(lims)
return ax_list
def plotlyMatrix(hm,
outFilename,
yMin=[None], yMax=[None],
zMin=[None], zMax=[None],
showSummaryPlot=False,
cmap=None, colorList=None, colorBarPosition='side',
perGroup=False,
averageType='median', yAxisLabel='', xAxisLabel='',
plotTitle='',
showColorbar=False,
label_rotation=0.0):
label_rotation *= -1.0
if colorBarPosition != 'side':
sys.error.write("Warning: It is not currently possible to have multiple colorbars with plotly!\n")
nRows = hm.matrix.get_num_groups()
nCols = hm.matrix.get_num_samples()
if perGroup:
nRows, nCols = nCols, nRows
profileHeight = 0.0
profileBottomBuffer = 0.0
if showSummaryPlot:
profileHeight = 0.2
profileBottomBuffer = 0.05
profileSideBuffer = 0.
profileWidth = 1. / nCols
if nCols > 1:
profileSideBuffer = 0.1 / (nCols - 1)
profileWidth = 0.9 / nCols
dataSummary = []
annos = []
fig = go.Figure()
fig['layout'].update(title=plotTitle)
xAxisN = 1
yAxisN = 1
# Summary plots at the top (if appropriate)
if showSummaryPlot:
yMinLocal = np.inf
yMaxLocal = -np.inf
for i in range(nCols):
xanchor = 'x{}'.format(xAxisN)
yanchor = 'y{}'.format(yAxisN)
xBase = i * (profileSideBuffer + profileWidth)
yBase = 1 - profileHeight
xDomain = [xBase, xBase + profileWidth]
yDomain = [yBase, 1.0]
for j in range(nRows):
if perGroup:
mat = hm.matrix.get_matrix(i, j)
xTicks, xTicksLabels = hm.getTicks(i)
label = mat['sample']
else:
mat = hm.matrix.get_matrix(j, i)
xTicks, xTicksLabels = hm.getTicks(j)
label = mat['group']
if j == 0:
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)
fig['layout']['yaxis{}'.format(yAxisN)] = dict(anchor=xanchor, domain=yDomain)
trace = plotly_single(mat['matrix'], averageType, colorList[j], label)[0]
trace.update(xaxis=xanchor, yaxis=yanchor, legendgroup=label)
if min(trace['y']) < yMinLocal:
yMinLocal = min(trace['y'])
if max(trace['y']) > yMaxLocal:
yMaxLocal = max(trace['y'])
if i == 0:
trace.update(showlegend=True)
dataSummary.append(trace)
# Add the column label
if perGroup:
title = hm.matrix.group_labels[i]
else:
title = hm.matrix.sample_labels[i]
titleX = xBase + 0.5 * profileWidth
annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': title, 'y': 1.0, 'x': titleX, 'font': {'size': 16}, 'showarrow': False})
xAxisN += 1
yAxisN += 1
# Adjust y-bounds as appropriate:
for i in range(1, yAxisN):
yMinUse = yMinLocal
if yMin[(i - 1) % len(yMin)] is not None:
yMinUse = yMin[(i - 1) % len(yMin)]
yMaxUse = yMaxLocal
if yMax[(i - 1) % len(yMax)] is not None:
yMaxUse = yMax[(i - 1) % len(yMax)]
fig['layout']['yaxis{}'.format(i)].update(range=[yMinUse, yMaxUse])
fig['layout']['yaxis1'].update(title=yAxisLabel)
# Add the heatmap
dataHeatmap = []
zMinLocal = np.inf
zMaxLocal = -np.inf
heatmapWidth = 1. / nCols
heatmapSideBuffer = 0.0
if nCols > 1:
heatmapWidth = .9 / nCols
heatmapSideBuffer = 0.1 / (nCols - 1)
heatmapHeight = 1.0 - profileHeight - profileBottomBuffer
for i in range(nCols):
xanchor = 'x{}'.format(xAxisN)
xBase = i * (heatmapSideBuffer + heatmapWidth)
# Determine the height of each heatmap, they have no buffer
lengths = [0.0]
for j in range(nRows):
if perGroup:
mat = hm.matrix.get_matrix(i, j)
else:
mat = hm.matrix.get_matrix(j, i)
lengths.append(mat['matrix'].shape[0])
fractionalHeights = heatmapHeight * np.cumsum(lengths).astype(float) / np.sum(lengths).astype(float)
xDomain = [xBase, xBase + heatmapWidth]
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)
# Start adding the heatmaps
for j in range(nRows):
if perGroup:
mat = hm.matrix.get_matrix(i, j)
label = mat['sample']
start = hm.matrix.group_boundaries[i]
end = hm.matrix.group_boundaries[i + 1]
else:
mat = hm.matrix.get_matrix(j, i)
label = mat['group']
start = hm.matrix.group_boundaries[j]
end = hm.matrix.group_boundaries[j + 1]
regs = hm.matrix.regions[start:end]
regs = [x[2] for x in regs]
yanchor = 'y{}'.format(yAxisN)
yDomain = [heatmapHeight - fractionalHeights[j + 1], heatmapHeight - fractionalHeights[j]]
visible = False
if i == 0:
visible = True
fig['layout']['yaxis{}'.format(yAxisN)] = dict(domain=yDomain, anchor=xanchor, visible=visible, title=label, tickmode='array', tickvals=[], ticktext=[])
if np.min(mat['matrix']) < zMinLocal:
zMinLocal = np.min(mat['matrix'])
if np.max(mat['matrix']) < zMaxLocal:
zMaxLocal = np.max(mat['matrix'])
trace = go.Heatmap(z=np.flipud(mat['matrix']),
y=regs[::-1],
xaxis=xanchor,
yaxis=yanchor,
showlegend=False,
name=label,
showscale=False)
dataHeatmap.append(trace)
yAxisN += 1
xAxisN += 1
if showColorbar:
dataHeatmap[-1].update(showscale=True)
dataHeatmap[-1]['colorbar'].update(len=heatmapHeight, y=0, yanchor='bottom', ypad=0.0)
# Adjust z bounds and colorscale
for trace in dataHeatmap:
zMinUse = zMinLocal
zMaxUse = zMaxLocal
if zMin[0] is not None:
zMinUse = zMin[0]
if zMax[0] is not None:
zMaxUse = zMax[0]
trace.update(zmin=zMinUse, zmax=zMaxUse, colorscale=convertCmap(cmap[0], vmin=zMinUse, vmax=zMaxUse))
dataSummary.extend(dataHeatmap)
fig.add_traces(dataSummary)
fig['layout']['annotations'] = annos
py.plot(fig, filename=outFilename, auto_open=False)
def plotMatrix(hm, outFileName,
colorMapDict={'colorMap': ['binary'], 'missingDataColor': 'black', 'alpha': 1.0},
plotTitle='',
xAxisLabel='', yAxisLabel='', regionsLabel='',
zMin=None, zMax=None,
yMin=None, yMax=None,
averageType='median',
reference_point_label=None,
startLabel='TSS', endLabel="TES",
heatmapHeight=25,
heatmapWidth=7.5,
perGroup=False, whatToShow='plot, heatmap and colorbar',
plot_type='lines',
linesAtTickMarks=False,
image_format=None,
legend_location='upper-left',
box_around_heatmaps=True,
label_rotation=0.0,
dpi=200,
interpolation_method='auto'):
hm.reference_point_label = hm.parameters['ref point']
if reference_point_label is not None:
hm.reference_point_label = [reference_point_label] * hm.matrix.get_num_samples()
hm.startLabel = startLabel
hm.endLabel = endLabel
matrix_flatten = None
if zMin is None:
matrix_flatten = hm.matrix.flatten()
# try to avoid outliers by using np.percentile
zMin = np.percentile(matrix_flatten, 1.0)
if np.isnan(zMin):
zMin = [None]
else:
zMin = [zMin] # convert to list to support multiple entries
elif 'auto' in zMin:
matrix_flatten = hm.matrix.flatten()
auto_min = np.percentile(matrix_flatten, 1.0)
if np.isnan(auto_min):
auto_min = None
new_mins = [float(x) if x != 'auto' else auto_min for x in zMin]
zMin = new_mins
else:
new_mins = [float(x) for x in zMin]
zMin = new_mins
if zMax is None:
if matrix_flatten is None:
matrix_flatten = hm.matrix.flatten()
# try to avoid outliers by using np.percentile
zMax = np.percentile(matrix_flatten, 98.0)
if np.isnan(zMax) or zMax <= zMin[0]:
zMax = [None]
else:
zMax = [zMax]
elif 'auto' in zMax:
matrix_flatten = hm.matrix.flatten()
auto_max = np.percentile(matrix_flatten, 98.0)
if np.isnan(auto_max):
auto_max = None
new_maxs = [float(x) if x != 'auto' else auto_max for x in zMax]
zMax = new_maxs
else:
new_maxs = [float(x) for x in zMax]
zMax = new_maxs
if (len(zMin) > 1) & (len(zMax) > 1):
for index, value in enumerate(zMax):
if value <= zMin[index]:
sys.stderr.write("Warnirng: In bigwig {}, the given zmin ({}) is larger than "
"or equal to the given zmax ({}). Thus, it has been set "
"to None. \n".format(index + 1, zMin[index], value))
zMin[index] = None
if yMin is None:
yMin = [None]
if yMax is None:
yMax = [None]
if not isinstance(yMin, list):
yMin = [yMin]
if not isinstance(yMax, list):
yMax = [yMax]
plt.rcParams['font.size'] = 8.0
fontP = FontProperties()
showSummaryPlot = False
showColorbar = False
if whatToShow == 'plot and heatmap':
showSummaryPlot = True
elif whatToShow == 'heatmap and colorbar':
showColorbar = True
elif whatToShow == 'plot, heatmap and colorbar':
showSummaryPlot = True
showColorbar = True
# colormap for the heatmap
if colorMapDict['colorMap']:
cmap = []
for color_map in colorMapDict['colorMap']:
copy_cmp = copy.copy(plt.get_cmap(color_map))
cmap.append(copy_cmp)
cmap[-1].set_bad(colorMapDict['missingDataColor']) # nans are printed using this color
if colorMapDict['colorList'] and len(colorMapDict['colorList']) > 0:
# make a cmap for each color list given
cmap = []
for color_list in colorMapDict['colorList']:
cmap.append(matplotlib.colors.LinearSegmentedColormap.from_list(
'my_cmap', color_list.replace(' ', '').split(","), N=colorMapDict['colorNumber']))
cmap[-1].set_bad(colorMapDict['missingDataColor']) # nans are printed using this color
if len(cmap) > 1 or len(zMin) > 1 or len(zMax) > 1:
# position color bar below heatmap when more than one
# heatmap color is given
colorbar_position = 'below'
else:
colorbar_position = 'side'
# figsize: w,h tuple in inches
figwidth = heatmapWidth / 2.54
figheight = heatmapHeight / 2.54
if showSummaryPlot:
# the summary plot ocupies a height
# equal to the fig width
figheight += figwidth
numsamples = hm.matrix.get_num_samples()
if perGroup:
num_cols = hm.matrix.get_num_groups()
else:
num_cols = numsamples
total_figwidth = figwidth * num_cols
if showColorbar:
if colorbar_position == 'below':
figheight += 1 / 2.54
else:
total_figwidth += 1 / 2.54
fig = plt.figure(figsize=(total_figwidth, figheight), constrained_layout=True)
fig.suptitle(plotTitle, y=1 - (0.06 / figheight))
grids = prepare_layout(
hm.matrix,
(heatmapWidth, heatmapHeight),
showSummaryPlot,
showColorbar,
perGroup,
colorbar_position,
fig
)
# color map for the summary plot (profile) on top of the heatmap
cmap_plot = plt.get_cmap('jet')
numgroups = hm.matrix.get_num_groups()
if perGroup:
color_list = cmap_plot(np.arange(hm.matrix.get_num_samples()) / hm.matrix.get_num_samples())
else:
color_list = cmap_plot(np.arange(numgroups) / numgroups)
alpha = colorMapDict['alpha']
if image_format == 'plotly':
return plotlyMatrix(hm,
outFileName,
yMin=yMin, yMax=yMax,
zMin=zMin, zMax=zMax,
showSummaryPlot=showSummaryPlot, showColorbar=showColorbar,
cmap=cmap, colorList=color_list, colorBarPosition=colorbar_position,
perGroup=perGroup,
averageType=averageType, plotTitle=plotTitle,
xAxisLabel=xAxisLabel, yAxisLabel=yAxisLabel,
label_rotation=label_rotation)
# check if matrix is reference-point based using the upstream >0 value
# and is sorted by region length. If this is
# the case, prepare the data to plot a border at the regions end
regions_length_in_bins = [None] * len(hm.parameters['upstream'])
if hm.matrix.sort_using == 'region_length' and hm.matrix.sort_method != 'no':
for idx in range(len(hm.parameters['upstream'])):
if hm.parameters['ref point'][idx] is None:
regions_length_in_bins[idx] = None
continue
_regions = hm.matrix.get_regions()
foo = []
for _group in _regions:
_reg_len = []
for ind_reg in _group:
if isinstance(ind_reg, dict):
_len = ind_reg['end'] - ind_reg['start']
else:
_len = sum([x[1] - x[0] for x in ind_reg[1]])
if hm.parameters['ref point'][idx] == 'TSS':
_reg_len.append((hm.parameters['upstream'][idx] + _len) / hm.parameters['bin size'][idx])
elif hm.parameters['ref point'][idx] == 'center':
_len *= 0.5
_reg_len.append((hm.parameters['upstream'][idx] + _len) / hm.parameters['bin size'][idx])
elif hm.parameters['ref point'][idx] == 'TES':
_reg_len.append((hm.parameters['upstream'][idx] - _len) / hm.parameters['bin size'][idx])
foo.append(_reg_len)
regions_length_in_bins[idx] = foo
# plot the profiles on top of the heatmaps
if showSummaryPlot:
if perGroup:
iterNum = numgroups
iterNum2 = hm.matrix.get_num_samples()
else:
iterNum = hm.matrix.get_num_samples()
iterNum2 = numgroups
ax_list = addProfilePlot(hm, plt, fig, grids, iterNum, iterNum2, perGroup, averageType, plot_type, yAxisLabel, color_list, yMin, yMax, None, None, colorbar_position, label_rotation)
if legend_location != 'none':
ax_list[-1].legend(loc=legend_location.replace('-', ' '), ncol=1, prop=fontP,
frameon=False, markerscale=0.5)
first_group = 0 # helper variable to place the title per sample/group
for sample in range(hm.matrix.get_num_samples()):
sample_idx = sample
for group in range(numgroups):
group_idx = group
# add the respective profile to the
# summary plot
sub_matrix = hm.matrix.get_matrix(group, sample)
if showSummaryPlot:
if perGroup:
sample_idx = sample + 2 # plot + spacer
else:
group += 2 # plot + spacer
first_group = 1
if perGroup:
ax = fig.add_subplot(grids[sample_idx, group])
# the remainder (%) is used to iterate
# over the available color maps (cmap).
# if the user only provided, lets say two
# and there are 10 groups, colormaps they are reused every
# two groups.
cmap_idx = group_idx % len(cmap)
zmin_idx = group_idx % len(zMin)
zmax_idx = group_idx % len(zMax)
else:
ax = fig.add_subplot(grids[group, sample])
# see above for the use of '%'
cmap_idx = sample % len(cmap)
zmin_idx = sample % len(zMin)
zmax_idx = sample % len(zMax)
if group == first_group and not showSummaryPlot and not perGroup:
title = hm.matrix.sample_labels[sample]
ax.set_title(title)
if box_around_heatmaps is False:
# Turn off the boxes around the individual heatmaps
ax.spines['top'].set_visible(False)
ax.spines['right'].set_visible(False)
ax.spines['bottom'].set_visible(False)
ax.spines['left'].set_visible(False)
rows, cols = sub_matrix['matrix'].shape
# if the number of rows is too large, then the 'nearest' method simply
# drops rows. A better solution is to relate the threshold to the DPI of the image
if interpolation_method == 'auto':
if rows >= 1000:
interpolation_method = 'bilinear'
else:
interpolation_method = 'nearest'
# if np.clip is not used, then values of the matrix that exceed the zmax limit are
# highlighted. Usually, a significant amount of pixels are equal or above the zmax and
# the default behaviour produces images full of large highlighted dots.
# If interpolation='nearest' is used, this has no effect
sub_matrix['matrix'] = np.clip(sub_matrix['matrix'], zMin[zmin_idx], zMax[zmax_idx])
img = ax.imshow(sub_matrix['matrix'],
aspect='auto',
interpolation=interpolation_method,
origin='upper',
vmin=zMin[zmin_idx],
vmax=zMax[zmax_idx],
cmap=cmap[cmap_idx],
alpha=alpha,
extent=[0, cols, rows, 0])
img.set_rasterized(True)
# plot border at the end of the regions
# if ordered by length
if regions_length_in_bins[sample] is not None:
x_lim = ax.get_xlim()
y_lim = ax.get_ylim()
ax.plot(regions_length_in_bins[sample][group_idx],
np.arange(len(regions_length_in_bins[sample][group_idx])),
'--', color='black', linewidth=0.5, dashes=(3, 2))
ax.set_xlim(x_lim)
ax.set_ylim(y_lim)
if perGroup:
ax.axes.set_xlabel(sub_matrix['group'])
if sample < hm.matrix.get_num_samples() - 1:
ax.axes.get_xaxis().set_visible(False)
else:
ax.axes.get_xaxis().set_visible(False)
ax.axes.set_xlabel(xAxisLabel)
ax.axes.set_yticks([])
if perGroup and group == 0:
ax.axes.set_ylabel(sub_matrix['sample'])
elif not perGroup and sample == 0:
ax.axes.set_ylabel(sub_matrix['group'])
# Plot vertical lines at tick marks if desired
if linesAtTickMarks:
xticks_heat, xtickslabel_heat = hm.getTicks(sample)
xticks_heat = [x + 0.5 for x in xticks_heat] # There's an offset of 0.5 compared to the profile plot
if np.ceil(max(xticks_heat)) != float(sub_matrix['matrix'].shape[1]):
tickscale = float(sub_matrix['matrix'].shape[1]) / max(xticks_heat)
xticks_heat_use = [x * tickscale for x in xticks_heat]
else:
xticks_heat_use = xticks_heat
for x in xticks_heat_use:
ax.axvline(x=x, color='black', linewidth=0.5, dashes=(3, 2))
# add labels to last block in a column
if (perGroup and sample == numsamples - 1) or \
(not perGroup and group_idx == numgroups - 1):
# add xticks to the bottom heatmap (last group)
ax.axes.get_xaxis().set_visible(True)
xticks_heat, xtickslabel_heat = hm.getTicks(sample)
xticks_heat = [x + 0.5 for x in xticks_heat] # There's an offset of 0.5 compared to the profile plot
if np.ceil(max(xticks_heat)) != float(sub_matrix['matrix'].shape[1]):
tickscale = float(sub_matrix['matrix'].shape[1]) / max(xticks_heat)
xticks_heat_use = [x * tickscale for x in xticks_heat]
ax.axes.set_xticks(xticks_heat_use)
else:
ax.axes.set_xticks(xticks_heat)
ax.axes.set_xticklabels(xtickslabel_heat, size=8)
# align the first and last label
# such that they don't fall off
# the heatmap sides
ticks = ax.xaxis.get_major_ticks()
ticks[0].label1.set_horizontalalignment('left')
ticks[-1].label1.set_horizontalalignment('right')
ax.get_xaxis().set_tick_params(
which='both',
top=False,
direction='out')
if showColorbar and colorbar_position == 'below':
# draw a colormap per each heatmap below the last block
if perGroup:
col = group_idx
else:
col = sample
ax = fig.add_subplot(grids[-1, col])
tick_locator = ticker.MaxNLocator(nbins=3)
cbar = fig.colorbar(img, cax=ax, orientation='horizontal', ticks=tick_locator)
labels = cbar.ax.get_xticklabels()
ticks = cbar.ax.get_xticks()
if ticks[0] == 0:
# if the label is at the start of the colobar
# move it a bit inside to avoid overlapping
# with other labels
labels[0].set_horizontalalignment('left')
if ticks[-1] == 1:
# if the label is at the end of the colobar
# move it a bit inside to avoid overlapping
# with other labels
labels[-1].set_horizontalalignment('right')
# cbar.ax.set_xticklabels(labels, rotation=90)
if showColorbar and colorbar_position != 'below':
if showSummaryPlot:
# we don't want to colorbar to extend
# over the profiles and spacer top rows
grid_start = 2
else:
grid_start = 0
ax = fig.add_subplot(grids[grid_start:, -1])
fig.colorbar(img, cax=ax)
if box_around_heatmaps:
fig.get_layout_engine().set(wspace=0.10, hspace=0.025, rect=(0.04, 0, 0.96, 0.85))
else:
# When no box is plotted the space between heatmaps is reduced
fig.get_layout_engine().set(wspace=0.05, hspace=0.01, rect=(0.04, 0, 0.96, 0.85))
plt.savefig(outFileName, bbox_inches='tight', pad_inches=0.1, dpi=dpi, format=image_format)
plt.close()
def mergeSmallGroups(matrixDict):
group_lengths = [len(x) for x in matrixDict.values()]
min_group_length = sum(group_lengths) * 0.01
to_merge = []
i = 0
_mergedHeatMapDict = OrderedDict()
for label, ma in matrixDict.items():
# merge small groups together
# otherwise visualization is impaired
if group_lengths[i] > min_group_length:
if len(to_merge):
to_merge.append(label)
new_label = " ".join(to_merge)
new_ma = np.concatenate([matrixDict[item]
for item in to_merge], axis=0)
else:
new_label = label
new_ma = matrixDict[label]
_mergedHeatMapDict[new_label] = new_ma
to_merge = []
else:
to_merge.append(label)
i += 1
if len(to_merge) > 1:
new_label = " ".join(to_merge)
new_ma = np.array()
for item in to_merge:
new_ma = np.concatenate([new_ma, matrixDict[item]])
_mergedHeatMapDict[new_label] = new_ma
return _mergedHeatMapDict
def main(args=None):
args = process_args(args)
hm = heatmapper.heatmapper()
matrix_file = args.matrixFile.name
args.matrixFile.close()
hm.read_matrix_file(matrix_file)
if hm.parameters['min threshold'] is not None or hm.parameters['max threshold'] is not None:
filterHeatmapValues(hm, hm.parameters['min threshold'], hm.parameters['max threshold'])
if args.sortRegions == 'keep':
args.sortRegions = 'no' # These are the same thing
if args.kmeans is not None:
hm.matrix.hmcluster(args.kmeans, method='kmeans', clustering_samples=args.clusterUsingSamples)
elif args.hclust is not None:
print("Performing hierarchical clustering."
"Please note that it might be very slow for large datasets.\n")
hm.matrix.hmcluster(args.hclust, method='hierarchical', clustering_samples=args.clusterUsingSamples)
group_len_ratio = np.diff(hm.matrix.group_boundaries) / len(hm.matrix.regions)
if np.any(group_len_ratio < 5.0 / 1000):
problem = np.flatnonzero(group_len_ratio < 5.0 / 1000)
sys.stderr.write("WARNING: Group '{}' is too small for plotting, you might want to remove it. "
"There will likely be an error message from matplotlib regarding this "
"below.\n".format(hm.matrix.group_labels[problem[0]]))
if args.regionsLabel:
hm.matrix.set_group_labels(args.regionsLabel)
if args.samplesLabel and len(args.samplesLabel):
hm.matrix.set_sample_labels(args.samplesLabel)
if args.sortRegions != 'no':
sortUsingSamples = []
if args.sortUsingSamples is not None:
for i in args.sortUsingSamples:
if (i > 0 and i <= hm.matrix.get_num_samples()):
sortUsingSamples.append(i - 1)
else:
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()))
print('Samples used for ordering within each group: ', sortUsingSamples)
hm.matrix.sort_groups(sort_using=args.sortUsing,
sort_method=args.sortRegions,
sample_list=sortUsingSamples)
if args.silhouette:
if args.kmeans is not None:
hm.matrix.computeSilhouette(args.kmeans)
elif args.hclust is not None:
hm.matrix.computeSilhouette(args.args.hclust)
if args.outFileNameMatrix:
hm.save_matrix(args.outFileNameMatrix)
if args.outFileSortedRegions:
hm.save_BED(args.outFileSortedRegions)
colormap_dict = {'colorMap': args.colorMap,
'colorList': args.colorList,
'colorNumber': args.colorNumber,
'missingDataColor': args.missingDataColor,
'alpha': args.alpha}
plotMatrix(hm,
args.outFileName,
colormap_dict, args.plotTitle,
args.xAxisLabel, args.yAxisLabel, args.regionsLabel,
args.zMin, args.zMax,
args.yMin, args.yMax,
args.averageTypeSummaryPlot,
args.refPointLabel,
args.startLabel,
args.endLabel,
args.heatmapHeight,
args.heatmapWidth,
args.perGroup,
args.whatToShow,
linesAtTickMarks=args.linesAtTickMarks,
plot_type=args.plotType,
image_format=args.plotFileFormat,
legend_location=args.legendLocation,
box_around_heatmaps=args.boxAroundHeatmaps,
label_rotation=args.label_rotation,
dpi=args.dpi,
interpolation_method=args.interpolationMethod)
================================================
FILE: deeptools/plotPCA.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import sys
import argparse
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
from deeptools import cm # noqa: F401
from importlib.metadata import version
from deeptools.correlation import Correlation
from deeptools.parserCommon import writableFile
def parse_arguments(args=None):
basic_args = plotCorrelationArgs()
parser = argparse.ArgumentParser(
formatter_class=argparse.RawDescriptionHelpFormatter,
description="""
Tool for generating a principal component analysis (PCA)
plot 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.
Detailed help:
plotPCA -h
""",
epilog='example usages:\n'
'plotPCA -in coverages.npz -o pca.png\n\n'
' \n\n',
parents=[basic_args, ],
usage='plotPCA -in coverage.npz -o pca.png\n'
'help: plotPCA -h / plotPCA --help\n')
return parser
def plotCorrelationArgs():
parser = argparse.ArgumentParser(add_help=False)
required = parser.add_argument_group('Required arguments')
# define the arguments
required.add_argument('--corData', '-in',
metavar='FILE',
help='Coverage file (generated by multiBamSummary or multiBigwigSummary)',
required=True)
optional = parser.add_argument_group('Optional arguments')
optional.add_argument('--plotFile', '-o',
help='File name to save the plot to. '
'The extension determines the file format. '
'For example: '
'pca.pdf will save the PCA plot in PDF format. '
'The available options are: .png, '
'.eps, .pdf and .svg. If this option is omitted, then you MUST specify --outFileNameData',
type=writableFile,
metavar='FILE')
optional.add_argument('--labels', '-l',
metavar='sample1 sample2',
help='User defined labels instead of default labels from '
'file names. '
'Multiple labels have to be separated by spaces, e.g. '
'--labels sample1 sample2 sample3',
nargs='+')
optional.add_argument('--plotTitle', '-T',
help='Title of the plot, to be printed on top of '
'the generated image. Leave blank for no title. (Default: %(default)s)',
default='')
optional.add_argument('--plotFileFormat',
metavar='FILETYPE',
help='Image format type. If given, this option '
'overrides the image format based on the plotFile '
'ending. The available options are: png, '
'eps, pdf, plotly and svg.',
choices=['png', 'pdf', 'svg', 'eps', 'plotly'])
optional.add_argument('--plotHeight',
help='Plot height in cm. (Default: %(default)s)',
type=float,
default=10)
optional.add_argument('--plotWidth',
help='Plot width in cm. The minimum value is 1 cm. (Default: %(default)s)',
type=float,
default=10)
optional.add_argument('--outFileNameData',
metavar='file.tab',
type=writableFile,
help='File name to which the data underlying the plot '
'should be saved, such as myPCA.tab. For untransposed '
'data, this is the loading per-sample and PC as well '
'as the eigenvalues. For transposed data, this is the '
'rotation per-sample and PC and the eigenvalues. The '
'projections are truncated to the number of '
'eigenvalues for transposed data.')
optional.add_argument('--ntop',
help='Use only the top N most variable rows in the '
'original matrix. Specifying 0 will result in all '
'rows being used. If the matrix is to be transposed, '
'rows with 0 variance are always excluded, even if a '
'values of 0 is specified. The default is 1000. (Default: %(default)s)',
type=int,
default=1000)
optional.add_argument('--PCs',
help='The principal components to plot. If specified, '
'you must provide two different integers, greater '
'than zero, separated by a space. An example (and the default) is "1 2". (Default: %(default)s)',
type=int,
nargs=2,
default=[1, 2])
optional.add_argument('--log2',
help='log2 transform the datapoints prior to computing '
'the PCA. Note that 0.01 is added to all values to '
'prevent 0 values from becoming -infinity. Using this '
'option with input that contains negative values will '
'result in an error.',
action='store_true')
optional.add_argument('--colors',
metavar="COLORS",
nargs='+',
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.")
optional.add_argument('--markers',
metavar="MARKERS",
nargs='+',
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.")
optional.add_argument('--version', action='version',
version='%(prog)s {}'.format(version('deeptools')))
optionalEx = optional.add_mutually_exclusive_group()
optionalEx.add_argument('--transpose',
help='Perform the PCA on the transposed matrix, (i.e., on the '
'matrix where rows are samples and columns are '
'bins/features. This then matches what is typically '
'done in R.',
action='store_true')
optionalEx.add_argument('--rowCenter',
help='When specified, each row (bin, gene, etc.) '
'in the matrix is centered at 0 before the PCA is '
'computed. This is useful only if you have a strong '
'bin/gene/etc. correlation and the resulting '
'principal component has samples stacked vertically. This option is not applicable if --transpose is specified.',
action='store_true')
return parser
def main(args=None):
args = parse_arguments().parse_args(args)
if args.plotFile is None and args.outFileNameData is None:
sys.exit("At least one of --plotFile and --outFileNameData must be specified!\n")
if args.ntop < 0:
sys.exit("The value specified for --ntop must be >= 0!\n")
if args.PCs[0] == args.PCs[1]:
sys.exit("You must specify different principal components!\n")
if args.PCs[0] <= 0 or args.PCs[1] <= 0:
sys.exit("The specified principal components must be at least 1!\n")
corr = Correlation(args.corData,
labels=args.labels,)
corr.rowCenter = args.rowCenter
corr.transpose = args.transpose
corr.ntop = args.ntop
corr.log2 = args.log2
Wt, eigenvalues = corr.plot_pca(args.plotFile,
PCs=args.PCs,
plot_title=args.plotTitle,
image_format=args.plotFileFormat,
plotWidth=args.plotWidth,
plotHeight=args.plotHeight,
cols=args.colors,
marks=args.markers)
if args.outFileNameData is not None:
of = open(args.outFileNameData, "w")
of.write("#plotPCA --outFileNameData\n")
of.write("Component\t{}\tEigenvalue\n".format("\t".join(corr.labels)))
n = eigenvalues.shape[0]
for i in range(n):
of.write("{}\t{}\t{}\n".format(i + 1, "\t".join(["{}".format(x) for x in Wt[i, :]]), eigenvalues[i]))
of.close()
if __name__ == "__main__":
main()
================================================
FILE: deeptools/plotProfile.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import sys
import argparse
import numpy as np
from math import ceil
import matplotlib
matplotlib.use('Agg')
matplotlib.rcParams['pdf.fonttype'] = 42
matplotlib.rcParams['svg.fonttype'] = 'none'
import deeptools.cm # noqa: F401
import matplotlib.pyplot as plt
from matplotlib.font_manager import FontProperties
from matplotlib import colors as pltcolors
import matplotlib.gridspec as gridspec
import plotly.offline as py
import plotly.graph_objs as go
# own modules
from deeptools import parserCommon
from deeptools import heatmapper
from deeptools.heatmapper_utilities import plot_single, plotly_single, getProfileTicks
from deeptools.computeMatrixOperations import filterHeatmapValues
debug = 0
old_settings = np.seterr(all='ignore')
plt.ioff()
def parse_arguments(args=None):
parser = argparse.ArgumentParser(
parents=[parserCommon.heatmapperMatrixArgs(),
parserCommon.heatmapperOutputArgs(mode='profile'),
parserCommon.heatmapperOptionalArgs(mode='profile')],
formatter_class=argparse.ArgumentDefaultsHelpFormatter,
description='This tool creates a profile plot for '
'scores over sets of genomic regions. '
'Typically, these regions are genes, but '
'any other regions defined in BED '
' will work. A matrix generated '
'by computeMatrix is required.',
epilog='An example usage is: plotProfile -m matrix.gz',
add_help=False,
usage='plotProfile -m matrix.gz\n'
'help: plotProfile -h / plotProfile --help')
return parser
def process_args(args=None):
args = parse_arguments().parse_args(args)
# Ensure that yMin/yMax are there and a list
try:
assert args.yMin is not None
except:
args.yMin = [None]
try:
assert args.yMax is not None
except:
args.yMax = [None]
# Sometimes Galaxy sends --yMax '' and --yMin ''
if args.yMin == ['']:
args.yMin = [None]
if args.yMax == ['']:
args.yMax = [None]
# Convert to floats
if args.yMin != [None]:
foo = [float(x) for x in args.yMin]
args.yMin = foo
if args.yMax != [None]:
foo = [float(x) for x in args.yMax]
args.yMax = foo
if args.plotHeight < 0.5:
args.plotHeight = 0.5
elif args.plotHeight > 100:
args.plotHeight = 100
return args
class Profile(object):
def __init__(self, hm, out_file_name,
plot_title='', y_axis_label='',
y_min=None, y_max=None,
averagetype='median',
reference_point_label=None,
start_label='TSS', end_label='TES',
plot_height=7,
plot_width=11,
per_group=False,
plot_type='lines',
image_format=None,
color_list=None,
legend_location='best',
plots_per_row=8,
label_rotation=0,
dpi=200):
"""
Using the hm matrix, makes a line plot
either per group or per sample
using the specified parameters.
Args:
hm: heatmapper object
out_file_name: string
plot_title: string
y_axis_label: list
y_min: list
y_max: list
averagetype: mean, sum, median
reference_point_label: string
start_label: string
end_label: string
plot_height: in cm
plot_width: in cm
per_group: bool
plot_type: string
image_format: string
color_list: list
legend_location:
plots_per_row: int
label_rotation: float
Returns:
"""
self.hm = hm
self.out_file_name = out_file_name
self.plot_title = plot_title
self.y_axis_label = y_axis_label
self.y_min = y_min
self.y_max = y_max
self.averagetype = averagetype
self.reference_point_label = reference_point_label
self.start_label = start_label
self.end_label = end_label
self.plot_height = plot_height
self.plot_width = plot_width
self.per_group = per_group
self.plot_type = plot_type
self.image_format = image_format
self.color_list = color_list
self.legend_location = legend_location
self.plots_per_row = plots_per_row
self.label_rotation = label_rotation
self.dpi = dpi
# Honor reference point labels from computeMatrix
if reference_point_label is None:
self.reference_point_label = hm.parameters['ref point']
# decide how many plots are needed
if self.per_group:
self.numplots = self.hm.matrix.get_num_groups()
self.numlines = self.hm.matrix.get_num_samples()
else:
self.numplots = self.hm.matrix.get_num_samples()
self.numlines = self.hm.matrix.get_num_groups()
if self.numplots > self.plots_per_row:
rows = np.ceil(self.numplots / float(self.plots_per_row)).astype(int)
cols = self.plots_per_row
else:
rows = 1
cols = self.numplots
self.grids = gridspec.GridSpec(rows, cols)
plt.rcParams['font.size'] = 10.0
self.font_p = FontProperties()
self.font_p.set_size('small')
# convert cm values to inches
plot_height_inches = rows * self.cm2inch(self.plot_height)[0]
self.fig = plt.figure(figsize=self.cm2inch(cols * self.plot_width, rows * self.plot_height))
self.fig.suptitle(self.plot_title, y=(1 - (0.06 / plot_height_inches)))
# Ensure that the labels are vectors
nSamples = len(self.hm.matrix.sample_labels)
if not isinstance(self.reference_point_label, list):
self.reference_point_label = [self.reference_point_label] * nSamples
if not isinstance(self.start_label, list):
self.start_label = [self.start_label] * nSamples
if not isinstance(self.end_label, list):
self.end_label = [self.end_label] * nSamples
def getTicks(self, idx):
"""
This is essentially a wrapper around getProfileTicks to accomdate the fact that each column has its own ticks.
"""
xticks, xtickslabel = getProfileTicks(self.hm, self.reference_point_label[idx], self.start_label[idx], self.end_label[idx], idx)
return xticks, xtickslabel
@staticmethod
def cm2inch(*tupl):
inch = 2.54
if isinstance(tupl[0], tuple):
return tuple(i / inch for i in tupl[0])
else:
return tuple(i / inch for i in tupl)
def plot_hexbin(self):
from matplotlib import cm
cmap = cm.coolwarm
cmap.set_bad('black')
if self.image_format == "plotly":
return self.plotly_hexbin()
for plot in range(self.numplots):
col = plot % self.plots_per_row
row = int(plot / float(self.plots_per_row))
localYMin = None
localYMax = None
# split the ax to make room for the colorbar and for each of the
# groups
sub_grid = gridspec.GridSpecFromSubplotSpec(self.numlines, 2, subplot_spec=self.grids[row, col],
width_ratios=[0.92, 0.08], wspace=0.05, hspace=0.1)
ax = self.fig.add_subplot(sub_grid[0, 0])
ax.tick_params(
axis='y',
which='both',
left=False,
right=False,
labelleft=True)
if self.per_group:
title = self.hm.matrix.group_labels[plot]
else:
title = self.hm.matrix.sample_labels[plot]
vmin = np.inf
vmax = -np.inf
for data_idx in range(self.numlines):
# get the max and min
if self.per_group:
_row, _col = plot, data_idx
else:
_row, _col = data_idx, plot
sub_matrix = self.hm.matrix.get_matrix(_row, _col)
ma = sub_matrix['matrix']
x_values = np.tile(np.arange(ma.shape[1]), (ma.shape[0], 1))
img = ax.hexbin(x_values.flatten(), ma.flatten(), cmap=cmap, mincnt=1)
_vmin, _vmax = img.get_clim()
if _vmin < vmin:
vmin = _vmin
if _vmax > vmax:
vmax = _vmax
if localYMin is None or self.y_min[col % len(self.y_min)] < localYMin:
localYMin = self.y_min[col % len(self.y_min)]
if localYMax is None or self.y_max[col % len(self.y_max)] > localYMax:
localYMax = self.y_max[col % len(self.y_max)]
self.fig.delaxes(ax)
# iterate again after having computed the vmin and vmax
ax_list = []
for data_idx in range(self.numlines)[::-1]:
ax = self.fig.add_subplot(sub_grid[data_idx, 0])
if data_idx == 0:
ax.set_title(title)
if data_idx != self.numlines - 1:
plt.setp(ax.get_xticklabels(), visible=False)
if self.per_group:
_row, _col = plot, data_idx
else:
_row, _col = data_idx, plot
sub_matrix = self.hm.matrix.get_matrix(_row, _col)
if self.per_group:
label = sub_matrix['sample']
else:
label = sub_matrix['group']
ma = sub_matrix['matrix']
try:
# matplotlib 2.0
ax.set_facecolor('black')
except:
# matplotlib <2.0
ax.set_axis_bgcolor('black')
x_values = np.tile(np.arange(ma.shape[1]), (ma.shape[0], 1))
img = ax.hexbin(x_values.flatten(), ma.flatten(), cmap=cmap, mincnt=1, vmin=vmin, vmax=vmax)
if plot == 0:
ax.axes.set_ylabel(label)
ax_list.append(ax)
lims = ax.get_ylim()
if localYMin is not None:
lims = (localYMin, lims[1])
if localYMax is not None:
lims = (lims[0], localYMax)
if lims[0] >= lims[1]:
lims = (lims[0], lims[0] + 1)
ax.set_ylim(lims)
xticks, xtickslabel = self.getTicks(plot)
if np.ceil(max(xticks)) != float(ma.shape[1] - 1):
tickscale = float(sub_matrix['matrix'].shape[1]) / max(xticks)
xticks_use = [x * tickscale for x in xticks]
ax_list[0].axes.set_xticks(xticks_use)
else:
ax_list[0].axes.set_xticks(xticks)
ax_list[0].axes.set_xticklabels(xtickslabel, rotation=self.label_rotation)
# align the first and last label
# such that they don't fall off
# the heatmap sides
ticks = ax_list[-1].xaxis.get_major_ticks()
ticks[0].label1.set_horizontalalignment('left')
ticks[-1].label1.set_horizontalalignment('right')
cax = self.fig.add_subplot(sub_grid[:, 1])
self.fig.colorbar(img, cax=cax)
plt.subplots_adjust(wspace=0.05, hspace=0.3)
plt.tight_layout()
plt.savefig(self.out_file_name, dpi=self.dpi, format=self.image_format)
plt.close()
def plotly_hexbin(self):
"""plot_hexbin, but for plotly. it's annoying that we have to have sub-subplots"""
fig = go.Figure()
cols = self.plots_per_row if self.numplots > self.plots_per_row else self.numplots
rows = np.ceil(self.numplots / float(cols)).astype(int)
fig['layout'].update(title=self.plot_title)
domainWidth = .9 / cols
domainHeight = .9 / rows
bufferHeight = 0.0
if rows > 1:
bufferHeight = 0.1 / (rows - 1)
else:
domainHeight = 1.0
bufferWidth = 0.0
if cols > 1:
bufferWidth = 0.1 / (cols - 1)
else:
domainWidth = 1.0
subHeight = domainHeight / float(self.numlines)
if self.per_group:
sideLabels = self.hm.matrix.sample_labels
else:
sideLabels = self.hm.matrix.group_labels
data = []
annos = []
vmin = np.inf
vmax = -np.inf
for i in range(self.numplots):
row = rows - i / self.plots_per_row - 1
col = i % self.plots_per_row
if self.per_group:
title = self.hm.matrix.group_labels[i]
else:
title = self.hm.matrix.sample_labels[i]
base = row * (domainHeight + bufferHeight)
domain = [base, base + domainHeight]
titleY = base + domainHeight
base = col * (domainWidth + bufferWidth)
domain = [base, base + domainWidth]
titleX = base + 0.5 * domainWidth
xanchor = 'x{}'.format(i + 1)
fig['layout']['xaxis{}'.format(i + 1)] = dict(domain=domain)
annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': title, 'y': titleY, 'x': titleX, 'font': {'size': 16}, 'showarrow': False})
# set yMin/yMax
yMin = np.inf
yMax = -np.inf
for j in range(self.numlines):
# get the max and min
if self.per_group:
_row, _col = i, j
else:
_row, _col = j, i
ma = self.hm.matrix.get_matrix(_row, _col)['matrix']
if np.min(ma) < yMin:
yMin = np.min(ma)
if np.max(ma) > yMax:
yMax = np.max(ma)
if self.y_min[i % len(self.y_min)] is not None:
yMin = self.y_min[i % len(self.y_min)]
if self.y_max[i % len(self.y_max)] is not None:
yMax = self.y_max[i % len(self.y_max)]
for j in range(self.numlines):
if self.per_group:
_row, _col = i, j
else:
_row, _col = j, i
foo = i * self.numlines + j + 1
yanchor = 'y{}'.format(foo)
base = row * (domainHeight + bufferHeight) + j * subHeight
domain = [base, base + subHeight]
fig['layout']['yaxis{}'.format(foo)] = {'domain': domain, 'title': self.y_axis_label, 'anchor': xanchor, 'range': [yMin, yMax]}
if j == 0:
_ = "xaxis{}".format(xanchor[1:])
fig['layout'][_].update(anchor='y{}'.format(foo))
if col == 0:
titleY = base + 0.5 * subHeight
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})
sub_matrix = self.hm.matrix.get_matrix(_row, _col)
ma = self.hm.matrix.get_matrix(_row, _col)['matrix']
fig['layout']['xaxis{}'.format(i + 1)].update(range=[0, ma.shape[1]])
if self.per_group:
label = sub_matrix['sample']
else:
label = sub_matrix['group']
# Manually compute the 2D histogram with 100x100 bins
x_values = np.tile(np.arange(ma.shape[1]), (ma.shape[0], 1))
z, xe, ye = np.histogram2d(x_values.flatten(), ma.flatten(), bins=100, range=[[0, ma.shape[1]], [yMin, yMax]])
_vmin = np.min(z)
_vmax = np.max(z)
if _vmin < vmin:
vmin = _vmin
if _vmax > vmax:
vmax = _vmax
trace = go.Contour(z=z.T, x=xe, y=ye, xaxis=xanchor, yaxis=yanchor, name=label, connectgaps=False)
data.append(trace)
# Assume the bounds for the last graph are correct
totalWidth = ma.shape[1]
xticks, xtickslabel = self.getTicks(i)
if np.ceil(max(xticks)) != float(totalWidth):
tickscale = float(totalWidth) / max(xticks)
xticks_use = [x * tickscale for x in xticks]
else:
xticks_use = xticks
xticks_use = [np.ceil(x) for x in xticks_use]
fig['layout']['xaxis{}'.format(i + 1)].update(tickmode='array', tickvals=xticks_use, ticktext=xtickslabel, tickangle=self.label_rotation)
for trace in data:
trace.update(zmin=vmin, zmax=vmax)
fig.add_traces(data)
fig['layout']['annotations'] = annos
py.plot(fig, filename=self.out_file_name, auto_open=False)
def plot_heatmap(self):
cmap = ['RdYlBu_r']
if self.color_list is not None: # check the length to be equal to the numebr of plots otherwise multiply it!
cmap = self.color_list
if len(cmap) < self.numplots:
all_colors = cmap
for i in range(ceil(self.numplots / len(cmap))):
cmap.extend(all_colors)
matrix_flatten = None
if self.y_min == [None]:
matrix_flatten = self.hm.matrix.flatten()
# try to avoid outliers by using np.percentile
self.y_min = [np.percentile(matrix_flatten, 1.0)]
if np.isnan(self.y_min[0]):
self.y_min = [None]
if self.y_max == [None]:
if matrix_flatten is None:
matrix_flatten = self.hm.matrix.flatten()
# try to avoid outliers by using np.percentile
self.y_max = [np.percentile(matrix_flatten, 98.0)]
if np.isnan(self.y_max[0]):
self.y_max = [None]
if self.image_format == "plotly":
return self.plotly_heatmap()
ax_list = []
# turn off y ticks
for plot in range(self.numplots):
labels = []
col = plot % self.plots_per_row
row = int(plot / float(self.plots_per_row))
localYMin = None
localYMax = None
# split the ax to make room for the colorbar
sub_grid = gridspec.GridSpecFromSubplotSpec(1, 2, subplot_spec=self.grids[row, col],
width_ratios=[0.92, 0.08], wspace=0.05)
ax = self.fig.add_subplot(sub_grid[0])
cax = self.fig.add_subplot(sub_grid[1])
ax.tick_params(
axis='y',
which='both',
left=False,
right=False,
labelleft=True)
if self.per_group:
title = self.hm.matrix.group_labels[plot]
tickIdx = plot % self.hm.matrix.get_num_samples()
else:
title = self.hm.matrix.sample_labels[plot]
tickIdx = plot
ax.set_title(title)
mat = [] # when drawing a heatmap (in contrast to drawing lines)
for data_idx in range(self.numlines):
if self.per_group:
row, col = plot, data_idx
else:
row, col = data_idx, plot
if localYMin is None or self.y_min[col % len(self.y_min)] < localYMin:
localYMin = self.y_min[col % len(self.y_min)]
if localYMax is None or self.y_max[col % len(self.y_max)] > localYMax:
localYMax = self.y_max[col % len(self.y_max)]
sub_matrix = self.hm.matrix.get_matrix(row, col)
if self.per_group:
label = sub_matrix['sample']
else:
label = sub_matrix['group']
labels.append(label)
mat.append(np.ma.__getattribute__(self.averagetype)(sub_matrix['matrix'], axis=0))
img = ax.imshow(np.vstack(mat), interpolation='nearest',
cmap=cmap[plot], aspect='auto', vmin=localYMin, vmax=localYMax)
self.fig.colorbar(img, cax=cax)
totalWidth = np.vstack(mat).shape[1]
xticks, xtickslabel = self.getTicks(tickIdx)
if np.ceil(max(xticks)) != float(totalWidth - 1):
tickscale = float(totalWidth) / max(xticks)
xticks_use = [x * tickscale for x in xticks]
ax.axes.set_xticks(xticks_use)
else:
ax.axes.set_xticks(xticks)
ax.axes.set_xticklabels(xtickslabel, rotation=self.label_rotation)
# align the first and last label
# such that they don't fall off
# the heatmap sides
ticks = ax.xaxis.get_major_ticks()
ticks[0].label1.set_horizontalalignment('left')
ticks[-1].label1.set_horizontalalignment('right')
# add labels as y ticks labels
ymin, ymax = ax.axes.get_ylim()
pos, distance = np.linspace(ymin, ymax, len(labels), retstep=True, endpoint=False)
d_half = float(distance) / 2
yticks = [x + d_half for x in pos]
# TODO: make rotation a parameter
# ax.axes.set_yticklabels(labels[::-1], rotation='vertical')
if plot == 0:
ax.axes.set_yticks(yticks)
ax.axes.set_yticklabels(labels[::-1])
else:
ax.axes.set_yticklabels([])
# matplotlib 3.1.1 (and likely some earlier versions) will change the ylim if you change the tick locations!
ax.axes.set_ylim([ymin, ymax])
ax_list.append(ax)
plt.subplots_adjust(wspace=0.05, hspace=0.3)
plt.tight_layout()
plt.savefig(self.out_file_name, dpi=self.dpi, format=self.image_format)
plt.close()
def plotly_heatmap(self):
"""plot_heatmap, but with plotly output"""
fig = go.Figure()
cols = self.plots_per_row if self.numplots > self.plots_per_row else self.numplots
rows = np.ceil(self.numplots / float(cols)).astype(int)
fig['layout'].update(title=self.plot_title)
domainWidth = .9 / cols
domainHeight = .9 / rows
bufferHeight = 0.0
if rows > 1:
bufferHeight = 0.1 / (rows - 1)
else:
domainHeight = 1.0
bufferWidth = 0.0
if cols > 1:
bufferWidth = 0.1 / (cols - 1)
else:
domainWidth = 1.0
data = []
annos = []
zmin = np.inf
zmax = -np.inf
for i in range(self.numplots):
row = rows - i / self.plots_per_row - 1
col = i % self.plots_per_row
if self.per_group:
title = self.hm.matrix.group_labels[i]
else:
title = self.hm.matrix.sample_labels[i]
base = row * (domainHeight + bufferHeight)
domain = [base, base + domainHeight]
titleY = base + domainHeight
xanchor = 'x{}'.format(i + 1)
yanchor = 'y{}'.format(i + 1)
visible = False
if col == 0:
visible = True
fig['layout']['yaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': xanchor, 'visible': visible}
base = col * (domainWidth + bufferWidth)
domain = [base, base + domainWidth]
titleX = base + 0.5 * domainWidth
fig['layout']['xaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': yanchor}
annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': title, 'y': titleY, 'x': titleX, 'font': {'size': 16}, 'showarrow': False})
mat = []
labels = []
for j in range(self.numlines):
if self.per_group:
row, col = i, j
else:
row, col = j, i
sub_matrix = self.hm.matrix.get_matrix(row, col)
if self.per_group:
label = sub_matrix['sample']
else:
label = sub_matrix['group']
labels.append(label)
mat.append(np.ma.__getattribute__(self.averagetype)(sub_matrix['matrix'], axis=0))
if np.min(mat[-1]) < zmin:
zmin = np.min(mat[-1])
if np.max(mat[-1]) > zmax:
zmax = np.max(mat[-1])
totalWidth = len(mat[-1])
trace = go.Heatmap(name=title, z=mat, x=range(totalWidth + 1), y=labels, xaxis=xanchor, yaxis=yanchor)
data.append(trace)
# Add ticks
xticks, xtickslabel = self.getTicks(i)
if np.ceil(max(xticks)) != float(totalWidth):
tickscale = float(totalWidth) / max(xticks)
xticks_use = [x * tickscale for x in xticks]
else:
xticks_use = xticks
xticks_use = [np.ceil(x) for x in xticks_use]
fig['layout']['xaxis{}'.format(i + 1)].update(tickmode='array', tickvals=xticks_use, ticktext=xtickslabel, tickangle=self.label_rotation)
# Adjust color scale limits
for i, trace in enumerate(data):
zminUse = zmin
zmaxUse = zmax
if self.y_min[i % len(self.y_min)] is not None:
zminUse = self.y_min[i % len(self.y_min)]
if self.y_max[i % len(self.y_max)] is not None:
zmaxUse = self.y_max[i % len(self.y_max)]
trace.update(zmin=zminUse, zmax=zmaxUse)
fig.add_traces(data)
fig['layout']['annotations'] = annos
py.plot(fig, filename=self.out_file_name, auto_open=False)
def plot_profile(self):
if self.y_min is None:
self.y_min = [None]
if self.y_max is None:
self.y_max = [None]
if not self.color_list:
cmap_plot = plt.get_cmap('jet')
if self.numlines > 1:
# kmeans, so we need to color by cluster
self.color_list = cmap_plot(np.arange(self.numlines, dtype=float) / float(self.numlines))
else:
self.color_list = cmap_plot(np.arange(self.numplots, dtype=float) / float(self.numplots))
if (self.numlines > 1 and len(self.color_list) < self.numlines) or\
(self.numlines == 1 and len(self.color_list) < self.numplots):
sys.exit("\nThe given list of colors is too small, "
"at least {} colors are needed\n".format(self.numlines))
for color in self.color_list:
if not pltcolors.is_color_like(color):
sys.exit("\nThe color name {} is not valid. Check "
"the name or try with a html hex string "
"for example #eeff22".format(color))
if self.image_format == "plotly":
return self.plotly_profile()
first = True
ax_list = []
globalYmin = np.inf
globalYmax = -np.inf
for plot in range(self.numplots):
localYMin = None
localYMax = None
col = plot % self.plots_per_row
row = int(plot / float(self.plots_per_row))
if (row == 0 and col == 0) or len(self.y_min) > 1 or len(self.y_max) > 1:
ax = self.fig.add_subplot(self.grids[row, col])
else:
ax = self.fig.add_subplot(self.grids[row, col])
if self.per_group:
title = self.hm.matrix.group_labels[plot]
if row != 0 and len(self.y_min) == 1 and len(self.y_max) == 1:
plt.setp(ax.get_yticklabels(), visible=False)
tickIdx = plot % self.hm.matrix.get_num_samples()
else:
title = self.hm.matrix.sample_labels[plot]
if col != 0 and len(self.y_min) == 1 and len(self.y_max) == 1:
plt.setp(ax.get_yticklabels(), visible=False)
tickIdx = plot
ax.set_title(title)
for data_idx in range(self.numlines):
if self.per_group:
_row, _col = plot, data_idx
else:
_row, _col = data_idx, plot
if localYMin is None or self.y_min[col % len(self.y_min)] < localYMin:
localYMin = self.y_min[col % len(self.y_min)]
if localYMax is None or self.y_max[col % len(self.y_max)] > localYMax:
localYMax = self.y_max[col % len(self.y_max)]
sub_matrix = self.hm.matrix.get_matrix(_row, _col)
if self.per_group:
label = sub_matrix['sample']
else:
label = sub_matrix['group']
if self.numlines > 1:
coloridx = data_idx
else:
coloridx = plot
plot_single(ax, sub_matrix['matrix'],
self.averagetype,
self.color_list[coloridx],
label,
plot_type=self.plot_type)
globalYmin = min(float(globalYmin), ax.get_ylim()[0])
globalYmax = max(globalYmax, ax.get_ylim()[1])
# Exclude ticks from all but one subplot by default
if col > 0 and len(self.y_min) == 1 and len(self.y_max) == 1:
plt.setp(ax.get_yticklabels(), visible=False)
totalWidth = sub_matrix['matrix'].shape[1]
xticks, xtickslabel = self.getTicks(tickIdx)
if np.ceil(max(xticks)) != float(totalWidth - 1):
tickscale = float(totalWidth) / max(xticks)
xticks_use = [x * tickscale for x in xticks]
ax.axes.set_xticks(xticks_use)
else:
ax.axes.set_xticks(xticks)
ax.axes.set_xticklabels(xtickslabel, rotation=self.label_rotation)
# align the first and last label
# such that they don't fall off
# the heatmap sides
ticks = ax.xaxis.get_major_ticks()
ticks[0].label1.set_horizontalalignment('left')
ticks[-1].label1.set_horizontalalignment('right')
if first and self.y_axis_label != '':
ax.set_ylabel(self.y_axis_label)
if first and self.plot_type not in ['heatmap', 'overlapped_lines']:
ax.legend(loc=self.legend_location.replace('-', ' '),
ncol=1, prop=self.font_p,
frameon=False, markerscale=0.5)
if len(self.y_min) == 1 and len(self.y_max) == 1:
first = False
ax_list.append(ax)
# It turns out that set_ylim only takes float64s
for sample_id, subplot in enumerate(ax_list):
localYMin = self.y_min[sample_id % len(self.y_min)]
localYMax = self.y_max[sample_id % len(self.y_max)]
lims = [globalYmin, globalYmax]
if localYMin is not None:
if localYMax is not None:
lims = (float(localYMin), float(localYMax))
else:
lims = (float(localYMin), lims[1])
elif localYMax is not None:
lims = (lims[0], float(localYMax))
if lims[0] >= lims[1]:
lims = (lims[0], lims[0] + 1)
ax_list[sample_id].set_ylim(lims)
plt.subplots_adjust(wspace=0.05, hspace=0.3)
plt.tight_layout()
plt.savefig(self.out_file_name, dpi=self.dpi, format=self.image_format)
plt.close()
def plotly_profile(self):
"""
plot_profile for plotly output
y_min, y_max, and color_list are set already
"""
fig = go.Figure()
cols = self.plots_per_row if self.numplots > self.plots_per_row else self.numplots
rows = np.ceil(self.numplots / float(cols)).astype(int)
fig['layout'].update(title=self.plot_title)
domainWidth = .9 / cols
domainHeight = .9 / rows
bufferHeight = 0.0
if rows > 1:
bufferHeight = 0.1 / (rows - 1)
bufferWidth = 0.0
if cols > 1:
bufferWidth = 0.1 / (cols - 1)
data = []
annos = []
yMin = None
yMax = None
for i in range(self.numplots):
row = np.floor(i / self.plots_per_row)
# row = rows - i / self.plots_per_row - 1
col = i % self.plots_per_row
xanchor = 'x{}'.format(i + 1)
yanchor = 'y{}'.format(i + 1)
base = row * (domainHeight + bufferHeight)
domain = [base, base + domainHeight]
titleY = base + domainHeight
fig['layout']['yaxis{}'.format(i + 1)] = {'domain': domain, 'title': self.y_axis_label, 'anchor': xanchor, 'autorange': False}
base = col * (domainWidth + bufferWidth)
domain = [base, base + domainWidth]
titleX = base + 0.5 * domainWidth
fig['layout']['xaxis{}'.format(i + 1)] = {'domain': domain, 'anchor': yanchor}
if self.per_group:
title = self.hm.matrix.group_labels[i]
else:
title = self.hm.matrix.sample_labels[i]
annos.append({'yanchor': 'bottom', 'xref': 'paper', 'xanchor': 'center', 'yref': 'paper', 'text': title, 'y': titleY, 'x': titleX, 'font': {'size': 16}, 'showarrow': False})
for j in range(self.numlines):
if self.per_group:
_row, _col = i, j
else:
_row, _col = j, i
sub_matrix = self.hm.matrix.get_matrix(_row, _col)
fig['layout']['xaxis{}'.format(i + 1)].update(range=[0, sub_matrix['matrix'].shape[1]])
if self.per_group:
label = sub_matrix['sample']
else:
label = sub_matrix['group']
if self.numlines > 1:
coloridx = j
else:
coloridx = i
color = self.color_list[coloridx]
traces = plotly_single(sub_matrix['matrix'],
self.averagetype,
color,
label,
plot_type=self.plot_type)
for trace in traces:
trace.update(xaxis=xanchor, yaxis=yanchor)
if yMin is None or min(trace['y']) < yMin:
yMin = min(trace['y'])
if yMax is None or max(trace['y']) > yMax:
yMax = max(trace['y'])
if row == col == 0:
traces[0].update(showlegend=True)
data.extend(traces)
totalWidth = sub_matrix['matrix'].shape[1]
xticks, xtickslabel = self.getTicks(i)
if np.ceil(max(xticks)) != float(totalWidth):
tickscale = float(totalWidth) / max(xticks)
xticks_use = [x * tickscale for x in xticks]
else:
xticks_use = xticks
xticks_use = [np.ceil(x) for x in xticks_use]
fig['layout']['xaxis{}'.format(i + 1)].update(tickmode='array', tickvals=xticks_use, ticktext=xtickslabel, tickangle=self.label_rotation)
# Set the y limits
for i in range(self.numplots):
yaxis = 'yaxis{}'.format(i + 1)
yRange = [yMin, yMax]
if self.y_min[i % len(self.y_min)] is not None:
yRange[0] = self.y_min[i % len(self.y_min)]
if self.y_max[i % len(self.y_max)] is not None:
yRange[1] = self.y_max[i % len(self.y_max)]
fig['layout'][yaxis].update(range=yRange)
fig.add_traces(data)
fig['layout']['annotations'] = annos
py.plot(fig, filename=self.out_file_name, auto_open=False)
def main(args=None):
args = process_args(args)
hm = heatmapper.heatmapper()
matrix_file = args.matrixFile.name
args.matrixFile.close()
hm.read_matrix_file(matrix_file)
if hm.parameters['min threshold'] is not None or hm.parameters['max threshold'] is not None:
filterHeatmapValues(hm, hm.parameters['min threshold'], hm.parameters['max threshold'])
if args.kmeans is not None:
hm.matrix.hmcluster(args.kmeans, method='kmeans', clustering_samples=args.clusterUsingSamples)
else:
if args.hclust is not None:
print("Performing hierarchical clustering."
"Please note that it might be very slow for large datasets.\n")
hm.matrix.hmcluster(args.hclust, method='hierarchical', clustering_samples=args.clusterUsingSamples)
group_len_ratio = np.diff(hm.matrix.group_boundaries) / float(len(hm.matrix.regions))
if np.any(group_len_ratio < 5.0 / 1000):
problem = np.flatnonzero(group_len_ratio < 5.0 / 1000)
sys.stderr.write("WARNING: Group '{}' is too small for plotting, you might want to remove it. \n".format(hm.matrix.group_labels[problem[0]]))
if args.regionsLabel:
hm.matrix.set_group_labels(args.regionsLabel)
if args.samplesLabel and len(args.samplesLabel):
hm.matrix.set_sample_labels(args.samplesLabel)
if args.outFileNameData:
hm.save_tabulated_values(args.outFileNameData, reference_point_label=args.refPointLabel,
start_label=args.startLabel,
end_label=args.endLabel,
averagetype=args.averageType)
if args.outFileSortedRegions:
hm.save_BED(args.outFileSortedRegions)
prof = Profile(hm, args.outFileName,
plot_title=args.plotTitle,
y_axis_label=args.yAxisLabel,
y_min=args.yMin, y_max=args.yMax,
averagetype=args.averageType,
reference_point_label=args.refPointLabel,
start_label=args.startLabel,
end_label=args.endLabel,
plot_height=args.plotHeight,
plot_width=args.plotWidth,
per_group=args.perGroup,
plot_type=args.plotType,
image_format=args.plotFileFormat,
color_list=args.colors,
legend_location=args.legendLocation,
plots_per_row=args.numPlotsPerRow,
label_rotation=args.label_rotation,
dpi=args.dpi)
if args.plotType == 'heatmap':
prof.plot_heatmap()
elif args.plotType == 'overlapped_lines':
prof.plot_hexbin()
else:
prof.plot_profile()
================================================
FILE: deeptools/sumCoveragePerBin.py
================================================
import numpy as np
import multiprocessing
import time
from deeptools import countReadsPerBin
from deeptools.utilities import getTLen
from deeptoolsintervals import GTF
class SumCoveragePerBin(countReadsPerBin.CountReadsPerBin):
r"""This is an extension of CountReadsPerBin for use with plotFingerprint.
There, we need to sum the per-base coverage.
"""
def get_coverage_of_region(self, bamHandle, chrom, regions,
fragmentFromRead_func=None):
"""
Returns a numpy array that corresponds to the number of reads
that overlap with each tile.
>>> test = Tester()
>>> import pysam
>>> c = SumCoveragePerBin([], stepSize=1, extendReads=300)
For this case the reads are length 36. The number of overlapping
read fragments is 4 and 5 for the positions tested. Note that reads are
NOT extended, due to there being a 0 length input list of BAM files!
>>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile_PE), 'chr2',
... [(5000833, 5000834), (5000834, 5000835)])
array([4., 5.])
In the following case the reads length is 50. Reads are not extended.
>>> c.extendReads=False
>>> c.get_coverage_of_region(pysam.AlignmentFile(test.bamFile2), '3R', [(148, 150), (150, 152), (152, 154)])
array([2., 4., 4.])
"""
if not fragmentFromRead_func:
fragmentFromRead_func = self.get_fragment_from_read
nbins = len(regions)
if len(regions[0]) == 3:
nbins = 0
for reg in regions:
nbins += (reg[1] - reg[0]) // reg[2]
coverages = np.zeros(nbins, dtype='float64')
if self.defaultFragmentLength == 'read length':
extension = 0
else:
extension = self.maxPairedFragmentLength
blackList = None
if self.blackListFileName is not None:
blackList = GTF(self.blackListFileName)
vector_start = 0
for idx, reg in enumerate(regions):
if len(reg) == 3:
tileSize = int(reg[2])
nRegBins = (reg[1] - reg[0]) // tileSize
else:
nRegBins = 1
tileSize = int(reg[1] - reg[0])
# Blacklisted regions have a coverage of 0
if blackList and blackList.findOverlaps(chrom, reg[0], reg[1]):
continue
regStart = int(max(0, reg[0] - extension))
regEnd = reg[1] + int(extension)
# If alignments are extended and there's a blacklist, ensure that no
# reads originating in a blacklist are fetched
if blackList and reg[0] > 0 and extension > 0:
o = blackList.findOverlaps(chrom, regStart, reg[0])
if o is not None and len(o) > 0:
regStart = o[-1][1]
o = blackList.findOverlaps(chrom, reg[1], regEnd)
if o is not None and len(o) > 0:
regEnd = o[0][0]
start_time = time.time()
# caching seems faster. TODO: profile the function
c = 0
try:
# BAM input
if chrom not in bamHandle.references:
raise NameError("chromosome {} not found in bam file".format(chrom))
except:
# bigWig input, as used by plotFingerprint
if bamHandle.chroms(chrom):
_ = np.array(bamHandle.stats(chrom, regStart, regEnd, type="mean", nBins=nRegBins), dtype=float)
_[np.isnan(_)] = 0.0
_ = _ * tileSize
coverages += _
continue
else:
raise NameError("chromosome {} not found in bigWig file with chroms {}".format(chrom, bamHandle.chroms()))
prev_pos = set()
lpos = None
# of previous processed read pair
for read in bamHandle.fetch(chrom, regStart, regEnd):
if read.is_unmapped:
continue
if self.minMappingQuality and read.mapq < self.minMappingQuality:
continue
# filter reads based on SAM flag
if self.samFlag_include and read.flag & self.samFlag_include != self.samFlag_include:
continue
if self.samFlag_exclude and read.flag & self.samFlag_exclude != 0:
continue
# Fragment lengths
tLen = getTLen(read)
if self.minFragmentLength > 0 and tLen < self.minFragmentLength:
continue
if self.maxFragmentLength > 0 and tLen > self.maxFragmentLength:
continue
# get rid of duplicate reads that have same position on each of the
# pairs
if self.ignoreDuplicates:
# Assuming more or less concordant reads, use the fragment bounds, otherwise the start positions
if tLen >= 0:
s = read.pos
e = s + tLen
else:
s = read.pnext
e = s - tLen
if read.reference_id != read.next_reference_id:
e = read.pnext
if lpos is not None and lpos == read.reference_start \
and (s, e, read.next_reference_id, read.is_reverse) in prev_pos:
continue
if lpos != read.reference_start:
prev_pos.clear()
lpos = read.reference_start
prev_pos.add((s, e, read.next_reference_id, read.is_reverse))
# since reads can be split (e.g. RNA-seq reads) each part of the
# read that maps is called a position block.
try:
position_blocks = fragmentFromRead_func(read)
except TypeError:
# the get_fragment_from_read functions returns None in some cases.
# Those cases are to be skipped, hence the continue line.
continue
last_eIdx = None
for fragmentStart, fragmentEnd in position_blocks:
if fragmentEnd is None or fragmentStart is None:
continue
fragmentLength = fragmentEnd - fragmentStart
if fragmentLength == 0:
continue
# skip reads that are not in the region being
# evaluated.
if fragmentEnd <= reg[0] or fragmentStart >= reg[1]:
continue
if fragmentStart < reg[0]:
fragmentStart = reg[0]
if fragmentEnd > reg[0] + len(coverages) * tileSize:
fragmentEnd = reg[0] + len(coverages) * tileSize
sIdx = vector_start + max((fragmentStart - reg[0]) // tileSize, 0)
eIdx = vector_start + min(np.ceil(float(fragmentEnd - reg[0]) / tileSize).astype('int'), nRegBins)
if eIdx >= len(coverages):
eIdx = len(coverages) - 1
if last_eIdx is not None:
sIdx = max(last_eIdx, sIdx)
if sIdx >= eIdx:
continue
# First bin
if fragmentEnd < reg[0] + (sIdx + 1) * tileSize:
_ = fragmentEnd - fragmentStart
else:
_ = reg[0] + (sIdx + 1) * tileSize - fragmentStart
if _ > tileSize:
_ = tileSize
coverages[sIdx] += _
_ = sIdx + 1
while _ < eIdx:
coverages[_] += tileSize
_ += 1
while eIdx - sIdx >= nRegBins:
eIdx -= 1
if eIdx > sIdx:
_ = fragmentEnd - (reg[0] + eIdx * tileSize)
if _ > tileSize:
_ = tileSize
elif _ < 0:
_ = 0
coverages[eIdx] += _
last_eIdx = eIdx
c += 1
if self.verbose:
endTime = time.time()
print("%s, processing %s (%.1f per sec) reads @ %s:%s-%s" % (
multiprocessing.current_process().name, c, c / (endTime - start_time), chrom, reg[0], reg[1]))
vector_start += nRegBins
# change zeros to NAN
if self.zerosToNans:
coverages[coverages == 0] = np.nan
return coverages
class Tester(object):
def __init__(self):
"""
The distribution of reads between the two bam files is as follows.
They cover 200 bp
0 100 200
|------------------------------------------------------------|
A ===============
===============
B =============== ===============
===============
===============
"""
import os
self.root = os.path.dirname(os.path.abspath(__file__)) + "/test/test_data/"
self.bamFile1 = self.root + "testA.bam"
self.bamFile2 = self.root + "testB.bam"
self.bamFile_PE = self.root + "test_paired2.bam"
self.chrom = '3R'
================================================
FILE: deeptools/test/__init__.py
================================================
================================================
FILE: deeptools/test/skiptest_heatmapper_images.py
================================================
import os
import matplotlib
matplotlib.use('Agg')
from matplotlib.testing.compare import compare_images
from tempfile import NamedTemporaryFile
import deeptools.computeMatrix
import deeptools.plotHeatmap
import deeptools.plotProfile
import deeptools.utilities
__author__ = 'Fidel'
ROOT = os.path.dirname(os.path.abspath(__file__)) + "/test_heatmapper/"
tolerance = 30
def test_plotHeatmap_simple_plot():
"""
Test a simple plot generated using a matrix from
the following command:
computeMatrix reference-point -a 100 -b 100 -S {test_path}/test.bw \
-R {test_path}/test.bed -o /tmp/mat.gz -bs 25
"""
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master.mat.gz --outFileName {}".format(ROOT, outfile.name).split()
deeptools.plotHeatmap.main(args)
res = compare_images(ROOT + '/master.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotHeatmap_rename_labels():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master.mat.gz --outFileName {} --regionsLabel uno dos".format(ROOT, outfile.name).split()
deeptools.plotHeatmap.main(args)
res = compare_images(ROOT + '/master_relabeled.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotHeatmap_scale_regions():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master_scale_reg.mat.gz --outFileName {}".format(ROOT, outfile.name).split()
deeptools.plotHeatmap.main(args)
res = compare_images(ROOT + '/master_scale_reg.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotHeatmap_multi_bigwig_pergroup():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master_multi.mat.gz --perGroup --samplesLabel file1 file2 file3 file4 " \
"--outFileName {}".format(ROOT, outfile.name).split()
deeptools.plotHeatmap.main(args)
res = compare_images(ROOT + '/heatmap_master_multi_pergroup.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotHeatmap_multiple_colors_muti_scales():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master_multi.mat.gz --colorList white,blue white,red --zMin 1 0 --zMax 4 5 " \
"--outFileName {}".format(ROOT, outfile.name).split()
deeptools.plotHeatmap.main(args)
res = compare_images(ROOT + '/heatmap_master_multi_color.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotHeatmap_multiple_colormap_no_boxes():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master_multi.mat.gz --colorMap Reds binary terrain --boxAroundHeatmaps no " \
"--outFileName {}".format(ROOT, outfile.name).split()
deeptools.plotHeatmap.main(args)
res = compare_images(ROOT + '/heatmap_master_multi_colormap_no_box.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotHeatmap_interpolation():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/large_matrix.mat.gz --interpolation bilinear " \
"--outFileName {}".format(ROOT, outfile.name).split()
deeptools.plotHeatmap.main(args)
res = compare_images(ROOT + '/heatmap_master_interpolation_bilinear.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotProfiler():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master.mat.gz --outFileName {} --regionsLabel uno dos " \
"--plotType std".format(ROOT, outfile.name).split()
deeptools.plotProfile.main(args)
res = compare_images(ROOT + '/profile_master.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotProfiler_heatmap():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master.mat.gz --outFileName {} --plotType heatmap".format(ROOT, outfile.name).split()
deeptools.plotProfile.main(args)
res = compare_images(ROOT + '/profile_master_heatmap.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotProfiler_overlapped_lines():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master.mat.gz --outFileName {} " \
"--plotType overlapped_lines --yMin -1".format(ROOT, outfile.name).split()
deeptools.plotProfile.main(args)
res = compare_images(ROOT + '/profile_master_overlap_lines.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotProfiler_multibigwig():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master_multi.mat.gz --outFileName {} " \
"--numPlotsPerRow 2 --yMax 1.5".format(ROOT, outfile.name).split()
deeptools.plotProfile.main(args)
res = compare_images(ROOT + '/profile_master_multi.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
def test_plotProfiler_multibigwig_pergroup():
outfile = NamedTemporaryFile(suffix='.png', prefix='plotHeatmap_test_', delete=False)
args = "-m {}/master_multi.mat.gz --outFileName {} " \
"--perGroup --yMax 1.5".format(ROOT, outfile.name).split()
deeptools.plotProfile.main(args)
res = compare_images(ROOT + '/profile_master_multi_pergroup.png', outfile.name, tolerance)
assert res is None, res
os.remove(outfile.name)
================================================
FILE: deeptools/test/test_bamCoverage_and_bamCompare.py
================================================
import deeptools.bamCoverage as bam_cov
import deeptools.bamCompare as bam_comp
import deeptools.getScaleFactor as gs
import os.path
import filecmp
from os import unlink
ROOT = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
BAMFILE_A = ROOT + "testA.bam"
BAMFILE_B = ROOT + "testB.bam"
BAMFILE_FILTER1 = ROOT + "test_filtering.bam"
BAMFILE_FILTER2 = ROOT + "test_filtering2.bam"
CRAMFILE_A = ROOT + "testA.cram"
CRAMFILE_B = ROOT + "testB.cram"
CRAMFILE_FILTER1 = ROOT + "test_filtering.cram"
CRAMFILE_FILTER2 = ROOT + "test_filtering2.cram"
BEDFILE_FILTER = ROOT + "test_filtering.blacklist.bed"
"""
The distribution of reads for the bam file is:
0 100 200
|------------------------------------------------------------|
testA.bam 3R ==============>
<==============
testB.bam 3R <============== ==============>
==============>
==============>
"""
def test_bam_coverage_arguments():
"""
Test minimal command line args for bamCoverage
"""
outfile = '/tmp/test_file.bg'
for fname in [BAMFILE_B, CRAMFILE_B]:
args = "--bam {} -o {} --outFileFormat bedgraph".format(fname, outfile).split()
bam_cov.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t50\t0\n', '3R\t50\t150\t1\n', '3R\t150\t200\t2\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_coverage_extend():
outfile = '/tmp/test_file.bg'
for fname in [BAMFILE_B, CRAMFILE_B]:
args = "-b {} -o {} --extendReads 100 --outFileFormat bedgraph".format(fname, outfile).split()
bam_cov.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t150\t1\n', '3R\t150\t200\t3\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_coverage_extend_and_normalizeUsingRPGC():
outfile = '/tmp/test_file.bg'
for fname in [BAMFILE_B, CRAMFILE_B]:
args = "-b {} -o {} --normalizeUsing RPGC --effectiveGenomeSize 200 --extendReads 100 " \
"--outFileFormat bedgraph".format(fname, outfile).split()
bam_cov.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
# the scale factor should be 0.5, thus the result is similar to
# that of the previous test divided by 0.5
expected = ['3R\t0\t150\t0.5\n', '3R\t150\t200\t1.5\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_coverage_skipnas():
outfile = '/tmp/test_file.bg'
for fname in [BAMFILE_B, CRAMFILE_B]:
args = "--bam {} -o {} --outFileFormat bedgraph --skipNAs".format(fname, outfile).split()
bam_cov.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t50\t150\t1\n', '3R\t150\t200\t2\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_coverage_filtering():
outfile = '/tmp/test_file.bg'
for fname in [BAMFILE_B, CRAMFILE_B]:
args = "--bam {} -o {} --outFileFormat bedgraph --ignoreDuplicates --verbose".format(fname, outfile).split()
bam_cov.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t50\t0\n', '3R\t50\t200\t1\n']
assert resp == expected, "{} != {}".format(resp, expected)
unlink(outfile)
def test_bam_compare_arguments():
"""
Test minimal command line args for bamCoverage. The ratio
between the same file is taken, therefore, the expected value
is 1.0 for all bins.
"""
outfile = '/tmp/test_file.bg'
for fname in [BAMFILE_B, CRAMFILE_B]:
args = "--bamfile1 {} --bamfile2 {} " \
"-o {} -p 1 --outFileFormat bedgraph --operation ratio".format(fname, fname, outfile).split()
bam_comp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t200\t1\n']
assert resp == expected, "{} != {}".format(resp, expected)
unlink(outfile)
def test_bam_compare_diff_files():
"""
Test with two different files
"""
outfile = '/tmp/test_file.bg'
for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:
args = "--bamfile1 {} --bamfile2 {} --scaleFactors 1:1 --operation subtract " \
"-o {} -p 1 --outFileFormat bedgraph".format(A, B, outfile).split()
bam_comp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t50\t0\n', '3R\t50\t100\t-1\n', '3R\t100\t150\t0\n', '3R\t150\t200\t-1\n']
assert resp == expected, "{} != {}".format(resp, expected)
unlink(outfile)
def test_bam_compare_pseudocounts():
"""
Test with different pseudocounts
"""
outfile = '/tmp/test_file.bg'
args = "--bamfile1 {} --bamfile2 {} --outFileFormat bedgraph --scaleFactors 1:1 -o {} " \
"--pseudocount 1 0".format(BAMFILE_A, BAMFILE_B, outfile).split()
bam_comp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t50\tinf\n', '3R\t50\t100\t0\n', '3R\t100\t150\t1\n', '3R\t150\t200\t0\n']
assert resp == expected, "{} != {}".format(resp, expected)
unlink(outfile)
def test_bam_compare_ZoverZ():
"""
Ensure --skipZeroOverZero works in bamCompare
"""
outfile = '/tmp/test_file.bg'
args = "--bamfile1 {} --bamfile2 {} --outFileFormat bedgraph --scaleFactors 1:1 -o {} " \
"--skipZeroOverZero".format(BAMFILE_A, BAMFILE_B, outfile).split()
bam_comp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t50\t100\t-1\n', '3R\t100\t150\t0\n', '3R\t150\t200\t-0.584963\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_get_num_kept_reads():
"""
Test the scale factor functions
"""
for fname in [BAMFILE_A, CRAMFILE_A]:
args = "--bam {} -o /tmp/test".format(fname).split()
args = bam_cov.process_args(args)
num_kept_reads, total_reads = gs.get_num_kept_reads(args, None)
# bam file 1 has 2 reads in 3R and 2 read in chr_cigar
assert num_kept_reads == 3, "num_kept_reads is wrong"
assert total_reads == 3, "num total reads is wrong"
# ignore chr_cigar to count the total number of reads
args = "--bam {} --ignoreForNormalization chr_cigar -o /tmp/test".format(fname).split()
args = bam_cov.process_args(args)
num_kept_reads, total_reads = gs.get_num_kept_reads(args, None)
# the number of kept reads should be 2 as the read on chr_cigar is skipped
assert num_kept_reads == 2, "num_kept_reads is wrong ({})".format(num_kept_reads)
# test filtering by read direction. Only forward reads are kept
args = "--bam {} -o /tmp/test --samFlagExclude 16 --ignoreForNormalization chr_cigar ".format(fname).split()
args = bam_cov.process_args(args)
num_kept_reads, total_reads = gs.get_num_kept_reads(args, None)
# only one forward read is expected in
assert num_kept_reads == 1, "num_kept_reads is wrong"
def test_bam_compare_diff_files_skipnas():
"""
Test skipnas
Compared to the previous tests, any region that do not have coverage (in either of the bam files)
is not included in the bedgraph file.
"""
outfile = '/tmp/test_file.bg'
for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:
args = "--bamfile1 {} --bamfile2 {} --scaleFactors 1:1 --operation subtract " \
"-o {} -p 1 --outFileFormat bedgraph --skipNAs".format(A, B, outfile).split()
bam_comp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t100\t150\t0\n', '3R\t150\t200\t-1\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_compare_extend():
"""
Test read extension
"""
outfile = '/tmp/test_file.bg'
for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:
args = "--bamfile1 {} --bamfile2 {} --extend 100 --scaleFactors 1:1 --operation subtract " \
"-o {} -p 1 --outFileFormat bedgraph".format(A, B, outfile).split()
bam_comp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t100\t-1\n', '3R\t100\t150\t1\n', '3R\t150\t200\t-1\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_compare_scale_factors_ratio():
"""
Test scale factor
"""
outfile = '/tmp/test_file.bg'
for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:
args = "--bamfile1 {} --bamfile2 {} --operation ratio --ignoreForNormalization chr_cigar " \
"-o {} -p 1 --outFileFormat bedgraph".format(A, B, outfile).split()
bam_comp.main(args)
# The scale factors are [ 1. 0.5] because BAMFILE_B has double the amount of reads (4) compared to BAMFILE_A
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
"""
The distribution of reads for the bam file is:
0 100 200
|------------------------------------------------------------|
testA.bam 3R ==============>
<==============
testB.bam 3R <============== ==============>
==============>
==============>
------------------------------------------------------------------------------
ratio: 0 (0+1)/(1*0.5+1)=0.67 (1+1)/(1+2*0.5)=1
(scale factors [1,0.5]) (1+1)/(1+1*0.5)=1.33
"""
expected = ['3R\t0\t50\t1\n', '3R\t50\t100\t0.666667\n', '3R\t100\t150\t1.33333\n', '3R\t150\t200\t1\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_compare_scale_factors_subtract():
"""
Test scale factor
"""
outfile = '/tmp/test_file.bg'
for A, B in [(BAMFILE_A, BAMFILE_B), (CRAMFILE_A, CRAMFILE_B)]:
args = "--bamfile1 {} --bamfile2 {} --operation subtract --ignoreForNormalization chr_cigar " \
"-o {} -p 1 --outFileFormat bedgraph --scaleFactorsMethod None --normalizeUsing CPM".format(A, B, outfile).split()
bam_comp.main(args)
# The scale factors are [ 1. 0.5] because BAMFILE_B has dowble the amount of reads (4) compared to BAMFILE_A
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
"""
The distribution of reads for the bam file is:
0 100 200
|------------------------------------------------------------|
testA.bam 3R ==============>
<==============
testB.bam 3R <============== ==============>
==============>
==============>
------------------------------------------------------------------------------
subtract: After applying CPM normalization, the scale factors are [500000,250000]
after applying factors: 0 -25k 25k 0
"""
expected = ['3R\t0\t50\t0\n', '3R\t50\t100\t-250000\n', '3R\t100\t150\t250000\n', '3R\t150\t200\t0\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_coverage_filter_blacklist():
"""
Test --samFlagInclude --samFlagExclude --minMappingQuality --ignoreDuplicates and --blackListFileName
"""
outfile = '/tmp/test_file_filter.bg'
for fname in [BAMFILE_FILTER1, CRAMFILE_FILTER1]:
args = "--bam {} --normalizeUsing RPGC --effectiveGenomeSize 1400 -p 1 -o {} -of bedgraph --samFlagInclude 512 " \
"--samFlagExclude 256 --minMappingQuality 5 --ignoreDuplicates " \
"--blackListFileName {}".format(fname, outfile, BEDFILE_FILTER)
args = args.split()
bam_cov.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t100\t0\n', '3R\t100\t150\t1.42338\n',
'3R\t150\t250\t4.88017\n', '3R\t250\t300\t3.05011\n',
'3R\t300\t400\t2.23675\n', '3R\t400\t450\t3.86347\n',
'3R\t450\t500\t4.06681\n', '3R\t500\t550\t2.03341\n',
'3R\t550\t600\t2.44009\n', '3R\t600\t650\t4.47349\n',
'3R\t650\t700\t3.45679\n', '3R\t700\t750\t3.66013\n',
'3R\t750\t800\t4.06681\n', '3R\t900\t950\t2.44009\n',
'3R\t950\t1000\t1.62672\n', '3R\t1000\t1050\t0.813362\n',
'3R\t1050\t1500\t0\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bam_coverage_offset1():
"""
Test -bs 1 --Offset 1
"""
outfile = '/tmp/test_offset.bw'
for fname in [BAMFILE_A, CRAMFILE_A]:
args = "--Offset 1 --bam {} -p 1 -bs 1 -o {}".format(fname, outfile)
args = args.split()
bam_cov.main(args)
try:
# python 3 only
filecmp.clear_cache()
except:
pass
assert filecmp.cmp(outfile, "{}testA_offset1.bw".format(ROOT)) is True
unlink(outfile)
def test_bam_coverage_offset1_10():
"""
Test -bs 1 --Offset 1 10
"""
outfile = '/tmp/test_offset.bw'
for fname in [BAMFILE_A, CRAMFILE_A]:
args = "--Offset 1 10 -b {} -p 1 -bs 1 -o {}".format(fname, outfile)
args = args.split()
bam_cov.main(args)
try:
# python 3 only
filecmp.clear_cache()
except:
pass
assert filecmp.cmp(outfile, "{}testA_offset1_10.bw".format(ROOT)) is True
unlink(outfile)
def test_bam_coverage_offset_minus1():
"""
Test -bs 1 --Offset -1
"""
outfile = '/tmp/test_offset.bw'
for fname in [BAMFILE_A, CRAMFILE_A]:
args = "--Offset -1 -b {} -p 1 -bs 1 -o {}".format(fname, outfile)
args = args.split()
bam_cov.main(args)
try:
# python 3 only
filecmp.clear_cache()
except:
pass
assert filecmp.cmp(outfile, "{}testA_offset-1.bw".format(ROOT)) is True
unlink(outfile)
def test_bam_coverage_offset20_minus4():
"""
Test -bs 1 --Offset 20 -4
"""
outfile = '/tmp/test_offset.bw'
for fname in [BAMFILE_A, CRAMFILE_A]:
args = "--Offset 20 -4 -b {} -p 1 -bs 1 -o {}".format(fname, outfile)
args = args.split()
bam_cov.main(args)
try:
# python 3 only
filecmp.clear_cache()
except:
pass
assert filecmp.cmp(outfile, "{}testA_offset20_-4.bw".format(ROOT)) is True
unlink(outfile)
def test_bam_compare_filter_blacklist():
"""
Test --samFlagInclude --samFlagExclude --minMappingQuality --ignoreDuplicates and --blackListFileName
"""
outfile = '/tmp/test_file_filter.bg'
for A, B in [(BAMFILE_FILTER1, BAMFILE_FILTER2), (CRAMFILE_FILTER1, CRAMFILE_FILTER2)]:
args = "-b1 {} -b2 {} -p 1 -o {} -of bedgraph --samFlagInclude 512 " \
"--samFlagExclude 256 --minMappingQuality 5 --ignoreDuplicates " \
"--blackListFileName {}".format(A, B, outfile, BEDFILE_FILTER)
args = args.split()
bam_comp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t100\t0\n', '3R\t100\t150\t-0.220909\n',
'3R\t150\t200\t-0.159356\n', '3R\t200\t250\t-0.0718929\n',
'3R\t250\t300\t0.135883\n', '3R\t300\t350\t0.103093\n',
'3R\t350\t400\t-0.0895516\n', '3R\t400\t450\t0.0308374\n',
'3R\t450\t500\t0.0989418\n', '3R\t500\t550\t0.207044\n',
'3R\t550\t600\t0.0198996\n', '3R\t600\t650\t-0.0957241\n',
'3R\t650\t700\t0.00968255\n', '3R\t700\t750\t-0.040642\n',
'3R\t750\t800\t-0.123451\n', '3R\t900\t950\t0.212545\n',
'3R\t950\t1000\t0.199309\n', '3R\t1000\t1050\t0.167945\n',
'3R\t1050\t1500\t0\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
================================================
FILE: deeptools/test/test_bigwigAverage.py
================================================
import deeptools.bigwigAverage as bwAve
import os.path
from os import unlink
ROOT = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
BIGWIG_A = ROOT + "testA_skipNAs.bw"
BIGWIG_B = ROOT + "testB_skipNAs.bw"
BIGWIG_C = ROOT + "test1.bw.bw"
"""
The distribution of reads for the bam file is:
0 100 200
|------------------------------------------------------------|
testA.bam 3R ==============>
<==============
testB.bam 3R <============== ==============>
==============>
==============>
The resulting bigwig files are as follows:
testA_skipNas:
3R 100 200 1
chr_cigar 0 50 2
testB_skipNas:
3R 50 150 1
3R 150 200 2
"""
def test_bigwigAverage():
outfile = '/tmp/result.bg'
args = "--bigwigs {} {} -o {} --outFileFormat bedgraph".format(BIGWIG_A, BIGWIG_B, outfile).split()
bwAve.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t50\t0\n', '3R\t50\t100\t0.5\n', '3R\t100\t150\t1\n', '3R\t150\t200\t1.5\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bigwigAverage_skipnas():
outfile = '/tmp/result.bg'
args = "--bigwigs {} {} -o {} --skipNAs " \
"--outFileFormat bedgraph".format(BIGWIG_A, BIGWIG_B, outfile).split()
bwAve.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t100\t150\t1\n', '3R\t150\t200\t1.5\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bigwigAverageWithScale():
outfile = '/tmp/result.bg'
args = "--bigwigs {} {} -o {} --outFileFormat bedgraph --scaleFactors 1:0.5".format(BIGWIG_A, BIGWIG_B, outfile).split()
bwAve.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t50\t0\n', '3R\t50\t100\t0.25\n', '3R\t100\t150\t0.75\n', '3R\t150\t200\t1\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bigwigAverageThree():
outfile = '/tmp/result.bg'
args = "--bigwigs {} {} {} -o {} --outFileFormat bedgraph --scaleFactors 0.75:0.75:.75".format(BIGWIG_A, BIGWIG_A, BIGWIG_B, outfile).split()
bwAve.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t50\t0\n', '3R\t50\t100\t0.25\n', '3R\t100\t150\t0.75\n', '3R\t150\t200\t1\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
================================================
FILE: deeptools/test/test_bigwigCompare_and_multiBigwigSummary.py
================================================
import deeptools.bigwigCompare as bwComp
import deeptools.multiBigwigSummary as bwCorr
import numpy as np
import numpy.testing as nt
import os.path
from os import unlink
ROOT = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
BIGWIG_A = ROOT + "testA_skipNAs.bw"
BIGWIG_B = ROOT + "testB_skipNAs.bw"
BIGWIG_C = ROOT + "test1.bw.bw"
"""
The distribution of reads for the bam file is:
0 100 200
|------------------------------------------------------------|
testA.bam 3R ==============>
<==============
testB.bam 3R <============== ==============>
==============>
==============>
The resulting bigwig files are as follows:
testA_skipNas:
3R 100 200 1
chr_cigar 0 50 2
testB_skipNas:
3R 50 150 1
3R 150 200 2
"""
def test_bigwigCompare():
outfile = '/tmp/result.bg'
args = "-b1 {} -b2 {} -o {} --operation add --outFileFormat bedgraph".format(BIGWIG_A, BIGWIG_B, outfile).split()
bwComp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t0\t50\t0\n', '3R\t50\t100\t1\n', '3R\t100\t150\t2\n', '3R\t150\t200\t3\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bigwigCompare_skipnas():
outfile = '/tmp/result.bg'
args = "-b1 {} -b2 {} -o {} --operation add --skipNAs " \
"--outFileFormat bedgraph".format(BIGWIG_A, BIGWIG_B, outfile).split()
bwComp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t100\t150\t2\n', '3R\t150\t200\t3\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_bigwigCompare_skipZeroOverZero():
outfile = '/tmp/result.bg"'
args = "-b1 {} -b2 {} -o {} --skipZeroOverZero --pseudocount 1 3 --outFileFormat bedgraph".format(BIGWIG_A, BIGWIG_A, outfile).split()
bwComp.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['3R\t100\t200\t-1\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_multiBigwigSummary():
outfile = '/tmp/result.bg'
args = "bins -b {} {} --binSize 50 -o {}".format(BIGWIG_A, BIGWIG_B, outfile).split()
bwCorr.main(args)
resp = np.load(outfile)
matrix = resp['matrix']
labels = resp['labels']
nt.assert_equal(matrix, np.array([[np.nan, np.nan],
[np.nan, 1.],
[1., 1.],
[1., 2.]]))
nt.assert_equal(labels, ['testA_skipNAs.bw', 'testB_skipNAs.bw'])
unlink(outfile)
def test_multiBigwigSummary_outrawcounts():
"""
Test multiBigwigSummary raw counts output
"""
outfile = '/tmp/result.bg'
args = "bins -b {} {} --binSize 50 -o /tmp/null --outRawCounts {} ".format(BIGWIG_A, BIGWIG_B, outfile).split()
bwCorr.main(args)
_foo = open(outfile, 'r')
resp = _foo.read()
_foo.close()
expected = """#'chr' 'start' 'end' 'testA_skipNAs.bw' 'testB_skipNAs.bw'
3R 0 50 nan nan
3R 50 100 nan 1.0
3R 100 150 1.0 1.0
3R 150 200 1.0 2.0
"""
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
unlink("/tmp/null")
def test_multiBigwigSummary_gtf():
outfile = '/tmp/_test.npz'
args = "BED-file -b {0} {0} --BED {1}/test.gtf -o {2}".format(BIGWIG_C, ROOT, outfile).split()
bwCorr.main(args)
resp = np.load(outfile)
matrix = resp['matrix']
labels = resp['labels']
nt.assert_equal(labels, ['test1.bw.bw', 'test1.bw.bw'])
nt.assert_allclose(matrix, np.array([[27.475, 27.475],
[27.31248719, 27.31248719]]))
unlink(outfile)
def test_multiBigwigSummary_metagene():
outfile = '/tmp/_test.npz'
args = "BED-file --metagene -b {0} {0} --BED {1}/test.gtf -o {2}".format(BIGWIG_C, ROOT, outfile).split()
bwCorr.main(args)
resp = np.load(outfile)
matrix = resp['matrix']
labels = resp['labels']
nt.assert_equal(labels, ['test1.bw.bw', 'test1.bw.bw'])
nt.assert_allclose(matrix, np.array([[20.28956028, 20.28956028],
[22.1923501, 22.1923501]]))
unlink(outfile)
================================================
FILE: deeptools/test/test_computeMatrixOperations.py
================================================
# from unittest import TestCase
import deeptools.computeMatrixOperations as cmo
import os
import hashlib
import gzip
import json
__author__ = 'Devon'
def getHeader(fp):
s = fp.readline()
if isinstance(s, bytes):
s = s.decode()
s = s[1:]
return json.loads(s)
class TestComputeMatrixOperations(object):
root = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
matrix = root + "computeMatrixOperations.mat.gz"
bed = root + "computeMatrixOperations.bed"
rbindMatrix1 = root + "somegenes.txt.gz"
rbindMatrix2 = root + "othergenes.txt.gz"
def testSubset(self):
"""
computeMatrixOperations subset
"""
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}
oname = "/tmp/subset.mat.gz"
args = "subset -m {} --sample SRR648667.forward SRR648668.forward SRR648669.forward SRR648670.forward -o {}".format(self.matrix, oname)
args = args.split()
cmo.main(args)
f = gzip.GzipFile(oname)
d = getHeader(f) # Skip the header, which can be in a different order
h = hashlib.md5(f.read()).hexdigest()
f.close()
assert d == dCorrect
expectedh = 'edb3c8506c3f27ebb8c7ddf94d5ba594'
assert f'{h}' == f'{expectedh}'
os.remove(oname)
def testRelabel(self):
"""
computeMatrixOperations relabel
"""
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}
oname = "/tmp/relabeled.mat.gz"
args = "relabel -m {} -o {} --sampleLabels first sec_ond 3rd 4th 5th 6th 7th 8th --groupLabels foo_bar".format(self.matrix, oname)
args = args.split()
args[7] = 'sec ond' # split mucks up spaces
args[-1] = 'foo bar'
cmo.main(args)
f = gzip.GzipFile(oname)
d = getHeader(f)
assert d == dCorrect
f.close()
os.remove(oname)
def testfilterStrand(self):
"""
computeMatrixOperations filterStrand
"""
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}
oname = "/tmp/filterStrand1.mat.gz"
args = "filterStrand -m {} -o {} --strand +".format(self.matrix, oname)
args = args.split(' ')
cmo.main(args)
f = gzip.GzipFile(oname)
d = getHeader(f) # Skip the header, which can be in a different order
h = hashlib.md5(f.read()).hexdigest()
f.close()
assert d == dCorrect
expectedh = '300f8000be5b5f51e803b57ef08f1c9e'
assert f'{h}' == f'{expectedh}'
os.remove(oname)
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}
oname = "/tmp/filterStrand2.mat.gz"
args = "filterStrand -m {} -o {} --strand -".format(self.matrix, oname)
args = args.split()
cmo.main(args)
f = gzip.GzipFile(oname)
d = getHeader(f) # Skip the header, which can be in a different order
h = hashlib.md5(f.read()).hexdigest()
f.close()
assert d == dCorrect
expectedh = '0a6ca070a5ba4564f1ab950ac3b7c8f1'
assert f'{h}' == f'{expectedh}'
os.remove(oname)
def testrbind(self):
"""
computeMatrixOperations rbind
"""
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}
oname = "/tmp/rbind.mat.gz"
args = "rbind -m {0} {0} -o {1}".format(self.matrix, oname)
args = args.split()
cmo.main(args)
f = gzip.GzipFile(oname)
d = getHeader(f) # Skip the header, which can be in a different order
h = hashlib.md5(f.read()).hexdigest()
f.close()
assert d == dCorrect
expectedh = '3dd96c7b05e0ca5ada21212defe57fba'
assert f'{h}' == f'{expectedh}'
os.remove(oname)
def testrbind2(self):
"""
computeMatrixOperations rbind with different groups
"""
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}
oname = "/tmp/rbind2.mat.gz"
args = "rbind -m {0} {1} -o {2}".format(self.rbindMatrix1, self.rbindMatrix2, oname)
args = args.split()
cmo.main(args)
f = gzip.GzipFile(oname)
d = getHeader(f) # Skip the header, which can be in a different order
h = hashlib.md5(f.read()).hexdigest()
f.close()
assert d == dCorrect
expectedh = '5d8b1517fc4c63d000b6b37f70ee163b'
assert f'{h}' == f'{expectedh}'
os.remove(oname)
def testcbind(self):
"""
computeMatrixOperations cbind
"""
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}
oname = "/tmp/filterStrand.mat.gz"
args = "cbind -m {0} {0} -o {1}".format(self.matrix, oname)
args = args.split()
cmo.main(args)
f = gzip.GzipFile(oname)
d = getHeader(f) # Skip the header, which can be in a different order
h = hashlib.md5(f.read()).hexdigest()
f.close()
assert d == dCorrect
expectedh = 'e55d89704bb16a11f366663a8fd90a47'
assert f'{h}' == f'{expectedh}'
os.remove(oname)
def testsort(self):
"""
computeMatrixOperations sort
"""
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}
oname = "/tmp/sorted.mat.gz"
args = "sort -m {} -o {} -R {}".format(self.matrix, oname, self.bed)
args = args.split()
cmo.main(args)
f = gzip.GzipFile(oname)
d = getHeader(f) # Skip the header, which can be in a different order
h = hashlib.md5(f.read()).hexdigest()
f.close()
assert d == dCorrect
expectedh = '10ea07d1aa58f44625abe2142ef76094'
assert f'{h}' == f'{expectedh}'
os.remove(oname)
================================================
FILE: deeptools/test/test_corrGC/R_gc
================================================
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================================================
FILE: deeptools/test/test_corrGC/R_gc_paired.txt
================================================
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1.286803733181254294e+00
1.280205307605654985e+00
1.260356435274226472e+00
1.237936479140162138e+00
1.216672030278138861e+00
1.213736531974581645e+00
1.187420877435089617e+00
1.163243401233964081e+00
1.154202888945774275e+00
1.138357408768514656e+00
1.138048286269977227e+00
1.128822718258669422e+00
1.092812688452169168e+00
1.074694290821570641e+00
1.087005990409082079e+00
1.067480924916803131e+00
1.031726291161634945e+00
1.023230841280303949e+00
1.013539088603025107e+00
1.016605799520342357e+00
1.023192913724467523e+00
1.026343655721627224e+00
1.032122198652947631e+00
1.027953032235908948e+00
1.024294852853029569e+00
1.013620755330080891e+00
1.008819214784733242e+00
1.018096662438548350e+00
1.021338264269237017e+00
1.022289328406943865e+00
1.022615666885497099e+00
1.037514057530589895e+00
1.033582667958585999e+00
1.004774416770266354e+00
9.954468909407750976e-01
1.001248555328404288e+00
1.017317615127176555e+00
1.008286166216193047e+00
9.931907316083085080e-01
1.003277482727201075e+00
9.987250406848885431e-01
9.882493937498659786e-01
9.847709265094811704e-01
9.876623465877873986e-01
9.931650085164636099e-01
9.888285353549343126e-01
9.871859278030299389e-01
9.873418023156780299e-01
9.862213970957208753e-01
9.804238547456385344e-01
9.770518017386508047e-01
9.838955984354510464e-01
9.842054715700987444e-01
9.822685046843998569e-01
9.852919858875200942e-01
9.870299766344043935e-01
9.890557790764858970e-01
9.893290115293941200e-01
9.846980430143793539e-01
9.821084715098751250e-01
9.823189389533665272e-01
9.848355849484369262e-01
9.883068206567093839e-01
9.866950501930423778e-01
9.844581038612434387e-01
9.876883213054056254e-01
9.901331292641196713e-01
9.898927843589159226e-01
9.915692829348887738e-01
9.940747967543506203e-01
9.938446205266897593e-01
9.934512733871044832e-01
9.942493761614623615e-01
9.952191479438154964e-01
9.954819871703829426e-01
9.938617138262522133e-01
9.938404117603623078e-01
9.945385622671887305e-01
9.952572980347597076e-01
9.966992800530753982e-01
9.976503126506753860e-01
9.976504786622593102e-01
9.980590675708043147e-01
9.983731660360567473e-01
9.984779194266618640e-01
9.986551642616506852e-01
9.990079613462254926e-01
9.993393758732639354e-01
9.995033624355047497e-01
9.996026008989237210e-01
9.997070006299922929e-01
9.997685533215920906e-01
9.998336574703498014e-01
9.998999515503660396e-01
9.999220515307329915e-01
9.999204994015705728e-01
9.999556589695512976e-01
9.999852192195868295e-01
9.999950730246457420e-01
9.999894374332408686e-01
9.999786388732953002e-01
9.999839593845165631e-01
9.999857329008385864e-01
9.999863240743439574e-01
9.999954413165518252e-01
9.999984804342324507e-01
9.999994934775644495e-01
9.999998311591312694e-01
9.999999437197039098e-01
9.999999812399005261e-01
9.999999937466335087e-01
9.999999979155446139e-01
9.999999993051814640e-01
9.999999997683938213e-01
9.999999999227978664e-01
9.999999999742660295e-01
9.999999999914219728e-01
9.999999999971407316e-01
9.999999999990469846e-01
9.999999999996823652e-01
9.999999999998941957e-01
9.999999999999646949e-01
9.999999999999883427e-01
9.999999999999961142e-01
9.999999999999986677e-01
9.999999999999995559e-01
9.999999999999997780e-01
1.000000000000000000e+00
1.000000000000000000e+00
1.000000000000000000e+00
1.000000000000000000e+00
================================================
FILE: deeptools/test/test_corrGC/extra_sampling.bed
================================================
chr2L 1 4 In1 0 +
================================================
FILE: deeptools/test/test_corrGC/filter_out.bed
================================================
chr2L 4 8 OUT1 0 +
================================================
FILE: deeptools/test/test_corrGC/frequencies_data.txt
================================================
0.000000000000000000e+00 0.000000000000000000e+00 1.000000000000000000e+00
3.000000000000000000e+00 2.500000000000000000e+01 6.848780487804877470e-01
4.000000000000000000e+00 3.700000000000000000e+01 6.170072511535926729e-01
1.900000000000000000e+01 9.400000000000000000e+01 1.153606642449403141e+00
2.300000000000000000e+01 1.020000000000000000e+02 1.286944045911047274e+00
1.600000000000000000e+01 1.240000000000000000e+02 7.364280094413846456e-01
9.000000000000000000e+00 5.900000000000000000e+01 8.706076891277387819e-01
7.000000000000000000e+00 1.700000000000000000e+01 2.350071736011477341e+00
1.000000000000000000e+00 1.000000000000000000e+01 5.707317073170731225e-01
0.000000000000000000e+00 0.000000000000000000e+00 1.000000000000000000e+00
0.000000000000000000e+00 0.000000000000000000e+00 1.000000000000000000e+00
================================================
FILE: deeptools/test/test_corrGC/mappability.bg
================================================
chr2L 0 100 1
chr2L 100 110 0.5
chr2L 110 1000 1
================================================
FILE: deeptools/test/test_corrGC/sequence.fa
================================================
>chr2L
GAGTATCAGGAAGACCCAGAAATGTTGCTTGACCTCATGAATCGTATTGC
CAAGGGATACCAAAATAACCCTGATCTACGACTGACTTGGTTGGAAAATA
TGGCTAAAAAACACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGT
TATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTC
ACAAAAACATTTGCCTGTTGGAGCTGTAAGTTTTCAACGAATTTCTCCCA
ACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAA
GATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTT
GCTGGAAGAAGCCTCCAATTCTTTTCAAGTTGCTGGCATGTATGAAGCAA
TGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAACAGAGAT
TTTCAAAAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCG
AATATCCCAACTACAGGTAACAATATTGTGTAAATTTTACCAACGGAAAA
TATATACATATTTATAAACAGGGTAAGAGAGTTTTTGGAACATACTTTCG
TGTTGGCTTCTATGGCGGAAAATTTGGGGACTTGGATCAGCAGGAATTCA
TTTATAAAGAGCCAACATTGACGAAGTTGCCCGAAATATTTAGTCGGCTT
CAGGTATATATTGCAAATTGGAAAAAATAGAACTAATCAATTTTGTTTCA
ACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTGCAT
ATCATTAAAGATTCCAATACCGTTGATATTAATAGCTTGGATCCCGATAA
GGCTTACATTCAAATTACTTATGTTGAACCCTACTTTGAAACATATGAAA
TGCGTCATCGTGAGACATACTTTGAGCGGAATTTCAATATAAGTATGATA
TGAATTAAACAGATAATTTAAATCGaaatttaaaattataattttaaCAT
================================================
FILE: deeptools/test/test_corrGC/sequence.fa.fai
================================================
chr2L 1000 7 50 51
================================================
FILE: deeptools/test/test_corrGC/sizes
================================================
chr2L 1000
================================================
FILE: deeptools/test/test_corrGC/test.sam
================================================
@HD VN:1.0 SO:unsorted
@SQ SN:2L LN:23011544
DD61XKN1:97:COBJ7ACXX:6:1304:14465:187787 0 2L 2 255 51M * 0 0 AGTATCAGGAAGACCCAGAAATGTTGCTTGACCTCATGAATCGTATTGCCA @@?DDBD?G XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2105:11023:179557 16 2L 12 255 51M * 0 0 AGACCCAGAAATGTTGCTTGACCTCATGAATCGTATTGCCAAGGGATACCA BG?CEHGIF@GGJIIGB?<9CIHGHHHHGAEDFIHFGF?;?AFDDEDD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1304:5656:150699 0 2L 17 255 51M * 0 0 CAGAAATGTTGCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATA CCCFFFFFHHHHHJJGIJJJJJJIHGJJGGJJJIJIJJJJIIJJJJJIIJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1304:8200:170238 0 2L 19 255 51M * 0 0 GAAATGTTGCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATAAC ?@@FBDDDHHGHAHHIJCGGDFHIHGHGIJJJGGIGIII3DHIGGGHIIJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1305:18486:172550 16 2L 21 255 51M * 0 0 AATGTTGCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCC JIGJJIJJIIHDJJJIHBJIIIHHIIIJJJIIJJIIHGFHHHHFFDDDCCB XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2307:2321:170436 0 2L 27 255 51M * 0 0 GCTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCCTGATCT CC@FFFDFHHHHHIFIJJEBGGHGIIJJIJGGEGEHIGIJJJAHHIIHIII XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1207:5255:137547 0 2L 28 255 51M * 0 0 CTTGACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCCTGATCTA CCCFFFFFHGHHGIIGJHIHIHGIIJIIIGGIJJIJJIIJJEHJJJJJJJD XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1304:3130:106740 0 2L 32 255 51M * 0 0 ACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCCTGATCTACGAC CCCFFFFFHHGHHJJJJJJIIJJJJGHIJJJJJJJIJIJJJJIIIIGJJJI XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2306:8891:14840 0 2L 32 255 51M * 0 0 ACCTCATGAATCGTATTGCCAAGGGATACCAAAATAACCCTGATCTACGAC =;?BBBDDFHDFHFBBD4B>@@G@?3A;DG3CBCEAGIG@?99DH*?D6 XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2207:9080:146208 0 2L 34 255 51M * 0 0 CTCNTGGATCGTATTGCCAAGGGATACCAAAATAANCCTGATCTACGNCTG ?@@#4A22AFHFHEHIJIIJJJJIJIJJJJJJIJJ#0?FCHHJIIJJ#-CED XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1205:9633:61290 0 2L 105 255 51M * 0 0 TAAAAAACACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGT @@@DDDFDFDHHFI1C:DDG>EHIIICEHIIFGIAEHAA?9?CFF>CADC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2108:16953:173164 0 2L 105 255 51M * 0 0 TAAAAAACACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGT CCCFFFFFHHHHHJIIIJHJJIJJJJJJJJJJIIJHHHHFEFFDBCEEEED XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2306:11917:55163 16 2L 105 255 51M * 0 0 TAAAAAACACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGT =ACGHC@FGHGHHGGGGGC@@ECC=CEBE;=.;;@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1108:18039:70045 0 2L 112 255 51M * 0 0 CACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGAG @@@FFFFFDDHFH>DBFGGIIIIIIIIIGGHE@6=F=DHGEAA7@CCHCFH XA:i:0 MD:Z:49C0T0 NM:i:2
DD61XKN1:97:COBJ7ACXX:6:2302:8293:92003 16 2L 113 255 51M * 0 0 ACCGCGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGCTG @JJIJJJJJIIIGJJIHG>IHJJJJJJIJJJJJJJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1206:17788:76420 0 2L 117 255 51M * 0 0 CGAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGCTAGATC @@@DBDFFGHGHFIGGGIIIEH:ADGHEIGD*??DEA23A:C=2+B48== XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2301:9302:70963 16 2L 118 255 51M * 0 0 GAGCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGCTGCTTCT JJIGJIIIJJIGHFIGJJJJJJJJJJJJJJJJJJJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1108:5503:182542 16 2L 120 255 51M * 0 0 GCGAGCAAATCACACGGAAGCAGCCATGTGTTATGTACATGCTGCTTCTTT 0?DED>GFB@GB8CDDFFF?FEGIGIIIAHGIIIGIIIIIIII9EGAGIEBCGEGIGB XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1102:12979:59008 16 2L 138 255 51M * 0 0 AGCAGCCATGTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAG JJJIJJIIJJJJJIJJIGHJJJJJJJJJJJIJJIJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1206:9329:69872 16 2L 138 255 51M * 0 0 AGCAGCCATGTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAG HIIGIIGJIJJIJIJJIGIJJIHIJJIIGJIJIJJJIIGHGGHFFDFFCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2103:16418:25318 16 2L 144 255 51M * 0 0 CATGTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTT H>JJJJJJJJJHIJJJJJIIIJIJIJJJJJJJJJJJJJHHGHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2306:20617:39460 16 2L 147 255 51M * 0 0 GTGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGA JJJJIJJJIIJJJJJJJJJJIIJJJJJJJJJJJJIJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1306:11689:51296 0 2L 148 255 51M * 0 0 TGTTATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAG @@@FDDADBFF8FGIIGIDCFHIGBHHGIJJIJE@GGIJJIIJEIAHDHHI XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1304:20062:21791 16 2L 151 255 51M * 0 0 TATGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCA JJJIIJIJIJJJJJJJJJJJJJJJJJJJJJJJJJJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2102:19935:152156 16 2L 153 255 51M * 0 0 TGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACA JIIIJIGHHGIIIGJIJJJJJJGJIJJJIIJJJIJJJIHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2306:17010:6596 16 2L 153 255 51M * 0 0 TGTACATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACA JIIJJJJJIJJJJJIJJJJJJJJJJJJJJJJJIJJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1206:8566:197557 16 2L 158 255 51M * 0 0 ATGCTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACAAACAC EJJJJIIGGGGGIGHIHEHBGIIIJIIJIGGJIJIHEIGHHHHDFFDD@@? XA:i:1 MD:Z:48A2 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:1307:11048:127938 0 2L 161 255 51M * 0 0 CTGCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACAAACACATT @@@DFFADHDHHHGGIEIHEG>IFHE?FHHHGAECFFGFEEHIIIIIEDHI XA:i:0 MD:Z:45A5 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:1204:11281:93412 16 2L 163 255 51M * 0 0 GCTTCTTTAGTTTCTGAATATCTTAGCATGTTGGAGTCACAAACACATTTG JJJIJJJJIICHIJJJJIJIJJJJJJJJJJIJJJJJGJHHHHHFFFFFCCC XA:i:1 MD:Z:43A7 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:1105:16101:180301 0 2L 181 255 51M * 0 0 TATCTTAGCATGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGT @FFDDDHHAEF?GHEFHEBBBD:??FB XA:i:1 MD:Z:25A25 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:1307:14338:192440 0 2L 184 255 51M * 0 0 CTTAGCATGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTT @DDDDDFHHFHGIGCGGGIDGGIIIIJBH>GHGGI?DHIGGDGHIJJGG XA:i:1 MD:Z:22A28 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:1103:12859:144897 16 2L 186 255 51M * 0 0 TAGCATGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCA HIEJIHGIGHFGGIIHIGGIHECEHIIJJGJJJIJIIEHHFHHFFFFFCCC XA:i:0 MD:Z:20A30 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:2107:7805:110890 16 2L 187 255 51M * 0 0 AGCATGTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCAA IIJIIJJIIIIGJJJIJJGIGJJIIJFJIJJIIIJJIIHHHHHFFFFFC@C XA:i:0 MD:Z:19A31 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:1102:1861:107928 0 2L 192 255 51M * 0 0 GTTGGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCAACGAAT @?@DDDDFFBHHHJEGIIGIGIIJGHIJJJIIGHJGHIICFHIJIIJIIJI XA:i:1 MD:Z:14A36 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:2308:20330:196190 16 2L 192 255 51M * 0 0 GTTCGAGTCACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCAACGAAT D90)JIIGHHEEFCGBJIHIIIJJIJJJJJJIHGJJIIHGHHHDFFFD@@@ XA:i:0 MD:Z:3G10A36 NM:i:2
DD61XKN1:97:COBJ7ACXX:6:1201:12265:85344 0 2L 200 255 51M * 0 0 CACAAACACATTTGCCTGTTGGAGCTGTAAGTTTTCAACGAATTTCTCCCA CCCFFFFFHHHHHIIJJJJIJJJJJIJIIJJIJJJGIJIJJIJJIGIGGGI XA:i:1 MD:Z:6A44 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:2308:10209:45972 16 2L 201 255 51M * 0 0 ACAAACACATTTGCCTGTTGGAGCTCTAAGTTTTCAACGAATTTCTCCCAA GHGIIHDIIIIHG=GGIIG@JIGHCFFHIIAH:DDGGGDFECGFBG@AGH>>D XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1203:19077:54250 16 2L 245 255 51M * 0 0 ATCTCAACACCCTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCG ??=)6(-;.@4CBB@=B@60)AADDE?@?DFDEE?AC:DCAFGGIGIIIFIIBEE XA:i:0 MD:Z:48G0A1 NM:i:2
DD61XKN1:97:COBJ7ACXX:6:1201:1270:36522 16 2L 251 255 51M * 0 0 ACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAG EEEEEFFFFFFFHHIGJJJJJIIJJJJJJJJJJJJJJJHHHHHFFFDFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1208:4869:36164 16 2L 251 255 51M * 0 0 ACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAG B@AA;D>FFEFFHHJJIJJIGGGIJJJJIFJIJIJIIJGHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2302:8813:117992 16 2L 251 255 51M * 0 0 ACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAG EEEDCFDFFFFFHHJIJJJIJJJJJJJJJJJJIJJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2306:2156:189168 16 2L 251 255 51M * 0 0 ACACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAG EECEADBD@FFFHEGGBIIJJJJIJJIIJJIJJJJJJJHHHFHFFFDDCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2108:20676:200337 16 2L 253 255 51M * 0 0 CCCTTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGAT ####@EDBFFEHEE;>IIIGHBJJIHHBIIIIEJIJIHHHHFC@+FFD?@? XA:i:0 MD:Z:0A1A0C47 NM:i:3
DD61XKN1:97:COBJ7ACXX:6:2303:4499:87063 16 2L 253 255 51M * 0 0 ACACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGAT @EEEEEDFFFFEAJIGHIHHBCJJIGGGGIJJIIIGGHHHDHHFFFFFCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2301:12873:140362 0 2L 254 255 51M * 0 0 CACTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATG CCCFFFFFHHHHHIJJJJJJJJJJIIJIJIIIGIJJIIIJJJJIIHFFDEE XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2307:13419:129801 0 2L 256 255 51M * 0 0 CTAATGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGGTGGG @@@FFFDDFBDHHBIIBAHGHEHCH??D?DAG@FC?DBDGGFHAA>DFEEIIJIHGJIHGIHG?GGGGIIGGJJJIJJJJHHHHHFFDFF@CC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1208:21153:74484 0 2L 260 255 51M * 0 0 TGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCT @C@FFDEFAHGHFHGIJGGHEDGGIIGIEEGHGGGIIGGGFEBBDD@CC>B XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2101:13440:96989 0 2L 260 255 51M * 0 0 TGGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCT CCCFFFFFHHHHHJJJIJIJJIJJIJIIJJJIIIIJJIIJHGFFFF>CEEE XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1104:11297:23938 0 2L 261 255 51M * 0 0 GGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTG ?@@D1BD8DHDAFGFCBGGCG8:@4@A@# XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1302:16303:101241 0 2L 261 255 51M * 0 0 GGAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTG @@@DDDDFHGHFGIIIIGIIJIJJJIIIGGFBHIIHEHBHEG@BF;3?;B> XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2103:10328:49800 16 2L 262 255 51M * 0 0 GAGTCGGCCGTATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTGC @C@BDBBD=FFFFC=.888BCIFF@B90FEEFCF=CFAEIB=,B1;;; XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1107:9046:65823 16 2L 273 255 51M * 0 0 ATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTGCCTAGGAAATCA DJHGGHGEJIIG@JIIGGDEJGHHFDJJHGHFHGHHGBHBAHFD8FFF@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1205:16702:86065 16 2L 273 255 51M * 0 0 ATCGGATGATGTGCTAAGTCCCGGCGAAGATGGTATCTGCCTAGGAAATCA IHIIFIIIIIGCIGGIHF@GIIIIIIIHEFCIIHFB?GHFDGHFFFDFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2207:9123:81043 0 2L 275 255 51M * 0 0 CGGNTGGTGTGCTAAGTCCCGGCGAAGATGGTATCNGCCTAGGAAATNATT ?@@#4A22AAFHFGEGFHGGIGDGHIIIIII9DBF#-DFF4?<@C<8=FC@F9CF=7 XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2307:1821:56847 16 2L 291 255 51M * 0 0 TCCCGGCGAAGATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTT JIHIJJJJIJJJJIJJJJJJJJJJIJJJJJIJJJJJJIHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1108:6855:132514 16 2L 292 255 51M * 0 0 CCCGGCGAAGATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTG JIJGJJJJJJIJJJIJIJJIJJIHJJJIHBJJGJJJIJGHHGHFFFFF@@B XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1307:18891:60022 0 2L 298 255 51M * 0 0 GAAGATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCC @@@FDDEFHHHHHJJJJJJJIIJJIJIIGJGHJJJGIIGIIJDHHJJJJJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1101:19397:5078 0 2L 299 255 51M * 0 0 AAGATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCT @@CDDFFFHHHHHJJJJJJIJJJJJJJJGDHIJJJJJJIJJIIJJJJJHII XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1205:3808:46142 16 2L 302 255 51M * 0 0 ATGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTTGC GGHGGIGIIIIIIIIGIIGEGGGHEHABIIIIIIGHGIHHDDHD;?DD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2301:2533:6592 16 2L 303 255 51M * 0 0 TGGTATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTTGCT GHIIJJJIJJJJJJIJJJIJJJJJIIJJJJJIJJJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2304:17062:148239 16 2L 306 255 51M * 0 0 TATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTTGCTGGA IJIJIEIIJJIJIGIHIGIJGIGJGJJIIJJIGGGGGIHB=HHFDFFF@CC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2308:2095:33008 0 2L 307 255 51M * 0 0 ATCTGCCTAGGAAATCATTTCACTGAAACTGGGTTGAAGGCCTTGCTGGAA ;8@DDDDDBH>?FHF:F>CHH@EHIGIIIIIEFCF3:B?GGGBIHAHHAHDFFDF@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1107:15167:131846 16 2L 366 255 51M * 0 0 CAATTCTTTTCAAGTTGCTGGCATGTATGAAGCAATGAACGAAGTGTACAA GEFBHG@IHEIGIIJIIIIGIGIFCIIHCGIGIEIIGJHGHGHFFFFF@CC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1108:1279:80195 0 2L 387 255 51M * 0 0 CATGTATGAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGA @@CFFFFFHHHHHIJJJJJIJJJHIIGIIJJIJJIIJJJIJJJJJJJIIJI XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1206:17772:153344 0 2L 387 255 51M * 0 0 CATGTATGAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGA @<@DDFFFFDGHHJJGIJJIJIIDFIHIIJIIJJIJIJJIIIIJJIJI@GH XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2102:5591:82195 0 2L 392 255 51M * 0 0 ATGAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTA CCCFFFFFHHHHHJJJJJJJJJJJJJJJJJJIJJJJJJIJJJJJJIJJJJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2301:16432:177637 0 2L 394 255 51M * 0 0 GAAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAAC @@@DDDFFDDDBHHGIG>HCFEHEFHIDHHGH@HIEFG>FIHEHHGHCEGB XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2305:10443:61453 0 2L 395 255 51M * 0 0 AAGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAAGA CCCFFFFFHHHHHJIHIHGIJJJJJJJJIJJJJJJIJIIJJJJJJJIJIII XA:i:0 MD:Z:49C1 NM:i:1
DD61XKN1:97:COBJ7ACXX:6:1305:12300:195423 16 2L 396 255 51M * 0 0 AGCAATGAACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAACAG IGGGHGADBF@IHBGHD;IEIHBCIIHF?AAIHFBGA)DF?HF?ADDD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1301:2252:57537 16 2L 403 255 51M * 0 0 AACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAACAGAGATTTT JJIIJJJIHHJJJJJIFHFCIIGHJJJIHIIJJIHJIHBHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2307:15958:126504 0 2L 404 255 51M * 0 0 ACGAAGTGTACAAAATTCTAATACCCATATGCGAGGCTAACAGAGATTTTC @@CFFFFFHHHHHJJJJJJJJJJJJJJJJJJJJJIJJJIIIJJJJJJJJJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1106:8340:77588 0 2L 414 255 51M * 0 0 CAAAATTCTAATACCCATATGCGAGGCTAACAGAGATTTTCAAAAGCTAAG @CCFFFFFHHHHHJJIJJJJJJJIIIIJJJIIJJJIIIJJJJJIJJJJJJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1206:20077:11499 16 2L 416 255 51M * 0 0 AAATTCTAATACCCATATGCGAGGCTAACAGAGATTTTCAAAAGCTAAGCA IJHIGEJJIHDJJJHGIGJIJIGIHHJJIJJJIJIIIGHHHHFBFDFFCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1203:17030:154608 0 2L 425 255 51M * 0 0 TACCCATATGCGAGGCTAACAGAGATTTTCAAAAGCTAAGCAAAGTTCATG CCCFFFFFHHHH1FHJJGIJJJJIIJJJJJJJJJJJJIIJIGGGHHGIHIJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1107:20142:132171 16 2L 429 255 51M * 0 0 CATATGCGAGGCTAACAGAGATTTTCAAAAGCTAAGCAAAGTTCATGGCAA JJJIGGGGIIIICIJIIEHGIJIJIJJIGHGIGJIGJJGHFHHFFDFFCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2105:20333:148776 0 2L 435 255 51M * 0 0 CGAGGCTAACAGAGATTTTCAAAAGCTAAGCAAAGTTCATGGCAAATTGCA @C@FFFFFHHHHGJHIJJJIJJJJJIIJIJJJJJJGHIEIJJIJJIHIIII XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1207:11431:60533 16 2L 441 255 51M * 0 0 TAACAGAGATTTTCAAAAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGC HIIJJJIIJJJIHHIJJIIHFJIIGIJJHJJJIIJJJJHFGHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2108:9521:60699 16 2L 450 255 51M * 0 0 TTTTCAAAAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCG JJIIGJIHIJJIIJJJJJJGIJJIIJJJJJJJJJIJIJGHHHHFFFFFC@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1202:8970:170602 0 2L 453 255 51M * 0 0 TCAAAAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAAT CCCFFFFFHHHHHJJJJJJJJJJIJIJJIJJIJJIJJJJJJJJBIIGGHJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2107:8693:164773 0 2L 457 255 51M * 0 0 AAGCTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCC @@@FFFFFHHHDHFHGGGJJJJJIJJJIJIHGHFIIJJJJIGGIIIGGIBF XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2307:18419:157090 16 2L 460 255 51M * 0 0 CTAAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCCCAA IJJJJJJJJJJIJJJJJJJJIJJJJJJJJJJJJIIJJJHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1104:16588:94026 16 2L 462 255 51M * 0 0 AAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCCCAACT JJJIJJJJIGGIGJJJJIIIJJJJJJIJIJIJIJJJJJHHHFHFFFFDBB? XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1207:4817:5073 16 2L 462 255 51M * 0 0 AAGCAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCCCAACT B9B4B4@B:**?4EEDG?1A@F?ABFF>FA?=03A=:=; XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2107:17894:130557 0 2L 465 255 51M * 0 0 CAAAGTTCATGGCAAATTGCAGGAGGCATTTAATCGAATATCCCAACTACA BCCFFDFFGHGHHJJJJJJJJJJJJJJJJJJJJIIIJJJJJJJJJJJJJJI XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2303:2851:98881 0 2L 555 255 51M * 0 0 TACATATTTATAAACAGGGTAAGAGAGTTTTTGGAACATACTTTCGTGTTG @BCFFFFFHHHHHJJJJJJAFGIJJIIGIIJJJJIJJJJJIJJJJJGIIJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2304:12883:92184 16 2L 563 255 51M * 0 0 TATAAACAGGGTAAGAGAGTTTTTGGAACATACTTTCGTGTTGGCTTCTAT EECDDBDEEEEEDBCCDD:DEAEEDEFCFEC9@@:1DE?D:DDFGGGGGBGEHDDH3;DGGIE;DD XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2106:16981:166296 0 2L 743 255 51M * 0 0 TTGTTTCAACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTC ?@@AADBDHFDFDGHFAF;@BECHHII@EEHIGGDBFEFF;FHEGII;AF; XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2108:11645:6736 16 2L 744 255 51M * 0 0 TGTTTCAACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCT JIJJJIIFIIHHGIIGIGGIJIIIHGGIHEIHGIJIJIHHHHHFFFFFC@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1207:13167:93216 16 2L 747 255 51M * 0 0 TTCAACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTG BCEDGHEFDDGFBGHFBIIIGHGG?GDFDBFBGGGHGGFHDHDDFFFD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1307:17649:158836 0 2L 749 255 51M * 0 0 CAACATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTGCA CCCFFFFFHFHHHIGEIGJJIJGJJJJIF@GHGIIJIIIHJGGJJJJ@FGI XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1101:12267:163597 0 2L 752 255 51M * 0 0 CATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTGCATAT @@@DFF?DHHDHFHIIJJJIJGHIJJIIJJJJJGHIGIGHEGHI=CHIDGI XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2102:12127:14270 16 2L 752 255 51M * 0 0 CATACGTTAGAACTTTTACACTGAACGATTCGGACCGGACTCTGTGCATAT JIIGJJJIIIIHJJJIGHIJJIIJJJJJJIJJJIJJJJHHHGHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1105:19675:113812 16 2L 771 255 51M * 0 0 ACTGAACGATTCGGACCGGACTCTGTGCATATCATTAAAGATTCCAATACC CGGJIJIIJJIJIGGDIIHHG@IHAAJIGIJIIIGIGHFHFHHFDDDD=@B XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:2308:3713:14646 0 2L 772 255 51M * 0 0 CTGAACGATTCGGACCGGACTCTGTGCATATCATTAAAGATTCCAATACCG @@CFFDDFFFGFFEFDBGGHDDGEDDFGGGGGEHGCHGGEGIIJJJIEIGG XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1202:10930:167853 16 2L 773 255 51M * 0 0 TGAACGATTCGGACCGGACTCTGTGCATATCATTAAAGATTCCAATACCGT GHCD@HGGFHEGHGIHFFIIIGFGHDGF*D8?DG7BGFF@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:97:COBJ7ACXX:6:1207:3046:69048 0 2L 784 255 51M * 0 0 GACCGGACTCTGTGCATATCATTAAAGATTCCAATACCGTTGATATTAATA CCCFFFFFHHHHHJJJJGIIJIJJJJJJJIJIJJJIJJJIIJJJJJJJJII XA:i:0 MD:Z:51 NM:i:0
================================================
FILE: deeptools/test/test_corrGC/test_paired.sam
================================================
@HD VN:1.0 SO:unsorted
@SQ SN:chr2 LN:5010000
HWUSI-EAS616:7:89:1518:3543#0 99 chr2 5000027 255 36M = 5000355 364 TGTAACAATTTACTTGATTGTTCTCAAGGATGTGAT S\dbdcfaaccbbcccc^dcdc^c^YaaabaaWdaa XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:23:12543:6958#0 83 chr2 5000081 255 36M = 4999776 -341 CTTTGTTGTTCTCCTGTCCATTTCTCACAAAGCTGG hhhhhhhghfhhfhhhhhhfhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:6:10857:18740#0 83 chr2 5000191 255 36M = 4999866 -361 GTTAGGGGCAATCCTGATTCACAGTTAGCTTCTTAG ggggggggegggggggffcfdgggggggggggdggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:93:7807:15274#0 163 chr2 5000304 255 36M = 5000676 408 GAGAGGGAGAGGGAGAGGGAGAATGAAGCAGGAATG hhhhhhhhhehhhhhhhhhehhhhghhhfhhhfghh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:89:1518:3543#0 147 chr2 5000355 255 36M = 5000027 -364 AGGTCATCAGGCTGGAATTTCAGGTAAGAATTACCA R]bT]`eRd^db]baY`W_W^_\]\_XZUZVVNVHU XA:i:1 MD:Z:34A1 NM:i:1
HWUSI-EAS616:7:21:17769:5446#0 163 chr2 5000385 255 36M = 5000496 147 TTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG hhhhhhghhhhhhhhhhhhhhfhhhhhhhhhgghdh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:49:8992:4457#0 99 chr2 5000385 255 36M = 5000496 147 TTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG de\dc\fffdf^cdfe\cff_ffffffdafgcgggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:21:17769:5446#0 83 chr2 5000496 255 36M = 5000385 -147 TACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC ghhahhgghhdffccfhhhhhhhghhdfffffdfff XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:49:8992:4457#0 147 chr2 5000496 255 36M = 5000385 -147 TACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC hehhhhgghhgchhghfhhfafhhffhhhhhfdfff XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:86:18020:6752#0 99 chr2 5000560 255 36M = 5000906 382 AACACCAATCACATAAAGAATGTGTCTCCACAGAAG hhgahhhhhghfhhhhhghhhh_cghfhhfhchghh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:93:7807:15274#0 83 chr2 5000676 255 36M = 5000304 -408 AAAACTTATCAGTTTTTAAAGGTTACTGAGGGCTTG hhhghhhhhghhhhhhghhhghhhhhhhdhghhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:64:3102:21101#0 99 chr2 5000737 255 36M = 5001136 435 TTGAGGTCAACCTGGGTTACATGGCAAGACCTTGGT hhhhhhghhhhhhhhhfhhhhhhhhhhhghhhhhgf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:36:16424:18394#0 163 chr2 5000820 255 36M = 5001193 409 TGAAAAGGCATACGGAGCAGCTGATGTTTCTCCAAC hhhhhhhghhhhhhhhhfghghhfhgdhhgehhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:50:18110:21009#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT ffffccafacfffcfahffdfaffc`a`^`ddfdh] XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:111:14171:9899#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT hhhhhhhhhhhhhhhhghhhhhgefhhhhhhhhhgh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:114:18552:5841#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT hhhhhhhhhhhhhhghehhhhhhhhhhhfhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:8:2829:6484#0 99 chr2 5000835 255 36M = 5001214 415 AGCAGCTGATGTTTCTCCAACATCATCCTGGTGTGG hhhfhhhghhhhhhghhhhchghhghhhghhghhhh XA:i:1 MD:Z:28C7 NM:i:1
HWUSI-EAS616:7:4:16767:6127#0 163 chr2 5000856 255 36M = 5001242 422 ATCATCCTGGTGTGGGGAGGTAGAGGCAGAGGATCA hhghhhhhhc^edeec__]_cfccfdfffW_fdad_ XA:i:1 MD:Z:7C28 NM:i:1
HWUSI-EAS616:7:66:4289:12506#0 99 chr2 5000868 255 36M = 5001183 351 TGGGGAGGTAGAGGCAGAGGATCAGGAGTTCATGTT hhhhhhhhdhhghghggghhehhhhhehehfhhhfh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:86:18020:6752#0 147 chr2 5000906 255 36M = 5000560 -382 CCCCTAGCTTTATGCTGTCCATGGTTCATCATCTCT hchhfdhghhfghfahhhhhhhhfhhhhhhhghheh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:23:8152:13433#0 163 chr2 5000926 255 36M = 5000988 98 ATGGTTCATCATCTCTTATGGCCCATATTAGTCATT hhhhhhhhhhhhhhhhhhhghhhhhhehhhhhhehh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:103:13675:10395#0 163 chr2 5000926 255 36M = 5000988 98 ATGGTTCATCATCTCTTATGGCCCATATTAGTCATT ffffahhhhfffgfhffh]f]fddfd_fffdcfff\ XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:106:13391:17723#0 163 chr2 5000938 255 36M = 5001303 401 CTCTTATGGCCCATATTAGTCATTGTGCCATTCAAA hhhhhhhhhhhhhhhhhhhghhghhehhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:23:8152:13433#0 83 chr2 5000988 255 36M = 5000926 -98 AGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC hhhhghghhhhhhehhhgdhhhhhhghhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:103:13675:10395#0 83 chr2 5000988 255 36M = 5000926 -98 AGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC f_ffcfdddcaV`XZa[dadcaWcadddaccd[fcf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:116:8653:16765#0 99 chr2 5001011 255 36M = 5001141 166 CTGTATCCTGGACCCTAGGGATGCAACAGTGGCAAG hhghghhhhfhhhhhhhhhhffhhhhgghghfhfhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:81:1971:19006#0 99 chr2 5001026 255 36M = 5001396 406 TAGGGATGCAATAGTGGCAAGATGTGGTTTCTGCTC hhhhhhhhhhhghfhhhhhhghhhhhhghhhhhghd XA:i:1 MD:Z:11C24 NM:i:1
HWUSI-EAS616:7:39:11820:4528#0 163 chr2 5001051 255 36M = 5001401 386 GGTTTCTGCTCTTCATTGTGAGCTGACTTGGCTGAG hhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:25:4767:20646#0 163 chr2 5001115 255 36M = 5001378 299 TCAGAGAGGATAACGTAAGGTAACTCAGAGATATGC ghhfhhcaahe^d`ebfddc^ad`dada[cVb`^^c XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:2:14523:20268#0 163 chr2 5001116 255 36M = 5001234 154 CAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA ghghhhhhfgchghcecfchhchhhghchchehhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:79:5441:2939#0 163 chr2 5001116 255 36M = 5001234 154 CAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA ghcghfhhhchhhffffaffffacffa_f[fafcaf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:50:18110:21009#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG \Z_aa^XY^aa\aaaa\^S^cd^dddYccffb\f_f XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:111:14171:9899#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG hhghhhhhhhhhhhhhhhhhhhhghhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:114:18552:5841#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG hhhhhhghhhhgghhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:64:3102:21101#0 147 chr2 5001136 255 36M = 5000737 -435 AACTCAGAGATATGCACAGGAAGTTGCATATTTGCA afghhhhgghgehghghhhhhhhhhhfhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:116:8653:16765#0 147 chr2 5001141 255 36M = 5001011 -166 AGAGATATGCACAGGAAGTTGCATATTTGCAATAAA hhhhhhhhhgghhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:66:4289:12506#0 147 chr2 5001183 255 36M = 5000868 -351 CACAGCAGAACTATTAGATCCAGGCACTCACTCAAC hghhhhfffcfddfbdhhhfhhhhhghhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:36:16424:18394#0 83 chr2 5001193 255 36M = 5000820 -409 CTATTAGATCCAGGCACTCACTCAACGTGGATTCTG dbddcbfhehhehffdghhghhggghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:8:2829:6484#0 147 chr2 5001214 255 36M = 5000835 -415 TCAACGTGGATTCTGGGCTCTTCAGCTCTGATCTCT ghhhhhfhhhhhhhhhhhhhhhhhhhhhghhfhhgg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:3:9592:15607#0 163 chr2 5001227 255 36M = 5001568 377 TGGGCTCTTCAGCTCTGATCTCTTTAGCTCTGATTT hhhehhhhhhhhhhfhhhhghghhhhhhhhhhhhgh XA:i:2 MD:Z:24C6C4 NM:i:2
HWUSI-EAS616:7:2:14523:20268#0 83 chr2 5001234 255 36M = 5001116 -154 TTCAGCTCTGATCTCTTCAGCTCTCATTTGCTCAGA aagggggffgaffafcafeafaggcgaggcgfeggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:79:5441:2939#0 83 chr2 5001234 255 36M = 5001116 -154 TTCAGCTCTGATCTCTTCGGCTCTCATTTGCTCAGA gdd`baWfafedd`ae`dKadfcfffaaffdfffff XA:i:1 MD:Z:18A17 NM:i:1
HWUSI-EAS616:7:4:16767:6127#0 83 chr2 5001242 255 36M = 5000856 -422 TGATCTCTTTAGCTCTGATTTGCTCAGACTGTCTAT fggfggaffffcefgaffddf_^ggggeggfgcgdg XA:i:2 MD:Z:9C6C19 NM:i:2
HWUSI-EAS616:7:106:13391:17723#0 83 chr2 5001303 255 36M = 5000938 -401 GTCTGCAGTCAACTGGCAGTCCCTCTCAGGGAAAAT hhhhhhhhhghghhhhhhhhhghhhfhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:25:4767:20646#0 83 chr2 5001378 255 36M = 5001115 -299 GAAAGTGCTCTTTGTCAGACTAAGACCTTTTAATTT gffff_ggaggfaffca^_a\ffd`afgcggggggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:81:1971:19006#0 147 chr2 5001396 255 36M = 5001026 -406 ACTAAGACCTTTTAATTTGTCCCATTTTAATAGTAC hhhhhhghhhhhhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:39:11820:4528#0 83 chr2 5001401 255 36M = 5001051 -386 GACCTTTTAATTTGTCCCATTTTAATAGTACATATG hhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:29:12313:10611#0 0 chr2 5001492 255 36M * 0 0 AATTGTAAGACCCCCGAAACTGGGGAGACCTCCGCT fd]aeecaaWcdfd_ffffcZ[aaa_\Z]`Z^Z___ XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:39:11820:45288#0 16 chr2 5001701 255 36M * 0 0 GACCTTTTAATTTGTCCCATTTTAATAGTACATATG hhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
================================================
FILE: deeptools/test/test_countReadsPerBin.py
================================================
# from unittest import TestCase
import deeptools.countReadsPerBin as cr
import numpy as np
import numpy.testing as nt
import os.path
import pytest
__author__ = 'Fidel'
@pytest.mark.parametrize("bc", ["bam", 'cram'])
class TestCountReadsPerBin():
def ifiles(self, ext='bam'):
root = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
bamFile1 = root + "testA." + ext
bamFile2 = root + "testB." + ext
bamFile_PE = root + "test_paired2." + ext
chrom = '3R'
step_size = 50
bin_length = 25
c = cr.CountReadsPerBin(
[bamFile1, bamFile2],
binLength=bin_length,
stepSize=step_size
)
return c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length
"""
The distribution of reads between the two bam files is as follows.
They cover 200 bp::
0 100 200
|------------------------------------------------------------|
A ==============>
<==============
B <============== ==============>
==============>
==============>
"""
def test_count_reads_in_region(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
c.skipZeros = False
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_equal(resp, np.array([[0, 0.],
[0, 1.],
[1, 1.],
[1, 2.]]))
def test_count_reads_in_region_extension_1(self, bc):
"""
In this case when read extension is smaller than read length
extension is turned off and a warning is printed.
"""
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
c = cr.CountReadsPerBin(
[bamFile1, bamFile2],
binLength=1,
stepSize=50,
extendReads=25
)
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_equal(resp, np.array([[0, 0.],
[0, 1.],
[1, 1.],
[1, 2.]]))
def test_count_reads_in_region_total(self, bc):
""" count the reads over the whole region
2 for the first case, and 4 for the second
"""
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
c.skipZeros = False
c.stepSize = 200
c.binLength = 200
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_equal(resp, np.array([[2, 4.]]))
def test_countReadsInRegions_min_mapping_quality(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
# Test min mapping quality.
c.minMappingQuality = 40
c.skipZeros = False
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_equal(resp, np.array([[0, 0, 0, 1.],
[0, 0, 0, 1.]]).T)
def test_count_reads_in_region_ignore_duplicates(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
# Test ignore duplicates
c.skipZeros = False
c.ignoreDuplicates = True
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_equal(resp, np.array([[0, 0, 1, 1.],
[0, 1, 1, 1.]]).T)
def test_count_reads_in_region_ignore_bed_regions(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
# Test bed regions:
bed_regions = [[chrom, [(10, 20)], "."], [chrom, [(150, 160)], "."]]
c.skipZeros = False
c.binLength = 10
resp, _ = c.count_reads_in_region(chrom, 0, 200, bed_regions_list=bed_regions)
nt.assert_equal(resp, np.array([[0, 1.],
[0, 2.]]).T)
def test_get_coverage_of_region_sam_flag_include(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
c.samFlag_include = 16 # include reverse reads only
c.bamFilesList = [bamFile1]
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_array_equal(resp, np.array([[0], [0], [0], [1]]))
def test_get_coverage_of_region_sam_flag_exclude(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
c.samFlag_exclude = 16 # exclude reverse reads
c.bamFilesList = [bamFile1]
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_array_equal(resp, np.array([[0], [0], [1], [0]]))
def test_get_coverage_of_region_large_bin(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
c.bamFilesList = [bamFile2]
c.binLength = 200
c.stepSize = 200
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_array_equal(resp, np.array([[4]]))
def test_get_coverage_of_region_ignore_duplicates(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
c.ignoreDuplicates = True
c.bamFilesList = [bamFile2]
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_array_equal(resp, np.array([[0.],
[1.],
[1.],
[1.]]))
# check zero to nans
c.zerosToNans = True
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_array_equal(resp, np.array([[np.nan],
[1.],
[1.],
[1.]]))
def test_get_coverage_of_region_split_read(self, bc):
"""
The bamFile1 contains a read at position 10
with the following CIGAR: 10S20M10N10M10S
that maps to a chromosome named chr_cigar.
"""
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
# turn of read extension
c.extendPairedEnds = False
c.bamFilesList = [bamFile1]
c.binLength = 10
c.stepSize = 10
resp, _ = c.count_reads_in_region('chr_cigar', 0, 100)
nt.assert_array_equal(resp, np.array([[0.],
[1.],
[1.],
[0.],
[1.],
[0.],
[0.],
[0.],
[0.],
[0.]]))
def test_get_coverage_of_region_zeros_to_nan(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
c.zerosToNans = True
resp, _ = c.count_reads_in_region(chrom, 0, 200)
nt.assert_equal(resp, np.array([[np.nan, np.nan],
[np.nan, 1],
[1, 1],
[1, 2]]))
def test_bed_file(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length = self.ifiles(bc)
bed = "chr3R\t0\t10\nchr3R\t110\t120\nchr3R\t160\t180"
import tempfile
bed_file = tempfile.NamedTemporaryFile(suffix=".bed", delete=False, mode="w")
bed_file.write(bed)
bed_file.close()
c = cr.CountReadsPerBin(
[bamFile2],
bedFile=[bed_file.name]
)
resp = c.run()
nt.assert_equal(resp, np.array([[0.],
[1.],
[2.]]))
import os
os.unlink(bed_file.name)
================================================
FILE: deeptools/test/test_data/computeMatrixOperations.bed
================================================
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19 42300088,42300170,42301949,42302231,42302436 42300092,42300287,42302039,42302325,42302777 ENST00000601865 . -
9 136483494 136486066 ENST00000354376 . +
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11 213035,214229 213418,214516 ENST00000526557 . +
1 43023548 43023637 ENST00000516994 . -
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17 43528498,43529134,43529503,43529883,43530106 43528743,43529236,43529676,43529952,43530434 ENST00000586826 . -
2 101309449 101309534 ENST00000578474 . +
21 28872190,28876311,28878191,28879869,28882159,28882984,28885211 28872739,28876491,28878333,28879953,28882250,28883071,28885371 ENST00000460212 . -
17 42968725,42970288,42971606,42979169,42979377 42969186,42970342,42971696,42979268,42980349 ENST00000462157 . -
5 90410032,90410499 90410304,90410669 ENST00000546238 . +
10 32928192,32929821,32932505,32935491,32958144 32928264,32930044,32932600,32935558,32958227 ENST00000488494 . -
4 185678422,185678795,185684753,185740000 185678547,185678822,185684842,185740330 ENST00000452351 . -
1 231925833,231940927,231943748,231944922 231925950,231941050,231943959,231945233 ENST00000456782 . +
17 551633,553379,560425,562502 551950,553462,560573,562686 ENST00000572607 . -
6 2245776,2248836,2263600,2269697,2271815,2283498 2245930,2248926,2263684,2269799,2273417,2283774 ENST00000456943 . +
15 56634037 56634167 ENST00000614892 . -
Y 6837706 6838252 ENST00000433995 . +
2 73271196,73272186,73273014,73284159 73271510,73272302,73273129,73284431 ENST00000520186 . -
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16 35640028 35640582 ENST00000566449 . +
2 108493300,108499552,108507559 108497109,108499754,108509415 ENST00000480863 . +
================================================
FILE: deeptools/test/test_data/make_test_data.sh
================================================
bamCoverage -b testA.bam -o testA_skipNAs.bw --skipNAs
bamCoverage -b testB.bam -o testB_skipNAs.bw --skipNAs
================================================
FILE: deeptools/test/test_data/test.bed3
================================================
chr1 1 10
chr2 1 10
chr2 5 15
chr2 20 30
================================================
FILE: deeptools/test/test_data/test.gtf
================================================
3R deepTools gene 1 1000 . . 0 gene_id "example";
3R deepTools transcript 1 1000 . + 0 gene_id example; transcript_id "first";
3R deepTools exon 1 50 . + 0 gene_id example; transcript_id "first";
3R deepTools exon 400 510 . + 0 gene_id example; transcript_id "first";
3R deepTools exon 980 1000 . + 0 gene_id example; transcript_id "first";
3R deepTools transcript 100 1100 . - 0 gene_id example; transcript_id "second";
3R deepTools exon 100 150 . - 0 gene_id example; transcript_id "second";
3R deepTools exon 500 610 . - 0 gene_id example; transcript_id "second";
3R deepTools exon 1080 1100 . - 0 gene_id example; transcript_id "second";
================================================
FILE: deeptools/test/test_data/test1.bg
================================================
3R 0 25 0.76
3R 25 50 1.00
3R 50 75 0.32
3R 75 100 1.92
3R 100 125 3.28
3R 125 150 2.92
3R 150 175 7.88
3R 175 200 18.96
3R 200 225 15.84
3R 225 250 8.40
3R 250 275 6.84
3R 275 300 4.80
3R 300 325 5.68
3R 325 350 3.96
3R 350 375 3.16
3R 375 400 4.56
3R 400 425 8.64
3R 425 450 10.92
3R 450 475 9.48
3R 475 500 7.48
3R 500 525 4.12
3R 525 550 4.68
3R 550 575 5.32
3R 575 600 7.96
3R 600 625 12.76
3R 625 650 8.76
3R 650 675 5.48
3R 675 700 6.56
3R 700 725 8.12
3R 725 750 12.84
3R 750 775 10.56
3R 775 800 6.44
3R 800 825 4.08
3R 825 850 1.76
3R 850 875 7.80
3R 875 900 22.24
3R 900 925 21.96
3R 925 950 9.32
3R 950 975 4.20
3R 975 1000 1.20
3R 1000 1025 0.80
================================================
FILE: deeptools/test/test_data/test1.fa
================================================
>3R
GAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA
CTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC
AGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG
CCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGAGTC
GATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGCAGAGAGCGTCTTTCGAC
GACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACACTGTCGGCCAGATTC
ATTTTCCAGAAAGACGTCGTCGCGTTGACAAGCTTAAATTCGTAGCGGGCGCCAGTAGGA
CGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCAGTTACATTGCTC
GGGAGGGGTAAAGAGCTTGACGACAGCGCGTGCGTAGAGTGAAAGTATGCAAGGAGATTC
GCGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGTGCGTGTGT
TTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCCTTAACTGT
CCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAACAACAGTATTCTTGATTGATGCAGT
TTTACAGCGACTTTGTGTGTGCGTATGCTGTCACCACACTATGTTCGAGTGTGTGTGCGC
TCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAGTGGCTCTGTCTGCGCGG
CGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGCACGGCACCC
AGGCACACACACAGCCACATTTGCAGAAATACCACTACATACGAAACGAACGTGGCCAGC
ACACAAGCGAAACCGGAAAATCCACATTTTTTAGACCTGCTCTCTGTCCCGCGTCTCTCA
TCTCTTTTCATTACGCTCTCGACTGGAACGCAATACCAAGACCACAATCAACAGCTACAG
CTTTAGGTGTTTGAAGGTAGATTACGTAGTTGCAATGGGCGACTCCACGCCCATTTGCCG
ATGCCGAGTACTTTATCTGGGCAGTGCCGTGCCCCGACAGAGCAAGGATGGGCTGCAGGG
CATCCAGGAGCCGCTGCGAAGCCTGTATCCTTCGGAAGGGGCGGTGGGCGCCAAGGGCAT
CGACAGCTGGCTAAGCGTCTGGTCCAACGGCATCCTGCTGGAGAACGTGGACGAAAACCT
CAAACAGATCACGCGCTTTTTCCCGATCGAGTCGCTACACTACTGCGCCGCCGTTCGCCA
AGTGCTCATCCCAGAGCGCGGAAACACCCACCCGGAACCAAAGTTCCTCCCTCTGGACTC
GCCTTTTGCGCGAATGCCGCGCGCTCAGCACCCACCCATTTTCGCTGCTATTCTGCGACG
================================================
FILE: deeptools/test/test_data/test1.fa.fai
================================================
3R 1500 4 60 61
================================================
FILE: deeptools/test/test_data/test1.sam
================================================
@HD VN:1.0 SO:unsorted
@SQ SN:3R LN:1500 M5:9bad144b81e5e7369a164895691b3e73 UR:./test1.fa
DD61XKN1:101:D0EKPACXX:2:2103:15826:166544 0 3R 7 5 51M * 0 0 TCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTAG @CCFFFFFHGHHHIJIIIJIJJJHJJJJJGIJJJHJJJJF*?HHHIJHEHH XA:i:0 MD:Z:49C0T0 NM:i:2
DD61XKN1:101:D0EKPACXX:2:1107:3353:155198 16 3R 75 9 51M * 0 0 GTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTAC HEGIGEGD@GHHHGHFDEIHEFGIIHGF?CEF?BGGBCHHFFFDDDDA@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2205:8714:154131 0 3R 86 5 51M * 0 0 TGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTACTTAGTACTGGC CCCFFFFFHHHHHIJJFIEHIHHHHIIHJIJJJJJJIIIIJJIIGHJJFHE XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2306:16413:174917 0 3R 93 32 51M * 0 0 CCTATAAACATATGTACATAGGTAGGCCAGTACTTAGTACTGGCACATGCC @@@DDEEBHBBFHGECFGG>FCHDEGGHA?FGD XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1305:17377:158887 0 3R 119 19 51M * 0 0 CCAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATT @@@FDFFFHHGDHHIJJJJJGEGHJEGIJJJJIIHHIJHIGHIIIIJHGHI XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1308:19209:144101 16 3R 134 26 51M * 0 0 CCCACAAGCCGCCGATCTGTTAATAGAATATCCATTTCCCTTCAGCGCCTA ###############################@HFC;=IFFA6FDADAD@@@ XA:i:1 MD:Z:0G0G4T5T9G4T23 NM:i:6
DD61XKN1:101:D0EKPACXX:2:1108:9446:127495 0 3R 149 10 51M * 0 0 TCTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATG @@@FDFFFF:CBFDHEFGEHJJIJGIIJIIDIEGBIGIIJJJBHGIIII@G XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2305:7088:93345 0 3R 152 40 51M * 0 0 GTTAGTAGTTTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATG @@;BDABDDFDDDII9EGGHICHE+AAHDFADFIDEE@>@FAFHIIIIEID XA:i:1 MD:Z:8A42 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1304:4948:39372 0 3R 156 25 51M * 0 0 GTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAAGA ?8?ADDDA4ADDDIAEEED>EE:C@DFAB XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2307:18363:54940 16 3R 160 39 51M * 0 0 ATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAG #####@@@==8'FB8DF8???F??1F@C1A+9FEFFEGD?CG@;AFB(BFEHBIGBDIGGC?A::EFDEC:IIIGEFHFD6FD?DD@<@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1305:12595:193763 0 3R 168 38 51M * 0 0 TTTCCCTTCAGCCCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATC @@@FFADFFFFH:EFHEIIIIIIIG@HIIGIBBDGGIFB@@HGFGIIGIII XA:i:1 MD:Z:12G38 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1106:7245:9884 0 3R 169 6 51M * 0 0 TTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCC CCCFFFFFHHGGHJIIHIGHIGGGGHIHGEGGHIIIEFGG@GCHHIJGIGE XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1102:16207:31886 0 3R 171 12 51M * 0 0 CCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTA @@>B>:FABFIIEHEBFFDHBBFHGAG0B@FHHI@DA XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1206:11566:95721 16 3R 172 19 51M * 0 0 CCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTAC HECFEB@@CG?00EFGIGGAF@IIIH@GHCD@HG>IEHFDDHFFEDFF@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2305:9277:80019 0 3R 173 37 51M * 0 0 CTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACT @@@DDDDDHHH:FGGGGIIIIIIG;DFDGIGIIBDHHI8;BCFGGIHIFGE XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2304:5021:30275 16 3R 175 23 51M * 0 0 TCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAG GGAFFBFD@?GHDIGHGCHHEGHGEHFHGIGGEHFHIIGGIHIGIJG XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1103:5323:97525 0 3R 182 1 51M * 0 0 CTACCTGCGTCACCAATGATGAGGTCGGGACAGAATCCTACTAGTACCTGC ;==DBD?AFFA:DEF:CF:AECG2 XA:i:1 MD:Z:27A23 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1202:2896:73043 0 3R 184 17 51M * 0 0 ACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCT CCCFFFFFHHHHHJJIGHJJJJIJJGJGIJJJIJIIJIJIIJJJDHIJJJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1208:12933:183980 0 3R 187 23 51M * 0 0 TGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGA @@@?DD:DFABBF?DAFHGGE...().8@3;8BE XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2204:17651:41380 16 3R 236 39 51M * 0 0 CTGTCGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGCAGA A;EGEIIIFIIIIGHFDIIIIIIIIHEIIIGGHBIIIIHDHHHFFFFFCCC XA:i:0 MD:Z:0G0A49 NM:i:2
DD61XKN1:101:D0EKPACXX:2:2206:10244:13816 16 3R 236 24 51M * 0 0 CTGTCGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGCAGA IJJIIJIGJJJJJJJJJJJIJJIJJJJJIGIJIIJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:0G0A49 NM:i:2
DD61XKN1:101:D0EKPACXX:2:2106:8135:102852 16 3R 270 9 51M * 0 0 AGGTGAGTGAGCGCAGAGAGCGTCTTTCGACGACTCTTTCGTCGCGAGCAA DDDDDCEDDAFFHHE?6'EBADGJIIIIIGGHFIIJJJHHHHHFFFFFB;@6?@### XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2207:4417:135858 0 3R 285 36 51M * 0 0 GAGAGCGTCTTTCGACGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGT 8:=;AAD@ADFDDD:ACE@?0CGEDBBB6677@;BEC=CC?B?D;BCC>?# XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1107:10958:114349 16 3R 289 36 51M * 0 0 CGATCTTTCGACGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCT ###########################BBBFCCFEA?:C4FBC8?:DD??; XA:i:0 MD:Z:0G0C0G48 NM:i:3
DD61XKN1:101:D0EKPACXX:2:2203:1197:62431 16 3R 293 17 51M * 0 0 CTTTCGACGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGA #BB;=?=8@?DBFFFE;@@GGBEC<08D@3D;D?=: XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2205:17888:164787 0 3R 304 12 51M * 0 0 TCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACACTGTCGGCC CCCFFFFFHHHHGJJJJJJJJJJIJGIGGHJIJJJIJJJ9DCHHEHHFBDD XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1305:6255:131813 16 3R 341 9 51M * 0 0 AGACACTGTCGGCCAGATTCATTTTCCAGAAAGACGTCGTCGCGTTGACAA #######EB@=);@9EFGGB4@F??F@FBHHFB?F67';8'4));@9>9>BB?## XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2101:3335:34398 0 3R 384 15 51M * 0 0 GTTGACAAGCTTAAATTCGTAGCGGGCGCCAGTAGGACGACCCAGTGGATA @@CFBADDFFHHGGDHHEHFGIIIIIGGIIGIHIIIIIIHHFFDDEEECC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2302:4837:149731 16 3R 390 22 51M * 0 0 AAGCTTAAATTCGTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCA FHGGIJJJJJIJIGJIJJJJJJJIJJJJJJJJHGJJJIHGHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1206:10242:101284 0 3R 393 19 51M * 0 0 CTTAAATTCGTAGCGGGCGCCAGAAGGACGACCCAGTGGATATCGTCAGTT ?@@DDDBD?;AFB7@FAGF>ABF(/?(=B<@'@/(6.;3;7;@;A;?;?;> XA:i:1 MD:Z:23T27 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1107:9066:17687 16 3R 396 28 51M * 0 0 GAACTCGTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAA FFHGHIJIJIIJJIJJIIGHGJIGIJIIIJJJJJJIIGHFHHFFFFFFCC@ XA:i:0 MD:Z:0A2T47 NM:i:2
DD61XKN1:101:D0EKPACXX:2:1302:10299:198112 0 3R 402 23 51M * 0 0 GTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGG @@CEACA?DEE@CCCCCBBB XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2108:17719:86681 16 3R 402 29 51M * 0 0 GTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGG BBA>C,A33?EBDCD;;0B<;??)B3?BDB?=FFE XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1108:9454:176988 0 3R 436 3 51M * 0 0 CGTCAGTTGAACCAGGGGAAACGTAGCAGCCCAGTTACATTGCTCGGGAGG =18AD:B;,A?@EHEGGI<<4?*99?C@EEHIIFGCFCHGHIIIEEGHD8@FGE';CAAACHHC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2206:21259:60113 16 3R 455 18 51M * 0 0 AACGTATCAGCCCAGTTACATTGCTCGGGAGGGGTAAAGAGCTTGACGACA #########F?9**DB0?GFHGF::FCC@:+F@CGIIHDCFFDDADDD@@@ XA:i:0 MD:Z:6G44 NM:i:1
DD61XKN1:101:D0EKPACXX:2:2202:20063:53581 0 3R 462 29 51M * 0 0 CAGCCCAGTTACATTGCTCGGGAGGGGTAAAGAGCTTGACGACAGCGCGTG C@@FFFDFHHHHDIIGGGGHII@FHIJ0BFDHGGIIGFCGA;FH@D=EB## XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2105:20550:77807 0 3R 467 39 51M * 0 0 CAGTTACATTGCTCGGGAGGGGGAAAGAGCTTGACGACAGCGCGGGCGTAG ?1?D=DDB,2=C4?EE?8FEEI)?@8B800?@CBC8@############## XA:i:1 MD:Z:22T21T6 NM:i:2
DD61XKN1:101:D0EKPACXX:2:1307:13537:69880 16 3R 472 9 51M * 0 0 ACATTGCTCGGGAGGGGTAAAGAGCTTGACGACAGCGCGTGCGTAGAGTGA 3FECHHEHIIJIHGIIH@GJHDGHEGIHGEGGEGGBEIHHHDFDDDDD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2204:10042:31362 16 3R 488 10 51M * 0 0 GTAAAGAGCTTGACGATAGCGCGTGCGTAGAGTGAAAGTATGCAAGGAGAT GECIHGC;;;BHCB?0)D?8CC<+@FBHGCEHGIIHCA?FDDDFFDDD@@@ XA:i:0 MD:Z:16C34 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1206:8347:137786 16 3R 506 38 51M * 0 0 GCGCGGGCGTAGAGTGAAAGTATGCAAGGAGATTCGCGATCAGAACCTCAC A@A;''6?DB4ED@CDDDDA48:1 XA:i:0 MD:Z:5T45 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1103:10361:180321 16 3R 524 12 51M * 0 0 GATCTTCCGATCTATTCGCGATCAGAACCTCACGACGCCATATTTGTTTTC ####################CDB?*1;;83:)@)@6@DD??48?DA7D??? XA:i:0 MD:Z:0A0G1A1G1A0A0G0G0A0G38 NM:i:10
DD61XKN1:101:D0EKPACXX:2:2103:18603:41773 16 3R 527 40 51M * 0 0 ATGCAAGGAGATTCGCGATCAGAACCTCACGACGCCATATTTGTTTTCCAG FHEGIJJIIJJGGBBGIJJJJIIHIIGHGGHFIGJJIIHGHHHFFDFFCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1301:2009:157371 16 3R 537 18 51M * 0 0 ATTCGCGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTG BHJJIIHIJJJIIHJIGGGIIIJIIJIGIIJJJJJJJIGHGHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2205:6958:140155 0 3R 542 23 51M * 0 0 CGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGT @@@DDDFFFHDBFEG@FD@FGED9DHGGHHIGIGAHGE@FGGCHB@=@@D= XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2304:7387:67115 16 3R 544 26 51M * 0 0 ATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGTGC A>@;=EFFB8@7:??@8BG?9?DGE:?HFF?F?@GE?@F??AD==A?B:?: XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1103:12878:37036 16 3R 574 2 51M * 0 0 TCTGGGCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGA FFHHHEHIHDJJJIJJJJJJJJJIHCJJJIHGJJJJJJHHHHHFFFFFCCC XA:i:0 MD:Z:0C1A48 NM:i:2
DD61XKN1:101:D0EKPACXX:2:1307:11922:110790 16 3R 575 24 51M * 0 0 CAGGGCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAG DDFEFECD9D;@@B8F?@:FIIFG?4D9FIFF@FEA<)FFACB?ADDD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2108:11686:2993 16 3R 576 1 51M * 0 0 AGGGCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCTAGTGTGAGG CCA@7C=@H@FFDEIEAEG@3CGIJIH@HF6>GHGGHBDBA:HDD?=D@@@ XA:i:1 MD:Z:41G9 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1106:13858:49049 0 3R 580 23 51M * 0 0 CTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGGGTGTGAGGGCAG @;?DABD?+:;E=AE< XA:i:0 MD:Z:38A12 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1201:6831:94113 0 3R 584 3 51M * 0 0 CTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGAG @CCFDADBFDHHHGFHIIJIJJIIIGGGGEFGHG@GG9?FFDCAA1FEHHE XA:i:0 MD:Z:49C0T0 NM:i:2
DD61XKN1:101:D0EKPACXX:2:1307:8654:112075 0 3R 588 12 51M * 0 0 TGTGTGCGTGTGTTTAAACTCCGGTGTGCGAGTGTGAGGGCAGGGCAGATC ?71?=?4ADF1CFFI,A@BDA@E?C@)?DF<:08DF>FFII?EEB1;A### XA:i:1 MD:Z:15C30T0T0T0G1 NM:i:5
DD61XKN1:101:D0EKPACXX:2:2202:16204:102746 0 3R 588 36 51M * 0 0 TGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCCGATC ?@?DDDFDF?@FHEDGHIGGHEG>::C)?D?6)??BDFGEBGIGGG##### XA:i:0 MD:Z:46T0T0T0G1 NM:i:4
DD61XKN1:101:D0EKPACXX:2:1305:3741:136456 16 3R 591 3 51M * 0 0 GTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAG BFIIJJIIGJJJIIIIJJJJJJJJIIJHJJIIGBJJJIHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1103:10524:6617 16 3R 602 34 51M * 0 0 TCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCC DCCEIGGHFFDA@6CF@C3=EEHAHBCHAGF@EHFE@G8?HFABBAB1?@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1203:5457:89791 0 3R 606 9 51M * 0 0 CTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCCTTAA @@@DDD@DDFFA)<GHGEEA XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2105:3502:9363 0 3R 606 31 51M * 0 0 CTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCCTTAA @@CFFFDDFHHH?GCFEGBHHIGGHJJJJJJJIJGFHBGGHJIJHIJIJHD XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2306:10026:168446 0 3R 606 2 51M * 0 0 CTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCCTTAA @@@DDDDDD;DF?FCBEHIDDDAD@?; XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1202:5681:105453 16 3R 677 18 51M * 0 0 TCGTCTTCGCAAATTCGAACAACAGTATTCTTGATTGATGCAGTTTTACAG IJIJJJJJIJJJHIIJGIIIJIJJGDGGHHGJJIIIIGAGHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1105:3468:125138 16 3R 689 35 51M * 0 0 ATTCGAACAACAGTATTCTTGATTGATGCAGTTTTACAGCGACTTTGTGTG DCHDAGEHGHGGCCCD>G@HBEEBHFF9BGGEHFC1B@:FBDHADDDD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2106:14544:82922 16 3R 689 37 51M * 0 0 ATTCGAACAACAGTATTCTTGATTGATGCAGTTTTACAGCGACTTTGTGTG HDFDB;HEGIHGF@CEGC>C@E>FEEGFC@BGHFC@:??AAAFBDDDD?8: XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1302:1975:188249 0 3R 699 2 51M * 0 0 CAGTATTCTTGATTGATGCAGTTTTACAGCGACTTTGTGTGTGCGTATGCT @@@DDFFDHHFDHIIEEHIECGIJJJIEHCHGIIJJJCGFHDFDGGGGCG> XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2102:7580:193903 0 3R 706 24 51M * 0 0 CTTGATTGATGCAGTTTTACAGCGACTTTGTGTGTGCGTATGCTGTCACCA @CCFDFFFFHHGHIIIJIIJIIJIAFHIJEHGHGGIIGIIJFIJJIIIIJC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1204:10450:4067 0 3R 709 34 51M * 0 0 GATTGATGCAGTTTTACAGCGACTTTGTGTGTGCGTATGCTGTAACCCCAC ::?B?:=AB=CFFIE?C:31::89?::??############ XA:i:0 MD:Z:43C3A3 NM:i:2
DD61XKN1:101:D0EKPACXX:2:1303:17605:117243 0 3R 709 35 51M * 0 0 GATTGATGCAGTTTTACAGCGACTTTGTGTGTGCGTATGCTGTAACAACAC +8?BB::DB?DFFI>DF@HGF;=HGFFDGGHEAGG=HGEHEHEDH>CB<>@@EHFBFFFFDBF@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2305:13537:158359 16 3R 729 7 51M * 0 0 GACTTTGTGTGTGCGTATGCTGTCACCATACTATGTTCGAGTGTGTGTGCG 7CFFCEDIFF:EFAB9F?8@AGCBEB?2+FBBF@EIIIFFFFADDDDD@@@ XA:i:1 MD:Z:28C22 NM:i:1
DD61XKN1:101:D0EKPACXX:2:2108:11187:179159 0 3R 730 14 51M * 0 0 ACTTTGTGTGTGCGTATGCTGTCACCACCCTTTGTTCGAGTGTGTGTGCGA ???DBDD22=+2,?E72+A4:+GEEHFA<(GEFDDC;DGED@EFCABIFHFAD8F>DFDD@?< XA:i:0 MD:Z:17G33 NM:i:1
DD61XKN1:101:D0EKPACXX:2:2302:8329:199577 16 3R 767 12 51M * 0 0 GAGTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTG EFFHHHJIIGFIJIIJJIJJIIJIHFHHHJIIHGCJIIFFHHGFDFFF@@B XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2205:6343:170954 16 3R 769 16 51M * 0 0 GTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAG DEHHEHGIGIIIDIFIIIGHIIHDBF@IIIIHGIGGEFBFBHBFDFFFCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1101:12875:176255 0 3R 775 16 51M * 0 0 GTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAGTG @@@ADDADH?EGGGG?GGGGI'=CHEC<)5=CHIIG=7 XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2206:13591:47620 0 3R 824 17 51M * 0 0 TGGCTCTGTCTGCGCGGCGAGAAATATCCGCTTACCTAAACGAAAAGTTCT CCCFFFFFHFHHHJJIGIIIDFBGHIJIJJIJIIHHHFHHFFFDDDDCC>B XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1308:18519:39835 0 3R 841 31 51M * 0 0 CGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGC @CCFFFDFFHFFHBHIJIJCHIJJJICHGCFHECGGIEIGIFIFIIIDHFC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1207:12521:101238 0 3R 842 3 51M * 0 0 GAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTATCGTCGGCCGACGAC @<@BDDDD?F==69D6D?DDFEEGGEEB3@CAEA>FF:FEBFAEHB6>CC?BBB59< XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1107:3972:59070 16 3R 868 36 51M * 0 0 GATCTCTCTAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCAC #############@4;76A@:81)::EC@3GIHA@EDC8C/=D=:/BFBHF?@;ED?1BAGHEIIHEBF??3CDCFBD>AD@@@ XA:i:0 MD:Z:0A1G0T47 NM:i:3
DD61XKN1:101:D0EKPACXX:2:1207:13576:40002 16 3R 868 2 51M * 0 0 GATCTCTCTAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCAC ##?=3C>A?<<:;/@@D6FDDA@?8AECCBBDDFDDDDD@@@ XA:i:0 MD:Z:0A1G0T47 NM:i:3
DD61XKN1:101:D0EKPACXX:2:2106:13119:17764 16 3R 868 32 51M * 0 0 AAGTTCTCTAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCAC CCACEDDDFEFEHGIJIIGHHHGGGHGHEAIJIGGH@DFFDBFDDEDF@?? XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2204:20637:13691 16 3R 868 18 51M * 0 0 GATCTCTCTAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCAC #A=53AA>ED=EB@EHGHDDD@??:CFF<3GIHDBFCAA;/?<8:@;>BFF?<<=;'FAGEGAD6DE?6GG@AEIIGGG@EBA?CFDDDDD@?@ XA:i:0 MD:Z:0A1G0T47 NM:i:3
DD61XKN1:101:D0EKPACXX:2:2303:4165:141511 16 3R 868 40 51M * 0 0 GATCTCTCTAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCAC #@;;(>38B=<:BAAA XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2105:7761:130218 0 3R 876 1 51M * 0 0 TAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCACATTTGCAG @@CFFDFDDDFHFFGIJJJIHAFHIGHIGHHFHBFEDA@?B@D@CDDDDEC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2106:20083:91623 0 3R 876 3 51M * 0 0 TCGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCACATTTGCAG 11144@DDA>A@ XA:i:1 MD:Z:1A49 NM:i:1
DD61XKN1:101:D0EKPACXX:2:2106:11915:186462 16 3R 876 39 51M * 0 0 TAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCACATTTTCGG BBBCDFFIIIFEBEIFDABBC9IIFFHFF@ECDEBBFEFFC<<4)04++11 XA:i:2 MD:Z:47G1A1 NM:i:2
DD61XKN1:101:D0EKPACXX:2:2305:7910:29158 16 3R 878 32 51M * 0 0 GCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCACATTTGCAGAA CFDBGIIGIGGHGHDGFD@BGEHCGHF;GFECGEIIGHFFFHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2106:9016:64754 0 3R 880 2 51M * 0 0 GTCGGCCGACGCACGGCACCCAGGCACACACACAGCCACATTTGCAGAAAT @@@FFF>DHDHAFGIJGGIIGIGIIIIHGHIJJGGFHFFFFFFEDEEEADC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1304:4663:45784 16 3R 884 26 51M * 0 0 GCCGACGCACGGCACCCAGGCACACACACAGCCACATTTGCAGAAATACCA BGB;HEGGFIIGEECHFCIHHAHHDFFDD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:2307:5310:188136 16 3R 885 12 51M * 0 0 CCGACGCACGGCACCCAGGCACACACACAGCCACATTCGCAGAAATACCAC #@5;@@@6@@B0:GIHGGFD?;CBBECCGCEFAEF@E8DDDDBDE;C+238BEEAAED>*0?DEEC3BDDFHGIGIH XA:i:1 MD:Z:10A40 NM:i:1
DD61XKN1:101:D0EKPACXX:2:1103:2005:94273 16 3R 919 26 51M * 0 0 ATTTGCAGAAATACCACTACATACGAAACGAACGTGGCCAGCACACAAGCG GJJIJIIGIIHEFIIIIGHIIHIIJIIIIIIJHGHJJIHHFDFDDFFF@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:2:1104:3068:110926 0 3R 924 14 51M * 0 0 CAGAAATACCACTACATACGAAACGAACGTGGCCAGCACACAAGCGAAACC @@@=D>?DFB3<;CG@IEDFBDEGGHGGHHHHHEDDFFCCC XA:i:0 MD:Z:51 NM:i:0
================================================
FILE: deeptools/test/test_data/test2.bg
================================================
3R 0 25 1.68
3R 25 50 2.00
3R 50 75 0.40
3R 75 100 2.04
3R 100 125 5.44
3R 125 150 8.48
3R 150 175 13.48
3R 175 200 21.68
3R 200 225 22.76
3R 225 250 15.64
3R 250 275 7.28
3R 275 300 6.80
3R 300 325 11.76
3R 325 350 9.56
3R 350 375 5.20
3R 375 400 7.16
3R 400 425 13.76
3R 425 450 17.08
3R 450 475 12.44
3R 475 500 11.88
3R 500 525 10.64
3R 525 550 3.68
3R 550 575 1.88
3R 575 600 10.28
3R 600 625 19.64
3R 625 650 18.96
3R 650 675 12.48
3R 675 700 9.00
3R 700 725 9.44
3R 725 750 14.52
3R 750 775 17.32
3R 775 800 12.72
3R 800 825 5.64
3R 825 850 4.56
3R 850 875 10.28
3R 875 900 10.92
3R 900 925 8.76
3R 925 950 4.84
3R 950 975 2.76
3R 975 1000 2.68
3R 1000 1025 3.76
3R 1025 1050 2.44
================================================
FILE: deeptools/test/test_data/test2.sam
================================================
@HD VN:1.0 SO:unsorted
@SQ SN:3R LN:1500 M5:9bad144b81e5e7369a164895691b3e73 UR:./test1.fa
DD61XKN1:101:D0EKPACXX:1:1307:6042:120399 0 3R 3 26 51M * 0 0 ATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTG ?@@=D4=AC2AFDE3:AFDE*:B?DGI# XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2201:2981:158995 0 3R 7 37 51M * 0 0 TCTCTTGTTGTAGTCTCTTTACAAAATGTAATGGTCAGGTAGCATTGTTCT ??GFFBHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2102:10665:57593 0 3R 88 28 51M * 0 0 TAAGCCCTATAAACATATGTACATAGGTAGGCCAGTACTTAGTGCTGGCAC CCCFFFFFDHHFFHGF;G3CBHHGHHCHGCI=BFDHDBCAH XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1308:7611:23534 16 3R 108 11 51M * 0 0 ACATAGGTAGGCCAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTA =IFBDDADGJIHGFFGHGHHFCJGHECIIGIIG>IGHGHGFFDDDCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2305:1314:97144 16 3R 108 12 51M * 0 0 CTATAGGTAGGCCAGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTA =@IGFGHCHEECIEHGFIJJIIGGDDIHIHEFC>HAGHBDFBDEDDFF@@@ XA:i:0 MD:Z:0A0C49 NM:i:2
DD61XKN1:101:D0EKPACXX:1:2107:3608:70379 0 3R 127 30 51M * 0 0 TAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCA CCCDFFFFHHHHHJHIJJJJIIJJJJGIIJHIJIJJIJJJJJJJJJJIJII XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1308:12105:61609 0 3R 132 28 51M * 0 0 CTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCGCC @@@DD?DDDBBD1EDGGICHHFEFCEFHIGI9?FBFFDEHD>?BHHH9FGGFBGIGGIII@@FD< XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1301:14071:87949 0 3R 134 33 51M * 0 0 GGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTC @@@?DBEAFHAAAHDGGCBHG?B?BHDEHEIGEEHGHGHGGH@FCGHIGG# XA:i:0 MD:Z:50A0 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1207:15012:198224 16 3R 138 30 51M * 0 0 CATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTG @@@IGABFFEEGIDFHGGFHHHDDB:1?@?@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1108:20053:52835 16 3R 143 28 51M * 0 0 CGCTGATCTGTTAGTAGATTAGCCATTTCCCTTCAGCGCCTACCTGCGTCA @==3GC;B???4GFDBAGFB:)HGF=AHD;BAGIIGF@DC2+F@6DA?@@? XA:i:0 MD:Z:21T29 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2205:3896:101741 16 3R 143 36 51M * 0 0 TGCTGATCTGTTAGTAGATTATCCATTTCCCCTCAGCGCCTACCTGCGTCA @GF;G@HGHDIGEDIIIIIIGIIIIHFDD?1)BDGGGDAAHDHFDFFF@@? XA:i:1 MD:Z:0C30T19 NM:i:2
DD61XKN1:101:D0EKPACXX:1:1304:17350:141266 0 3R 150 25 51M * 0 0 CTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGA @@CDFFFDHFHHHGHIIIHJIJJGJGHGIIIIJIJJIGHIFFGEHIJJJI< XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2308:16926:146336 0 3R 150 13 51M * 0 0 CTGTTAGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGA B@@FFBDBFDBBFHJIGGJIIJIGCHIJEIHIJJIIIJDGI@GHJJJJJG@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1206:19765:24106 16 3R 154 4 51M * 0 0 TAGTAGATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAG IIIIGHFIGEHCHHFB8@GF?GGEAEGCEC8@AGFC:ECDHECGIHDGD6GGFBC92HEGDIIHGADFHFBFDDDC@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2107:9512:13865 16 3R 160 8 51M * 0 0 ATTATCCATTTCCCTTCAGCGCCTACCTGCGTCACCAATGATGAGGTCGAG IHHGAHGGBB8D?9:??8:)1+22CFEA,:4A<+AEEA?CEE?@)1?9?C?DC3?D:A/(8B)==@C###### XA:i:1 MD:Z:6C37C0T1C0T0A1 NM:i:6
DD61XKN1:101:D0EKPACXX:1:1106:21127:183692 0 3R 180 40 51M * 0 0 GCCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCT @@@DFFFFGHFFAHIJJIGDHGHEG>FHHIIHHIGIGEHC>ECDGC@BG>C XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1307:6197:2841 0 3R 181 36 51M * 0 0 CCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAATACCTG @@FFBE4<2+A;*CC@F?)9?@FF@DGDAIHBGFA?>?DD?A??;@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1205:8830:10322 0 3R 182 25 51M * 0 0 CTACCTGCGTCACCAATGATGAGGACGAGACAGAATCCTACTAGTACCTGC ?7?AA?DD<8CDDEED@+<:BB8)8B# XA:i:1 MD:Z:24T26 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1107:3548:177528 0 3R 184 20 51M * 0 0 ACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCT ??FG>DAE>GEI@*?FGDDDD9D?*:DD??):@C@<@2<@)BD??? XA:i:1 MD:Z:42T8 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1307:3116:6430 16 3R 197 27 51M * 0 0 ATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGG @4C=)75A7=@B@A@F?9D?*DGCFFEFBC:DC8<@C+FADADDDA?D@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1107:16927:153976 0 3R 201 25 51M * 0 0 TGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGGCAGA ?@?DB2=AA@AAFFAEACFHGDCFBFF1BG>6?@@AEB;@### XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2204:6880:127511 0 3R 207 16 51M * 0 0 CGAGACAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGGCAGAGAGCGA @@@DDDDDFFFFE=CFCE< XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2101:10755:114928 0 3R 208 1 51M * 0 0 GAGACAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGGCAGAGAGCGAG @@@DDDDDFDHDH@EFEH?EHGGDHGIIIFGHHGGIIHIGGIB;CAHGIHE XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1203:9513:150353 0 3R 212 30 51M * 0 0 CAGAATCCTACTAGTACCTGCCTCGAGTCGATCGGGCAGAGAGCGAGAAAT ???DDDDDADB?CBAE:4?+A??EDFEGGGGHGHEG@FHAFHE>DHGIHIGFD>F7@@DCH XA:i:1 MD:Z:4G46 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1302:13211:169414 0 3R 233 29 51M * 0 0 CTCGAGTCGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGC @@@FBDBDFFHHHIIIGIGIF@@F>DAGBGGIH XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2108:3748:138979 0 3R 233 34 51M * 0 0 CTCGAGTCGATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGGGATC @@@FDF?DHDHFFI>HGGGIEIDGIBFHIJIF@FICHHIJ@EHIDC(6CCE XA:i:0 MD:Z:46A1C0G1 NM:i:3
DD61XKN1:101:D0EKPACXX:1:1207:13423:102525 16 3R 271 7 51M * 0 0 GGTGAGTGAGCGCAGAGAGCGTCTTTCGACGACTCTTTCGTCGCGAGCAAA BCCC@CADFFDFHHGIGIIIIIGHBDEGDIIHDGGE6JIHGHGHFFFFF@CC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2306:9355:141323 16 3R 278 10 51M * 0 0 GAGCGCAGAGAGCGTCTTTCGACGACTCTTTCGTCGCGAGCAAACAACAAG B;?>>>>>;/8GGFBFHFB?ADD=:@ XA:i:0 MD:Z:1A49 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2208:17627:8790 16 3R 290 11 51M * 0 0 CGTCTTTCGACGACTCTTTCGTCGCGAGCAANCAACAAGTAGACGTCGCTC #C>B?BBABB>?=;>B;ADD@C(;AC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1301:13576:199290 0 3R 298 37 51M * 0 0 GACGACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACAGAT ?<@DDAA8?DBB;:2BDDDDDA:??<@:?DDA3B;@DCB?*9*0?6-;''-6-7).?DAD;; XA:i:0 MD:Z:50C0 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2204:8124:34946 16 3R 306 2 51M * 0 0 TTTCGTCGCGAGCAAACAACAAGTAGACGTCACTCAGACACTGTCGGCCAG :EBHGAGABFD?9DJHIIIIGGJJIGHFF<22HEIHGHFHHHHDFFFFC@@ XA:i:1 MD:Z:31G19 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2301:13637:198207 16 3R 306 29 51M * 0 0 TTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACACTGTCGGCCAG B?;A>EEECIIIIIIIIFIIIIGIHFAGE:GGGEEGEIFFHHAAFFFF@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2303:3102:37681 0 3R 318 28 51M * 0 0 CAAACAACAGGTAGACGTCGCTCAGACACTGTCGGCCAGATTCATTTAGAT ???7DDDDD2:+:AC+<<)@?CD1CDD)1?9:*?D@A(=B4/=CC#### XA:i:1 MD:Z:9A37T0C0C0A0 NM:i:5
DD61XKN1:101:D0EKPACXX:1:1202:15301:118122 16 3R 336 18 51M * 0 0 CGATCTGACACTGTCGGCCAGATTCATTTTCCAGAAAGACGTCGTCGCGTT ################HBB4@D??*4>GGGBFB?GGF:?8:8<8@8AA=:= XA:i:0 MD:Z:2C2A45 NM:i:2
DD61XKN1:101:D0EKPACXX:1:1307:2511:100728 16 3R 336 23 51M * 0 0 CCGATCTACACTGTCGGCCAGATTCCTTTTCCAGAAAGACGTCGTCGCGTT #######################B0*0B99*D??>DB8?C1@8<8A:41;= XA:i:1 MD:Z:1G0C0T0C0A0G18A25 NM:i:7
DD61XKN1:101:D0EKPACXX:1:2208:19469:21286 0 3R 339 3 51M * 0 0 TCAGACACTGTCGGCCAGANTCATTTTCCAGAAAGACGTCGTCGCGTTGAC @@@DDD8DFFDFFIDF1CF#2AEGFIIF@EB=CD XA:i:1 MD:Z:19T31 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1304:18506:91672 0 3R 361 11 51M * 0 0 ATTTTCCAGAAAGACGTCGTCGCGTTGACAAGCTTAAATTCGTAGCGGGCA @@CD?DBDFHGDFGHICEFC?CFDFBG=@FH@9BFGFCCFFHDHG>:@GHG XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2305:19231:72018 0 3R 384 23 51M * 0 0 GTTGACAAGCTTAAATTCGTAGCGGGCGCCAGTAGGACGACCCAGGGGATA @@@D?DD>?DHFHG+A==@'59=(6(39;?? XA:i:0 MD:Z:45T5 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2107:15978:5397 0 3R 389 29 51M * 0 0 CAAGCTTAAATTCGTAGCGGGCGCCAGTAGGACGACCCAGTGGATATCGTC @@@FFBDDHHGHHIDFEGGIJF:F*?GDD:@@FEHDDGE7=??=;CE2=>BC6;@=; XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1303:9692:124869 16 3R 400 6 51M * 0 0 CGATCTCGGGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAG ########A?(BBDCFFB??C:CFADD@FDFHDFE@FH6?C9?FGFFFA1)88?BF*BBB(8=CG(;8)7C XA:i:0 MD:Z:45G0A1A2 NM:i:3
DD61XKN1:101:D0EKPACXX:1:1205:3993:177564 16 3R 408 5 51M * 0 0 GGCGCCAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACG FF@=D3BB@FD@HDFFEFFCEBHGBF@FCA3CB@CHEAHFH?HDDFFD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1201:17678:143204 0 3R 413 3 51M * 0 0 CAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCA @@@DDDD>DCFAFADFBE?D@EBGG?C;@FGCFHHICEGIBHB=@C##### XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1204:6403:23100 16 3R 413 4 51M * 0 0 CAGTAGGACAACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCA ############DB?????@@?88CC9A:3+4@E;BA+A:BD>DA:=:7?1 XA:i:0 MD:Z:9G41 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2301:11427:64315 16 3R 413 10 51M * 0 0 CAGTAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCA JHF=IJIGIHGJJJIJJIJHHGIIIHFJJJJJJHJJJIHHHHHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1203:4885:175695 0 3R 416 36 51M * 0 0 TAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCC =?;D?B@@FDF?F+ACGBHGGE??FA?FHEIADDG@<<(6BCH(.=@@;CA XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1301:1384:121298 0 3R 416 5 51M * 0 0 TAGGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCC CCCFDEFFHHHHHGIIIJIGHIJIJIJJFCHJJJJIJIHIJIJIJJIIIJI XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1207:10462:36321 0 3R 418 31 51M * 0 0 GGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCA @@@DD@DDABDFFGABEDBGCGGBB>FGIJ=8DHE@.@D>B(=CE>FH;;@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1307:4428:77090 16 3R 418 13 51M * 0 0 GGACGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCA =IHHEDGGIGF?BGA?IIGHDFBJJIHIGJJIIJJIGGF@GHDDHGHFFDFF@CC XA:i:0 MD:Z:1A49 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2203:5030:49537 16 3R 424 21 51M * 0 0 CACAGTGGATATCGTCAGTTGAACCAGGGGATACGTAGCAGCCCAGTTACA ##HGFIGHFD;FGBDDHIGIGIIIIGGHFA3+GC<4@?HHHHHDDDDD@@@ XA:i:1 MD:Z:1C29A19 NM:i:2
DD61XKN1:101:D0EKPACXX:1:2202:11507:147190 0 3R 436 24 51M * 0 0 CGTCAGTTGAACCAGGGGANACGTAGCAGCCCAGTTACATTGCTCGGGAGG ??;=A8DDDA?DD>EEE@E#2CC=C=3;A;;0DDD7DDFFEEH)@:@:1?DEH4DCFHGFEH;AA@ XA:i:0 MD:Z:49T0G0 NM:i:2
DD61XKN1:101:D0EKPACXX:1:1203:5003:27314 16 3R 474 36 51M * 0 0 AGTGCTCGGGAGGGGTAAAGAGCTTGACGCCAGCGCGTGCGTAGAGTGAAA ################DF=8G?DHGDGHGHB@AC##### XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2303:15856:134002 0 3R 478 2 51M * 0 0 CTCGGGAGGGGTAAAGAGCTTGACGACAGCGCGTGCGTAGAGTGAAAGTAT @@@FFFDFHFH>AEE>CC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2104:6954:171255 0 3R 483 38 51M * 0 0 GAGGGGTAAAGAGCTTGACGACAGCGCGTGCGTAGAGTGAAAGTATGAGAT ==?DDA8DF?D?;:CA?:3<):8?0?7?-<5;;(7.7CE>>777A#### XA:i:0 MD:Z:47C0A1G0 NM:i:3
DD61XKN1:101:D0EKPACXX:1:2307:7881:196830 16 3R 493 36 51M * 0 0 TAGCTTGACCACAGCGCGTGCGTAGAGTGAAAGTATGCAAGGAGATTCGCG AFEE>DC;HF;HGGHGGDG@ECG@F?H?HGIIGIIIGBDF>D>DDDDD@?< XA:i:0 MD:Z:0G8G41 NM:i:2
DD61XKN1:101:D0EKPACXX:1:1202:12689:141385 0 3R 496 13 51M * 0 0 CTTGACGACAGCGCGTGCGTAGAGTGAAAGTATGCAAGGAGATTCGCGATC @@@D=D:DD6:?FHE?DFH??GDH9??B?D9BFCFHGEAFEAGGHDHH6=A XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2207:10715:109420 0 3R 496 25 51M * 0 0 CTTGACGACAGCGCGTGCGNAGAGTGAAAGTATGCAAGGAGATTCGCGATC @@@DFFFFH?FHFBE1CDB#08?D?FHEEE?FCGGIIGGCGAAA@EEEBCA XA:i:1 MD:Z:19T31 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2204:18234:179424 16 3R 533 5 51M * 0 0 CTAGATTCGCGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTG #?=-48@6(?*/900*??9@?DAEEEFA<+EIEEBEDC>DDDAB44<;? XA:i:0 MD:Z:0G0G49 NM:i:2
DD61XKN1:101:D0EKPACXX:1:2304:8751:2632 0 3R 556 5 51M * 0 0 CGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGTGCGTGTGTTTCAAC CCCFFFFFHGHHHJGIIIJIIIJBHIJIJJJFBADCGHGGCFEGGGIJJIC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2203:1524:184251 0 3R 574 29 51M * 0 0 CCAGGGCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGA @@@DDDDDHHHHHIG9CFH+3@CEGFHHIIICDGHGIIDFDEGI6F'=;D@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2102:8875:72443 16 3R 576 40 51M * 0 0 AGGGCTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGG EDA@DCGIIIGEGHFHEFB?IIIHG@GIIHAGEGGHEA+BBFGFDFDF@C@ XA:i:1 MD:Z:1G0G35G12 NM:i:3
DD61XKN1:101:D0EKPACXX:1:2101:3407:141094 0 3R 580 17 51M * 0 0 CTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAG 11=DDEFFHHDFCGEHIGFFHIJHGFHIIIIIDEHGEG:(08==BFGG### XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2303:12087:40107 0 3R 580 12 51M * 0 0 CTTGCTTGTGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAA ?@@DDDDDF+IIGGAHGHDGFHDHGFFFFF@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2105:6289:140892 16 3R 581 39 51M * 0 0 CCGATCTTGTGTGCGTTTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAGG #####@@A8'-7;7?9)BDIEDBDD@?DE?F@@1<+AABDCA??BDD:??? XA:i:0 MD:Z:0T0T1C1T0G9G34 NM:i:6
DD61XKN1:101:D0EKPACXX:1:1103:12128:78055 16 3R 587 7 51M * 0 0 TCGTGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTG #####BEECD?;1 XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1104:5082:17741 16 3R 590 8 51M * 0 0 TGTGCGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCA AGGIGIIFIJJJIJIIIJJJJJJJJJHIIIIJIJJJJJHHHHHFFFFFCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1302:13170:74786 16 3R 594 18 51M * 0 0 CGTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTG 8A?IGGIIGEHGGAGHFHDIHIIIIIJIIEEIIGGHBIF>FFF?FDBD@@? XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2307:14759:121417 0 3R 595 10 51M * 0 0 GTGTGTTTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGA =+:BD?DDHIHEHHDDHDDD?D@?@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1305:6666:159819 0 3R 606 24 51M * 0 0 CTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCCTTAA @@CFFD@DHHHHHJFED@FHIGGIEHJJJIJJJJJJIBFEEHJIIIIJJJJ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2201:16418:139923 0 3R 607 5 51M * 0 0 TCCGGTGTGCGAGTGTGAGCGCAGGGCTTTGCCAGGTGATAATGCCTTAAC @@@DD?D:FFF??1AFBF@?:)C:*?@ECA+3#E:?<>C?DAF;D???D@@@ XA:i:1 MD:Z:31A19 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2207:2606:158481 16 3R 616 7 51M * 0 0 CGAGTGTGAGGGCAGGGCTTTGCCAGGTGATNATGCCTTAACTGTCCCTTG JIIIJIGIHGJJJJIJJGJJJIIHF9HFFA3#HGFIHBHDHHFDDFFFC@@ XA:i:1 MD:Z:31A19 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1304:7344:178232 0 3R 626 13 51M * 0 0 GGCAGGGCTTTGCCAGGTGATAATGCCTTAACTGTCCCTTGTATTCGGGAG @<@DFFDDFHGFHHGGEBB>AFBH@HGIGIGEGEDGIGGFCB?GDFGIF@6 XA:i:0 MD:Z:49C0T0 NM:i:2
DD61XKN1:101:D0EKPACXX:1:2108:6658:122648 0 3R 628 12 51M * 0 0 CAGGGCTTTGCCAGGTGATAATGCCTTAACTGTCCCTTGTATTCGGGCTAG @@@DEHBAHHGFHE?CGCDGH*?DED>D@BHCG XA:i:0 MD:Z:49T0C0 NM:i:2
DD61XKN1:101:D0EKPACXX:1:2206:14847:13155 0 3R 628 6 51M * 0 0 CAGGGCTTTGCCAGGTGATNATGCCTTAACTGTCCCTTGTATTCGGGCTTC @@CFFFFFHGHFFGGFGGC#3:AFHHGGIJJJGHCGGIGEEGJJJIFIGID XA:i:1 MD:Z:19A31 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1301:9974:152868 16 3R 629 35 51M * 0 0 AGGGCTTTGCCAGGTGATAATGCCTTAACTGTCCCTTGTATTCGGGCTTCG >AHGFIHHGIHCGIICIDB3CIGHFGGGGGGHGJIHHHFBCC?FFDDF@@? XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2307:18343:74834 0 3R 636 31 51M * 0 0 TGCCAGGTGATAATGCCTTAACTGTCACTTGTATTCGGGCTTCGTCTTCGC BCCFFFFDFHHHGJJJJJJJIJJJIIIJJJJHIJJJIIIJJJJIGIIJIJF XA:i:1 MD:Z:26C24 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1105:16709:8151 0 3R 638 24 51M * 0 0 CCAGGTGATAATGCCTTAACTGTCCCTTGTATTCGGGCTTCGTCTTCGAGA ??GHFHFFFE9FHI<4CBHIIIEGCFGBDDFDFEII XA:i:0 MD:Z:48C0A1 NM:i:2
DD61XKN1:101:D0EKPACXX:1:1304:21148:23590 16 3R 643 16 51M * 0 0 TGATAATGCCTTAACTGTCCCTTGTATTCGGGCTTCGTCTTCGCAAATTCG >GE@>HGIGIHGGH?GIIIIIGGGFFEGEIHGBDF?HIDFHHDDDDD=@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1304:11733:71752 0 3R 646 4 51M * 0 0 TAATGCCTTAACTGTCCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAAC @@@DDDDDDHH?F@F?FEHIGEAECECF XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1106:13439:157292 16 3R 654 37 51M * 0 0 TAACTGTCCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAACAACAGTAT C?7(5@==DDBBADBDD0BDD??D?C111C19FEDC3EDD=DDADDBD?:= XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1204:5265:178358 0 3R 662 23 51M * 0 0 CCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAACAACAGTATTCTTGATT @@@DD;DDDDHHFIGE@@A1AFEE6?F8DF>BFHGIIB=;B?DH)=BF=B# XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1305:16468:51686 0 3R 674 16 51M * 0 0 GCTTCGTCTTCGCAAATTCGAACAACAGTATTCTTGATTGATGCAGTTTTA @@@D?DD;?D?FFIIGHGEHGGHGEIHI*:CAFG@HCH9FADBDHHADFFF@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1302:19769:70993 0 3R 699 16 51M * 0 0 CAGTATTCTTGATTGATGCAGTTTTACAGCGACTTTGTGTGTGCGTATGCT @@@DDDFFHHHHHJJIGIIEIEHIJHHGGHIIIJJJIHIJIHHJIGIIIIG XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2106:7819:174823 16 3R 705 26 51M * 0 0 TCTTGATTGATGCAGTTTTACAGCGACTTTGTGTGTGCGTATGCTGTCACC IHCHEGEIIHF>HCGGDIGAGBGGFEHGHGF;GDE?FBCDA>D?AB+D?;= XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2106:3249:124995 0 3R 706 11 51M * 0 0 CTTGATTGATGCCGTTTTACAGCGACTTTGTGTGTGCGTATGCTGTCACCA 8=?D+?BDA<>F+FBB<=FIFEFDD?@6:BFDDBFDCC+7CEA3<,>FEC;FBDD:DDB?=;? XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2102:19912:17388 16 3R 725 30 51M * 0 0 CAGCGACTTTGTGTGTGCGTATGCTGTCGCCATACTATGTTCGAGTGTGTG GJHEEHFJJJJJIGJJJJJJJJJJJIHF9GCA3FHGJJHHHHHFFFFFCCC XA:i:2 MD:Z:28A3C18 NM:i:2
DD61XKN1:101:D0EKPACXX:1:2202:10607:84579 0 3R 731 15 51M * 0 0 CTTTGTGTGTGCGTATGCTNTCACCACACTATGTTCGAGTGTGTGTGCGCT @CCFFDDDHHHHHIJGIJJ#3ACHHJIGIJIIIJJJJFGCDBGDCGIIEII XA:i:1 MD:Z:19G31 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2206:11281:58120 0 3R 731 12 51M * 0 0 CTTTGTGTGTGCGTATGCTNTCACCACACTATGTTCGAGTGTGTGTGCGCT @@CF1ADEGHHHGIIIIEH#3AAGIJJIJJGIGIIJI?FBFBFGGHIJJJF XA:i:1 MD:Z:19G31 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2205:21060:199305 0 3R 732 1 51M * 0 0 TTTGTGTGTGCGTATGCTGACACAACACTATGTTCGAGTGTGTGTGAGCTT ;??D:B;+CBDEDFFC?BFF@=FFF XA:i:0 MD:Z:33G17 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1205:2404:28940 16 3R 753 23 51M * 0 0 ACCACACTATGTTCGAGTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCG DC@7=7;=756.(B8/?;?D80:60?:):1D@E:EAAEC4:BD=ADDD8;8 XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2302:17950:187885 16 3R 757 9 51M * 0 0 CACTATGTTCGAGTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAA ?;D@EEEHEIGEFCIGF::EHDGGGEE9IEJIJJIIIHHFGGFDAFFF@@C XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1207:4005:62650 0 3R 763 37 51M * 0 0 GTTCGAGTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGT ;?@A;?D3CCB??<:EEBGGG@ABBAC@DD9FD@?DEBHIIIBHGC?FHI@=AEEH XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2306:9443:65280 16 3R 767 17 51M * 0 0 TTTGTTGGGTGCGATGTTGTTTTTGTGAACCCAATCGCGAACACGGTTGTG ###################B?0*0**8BCIIIIIFFEGC+BD??;DDD@@@ XA:i:1 MD:Z:0G0A0G0T0G2T5C1C0G5C21T6 NM:i:11
DD61XKN1:101:D0EKPACXX:1:1307:13797:182614 16 3R 769 16 51M * 0 0 GTGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAG BBBEA=HEHHHFEDIGJJIJJIHDGGHIIIGIHJJIGIHBFHGFFDFFCBB XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2305:6498:125765 16 3R 770 33 51M * 0 0 TGTGTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGC FFEHEEEGIHFGHD;JIGGFGCIIGDGIJIIEIIDJIGFDHGHFFFFFCCC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1206:9986:159404 16 3R 773 33 51M * 0 0 GTGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAG ###########?9B?*BD?9B1D@?1E?)F@DEEEEC+3DADDB=2+;??; XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2303:20942:122880 0 3R 774 4 51M * 0 0 TGTGCGCTCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAGT @@@DDFFFGHFFGIBFFHGGIHB;FHEHGFHIIIG;EGGGHHC= XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2203:9722:164274 0 3R 826 6 51M * 0 0 GCTCTGTCTGCGCGGCGAGGAATATCCGCTTACCTAAACGAAAAGTTCTCT ?<@D?BBBB:C?@F)1:67(.8)88=@;CEAGE?;CH@@?BCCB>AC@@;> XA:i:1 MD:Z:19A31 NM:i:1
DD61XKN1:101:D0EKPACXX:1:2107:19883:88206 0 3R 827 39 51M * 0 0 CTCTGTCTGCGCGGCGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTA C@@FFFFFHHHHHGGEHBGGIICIFHIIJBGEHIGHFHGEDFDEAEDFDDA XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1204:2063:176794 0 3R 829 4 51M * 0 0 CTGTCTGCGCGGCGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGC CCCFFFFFFHHFFGGGGGG@DFGGGIJJIJGIGGHHHHFFCDCEACACACC XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1105:19061:44291 0 3R 833 38 51M * 0 0 CTGCGCGGCGAGAAATATCCGCTTACCTAAACGAACAGTTCTCTAGCGTCG @@@DBDFFHHFDD6;DFIEHGIIIIIIIF))7;-?',;;@CCEE(>CB@BD XA:i:0 MD:Z:35A15 NM:i:1
DD61XKN1:101:D0EKPACXX:1:1207:10060:109372 0 3R 841 6 51M * 0 0 CGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGC @CCFFFFFDDFHBEHHBGGIJJ@GEGGGDCDGGGGEF@AGHIIIGIIBH## XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2206:11225:132530 0 3R 842 8 51M * 0 0 GAGAAATATCCGATTACCTNAACGAAAAGTTCTCTAGCGTCGGCCGACGCA ;??DFFDBFHFD+AEEHGG#3AFBGGIGGIGEAFGHBE>?FHBGEGIHE>9 XA:i:2 MD:Z:12C6A31 NM:i:2
DD61XKN1:101:D0EKPACXX:1:2102:6645:61102 16 3R 845 15 51M * 0 0 AAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGCACGG #FDDDCFDHEEHAHEAEHHBGJJIHHGGDGGFIGIIGJHHGHHFFFDD@@@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1204:16871:43292 16 3R 852 36 51M * 0 0 CGCTTCCCTAAACGAAAAGTTCTCTAGCGTCGGCCGACCCACGGCACCCAG ######DD?;7.A?EED@C9CC=AB07?80?)CC8A11)?ADDAA=?D??? XA:i:1 MD:Z:5A32G12 NM:i:2
DD61XKN1:101:D0EKPACXX:1:1201:12030:7462 16 3R 858 16 51M * 0 0 CCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGCACGGCACCCAGGCACAC >;;DCAA>FFDDECCC?8EEGA>GBIIFHFEGEE@DFFC?;CFE@7CA@73@-'EFGFFBGE?;A<3#@GC;IIFFBA==:DDD;?? XA:i:1 MD:Z:17C13C19 NM:i:2
DD61XKN1:101:D0EKPACXX:1:1106:1847:178079 16 3R 873 22 51M * 0 0 CTCTAGCGTCGGCCGACGCACGGCACCCAGGCACACACACAGCCACATTTG >C?BBCEHGA>HBGFDHEFDGEG@CGHH>DC@CCGHCBBDACHGIIIIGEE XA:i:2 MD:Z:0A18T31 NM:i:2
DD61XKN1:101:D0EKPACXX:1:1105:19632:149442 16 3R 905 21 51M * 0 0 ACACACACAGCCACATTTGCAGAAATACCACTACATACGAAACGAACGTGG 9;BB9F;EGGHDBDDDD@@? XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2205:7552:113912 16 3R 923 24 51M * 0 0 GCAGAAATACCACTACATACGAAACGAACGTGGCCAGCACACAAGCGAAAC JJJIEIGGBGEIIGHIHGHJHHIIIGEGC<33JIIHAHBFDHDFFFFFCC@ XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:2106:3808:44443 16 3R 952 36 51M * 0 0 GTGGCCAGCACACAAGCGAAACCGGAAAATCCACATTTTTTAGACCTGCTC ;IGHDGF9D;D?GCIDGHAGGGGEIGHHGAEEAFF:EIHDFA3A:B1=?=; XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1303:14193:51530 16 3R 967 13 51M * 0 0 GCGAAACCGGAAAATCCACATTTTTTAGACCTGCTCTCTGTCCCGCGTCTC ###BDB:FAECFEC7;=.==6IIIFF?092?0869?9??:):FD?AAA=:1 XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1302:9341:73955 16 3R 993 3 51M * 0 0 AGACCTGCTCTCTGTCCCGCGTCTCTCATCTCTTTTCATTACGCTCTCGAC ##########?;1;'GHF?8??:C?:3?<91B@IHF?1;B?FBD?DDD??? XA:i:0 MD:Z:51 NM:i:0
DD61XKN1:101:D0EKPACXX:1:1307:16416:121526 16 3R 995 8 51M * 0 0 CGATCTTCTCTGTCCCGCGTCTCTCATCTCTTTTCATTACGCTCTCGACTG #############IG@@?31?*D<@EGE=CHHHC9+1:3R
GAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA
CTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC
AGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG
CCTACCTGCGTCACCAATGA
>chr_cigar
GAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA
CTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC
AGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG
CCTACCTGCGTCACCAATGA
================================================
FILE: deeptools/test/test_data/testA.fa.fai
================================================
3R 200 4 60 61
chr_cigar 200 219 60 61
================================================
FILE: deeptools/test/test_data/testA.sam
================================================
@HD VN:1.0 SO:unsorted
@SQ SN:3R LN:200 M5:a3becd17b758c9026ef5df3b781407b8 UR:./testA.fa
@SQ SN:chr_cigar LN:200 M5:a3becd17b758c9026ef5df3b781407b8 UR:./testA.fa
DD61XKN1:101:D0EKPACXX:2:2103:15826:166544 0 3R 101 10 50M * 0 0 TCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTA @CCFFFFFHGHHHIJIIIJIJJJHJJJJJGIJJJHJJJJF*?HHHIJHEH XA:i:0 MD:Z:0C0A1A1G0T0A0C0A3G0T0A0G0G0C0C1G0T1C0T1A0G0T1C0T1G2C0A1G0C2C2A1C0 NM:i:32
DD61XKN1:101:D0EKPACXX:2:1107:3353:155198 16 3R 151 40 50M * 0 0 GTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTA HEGIGEGD@GHHHGHFDEIHEFGIIHGF?CEF?BGGBCHHFFFDDDDA@@ XA:i:0 MD:Z:0T0G0T0T1G0T0A0G0A0T1A1C0C0A0T0T0T0C0C0C0T0T0C0A0G0C0G0C0C3C1G0C2C0A0C1A1T0G1 NM:i:38
DD61XKN1:101:D0EKPACXX:2:1107:3353:155198 0 chr_cigar 11 40 10S20M10N10M10S * 0 0 GTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTA HEGIGEGD@GHHHGHFDEIHEFGIIHGF?CEF?BGGBCHHFFFDDDDA@@ XA:i:0 MD:Z:0T3T0G0T0A0G0T0C0T0C0T0T0G0A0C0A2C0A0G0G0T0A0G0C1 NM:i:34
================================================
FILE: deeptools/test/test_data/testB.fa
================================================
>3R
GAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA
CTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC
AGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG
CCTACCTGCGTCACCAATGA
================================================
FILE: deeptools/test/test_data/testB.fa.fai
================================================
3R 200 4 60 61
================================================
FILE: deeptools/test/test_data/testB.sam
================================================
@HD VN:1.0 SO:unsorted
@SQ SN:3R LN:200 M5:a3becd17b758c9026ef5df3b781407b8 UR:./testB.fa
DD61XKN1:101:D0EKPACXX:1:1108:19948:91754 16 3R 51 10 50M * 0 0 ATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCCAGTACTTA HHHFDIJJHEJJJJJJJJIJHHHIJJIIGGJIGIHF>GFFBHHFFFFFCC XA:i:0 MD:Z:0T1G0T2T0A0A0A0C0T0C0A0A0G0A0T1T2A0G0G0T0G0A0A0T0A0G1C0C0T0G0T0A0A0G1C0C2T0A0A1 NM:i:39
DD61XKN1:101:D0EKPACXX:1:2102:10665:57593 0 3R 101 20 50M * 0 0 TAAGCCCTATAAACATATGTACATAGGTAGGCCAGTACTTAGTGCTGGCA CCCFFFFFDHHFFHGFBFFDEHD>?BHHH9FGGFBGIGGIII@@FD XA:i:0 MD:Z:2T0T1G0T0A1A0T0T0A1C0C0A0T1T0C0C0C0T1C0A0G0C0G0C0C0T0A0C0C1G1G0T0C0A1C0A0A0T0G0A0 NM:i:40
================================================
FILE: deeptools/test/test_data/test_filtering.blacklist.bed
================================================
3R 800 900
================================================
FILE: deeptools/test/test_data/test_filtering.fa
================================================
>3R
GAATTCTCTCTTGTTGTAGTCTCTTGACAAAATGCAATGGTCAGGTAGCGTTGTTCTAAA
CTCAAGATTTAAAGGTGAATAGTCCTGTAAGCCCTATAAACATATGTACATAGGTAGGCC
AGTACTTAGTACTGGCACATGCCGCTGATCTGTTAGTAGATTATCCATTTCCCTTCAGCG
CCTACCTGCGTCACCAATGATGAGGTCGAGACAGAATCCTACTAGTACCTGCCTCGAGTC
GATCGGGCAGAGAGCGAGAAATGGTAAGCAGGTGAGTGAGCGCAGAGAGCGTCTTTCGAC
GACTCTTTCGTCGCGAGCAAACAACAAGTAGACGTCGCTCAGACACTGTCGGCCAGATTC
ATTTTCCAGAAAGACGTCGTCGCGTTGACAAGCTTAAATTCGTAGCGGGCGCCAGTAGGA
CGACCCAGTGGATATCGTCAGTTGAACCAGGGGAAACGTAGCAGCCCAGTTACATTGCTC
GGGAGGGGTAAAGAGCTTGACGACAGCGCGTGCGTAGAGTGAAAGTATGCAAGGAGATTC
GCGATCAGAACCTCACGACGCCATATTTGTTTTCCAGGGCTTGCTTGTGTGTGCGTGTGT
TTCAACTCCGGTGTGCGAGTGTGAGGGCAGGGCTTTGCCAGGTGATAATGCCTTAACTGT
CCCTTGTATTCGGGCTTCGTCTTCGCAAATTCGAACAACAGTATTCTTGATTGATGCAGT
TTTACAGCGACTTTGTGTGTGCGTATGCTGTCACCACACTATGTTCGAGTGTGTGTGCGC
TCGTGTTTCTGTGAACCCAATCGCGAACACTGTTGTGAGCCAGTGGCTCTGTCTGCGCGG
CGAGAAATATCCGCTTACCTAAACGAAAAGTTCTCTAGCGTCGGCCGACGCACGGCACCC
AGGCACACACACAGCCACATTTGCAGAAATACCACTACATACGAAACGAACGTGGCCAGC
ACACAAGCGAAACCGGAAAATCCACATTTTTTAGACCTGCTCTCTGTCCCGCGTCTCTCA
TCTCTTTTCATTACGCTCTCGACTGGAACGCAATACCAAGACCACAATCAACAGCTACAG
CTTTAGGTGTTTGAAGGTAGATTACGTAGTTGCAATGGGCGACTCCACGCCCATTTGCCG
ATGCCGAGTACTTTATCTGGGCAGTGCCGTGCCCCGACAGAGCAAGGATGGGCTGCAGGG
CATCCAGGAGCCGCTGCGAAGCCTGTATCCTTCGGAAGGGGCGGTGGGCGCCAAGGGCAT
CGACAGCTGGCTAAGCGTCTGGTCCAACGGCATCCTGCTGGAGAACGTGGACGAAAACCT
CAAACAGATCACGCGCTTTTTCCCGATCGAGTCGCTACACTACTGCGCCGCCGTTCGCCA
AGTGCTCATCCCAGAGCGCGGAAACACCCACCCGGAACCAAAGTTCCTCCCTCTGGACTC
GCCTTTTGCGCGAATGCCGCGCGCTCAGCACCCACCCATTTTCGCTGCTATTCTGCGACG
================================================
FILE: deeptools/test/test_data/test_filtering.fa.fai
================================================
3R 1500 4 60 61
================================================
FILE: deeptools/test/test_data/test_paired.sam
================================================
@HD VN:1.0 SO:unsorted
@SQ SN:chr2 LN:5010000
HWUSI-EAS616:7:89:1518:3543#0 99 chr2 5000027 255 36M = 5000355 364 TGTAACAATTTACTTGATTGTTCTCAAGGATGTGAT S\dbdcfaaccbbcccc^dcdc^c^YaaabaaWdaa XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:23:12543:6958#0 83 chr2 5000081 255 36M = 4999776 -341 CTTTGTTGTTCTCCTGTCCATTTCTCACAAAGCTGG hhhhhhhghfhhfhhhhhhfhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:6:10857:18740#0 83 chr2 5000191 255 36M = 4999866 -361 GTTAGGGGCAATCCTGATTCACAGTTAGCTTCTTAG ggggggggegggggggffcfdgggggggggggdggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:93:7807:15274#0 163 chr2 5000304 255 36M = 5000676 408 GAGAGGGAGAGGGAGAGGGAGAATGAAGCAGGAATG hhhhhhhhhehhhhhhhhhehhhhghhhfhhhfghh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:89:1518:3543#0 147 chr2 5000355 255 36M = 5000027 -364 AGGTCATCAGGCTGGAATTTCAGGTAAGAATTACCA R]bT]`eRd^db]baY`W_W^_\]\_XZUZVVNVHU XA:i:1 MD:Z:34A1 NM:i:1
HWUSI-EAS616:7:21:17769:5446#0 163 chr2 5000385 255 36M = 5000496 147 TTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG hhhhhhghhhhhhhhhhhhhhfhhhhhhhhhgghdh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:49:8992:4457#0 99 chr2 5000385 255 36M = 5000496 147 TTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG de\dc\fffdf^cdfe\cff_ffffffdafgcgggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:21:17769:5446#0 83 chr2 5000496 255 36M = 5000385 -147 TACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC ghhahhgghhdffccfhhhhhhhghhdfffffdfff XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:49:8992:4457#0 147 chr2 5000496 255 36M = 5000385 -147 TACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC hehhhhgghhgchhghfhhfafhhffhhhhhfdfff XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:86:18020:6752#0 99 chr2 5000560 255 36M = 5000906 382 AACACCAATCACATAAAGAATGTGTCTCCACAGAAG hhgahhhhhghfhhhhhghhhh_cghfhhfhchghh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:93:7807:15274#0 83 chr2 5000676 255 36M = 5000304 -408 AAAACTTATCAGTTTTTAAAGGTTACTGAGGGCTTG hhhghhhhhghhhhhhghhhghhhhhhhdhghhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:64:3102:21101#0 99 chr2 5000737 255 36M = 5001136 435 TTGAGGTCAACCTGGGTTACATGGCAAGACCTTGGT hhhhhhghhhhhhhhhfhhhhhhhhhhhghhhhhgf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:36:16424:18394#0 163 chr2 5000820 255 36M = 5001193 409 TGAAAAGGCATACGGAGCAGCTGATGTTTCTCCAAC hhhhhhhghhhhhhhhhfghghhfhgdhhgehhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:50:18110:21009#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT ffffccafacfffcfahffdfaffc`a`^`ddfdh] XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:111:14171:9899#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT hhhhhhhhhhhhhhhhghhhhhgefhhhhhhhhhgh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:114:18552:5841#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT hhhhhhhhhhhhhhghehhhhhhhhhhhfhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:8:2829:6484#0 99 chr2 5000835 255 36M = 5001214 415 AGCAGCTGATGTTTCTCCAACATCATCCTGGTGTGG hhhfhhhghhhhhhghhhhchghhghhhghhghhhh XA:i:1 MD:Z:28C7 NM:i:1
HWUSI-EAS616:7:4:16767:6127#0 163 chr2 5000856 255 36M = 5001242 422 ATCATCCTGGTGTGGGGAGGTAGAGGCAGAGGATCA hhghhhhhhc^edeec__]_cfccfdfffW_fdad_ XA:i:1 MD:Z:7C28 NM:i:1
HWUSI-EAS616:7:66:4289:12506#0 99 chr2 5000868 255 36M = 5001183 351 TGGGGAGGTAGAGGCAGAGGATCAGGAGTTCATGTT hhhhhhhhdhhghghggghhehhhhhehehfhhhfh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:86:18020:6752#0 147 chr2 5000906 255 36M = 5000560 -382 CCCCTAGCTTTATGCTGTCCATGGTTCATCATCTCT hchhfdhghhfghfahhhhhhhhfhhhhhhhghheh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:23:8152:13433#0 163 chr2 5000926 255 36M = 5000988 98 ATGGTTCATCATCTCTTATGGCCCATATTAGTCATT hhhhhhhhhhhhhhhhhhhghhhhhhehhhhhhehh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:103:13675:10395#0 163 chr2 5000926 255 36M = 5000988 98 ATGGTTCATCATCTCTTATGGCCCATATTAGTCATT ffffahhhhfffgfhffh]f]fddfd_fffdcfff\ XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:106:13391:17723#0 163 chr2 5000938 255 36M = 5001303 401 CTCTTATGGCCCATATTAGTCATTGTGCCATTCAAA hhhhhhhhhhhhhhhhhhhghhghhehhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:23:8152:13433#0 83 chr2 5000988 255 36M = 5000926 -98 AGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC hhhhghghhhhhhehhhgdhhhhhhghhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:103:13675:10395#0 83 chr2 5000988 255 36M = 5000926 -98 AGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC f_ffcfdddcaV`XZa[dadcaWcadddaccd[fcf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:116:8653:16765#0 99 chr2 5001011 255 36M = 5001141 166 CTGTATCCTGGACCCTAGGGATGCAACAGTGGCAAG hhghghhhhfhhhhhhhhhhffhhhhgghghfhfhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:81:1971:19006#0 99 chr2 5001026 255 36M = 5001396 406 TAGGGATGCAATAGTGGCAAGATGTGGTTTCTGCTC hhhhhhhhhhhghfhhhhhhghhhhhhghhhhhghd XA:i:1 MD:Z:11C24 NM:i:1
HWUSI-EAS616:7:39:11820:4528#0 163 chr2 5001051 255 36M = 5001401 386 GGTTTCTGCTCTTCATTGTGAGCTGACTTGGCTGAG hhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:25:4767:20646#0 163 chr2 5001115 255 36M = 5001378 299 TCAGAGAGGATAACGTAAGGTAACTCAGAGATATGC ghhfhhcaahe^d`ebfddc^ad`dada[cVb`^^c XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:2:14523:20268#0 163 chr2 5001116 255 36M = 5001234 154 CAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA ghghhhhhfgchghcecfchhchhhghchchehhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:79:5441:2939#0 163 chr2 5001116 255 36M = 5001234 154 CAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA ghcghfhhhchhhffffaffffacffa_f[fafcaf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:50:18110:21009#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG \Z_aa^XY^aa\aaaa\^S^cd^dddYccffb\f_f XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:111:14171:9899#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG hhghhhhhhhhhhhhhhhhhhhhghhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:114:18552:5841#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG hhhhhhghhhhgghhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:64:3102:21101#0 147 chr2 5001136 255 36M = 5000737 -435 AACTCAGAGATATGCACAGGAAGTTGCATATTTGCA afghhhhgghgehghghhhhhhhhhhfhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:116:8653:16765#0 147 chr2 5001141 255 36M = 5001011 -166 AGAGATATGCACAGGAAGTTGCATATTTGCAATAAA hhhhhhhhhgghhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:66:4289:12506#0 147 chr2 5001183 255 36M = 5000868 -351 CACAGCAGAACTATTAGATCCAGGCACTCACTCAAC hghhhhfffcfddfbdhhhfhhhhhghhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:36:16424:18394#0 83 chr2 5001193 255 36M = 5000820 -409 CTATTAGATCCAGGCACTCACTCAACGTGGATTCTG dbddcbfhehhehffdghhghhggghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:8:2829:6484#0 147 chr2 5001214 255 36M = 5000835 -415 TCAACGTGGATTCTGGGCTCTTCAGCTCTGATCTCT ghhhhhfhhhhhhhhhhhhhhhhhhhhhghhfhhgg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:3:9592:15607#0 163 chr2 5001227 255 36M = 5001568 377 TGGGCTCTTCAGCTCTGATCTCTTTAGCTCTGATTT hhhehhhhhhhhhhfhhhhghghhhhhhhhhhhhgh XA:i:2 MD:Z:24C6C4 NM:i:2
HWUSI-EAS616:7:2:14523:20268#0 83 chr2 5001234 255 36M = 5001116 -154 TTCAGCTCTGATCTCTTCAGCTCTCATTTGCTCAGA aagggggffgaffafcafeafaggcgaggcgfeggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:79:5441:2939#0 83 chr2 5001234 255 36M = 5001116 -154 TTCAGCTCTGATCTCTTCGGCTCTCATTTGCTCAGA gdd`baWfafedd`ae`dKadfcfffaaffdfffff XA:i:1 MD:Z:18A17 NM:i:1
HWUSI-EAS616:7:4:16767:6127#0 83 chr2 5001242 255 36M = 5000856 -422 TGATCTCTTTAGCTCTGATTTGCTCAGACTGTCTAT fggfggaffffcefgaffddf_^ggggeggfgcgdg XA:i:2 MD:Z:9C6C19 NM:i:2
HWUSI-EAS616:7:106:13391:17723#0 83 chr2 5001303 255 36M = 5000938 -401 GTCTGCAGTCAACTGGCAGTCCCTCTCAGGGAAAAT hhhhhhhhhghghhhhhhhhhghhhfhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:25:4767:20646#0 83 chr2 5001378 255 36M = 5001115 -299 GAAAGTGCTCTTTGTCAGACTAAGACCTTTTAATTT gffff_ggaggfaffca^_a\ffd`afgcggggggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:81:1971:19006#0 147 chr2 5001396 255 36M = 5001026 -406 ACTAAGACCTTTTAATTTGTCCCATTTTAATAGTAC hhhhhhghhhhhhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:39:11820:4528#0 83 chr2 5001401 255 36M = 5001051 -386 GACCTTTTAATTTGTCCCATTTTAATAGTACATATG hhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:29:12313:10611#0 0 chr2 5001492 255 36M * 0 0 AATTGTAAGACCCCCGAAACTGGGGAGACCTCCGCT fd]aeecaaWcdfd_ffffcZ[aaa_\Z]`Z^Z___ XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:39:11820:45288#0 16 chr2 5001701 255 36M * 0 0 GACCTTTTAATTTGTCCCATTTTAATAGTACATATG hhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
================================================
FILE: deeptools/test/test_data/test_paired2.fa
================================================
>chr2
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NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
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GAATTCTTTGTTCAGATCTGAGCCCCATTTTTAATGGGGTTATTTGATTTTCTGGAGTCC
ACCCTCTTGAGTTCTTTATATATATTGGATATTAGTCCCCTATCCAATTTGGGATATGTA
AAGATCCTTTCCCAATCTGTTGGTGGCCTTTTTGTCTTATTGACGGTGTCTTTTGCTTTG
CAGAAGCTTTGCAATTTTATGAGGTCCCATTTATCGATTCTCGATCTTACAGCACAAGCC
ATTGCTGTTCTATTCAGGAATTTTTCCCCTGTATCCATATCTTCAAGGCTTTTCCCTACT
TTCTCATCTATAAGTTTCAATGTCTCTGGTTTTATGTGGAGTTCCTTAATCCACTTAGAT
TTGACCTTAGTACCAGGAGATAGAAATGGATCAATTCGCATTCTTCTACATCATAACCGC
CAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTCCTTTTTCCACTGGATGGTTTTAGCT
CCCTTGGCAAAGATCAAGTGATCATAGGTGTGTGGGTTCATCTCTGGGTCTTCAATTCTG
TTCCATTGGTCTACTTGTCTGTCACCATACCAGTACCATGCAGTTTTTATCACAATTGCT
CTGTAGTACAGCTTTACGTCTGGCATGGTGATTCCACCAGAGGTTCTTTCATCCTTGAGA
AGAGTTTTTGCTATCCTAGGTTTTTTCTTATTCCAGATGAATCTGCCGATTGTCCTTTCT
AATTCTTTGAAGAATTGAGTTGGAATTTTGATGGGGATTGCATTGAATCTGTAGATTGCT
TTTGGCAAGATAGCCATTTTACAATGTTGATCCTGCCAATCCATGAGCATGGGAGATCTT
TCCATCGTCTGAGATCTTTGATTTCTTTCTTCAGAGACTTGAAGTTCTTATCACACAGAT
CTTTCTCTTCCTTAGTTAGAGTCACGCCAAGGTATTTTATATTATTTGTGACTATTGAGA
AAGGTGTTGTTTCCCTAATTTCTTTCTCAGCCTGTTTATTCTTTGTGTAGAGAAAGGCCA
TTGACTTGTTTGAGTTAGTTTTATATCCAGCTACTTCATTGAAGCTGTTTATCAGGCTTA
GGAGTTCTCTGGTGGAATTTTTAGGGTCACTTATATATACTATCATATCATCTGCAAAAA
GTGATATTTTGACTTCTTCCTTTCCAATTTGTATCCCCTTGATCTCCTTTTGTTGTCTAA
TTGCTCTGGCTAGGATTTCAAGTACAATGTTGAATAGGTAGGGCAAGAATGGACAGCCTT
GTCTAGTCCCTGATTTTAGGGGGATTGCTTCCAGCTTCTCACCATTTACTTTGCTGTTGG
CTATTGGTTTGCTGTAGATTGCTTTTATCATGTTTAGGTATGGGCCTTGAATTCCTGATC
TTTCCAAGCCTTTTATCATGAATGGGTGTTGGATTTTGTCAAATGTTTTCTCAGCATCTA
ACGAGATGATCATGTGGTGGTTGTCTTTGAGTTTGTTTATATACTGGATTACGTTGATGG
ATTTCCATATATTGAACCATCCCTGCATCTCTGGGATGAAACCTACTTGGTCAGGATGGA
TGATTGTTTTGATGTGTTCTTGGATTCGGTTAGCAAGAACTTTATTGAGTATTTTTGCAT
TGATATTCATAAGGGAAATTGGTCTGAAGTTCTCTATCTTTGTTGGGTCTTTTTGTGGTT
TAGGTATCAGAGTAATTGTGGCTTCATAGAATGAGTTGGGTAGAGTACCTTCTGTTTCTA
TTTTGTGGAATAGTTTGTGAAGAACTGGAATTAGGTCTTCTTTGAAGGTCTGATAGAACT
CTGCACTAAACCCATCTGGTCCTGGGCTTTTTTTGGTTGGGAGACTATTAATGACTGCTT
CTATTTCTTTAGGGGATATAGGACTGTTTAGATCATTAACCTGATCTTGATTTAGCTTTG
GTACCTGGTATCTGTCTAGAAACTTGTCCATTTCATCCAGGTTTTCCAGTTTTGTTGTGT
ATAGCCTTTTGTAGAAGGATCTGATGGTGTTTTGGATTTCTTCAGGATCTGTTGTTATGT
TTCCCTTTTCATTTCTGATTTTGTTAATTAGGATGCTTTCCCTGTGCCCTCTAGTGAGTC
TGGCTAAGGGTTTATCTATCTTGTTGATTTTCTCAAAGAACCAGATCCTTGATTGGTAGA
TTCTTTGCATAGTTCTTCTTGTTTCCACTTGGTTGATTTCACCCCTGAGTTTGATTATTT
CCTGCCGTCTACTCCTCTTGGGTGAATTTGCTTCCTTTTGTTCTAGAGCTTTTAGGTGTG
TTGTCAAGCTGCTAATGTGTGCTCTCTCTAGTTTCTTTTTGGAGGCACTCAGAGCTATGA
GTTTTCCTCTTAGGAATGCTTTCATTGTGTCCCATAGGGTTGGGTATGTTGTGGCTTCTT
TTTCATTAAACTCCAAAAAGTCCTTAATTTCTTTCTTTATTCTTTCCTTGACCAAGGTAT
CATTGAGAAGAGTGTTGTTTAGTTTCCACGTGAATGTTGGCTTTCTATTATTTATGTTGT
TATTGAAGATCAGCCTTAGTCCATGGTGATCTGATAGGATGCATGGGACAATTTCAATAT
TTTTGTATATGTTGAGGCTTGTTTTGTGACCAATTTGTTTTGAGTTAGGATCTTTTTGCC
TTTTCCATTTTCTTTGATTGTTGTGCCGATGTTCTCTATGGAATCTTCTGCACCTGAGAT
TCTCTCTTCCATCTCTTGTATTCTGTTGCTGATGCTGGCATATATGGTTCCAGATTTCTT
TCCTAGGGTTTCTATCTCCAGTGTTGCCTTACTTTGGGTTTTCTTTATTGTGTCTACTTC
CCTTTTTAGGTCTAGTATGGTTTTGTTCATTTCCATCACCTGTTTGGTTGTGTTTTCCTG
CAATTCTTTAAGGGAATTTTGTGCTTCCTCTTTAATGTCTTCTACCTGTTTAGCAGTGTT
CTCCTGTATTTCTTTAAGTGAGTTATTAAAGTCCTTCTTAATGTCCTCTACCATCATCAT
GAGATATGCTTTTTAAAAATATTTTTATAAGGTATTTTCCTCATTTATATTTCCAATGCT
TTCCCAAAAGTCCCCCATATGCTCCCTCCCCACTCCCCTACCCACCCAGTCACACTTTTT
GTCTCTGGCATTCCCCTGTACTGGCGCATATAAAGTTTGCAAGTCCAATGGCCTGTCTTT
CCAGTGTTGGCCGACTAGGCCATCTTTTGATACATATGCAGCTAGAGTCAAGAGCTCCGG
GGTACTGTTTAGTTCATAATTTTGTTCCACCTATAGGGTTGCAGATCCATTTAGCTCCTT
GGGTACTTTCTCTAGCTCCTCCATTGGGGGCTCTGTGATCCATCCAATAGCTGACTGTGA
GCATCCACTTCTGTGTTTGCTAGGCCCTGGAGATATGCTTTTAAATCCAGGTCTAGCTTT
GTGGGTGTGTTGGGGTGCCCTGGACTGGGCTAAGTGGGAGTGCTGGGTTCTGATGATGGT
GAGTGGTCTTGGTTTCTGTTAGTAAGATTCTTACGTTTACCTTTTGCCATCTGGTAATCT
CTGGAGTTAGTTGTTATAGTTGATTCTATTTAGAGATTGTTTCTCTGGTGATTCTGTTAC
CCTCTATCAGCAGACCTGGGAGACTAGCTCTCTCCTCTGAGTTTCAGTGGTCAGAGCACT
CTCTGCAGGCAAGTGCAGTAGCTGGATGTAAAATTAACTCAATCTGGGCGGTAGTGGTGC
ACACCTTTAATCCCAGCACTTGGGAAGCAGAAACAGGCTGATTTCTGAGTTCAAGGCCAG
CCTGGTCTACAAAGTCTATGACAGCCAGGACCATACAGAGAAACCCTATCTCAAAAAAAA
AAAAAAAAGCAAAAATAAATAAATAAATAAATAAATAAATAACTCAAACAAATCAGTGGC
CTTTCTCTACACAAAATATAAACAGGCTGAGAAAGAAATTAGGGAAACAACACCCTTCAC
AATAGTCACAAATAATATAAAATACCTTGGTGTGACTCTAACTAAGAAAGTGAAGGATCT
GTATGATAAGAACTTCAAGTCTCTGAAGAAAGAAATCAAAGATCTCAGATGATTGAAAGA
TCTCCCGTGCTCATGGATTGGCAGTATTAATATAGTAAAAATGTCTATCTTGCCGAAAGC
AATCTACAGATTCAATGCAGTCCCCAACAAAATTCCAACTCAATTCTTCACTGAGTTAGA
AAGGGCAATTTGCAAGTTCATCTGGAATTAAAAAACAAAAAACAACAAAAAAAACCCACC
TAGGATAGCAAAAACTATTCTCAACAATAAAAGAACCTCTGGTGGAATCACCATGCCTGT
CCTCAAGCTGTACTACAGAACAATTGTAATAAAAACTGCATGGTACTGGTACAGCAACAG
ACAAGTTGAACAATGGAACAGAATTGAAGACCCAGTAATGAACCCACACAGCTATGGTCA
CTTGATCTTTGACAAGGGAGCTAAAACCATCCAGAGGAAAAAAACACAGCTTTTTCAACA
AATGGTGCTGGTGCAACTGGTGGTTATCATGTAGAAGAATGTGCATTTATCCATTCTTAT
GTCCTTGTACAAAGCTCAAGTCTAAGTGGATCAAGGAACTCCACATAAAACAGAGACTCT
GAAACTTATAGAGGAGAAAGTAGGGGAAAGCCTCGAAGATATGCACAGGGGAGAAATTCC
GGAACAGAACAGCAATGGCTTGTGCTGTAAGATTAAGAATCGACAAATGGGACTTCATAA
AATTGCAAAGCTTCTGTAAGGCAAAAGACACTGTCAATAAGACAAAAAGGCCACCAACAG
ATTGGGAAAAGATCTTTACCAATCCTAAATCTGATAGGGGACTAATATCCAACATATACA
AAGAACTCAAGAAGCAGGACTCCAGAAATTCAAATGATTAAAAAATGGGGTACAGAGCTA
AACAAAGAATTCTCAACTGTGGCATACCGAATGGCTGAGAAGCACCTAAAAATGTTCAAC
ATTCTTAATCATCAGGGAAATGCAAATCAAAACAACCCTGAGATTCCACGTCACACCAGT
CAAAATGGCTAATATCAAAAACTCCGGTGACATCAGATGCTGGCGAGGATGTGGAGAAAG
AGGAACACTCCTCCATTGTTGGTGGGATTATAAGCTTGTACAACCACTCTGGAAATCAGT
CTGGCGGTTCCTCAAAAAAATTGGACATAGTACTACTGGAAGATCCAGCAATACCTCTCC
TGGGCATATACCCAGAAGATGTTCCAACTGGTAATAAGGACACATGCTCCACTATGTTCA
TAACAGCCTTATTTATAATAGCCAGAAGCTGGAAAGAACCCAGGTGTCCCTCAAGAGAAG
AATGTATACAGAAAATGTGGTACATTTACACAATGGAGTACTACTCCGCTATTAAAAACA
ATGAATTTAGGAAATTCTTAGGCAAATGGATGTATCTGGAGGATATCATCCTTACTTAGT
GAGGTAACCCAATCACAAAAGAACTCAAATGATATGTTCTCACTGATAAGTGGATATTAG
CCCAGAAACTTAGAATACCCAAGATACAATTTGCAAAACACATGAAACTCAAGAAGGAAG
ATCAAAGTGTGGATACTTTGTTCCTTCTTAGAATGGGGAGCAAAATACCCATGGAAGGGA
TTACAAAGACAAAGTTCGGAGCAGAGCCTGAAGGAACGACTATCCAGAGACTGCCCCACT
TGGGGATCCACTCCATAAATAACCACCAAACCCAGACACTAGACAGATGGCAACAAGAGC
CTGCTGACAGGATCCTGATATAGCTGTCTCCTGCGAGGCTCTGCCAGTGCCTGGCAAATA
CAGAAGTGGATGCTCACAGTCATCCATTAGATGGAGCACAAGGTCCCCAATGAAGGAGCC
AGAGAAATACCCAGGGAGCTGAAGAGAACTGAAGCCTCATAGGAGGAACATCAATATGAA
CTAACTAGTACCCCTAGAGCTCCCAGGGACTAAACCAATCAAAGAAAACACATGGTGGGA
TTCATGCCTCCATTTTCATATGTAGCTGAGGATGGCCTAGTTGTTCATCAATAGGAGGAT
AGGCCCTTGGTCCTGTGAAGGTTCTATGCCCCAGTATAGGGGAATGCCAGGGCCAGGAAG
CAGGAGTGGGTGTTGAGGACCAGGGGAAGGGGGGAGGGTATAGGGGATTTTCAGGGGGGG
GGGGACTAGGAAAGGGGATAGCATTTGAAATGTACATAAAGAAAATATCTAATAAAAAAG
AAAGAAATTTCAAGAGCATTTAATCTATATGCTTTGTTCACGCTTTGTGTGGGGGAGGCA
TTGTGGGAGGGAGTAAATGTGAATATATATGAATGGGTCTAAAAATCAAAGGGCAAAGCC
ATGTGTCTTCCTCAATGGCTCTAACTTAGTTTTGTTACAGTCTGTCATTGAACTTTGAAC
TCACTAATTCATCTAGACTGGCTGATGGACAAGCTCCAGGGATCACCGGTCTCTGCCTTC
CCAGTGATGGGATTACAGATATGTGCCCCTAGGCCTGGCTCTTACATCTGAACTCAAGAG
CCAGGCTTACCCAGCAAGCACTTTACTAACTTAAGTTACCTCCCAGTCCTTTGATTTACC
CTTTAGCAGAACAGCTCATCCCTTATTTTCTGCTCATATTTCAGTACACCTAATCTCCAT
TTTCTCAGCTTTCTTATTGACCATACCAACTGGCTTCATAAGCCCCTGCAATTAAGAGAC
AATTAGCTGCTATTAGTCCTGATGACTCGTGGGGGCAGTAGTGTCCAGAATATCTTCCAC
TACAAAGAAGCAGCAGCTGTCCTGACTTTTGTACCCTAAATTTAAATATAATAATGGCAT
TCTTCATGCTACATATTTAGGGAAATTTTTCAGAAGAAACTCAAAGAATATCTTCTCATA
TTGAACTAAACAGTTTATACTGGATTAAAGTGTCAAATCTATTAAAACTGCATGCAGGTC
CCACACTGCTAGCTATGACAGAAACAGGAGCTAGAGGAAGACAGTTTAAGTTATAAACAT
GGTATGGATTACTTCAGTGCAACTATAAATGACAAAATTTAAAAATAAAATGTGAAATGT
GAAATAAAACATTCCTAAAAAGAATGTATAAACCATAACTGCCCCAAGAACATCAGGGCG
GGCGAGATCAGCTGGTGACAGGAAAGCTCTTGCTAGGCTGCAGTGGTCGATGGCCCACCC
CAAAGGACCACCACCATCTCCATCTCCCCCGGCAGCACACGAGACACAGCGGCTCAGCTT
GCTCACATATCTATGATCTCATTTGTCTTGTTTTGTTCTTGTTGTCCCCTCCTTCTTGCA
TTTACCTTTATATATTTGTTTATCATTATTATTTGAGTGAGAGAGAGAGAGAGAGAGAGA
GAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATGGTACATGACTGTTTTTTTCCT
TCCTTTTTAAAGTTTTGTTTGTTTCTTTGAACAGGATTTTGTGTATCCCAGGCTAGCTCT
GAACTCTGTGTAGCCTCAGCATGAACTTCCTCCTGGATATGCCTCCTAATCCCTGAGGCT
ACAGGTATTTGCACACATTCCCAGGATGTATGCACCATGTATGCAGTGCTGGGTGTCAGA
GCCATGTCTCTAGGCATGTGAGGCAAGCCCCCAACCAACTGAGCTGCTTCCCCAGCCCCA
TTTAATCTTGGCCTTTCTGCCATCTATGCAATTGTATCTCATTGTAATTTTGACTTCACC
TTACCTGATGAATAAACACGTGGTATTTTTAGTGGCCATTTAAATCTACTCTTTTAAGCT
ACTTTCTCAAGACCATTTTTCTATCAGCAAATATGCATTGCCCTTATTTTATAAATTATA
GTTGTTTATGTATTTAACTAATAACTAAGCCACTTGCCAGTCATTGTGCTACAGACATAT
TACTCTTGAATTGCCTTTTTTCTTCCAAATAGCTGCTTTTGATATAGTTAGTGAAGCCCA
CTAAATTTAACTTTAATGAAGTCTTAGTCCTATTTGGGAGTTCTCATTCCAGGATCAACA
TTACAGTTGGTTCTTTGGAAGACTCATCTTCTTCTTTAATCTTCCATTGTCACCTTCCAA
AAAGAATTTTCTCTAACTTTTTTACTGTACTCTGCTGTTGGGAACAAAATAAAGGGGGGC
CCGGGGGTCCAGGGAGAAGTGGGATAGGAAAAAGATGCCCACACCCCTCCAGAGTTTCCC
TATTCTCTGGTCAGTCAGGCGTGGGAGGGCTGCTACCTACCCTATCCACTCATCCCTGGG
TGGGCATTCCTCTATCTCACTCTTCAGGGGGTGGTCAAGGGGCAGCCCTGCCTGGGGACA
CCCCCCCAGCTACTTTGCTAAAGCCACCAGGGTTGTGGGAGAGAGGGAAGAGGGAAGAAG
TTCCCAACACTAACCAGAGTGAGCAGTGGCTCTTCATGGAGCAGAGCAGAGACTCTATGG
TTTAAGAGCTTTATTATAGAAATGCAGGGGAAAGAGAGAAGGTAGGAGAGAGAGGGGGGG
AGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGGAGGGGAG
GGGAGGGGAGGGGAGGGGAGGGGAGGGGAGGGGAGAGGAGAGGAGAGGAGAGGAGAGGAG
AGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGGGAAGTCAAAGA
GAAAGGGAAGAGGAGAGAGAAGTGAGAGGTAGAGCAACAAAGGAATAAGAGTAAGAGAGC
CAGGTGGGGGCTGAACAGTGCTTTTTATGGACTTTACTGTTGCTAGGTAAAGTTAACAAA
GTTAACTAAGCAAAGTTTACTAAGCAAAGTTTGCTAAGCAAAGTTTAACAGTTTAGCCTG
AAGGTCAGAAGTTTGGGCCATTGCTTAGATGACTACTGACCATGCTTCTCTTGTGTGGGT
TGTGGGAGGTGGTACCTTAGGCAGGGGCCAGAGTTCCAGGAGCATGAGGGAACGCCTACC
GTGTCATGTAAGTGAATTACGACCATCGACCATCGGGGTTCAGACCTCAGCTCGACTGGA
GACCAGCCTCCAATTCCCCACACTCTGCCTTTTGTATTTACCTGAGTAGAAGATGGTACT
GTCTCTTGAGTCTAGTGTCCTTTTAAACTAGAAACAAAAATTTACTTTGCTTCCTCTGAA
ATTATAACTAATTTTAAAAGTAGTTGTTGGCCAAATATTTGTCCCTGAGATAAGTTCTTG
GCAGGGGTAGTGGGATGGGAAAAGAGAGCAATGGAGGGCAAACTAATCATGTTGTTCCTG
GCTAGGTGGGGTTTGAGGAAGATACTAATCCAGATTGCAAGCAAGCTTCTGCCCTATGGA
AGCCTCAGTGTTGAAACAAGTTCTCAACAAGACTTTCATCTACAGGCAACCTCGCTCTCT
CAATAACTGGGTGACTCTAGTGGAGCCATAATAGTGAGGAAAGTAGGAAATGATGCCATC
GTATAGAAGGCAGATCACCCAGGGCAGAAACAACACGCTGCAGGGAGCTCACTCAGAAGA
GAAAGGGGATCCCTCCTCCAGTCTCGCAGCTGCCTCAAAAGCATGGACAAAGGGTGGGTC
CACATTTCCCTGCCGAGATAACCAAACCTAATAATCTGTACTCCATGGGCATGAACAATG
TAATGGGCATTCAGATGAACAAGATGTACACTAAGAACACTTCTCCAATCTAGCCCCTGT
TCCAAAAACTGTGCGAATTGTCAGTAACTCCTTAGACTACCTAGAAATCCCTGGTGTTTT
ATTTCAGAAATAACAGGAACTTCCTGAACTGTAAATAGAGCTTTGAGGAACATGCCGAGT
TCTCATGTGTAGCTGGAAATGCTAAGTGTTCAGCCATTTTTCAGAAATGAGGCCCAGAAC
CCACAGCAGACCCCATGTTCTTTCTAGGTGCCAAAAAGCAAAGAGGACCAGCAGCTAGTT
CCTTACCAACTGGTGTGAGAAGCTACCCTGACATTAACAAGTAATTTTGCTTATAATAAA
CTTTCCAATTAAAAATAAGATGGCTCACATGGGCAGATCCACAAAAACGAAGGCACTCAC
TCAAGGGTAATCAACAAGAATGTGAGCAGCTACTGAAACCTCCAGTCAATTCCAGCAGAT
GGCCTAACAGCATTTTCCATTTTAGAGAAATATATCTTATTTCAATGATTATTTATCAAG
ACCCAAGGTCAAGCATCTTCTAAATATCCCATCTTAGGAGACCATACAAGGGGAGTTCTA
GTGAGAAACTTAGCCAATAGACAAGTAATACTTAACCATTGCAGGTCAGTTAAAGTAGTT
TAAGCCATACCAGGGACAATTTGAGATAACACAAAAATCAGGATTCTGCACCTGGAAAAG
ACTAAGTAAAATTCAAAAGCCACAAAGGAACTCCTTAAAATTTCTAAGAGTAAGAATCGA
TACCCCCCACGTCCCCTCTGTGTGTGTCGGGGTGGGGGTGGGGGGCGTGAGTGCATGCAT
GTGTGGGTGTGTTTGTGTATCAACTAAAGAAAAAGAGACCAGGATTTAGAGAGGGAGAAA
GGGATGTGCATAGGTAGAGTTGAAGGGAACAAAGAGAAAGGGAAATGATGTAATCATATC
TGAACTTCACCTGTGCACCAAGGGCGTAAAAGCATTACCAAACCTCCACCCACACTGCCA
GCCCTCAGGCTCCCAAAGAACACAGACATTGCAGCTGGGCATGGCGATGCATGACTGTAA
TTCCCACTTTCTGAAGGCTTAGGTGGAAGGATGGTGAGTTTGAAGCTAGCTTGGGATACA
TGGCAAGACATTGTCTCAGAAATAGGAAAAGGAGGAGGAAAAGGAGAGGAAGGATGGGGA
GAGCAGGAGGATTAGGAGAAGGAGGAAGAAAATACTTTGTTACTCATCTGCAAGGACTTA
ATGAGGAAGCATTCAAACTGTATCTACCTGCCAGTCTGTATAGAAGACACTATCTGTGGA
GATCTGAAGAGTAGTCAAGCGAAGGGGAGTGGGGAGTCGGAGGATCAAGGCAGCCACTGC
TCTCTTCTGCTTTGGGCTGGCTGGCACAAGCAAGCAAGGTGTAGTGGCTAGATCTGGGCC
ACCAGGCAGGAAGTGTCCACGTTGATCTCCAGCCGCAAAAGCTTCAGGGGATAACTCTCT
TCCCCGGGAACTGCTACAGCTCTTACATAACAGAAGCTTTCAGATGATCCTTGATGGAGT
CATTCTCACACCTTTATTCCTACTGGGTAGAATCTTATATACATTTTGGAGTGGATTGGG
GTCTGACAGCAGATGCCTTCTATTGGTTTGGTCTGAGCTGTTAGGGTTGACTCATCTGTA
ATGTGGAGGGGGCTTGGGGTACTGATTCTACATGACTGATTGTCATGATAATCTCCATAG
GATGCTGTGATCATGTGACAGAAGCCAGGTCAGGGACAGGTGAAGCACCTCCCATCCCCT
GGTATGAGGTGTCAGGGCTTCCAAACCACTCAATTTTACCAAGTTTCCTGGCACGGTCCA
TTGCCCCACATTTATTTAGTTAAATTATATTAATCAATTGGTTTTTGCCAAGGTTAAGGG
GTCACATAAGACTTCCTCTACTCTTTTTTTTTCATTATTTTATCTATTTATTTTACATCC
TGACTGCATCCCCCCTCCCTTCTCTTCTCCCAATCCCACTCTCTCCTCGACTTTTCCTAT
CTCTCCCCACCCCCCTCCTTTATCCTCAGAGAAGAGAACCACCCCTGGGAACCAACCCAC
CGTGGCACATCAATTCTTACAGGACTAAGAGCATTCTCTATCACTGAGGCCAGATAAAAC
AACTCAGCTAGAGGAAAGGGATCCAAAGGCAAGCAACAGAGTGTGAGTCAGAGACAGCCC
CTGCTCCAATTGTTCAGGGACACACACGAAGACCAAGCTACACATATGCTACAAATGTGT
AGAAAGCTTAGATCCAATCCATGCATGTTCTTTGCTGAACCACTCGGTTCAATCTCTGCG
AGGTCCCACGGGATAGTTAGTTAGATGTTAGTTGGCACTGTAGGTCTTCTTGTGGTGTCA
TTGAACCTTCCAGCTCTCTCAATTCTATTGCCAACTCTTCCCCCAAGACTCCCTGAACTC
TGCCTGATGTTTGCTGTGGGTCTCCCCAACTCTTTCCTTCAGCTGCTGGATAAAGCCTCT
CGGAGGACAGTTGTGCTAGGCTCCTGTCCACAAGAATACCTGAGTATTATTATAGTGGCA
GGGGTTGACTCTCTCCCATGGGGTAGGTCTCAAGTCATTGTTTGGTTATTCCCTCTTCTC
CATAGGCAGGACAAATTTTGGGTCAATGAAGGTTTTGTGGGTGGATTACTGTCCTCTTCC
CTCCACTGGAAGTCCTGCCTGGCTACAGGAGGTAGCCATTTCAGTCTATATCCCCTGCTG
ATAGGAATCTCAGCGTAGACTCCCCATAGCCTCTCTTATTCCAGCTCTCCAGCTGAACCC
AGAGATGCTCCCCACACCGATCTCCATTCTCTCTCCTAATCTTCTTTGACCCCCATTTCC
CACACACCTGATTGACATCCCCATACCCCTCCTCAATCCTCTCCTACCCAGTTCCCACTT
TCATCCACCTCTGATGACTATTTCATTTTTCTTTCTGAGTGAGAATCACACATCCTCCCT
TGGGACCTTATTATCTAGATTTTGGGGGTCTGTGCACTGTAGCATGGTTATTCTGCACTT
TATGGCTAATGTCCAATTACAAGTGAGTACATACCATTCCTGCCTTGGGTCTGTGTTAAC
TTCACTCAGAATGATATTCTCGAGTTCCATCCATTAGTCTGCAAATTTCAGGATGTCGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGATGTCCACAATTTCTTTATCCATTCTT
CAGTTGAGGGACATCTAGGTTGTTTCCAGTTTCTAATTATTATTATAAATAAAGCTTGTC
TGAACATGGCTGATCACGTGTCCCTGTGGCATAGAGGGGAATCTTTTGGGTAAATGCCCA
GGAATGGTATAGCTGTTCTTGAGGTACAACTATTTCTAATTTTCTGAGAAAGTGCCAAAT
TATTTGCAAAGCAATTGTACAAGTTGGCACTCCCATCAGCAATGGAGGAGTGTTTCCCTT
GCTCCACATCCTGGCCAGCATGTATTATCACTTGAGTTTTTCATCTTAGCCATTCTTATG
TGTAACAAGATGGAATCTCAGAGTTGTTTTGATTTTTCATTTCTCTGATGCGTAAGGATG
TTGACCACTTCTTTAAGTGCTTTTTGCCCATTAGAGATTCCTCGGGTGAGAATTCTGCTT
ATCCCTATACTCCATTTTTTAATTGGTTTGTTGATGTCTAACTTCTTGAGTTCTTTATAT
ATTTTAGATATTAGCCCTCTGTCAGATGCAGGGTTTCCCATTCAGTAGGCTGTCATTTTG
TCTCATTGATGATATCCTTTGTCTTGCAGAAGCTTTTCAGTTTCATAAGGTCCCATTTCT
TAGTTGCTGATCTTGGCACTTGAGCTATGGGTGTTCTGTTCAGGAAGCTGTCTCCTGAAT
CAATGTGTCCAAGGCTATTCACCACTTCCTCTTCGATTAGACTAAGTGTATCTGGTTTTA
TGCTGAGATCTTTGATTCACTTGGACTTGAGTTTTCTGCAGGGTGAAAAATATGCATTCT
CTATTTGCATTCTTCTACATGCAGACATGCAGTTCAACCAGCATTTTGAAGATGCTTTCT
TTTTTCCATTGAATAGTTTTTGGCCTCATTTTCAAAATTCAAGTATCAGGATATATGTGG
ATTTACCTCTGGATCTTTGATTCTATTCCATTGATCAACTTGTCTGTTTTTATACCAATA
TCATGTGGTTTTTATTACTATTGTTCTATAGTACAGCTTGAATCAGGAGTGGTAATACCT
CCAGAAGTTCTTTATTGTACAGAATTGATTTAGCTATCCTGGGTTTTTTGTTTTTCCATA
TGAAGTTGAGTATTGCTGTTTCAAAGTCTGTAAAGAACTGTGTTGAAATTTTGATGAGAA
TTGCATTGAATCTATAGATTAGTTTTGGTAAGATGGCCATTTTTACTATGTTACTTTTAC
CATTCCAGGAACATAGGAGAACTTTTCCTCTTTTGATACCTTCTTCAATTTCTTTCTTCA
GAGACTTGAAGCTCTTGTCATACAGGTCTTTTACTTGCCTGGTCAGAGTTATACCAAGAT
ATTTTATATTATTTGTGGCTCTTGTGAAGTGTGTTATTTCACTAATTTTTTCTCAGCTCA
TTTATTATTTGTATAAAGAGGGCTACTGATTTTGTTTTATTTAATTTTGTATCCAGCCAC
TTTGCTGAAGGTGTTTATCAGTTGTAGAAGTTCTCTGGTTGAATTTTAGGGGTCACTTAT
GTATACTATAATATCATCTGTGAATAGAGATACTTTGACTTTCTAATTTGTATTTCTATA
TACTTTAATTGTTGTATTGCTCTAGCTAAAACTTCAAGTGATATATTAAAGTCTTTTCCC
TGGTTTTAGTGGAATTGGCTTAAATTTCATATGGCTAATTTGATATTGGCTTTCTACATA
TTGCCTTTACTGTGTTTAGGTATGCATCTTGTATCCCTGATCTCTCCAAGACTTTTATCA
TTAAGGGGTGTTGAATTTTGTCAAAGGATTTTTTTCAGCATCTAATGTGATGATAATAAG
TTTTTTTCTTACAGTTTTTATATGGTGGATTACATTGATAGAATTTAGTATTTTGAACCA
TCCCTACATTCCTGGGATGAAGCCCACTTAATCATGGTGGATGATGTTTTCTGAGGTTTT
TTTTGGATTTGGTTTCTGGAATTTTTATTGAGTATTTTGCATCAATATTCGTGAGGGAAA
TTGGTCTGAAATTCTCTTTGATGAGTTTTTCTGTGGTTTTGGTATTAGGGTAACTGTGGC
CTCACAGAGTTAGTTTGGCAATGTTCCTTCTATTGCTATTTTTTGAAGAGTTTGAAAAAT
ACTGATATTAACTCTTCTTTCAAATTCTGATAGAATATTGCACCAAAACCTTCTGGTGCT
GGGTTTGGAAACTTCTGATGATTACTTCTATTTCCTTAGGGTCTATAGAACTATCTAAAT
TATTTCCTTGATCTTGATTTAACGCTGGTAAATCTAAACTATCAAGAAAATCATCAATTT
TGTTTAGATTTTTTTTTTTCAGTTTTGTAGGATACAGGCTCTTGAAGTAAGACCAAATGA
TTCTTTAGATTTTCTTAGTGCTGTTGTTATGTCTCCTTTTTCATTTCTGGTTTTGTTAAT
TTGGGTCCTGTCTCTCTGCCTTTTAGTTAGTTTGGCAAAGGGTTTGTCTATCTTATGGTG
TTCTCAACGAACCATCTCTTGAGTTTATTGATTCTTTATATTCTATTTGTTTCTAATTTA
TTGATTTTTAACCCTAAATTTGATTATTTCCTGCCATCTACTCCTCTTGGGTATGTTTGC
TTCTTTTCATTCTAGAGCTTTTAGATGTTTTAAATTGCTAGTATGAGATCTCTCCAATGT
CTTAATGAAGGCACTTAGTGCTATGAACTTTCCTTTTAGCACTGCTTTCATTGTGTCCCA
CAAGTTTGGCTATGTTGTGCCTTCATTTTCATTGAAATCTAAAAAGTCTTTACTTTCTCT
CTTTATTTCATTCCTCACCCAGTAGTCATTGAGTAGAGAGTTGTTCAGTTTCTATGAGTT
TGTAGGCTTTCCATTATTTCTGTTTTTGTTAAGTTTAGCTTTAATCCATGGTAATCTGAT
AGATACAAGAACTTATTTCAACTTTCTTGCATCTGTTAAGGCTTGTGACTGACTATATGA
TCAATTTTGGAGAAGGTTCCTTGAGATGCTGAGAAGAATGTATATTCTTTTGTGTTTTGG
TAAAATGTTCTGTAGATATCTTTTTAGGTTCATTTTTTTCCAATTTTTTACTAGGTATTT
TCTTCATTTACATTTCAAATGCTTTGATTCATAACTTTTGTTTGTTTCATTATTTTTGTG
TTTAGTTTCTGTCTTAATGATCTTGCCATTGGTGAGAGTGGAGTATGGAAATCTCCCACT
ATTGGGTTCAATGTATGATTTAAGCTTTAGTAATATTTCTTTTGTAAATGTGGGTAGAAT
TGAGACATCATCTTAGTGGATTTTTTTCTTTGATGAATATGAAGTGTCCTTCCCCATCTC
TTTTGATTAATTTTGGTTGAAGGACTATATTACTAGATATTTGAAATGGCTACTCCAGTT
TTCTTCTTGGATTTGTATGCTTGGAAAACATTTTCCTGCCCCTTTCTCTGAGGTAATTTC
TTTCTTTGTTGCTGAGGTGTGTTCCTTATATGCAACAGAATGATGGTTCCTGTTTTCACA
TCCATTGTGTTAGCCTGAGTCTTTTTATTGAGGAGTTGGATCCATTGATATTGAGAGATA
TTAATGACCGTGATTGTCTATTCATATTATTTTGATGTTTTGATGTTAGTGGTTGTACTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCACGCGCGCTCTTGCACTTATGTG
ATTCCCTTCTTTTTTGTTTTGCTGGTGTAGTTTATTTATTTCCTGTTTTTTTCTTGAGTA
GAGTTAGCCTTCTTGAGTTGGAATTTTCCTCCTATTATCTTTTATAAGACTGGATTTGTG
GGAAGATATTGTTTAAATTTGGTTTTGCCACAGAGTACCTTGTTTTCTCCATCTGTGGTA
ATTAAAAGTTTTACTGGGTATAGTACTACGGGCTGACATTTATTGTCTCTTAGAATCTGC
AAGATATCTGCCTAAGTCCTTCTGGTTTTTAGAGTCTCTGTTGAGAAGTCAGGTGTGATT
CTGAAAGGTCTCCATTTATATGTTACTTTCCTTTTTGTTGCAGGAAATATTAAAAATGGT
GGCATGGCCAGCAGGCTGACCAGCCAGGCACTGGCAGGCCATGGCCAGCCTGTTCTCATC
TCGTGGAGACTTTCTGACTCAGAGATCTGAAATCTCTCCACACAACTCACTGGCAGGTCA
CAACCATGCCAGTCCCATGCTTCAAAACTCCCACGGCTTGGCTTTGTGTGGTGCACAGCT
GGCAAACCCATGCTTTGCTGCTCTACCTTTCTCTCTGGAACCCAATCGAGACACCTCGTG
AAAGAAACCACCACACAAACTTAGTTCAGAAACAATGGTAATTCAATCGCTGGGCTCAAC
AATTAAAGTCCTAATCTTGTAAGCCATGTTAAATCTAATTCCTCCAGTGGCAAATCCACC
ATCTAATTCAGGAGACACTAGTAGCTACATCTTGTCCTCTCACTATTTCGGTCCAAAATC
CCCTATATCTCTCTCCTGTTTCCTCTCTTCAATCCAACACGGAAGTTCTGCCTACTCGCT
CAGTGATTGGTTCCTTTATTCATTAGGGGAGGGTTTACAAGAAGTCACCTGAGTACATGA
CTCATTCCTCATTCCAGACAACCCCTCCTGGAAAAGCAGAATTTACATCAAAATACAAAC
AATACCAGGGCCATCCACAACACCTTTTTCCTTGCAACGTTTTGTTTTGTTTTGTTTTGT
TTTGTTTTGTTTTGTTTTGTTTTGTTTTATACATTAAGTGTTTTGATTATTATATAATGA
GGGGTTTTTCTTTTCTAGCCCAATATATTTGCTGTTCTGTAAGCTTCTTGTAGGTTTGTA
GGCATCTCTTTCTCTAGGTTGGGAAAGTTTTCTTCTACGATTTTGTTGGAAACATTTCCT
GGGCCTTGGAGCTGGGATTCCTCTGCTTCTTCTATTCCTATTATTATTAGACTTGGTCTT
TTCATAGTGTCCCAGGCTTCTTGCATATTTTGTGTCAGGATCTTTTTAGATAAAACATTT
TCTTTGGTTAATGTATCGATTTCTTCAATTGTGTCTCCTATGGCTTAGATTCTCTCTTCT
ATCTCTTATATTCTGTTGGTAATGGTTGCATATGTTCTTCCTGTTCTCTTCTCTAGGTTT
TCTATCTCTAAGATTCCCTCAGTTTGTGTTTTCTTTATTGCTTCTATTTCCATTTTCAGG
TCTTAACAGTTTTATTCATTTCCATTATCTGTTTGCATTTTCCTGTATTTCTTTAAGGGA
TATATTAATTTTTTTTCTTTAAAGCCCTCTATGGTATTTATAAGGTTGGATTTAATGTCA
CCTTCTTGTGCTTTGGCTGTGTTTGAATATCCAGGGTTTGCTGTAATAGAATAGCTGGGC
TCTGGTGGTGCTGTATTGCTCTCAATCTTGTTGGTTCCTTTCTCATGCTGACCTTTAGTC
ATCTTGTTATCCCTGGTATTGGGTAGGATGTTCCTGATGCACCTGCCTAACTGTTTTAGA
AATGAGGAAAACAGTTCCAGAATCAAGAACCTGGCTTTTTTGGTTTTGGGGTTTTTTTTT
TTTTTGGTTGGTTGGTTTTTTGGGGTTTTTTTGGGGGGAGGTTGGGTTTTTTGTCTGACT
CAAAAGCCATTGCTCTTTTTCATTTTGTTGTGCTAGAGATTTTACCAGGACCTCATGCAT
TCCAGGTAACTTCCCTATCACTGAGTGACATCCTTGAACACTAAGATTTTGTTGTTTGTT
TGTTTGTTTGTTTGTTTGTTTGTTGAAACAGGGTTTTACATATCCCAGGATGGCATCAAA
CTCACGACATAGCCAAGAATCACCTTGGTCTTCTGATGCCTCCACCTAAGTTCTAGAATT
ATGGGTGTGTACCATCACCTCTGTTCTTATTCAGTGCTAGGGCTCAACCCCAGGACCTCA
ACCCTGGGGCCTCTTGCACTGGAAGCAAACACTCTACCAACTGAATTATATGCCCAGCCT
CCTGACTTTGTTTTGTTTGTTTTGATTTGTTTAGATGAGGTCTCTCAGTGTACCCCACAC
TAGCCTCCAGTATAGTCCAGAATGGTAAGGCATGGGTCCACCTCAGACCTATCTCAAAAA
TCTTCCTGCCCCTGACTCCTACTTGCTGGGTTTTTAAGCGTTCTCTACTACATGTGGCCC
AAAGTCCATCTTGAATTGCTCACTGCTATCTCAAGCTCAATGGTGACAATCTCAGAAAAA
TGTCAACACCCTAAGAATCAAGAATAATTGCCCTTCACTGGGCAATTAAGAAGCCTGTCA
CTTCTTGTTATTCACTGTAAGGAGAGAGAACATTGACAATTGTCCTTCCTCAACAAATAG
CTATGAGACAAAGATGAAATAAAGTATGTCTTTCCACTAACAATGTTACAGACAATAGGG
TCTTCCCACATAGTCCAGGCAACATGCTCATCAGAAATACACAGTGGCCCCCAACATTAG
CATGTTTCACTCTCGCTAAGGAGGCCAGAGACCAATAATAATATCATATGAATGGTTTGA
CATGGCCCTCCTACTAAGAATTGGTCATGCTAATGGCTTATGACCAACAAGTAGAACAAG
GCCAAACAGGTAAGACTCCAAACACCATTAAGTAAATCATAATAAGGAATTAATCAATTA
TAATTCAAGTTAATATTCTTTGAAAGTAAAACACTCCAAGAAAGATATTTTTAGAATCTA
AAAACAAAGGCCTTTTTTTTTTTTGCTGTACATGAGGTCATTTCCTACATCTATTCCAAA
ATCTTACATGTAGAAATTCCATAACATTTAAAAAATTATATTGACTTGTAAGACCAAAGG
TAATTGCAGCCATCTTTTCTTTGTCCTCCCCATAATCGCAGAGTCAGGCATAACACTGAA
GAGGGCCCCACCACCATTTTGATTAACCTTCATTTGACACTTGAGGAAACTGTGATCCTG
AGAGATAAGGCAGCTTGCCAAAGCACTTCCTGTCACAGCTTAGGCGCGGGTCTGTGTGTT
TTGATAACCATGTTGGTATGTTTTCCAAGTACTCCTTGACCCCATGGTGCCAAACTGGCT
GCTGATTCCTGCCAAACACACATCTATTTCTAGATGGTTTGGGGATGAGAGGGGGTTCTT
GTCACTGTCTTGGGTTCAAGTAGACAGAACCTTGACTTCTGCCATACATTCTCCAGCTGC
AGAAACCACCACTGTTAACTGAGCCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCGTG
CGTGCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAAATAAATGTAACTCACCT
GAAACTGAAAACATGAGTCTTCTTTGGATGGGCACTGAAACCACCTACTGCTCCCAAATG
CACAGGCAGACAAGACAAATCCACGAGTCAGGGTATCAAGTCTCAACCTTCCATACCACC
TGCTGCAGGCCATGGTGACCTGCAGCTTCCCAGGAAGCTCAGGGAGAAAGGCCATTTCCT
AGAATGAACAAGGGAAAAGAAGCTTCACTGATAGGGTAAGGGAGAGGATGGCTGGCCACT
CTTGTGTCCAAAGGAAGCTGCCCTGTGAGTAAATTCAGTCTATTTGTAGCATAGACTACA
ATAAACCACAAGCCAGGAATTTTACCTCCAGGCACAGCAGGTATACTTCCTCTCACAGGG
TCAGAACCCTCCATCCATCTCCATACTCTGAAGATCCCAAGATGAGATTTTATTTTTCAA
CTCCTCAGAACAGGCTAGGGCTTCAGTGGTGGCCTCAAACATTATGGACCACCTTGACCT
CCTGGGAAAGCATAGTGCCCAGAGGTAACCAGACCTAGGCTGGATGAATTTAATCATTAA
TTTTCAGACCTGGCAAGGGCAACTGTCATTTTGCACACAAGAGAGATCTTGATGAGAAAG
AGAGAAATGCTAAGATGTGTTTATGTCCACACACAGATGTGTTCATGCCCTGCACATTTA
AAGTGAGGTTACATCATGGGCTGCACATGGTTTTTTTTATTGCTGGGGTGGTTTGGTTTG
GTTTCGATTTGGAGGTGGTTTGTTTGCTTGTTTGTTTGTTTGTTTTGCTTTTGTAATGAA
TCTGAATGTTGCCAAAGCTGGTCTCTAAGTCACTGGCTTGAGTGATCCGTCGACTGCAGC
CTTTCTAGTAGTTACAGGTAGTTGTCACCACAGCCTGTTTTGAAGTTATGATATGAATGT
ATCTGAGTTTGTTGATATTATTTATTTTTGTTTGTTTTGTTTTGTTGTTCTTGGTGTGCT
GGCATTTGAAATGAGGGAGTCACAACAGGTGGGTAAGCACTCCACCACAGTGTACCCGTA
GCTCCATGATTGTGCCTTTTAAATTATATATTCAGAGAGAGAGAGAGAGAGAGAGAGAAA
GAGGGAGAGAGAGAGAGAAAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAAGAAA
GAGAAAGAGAAAGAGAGAGAGAATTAATATAAATCCCTTAAGAAAGAAATCATATTTCAT
ATGTGGTTGTAATTTTATTTTATTACATAAATTTTTTTTCCGTTTGTTTTTCACTTATCT
CTTGAGGAGTAGCTGTGTCCTGTATGAAGTCACATTAGCAGGGACATGTGACAGTATACA
GAACTAATACATAGTGTGTGTATATGAGAAATTGCTCATACCAATTATGGCTGCTGCTGA
TCCCTGTGGCAGGCTGTCTGGAGCCCCTGGGATGCTGGTGGCACGGCTCTCTCCAAGTCC
TAAGGCTTGAAGAGAAGCAAGAGTAGAACTCTCAGCTGCACACCAAAACCCTAAAAACCT
AGGGGGTACCAGAGTAAGTTCTAGCATAGAAAGCCTGAGTCTGGAGGACAGGTGTCAGCT
GCGGTTCTCCAAGGGCATGCTCAAGGCACTTCTGCATTGTGTTCTCTCTGCATGCACTCT
GCACCATCCAACTGGATGACTCTGGGACCTGGAGAACAAGGGGAGACTGATGGAATTGGG
CCATGCAGAGACCATAGATGAGCACTTGGCGCTGACCTTGCTTTCTGATTCCTGGTCCAC
CATGAGGTACACAGACTCCTCCACGGGCCCTCGGCACTATGCCTTTCCTGCTGGGATGAA
CTGAACCTGGAGCCAAAATAAACCTTTCTTCCCTTACTTCTGTTTCTGTCAGCAATCTGC
TTCTCTCGTGATGCTGAGGCACATTCCTGTGCTGAGGGTGGACATGCCCCAGTTAGCTCA
CAGCCATGGCAGTCTCTTTGGAACGCACTCTCCATGTGGGTACTTCCTTGTCCAGTCAAA
ACCTAAAATCAACCCCTCCCAGAGTTCAATGGCATCTGTCCTGCCAAGGGCCCTCGAAAG
AATCTGTCAGTCCCGTGTGAGTGAGCATATAGCGGATGGCAATGGAGACTTGGCTACAGC
CTCTTTGTCAGTACTCAGAGGGATCTGTTTCAGAAGATAGAACAAGAGAATGAACAGGAC
CCGCTCCACAGCTGGCCCCCAAGGCATGACCTTGAGTGGGAGCGCCTGGGCCCCAGATGC
CAACAGTACCTTTGTGAACTCCAAAAATAAATTATAATTTTAAATACAAAATTTTAGAAA
ATGAACCACTAAGTAGAACAGGCTGACCCCAAACTCACAGAAATCTATCTACCTCTGCCT
CCTGAGTGCTGTGGTTAAAGGCATGCATCATCACTGTCCAGATAGGCCTACACCATTTTT
TAAAGCAACATATTACATTGCCTTTGAACACAAAGGAAATATAAGTTGACTATAGAAAAT
TTAGAGAACTCAACCCTCTAACCAAAGCAAGGCAACTTACCTCATTTTTCTTTCCTTGGC
TTGGTTCTGGCAAAGGAAATATGGGGGAGAGACATTTAGGACTTATAAATAGAAGATAAC
ATTGTCCTTCCCTGATGTCTCAGAAGCAAGCAAGACGTAAAGCCTCCTATCACAGAGGAT
ACACTATGAGACCAGAGATGCTGCTCTTTGTAAAGTGTCAACTACCTTCCAAGATAGTCT
AAAGGAAACAGTTTTTAAAATGGTGCACAATAGCTCATTCCTGACACCCTAACACTTGGA
AACAGAAACACCAGCAATTCAAGAGCATCCTCAGCTACACACAGAGTTTGCCAGCTTGAT
GCCATCTCAAACACAAAATGTACAAAAGGCTGTGCAAGGGGCTCAGTGGCAGAGCACCTG
CCTAACATGCACAAGCCTCTGAGGTGAGGCTGTAAAGAATGAGAAAGATAAAGTTAAATT
TAAGTGTCCCTTTTAACCACTTCATCTTGACACAACAGCTCCACGAAATTTCTCTGGGAA
AATAAGTAGTTAAGTCCTGGATGTTTTTTGCAATACTGTTTGCAACAGGGGAAAATTAGA
CAATATTAAGATATTATAATAAACAAATGATATTCCTATAGTATGGTATACTATGAAGGC
ATTAGTGCAATATTGGAAATCTGTTGCTTTCTTGACATGAAAGGATATAGACAGCTTGAC
CACAGGTGACAAGGCTTCAAAGAGACCTTGTACACTAACTCGTTTCTAGGAGTTCATAGC
CATACAAAAATCAAACAGACCCAAGGTGTTCAGCACAGTGGTGGATACAACACCAAAACT
CCAGCAAAAGGAAGAACAATTCATTTTCTTCATGGATGGACCTGGCTAAGTTTGCTATGC
TACCCCTCCTCAGTAGAGCCACACAAGCCTGGGAGTTCCATTTGGAGCTTACCTCTAGAT
CATAGAGGTAAGCTACTAGGTAGTGAGTGTTTGCTTCTACCTTTGAAAAAAATCTATAGA
AAACATTTCTTCGCAGTCTTGGATTCTCTTTAGAGCTTGTGTAGATTGGAGAAGACCCAC
TTATACCACTGGGGACAGTCTACTTCACTCCAAGCCTACCAAGTTAATTCTTACAAATCT
AAAAGTTAATCCGAAACATGCTGCTCATAGGAGCATCGTGAGTGCTTGACACACATCTGA
GCACCCTGTGTTCCAGCCAATCTGGTGCATGACATTAACTACCACAAGGTATAAGGATAC
AAATGCATATATGTGCACATATGTCACATGCATTTATATGAAGACAAGAAAAGGATACAA
AGAAAAACAAGGTCATAATAAACACTGAATCTAGAATGGCAGTTTGAGTTGAAGGTTGCA
GAAAGGCAGTTTGGGGAAGGCACTACAATCTGAGTCCTACTCTCATTTCAGACAGTGTGC
TTCTTATCTTAAAATAATGAGATACATGTTAATGCCATAGCTGGGCCAATGGTAAGTGTG
GCATAAAGGACTGACTGTGCGCACGTGGGGTCCCAGATTACTTCCTTCTACCTTGATACT
TTAACTCTCAACATCTTTTATGTTCCTGCAACAACTATGTGTTTCTTCTGTGATCAGTAC
ATACTGTTGCCTTTGAAGTGCTCTGGGATAACCTGGAATGCTTATCAGTTAAACACTAAA
ACACGGTATTTAGAAAACATGCCCCCACCATGTCAGCCTTGAATTTCTCATTTTGATCTT
ACTTACCTACTTGAATGTATAGCAAGCTTAAAGCTTGTCTGAGTTCTCCTGTTTCCTCTT
TTACCACCATTATCTTACCATATTTGACAATACAGCATCCTCTTCACTCCTGTGTATGAA
AGTAGCTGTTTAAGGATGCTTACTGCTCAGCCACTGAAAACCCACATGTTGCTTCTTCCT
CAATGGCCTCTGCCTTCCTCAAATTCTCTCCCACTAACCTACATCTTCCTGAAATTCCAG
AAGAGCAATAAAGAAATGTTCCATGTGTGACAGTAAAACCTCATCTGCCTCCCTTCCCCT
TCAGACTGTCTTATTCTCCGTCTCTTTATAATTTCCTGCCTTCCAGCTCTCAGGACCTTA
GACCTAGGCTTGTTTTAGGGACTGACTTCATGGCTGTAGGGGAGAAGCTTAGTTTACCTT
TCATTCACCCTTGGCTCCATGAGTTTAGCATTAACCAACTGGCTGTGAGGAGGCTCTCTG
GAGTTCATACCTTATACGCGGGACCCCAGAACCTCTTGTGAGGCTGTATGCTGGTTCGTC
AACCAGACAGCTTCTTTCTTCCTTCACAGGGACAGATGGTGTGCTCAGTGGGGGAGTCAT
CCAACAGATGTGAGCAGCTATGTTCAAGATGATGGGGGAGAGGGAAGGATTTATTTATGC
TCCTGGAGAACATCATATGCCCTGTTTCCATGTTGCAGTGTTTAGCAGAGTCCAGTCTGG
TTCTGTCTAAGGCCGCATTTCATTTGTAACATGATGTGTGTGATTCTGAGGCTGTATAAA
AGATGGTGGGTTTCCAGCTTGCTCAGTACCTCACAATGATTTTTTAAGATGCTGCTTCTG
AGAGAAAGACATTTGGGTCTTTACAAAACCACTGTTAGCAGTTTAAATCTGAAATGTGCC
CCCCAAGACTCCTGTTTGAATTTTAGGGGCAGTGGAGACTATTTGGGGGGGAAATGGGGC
CTGGTTGGGAGAAGTAGTGCACTGGGGATGGAACTTTGATGGCTATACCCCCTTCTGGTC
CTGGTTTAATCAGTTTCCTATTCTATGTCATATGAACAAGTGTCACCACACACTCCCCCC
CCACCTTCCTCACCATGATGGACTGAAATCTTTCTGAAAGTGTGAGCAAAAATACCCCCC
TTAATTTGTCTCTGTCTGTTAACAGAAAGCTAGTTCTTTCATGAAGAACATGAAGAAAGC
TCTGTCCTCTTTCTACACTGAGGAATATTACTCTATCCCAAGTCTCAATACTATTATACT
ACTGAAATCTTTAGAATGGAACATATTTCTTTAAGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTTCCTCATGGGTGCATGTGTGGAGTTCCAAGGTTCACATTGGTTGGA
TTCTTCTATCACTTTCAGCTCTTTTTTCAAGGACAGTTCTCTCACTGAGCCTGGAGTTGG
CTGGCTCCACTAACTCAACTCTATAGTGAGCTCCTAAGCTGTCTGTCTCCACCCTTCAGT
AGCTGCATTACAGACAGGCATGCATCACTGTACCTGGCATCCCACATGGGAGCTGGGGGT
CCTACTGTAGCAGGTGCTTTACCCATTAAAACACCTCCCCAGACGCTCGAACACATCTGT
ACTCTAACAGGAGGAAGGGTGGACTCTTTAATCCTTCATCCACACCCTCCTACTCCCATT
CCTCTCCATAGCTTCTCCATGTAAGATCTATCCCTGCACGGAGTTAGGTCTTCAGATCTT
TTGGTCTCCAAAAGCTATTTGGGAAAATTGACTGACAAACCCATTGCATAGTGTTGCAAT
AGCTGATCTGCACCAAGGCTAACCTATTTCCCTTGTCCTTCACCCCAGGTGTGATCTGGA
ACTCCCACTGATGATTAAATGTGCAGCTTTACTTTGCCTGCCCAACCCGCAGGCCTGGCA
ATCAAGCCTCCCATTCTTATGTTTCTGGTTCTTTGTTGATTGGTCCTTCCTTCCTCTGTA
GCAGAAGCTTTGGAACAGGAAAAATCACAGCTTCCTGCTTTGCCTGTTTATTATGTTTAA
TTAACTTCTCTATGGTGAGTTCTATGTTTACTGGCTAATATGATATCCATCTTTTTAAAC
AGTCTTCAACCAGGGTTGATTCTGAAATATTTGTAGTGTTATATCTACTTGCTGTGACCT
CTCCTTTTCTGTTTCTATCTCTCTGTCTCTGTCTCTTATACACACATACACACACACACA
CACACACACACACACACTCCTATTTTATCCAGAGGCAACTCACCAAGTGGTGGTGGGTTG
TGAACCTTTGCACACAAAAACAAGTGTGTGGACAAACCAAAAGAGAAAAAAAAAACCATG
CTGGGGGGTTCCATTTTACCCCATAATAAAAATGTTGGCTCTCATACAGTAAGAGCTGCC
ATGATTGGGGGGGGGCGGGCTCTCATTTGGTATGAATTAAGTAATTGGCCAGAGACACCA
CAGATGCTGCGATATTGGTGTGGTAGGGAGGGATGTGGAGGTAGAGGAACCCATCCATGA
GGCTCCATGTAAAGACCAGAGGTTGACATCAAGGTGTTTCTTCAACCACTTCTCCATCCT
ATTTATTTTTCAAACAAAGTCTCTCACAGAACGTAAAATTTGCCATTTCACCTAGACTGG
CTAGCCAGCAAGTCCCCAAGATCTGCCTGTTCCCACTCCTCAGTAAAGAGGTGCAGATAC
AACATGACAACCCTAGTGTTTTGAAAACATGGAAGTTGGAGACCCAAACTCATGTCCCCA
TGCTTGTATGGTGGGTACTTGTACTGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTT
ATCACAGAGAAAGAGCTTCAGTTGAGGAAATGCCTCCATGAGATCCAACTGTAAGGCATT
TTCTCAACTAGTGATCAAGGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGT
AGTCTTGGGTTTTATAAGAGAGCAGGCTGAGCAAGCTAGGTGAAGCAAGCCAGTAAAGAA
CATCCCTCCATGGCCTCTGTGTCAGCTCCTGCTTTCTGACCTGCTTGAGTTCCAGTCCTG
CATCCTTTGGTGATCAACAGCAGTATGGAAATGTAAGCCGAATAAACCCCTTCCTCCCCA
ACTTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGACAAATTGGT
ACCAGCAGAGTGGGGTATTCCTGTGACAATCTGACCATGTTTTGGGGAGGACTGTGGAAG
GACTTTGGAACTTTGGGCTTGAAGATCCATCCGTTGTTAAGAGCTCTGTCAGATGTCATG
TAGGAGCTTGGAAGATAATGTTGAGAACACTGCAGAAGATGGAGCTCTGGTGTGTGAAAT
TTCAGAGAAAAAATTAAAGACTCTTTTCAGGGCCATTGCTGTTTTGATTGTGAAGATTCT
GTAGTTCTGGTTAGCTGAGGCTGAAGAATCAGCTGTGATTAACAAGATACCAGAACTACC
AAGGCAAAAACTTTGCATTACTGGGACTATTGATGCTGGTTAGCTGGAGCTAAGAAATTA
GCGGTGATTAAGAAGAGACCAGCATCATTGAGGTGACATCTTCTGGGAAGTGTTTTCTGA
AAGCACAAAGAGGCTGTGTTCCAGAGATGGCCAAGGTTGTACTCCTGCTGCAGCGGGACT
TGGTAATGTGTAAGAGTCACCCAGGTGGTACTGGTTTTGAAGGCATGAAGGGGTCATGCA
AAGCAGCTGAGGCTCGGTACTGTGAGAGGCCATAGAAGGCCATTGGTGAAGGTACAGCCT
CAGTTGCAATTGAAGGCCCAGGACTGAAGGGGTCATGCAGTGTTTTGGAGATGCCAGTAC
CATGAGATGACCACCAAGAGCAGCAGCAGCAGTGGGGTACAGGCATCTGGAGCCTAGAGG
ATGATGCGTGTGCTACAAGGGGCATGGCTGGAGAAGTGACCCAAGCCCTTGGAGGAGCCC
AGAAGATCGTGAGTTGGATCCCAGACATTGGACAGTTGGAGATTGACTTTTGCTTTTGAT
TGTGACTGTGCCCTGATATTTTCCCTCTTGAAGGAAGAAACTGTTTTAGTGGAGCCCACA
GTTAAGAGACTTTTAATTGTAAAAAGACTTTGGATTTTAAAAAAGATGGATATTTTAAAG
AAATTGAAATTTTAAGAATATGTAAAGACTGTGGGACTTTTAAAGTTATTTAGATCTTGG
GGATGAATAAGATTGTAAGGGTTGAGGCTTACTAGTGATGTTTTTGTGTGTCAAGTTGAC
AAGGGGTCAGTTGTACTGGCTAGTTTTGTGTCAACTTTACACAGCTGGAGTTATCACAGA
GAAAGAGCTTCAGTTGAGGAAATGCCTCCATGAGATCCAGCTGTAAGGCATTTTCTCAAT
TAGTGATCAAGGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGG
GTTTCATAAGAGAGCAGGCTGAGCAAGCCAGGTGAAGCAAGCCAGTAAAGAACATCCCTC
CATGGCCTCTGCATCAGCTCCTGCTTTCTGACCTGCTTGAGTTCCAGTCCTGACTTCCTT
GGTGATAAACAGCAGTATGGAAGTGTAAGCCGAATAAACCCCTTCCTCCCCAACTTGCTT
CTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGACAGTACTTTACCCAGTG
AGCTCCCTCCCCTGTCCCAAGAGCTAGTTTTGTAGCTAATGTCTGCCACGGGCTTGCCTT
GGCTCACTGGAGTCTGGTCTCCTGGGATTGCTTCTTATTGTGAAAGCAATCTTAGTCAGG
GATTTGGGGAACTAATTCAGTGCCACCCCAGCCAACAAGCAGCATCATTATCATGCCCAC
CCAACATTTCTGATCTCTATATTGGCTTGGTTCTTTTGGCTTTATGTATAAGGCATCTAA
TTCAAAATGACCTAAAGAAAAAGAAAAGGAAATTACAAGATCACACGTAGAGAAATCCCA
GAAGGGAGAAGCTTCAGAAGTTGGTTGGATACCAGGACAGGGCTCCTACTTCTGACCTCT
TCTCTTTCCTACACACACACACACACACACACACACACACACACACTCGAGCATGGGAGA
AAAGAAAAACAGAAGTGGAGAGATTGAGAAAGATACCAAACATCTTTCCCACTGGCATAT
GCACGAACATATGCACACACCCACACAAACTCTCATACCATTAATAATAGTTTATTGTTA
CTGTTATTGTTATTATTATTATTAATATTATTATCATTTAGATCAACTCAGAGCAACAGC
TATTTAGAAGATGATAGCAAAAACAAAGTAATCACAAGGATCCTAGGGAAGGTGATATGT
GCTCATGTGTGTGCAGGTGCTTGTGCAGGTAGGTACCTGGGTTGTCATTCCTCAGGCATG
ATCTAACTCGTTTTTAAGACAGGGTCTCCCATTGGCCTGGAACTTACCAAGCAGGCAAGA
CGGTCTGCCCAGCAAGCTCCATGGATTCACCTGCCTCCACCTTCCCAATGCTAGGGTTAT
AGTCATGCACATCTCATTCAGCTTCTTGTGTGGATCCAGGGATTGAACACAGGCTCTCTG
CTTGCATAGTAAGCACTTTAATTACTGAGCTGGCTCTCTGCCCTCTTTATATATACGTCG
ATATATATTGATCTATATCAACTATATGTATATATGTATATATACATATACACAAACACA
TACACATACACACATATCTATATACCTATATCCATATCCATATCTATAACTATAAAATGG
GAACATCCACTGTCCCTCTTCCCTTGAGCTCACCTTGCTGGAGACAGCAAGTCAGAGAAA
AGCAAAACCAGGTAGCTCTCCTTGCATTTCAGAAGCTAGCATTGGCCTAAAAAGAACTGC
TGAGCAGGTTGGTTCTCCACCGGCACTAGCCTGGAACACTTTCCCCAGTGGTAAAACCTA
TTGATCAAGGTAGCTGGGAAGTAGTCCAGACTCCTTAGTCACTGCAGGTCACAGGAGGGA
GAACAGTATATGGAGACTTTCGGGCACACTAGCAGAGATTCACATCAGCGGCCTCATCTC
TAGTCAGAGCTTCTCCCACAGAGCTGCCACAATGCTTTATTGGATGGAATGCCTCTCCTG
ACAGGGAAAGAAAGAAAGCTATAGTTTGTCTAGGAAAGAAACACTCTGTTGGAAAAAAAA
AAAAAAACCACAGGATTTACATATAGACACCGAGCCTGACCTAAGAGAGGAACATTAAGG
TTCACCTAAATATAGAATACCCCAACAATGACCCTCTTACTTTTCATCTATTTAACTAAT
TATTTTGAGACAGACTGTCACGTAGCCCAGACTGATTTCATATTCACCATGCAGCCAAGA
ACCTAGAGGTCTTGATCCTCCAGTGTTTACCTTCCAAGTGCTGGGATTAAAAGCACATAC
AACCATATCTAGTTGTATGCAATGGGGGAGGGGGAGGCCGCGTGGCTCCTGGGCTTTGTA
TATGTAAGACAACCATTCTATTAACTGAACTCCAGCCTTCTCTATCCCTCCCCCCCTTTT
TAATGGATGAAAAAGGAGTTTAGACCAAAATGCTAAGCCCTTGCAATTCCTACCTTTAGG
TACACTTAATCTAACCTGTAACAAGAATCCCAGCAAACCGTCCTTGTCCACACCACACCT
CCTAACCTGCACAGTGCTCCTAAGTAGTTAGCTATTTGTTAGCAGCTCATGATTCGGGGC
TAGGGAATCTGGGGCAGAGGCTAGGAGAGGAAATGGAGAACGCATAACAGTTATCAATCG
TAGACACAGACAATTAAAATCCCAGCACAGGGGCACCGATACCAGGAAAAGGGTTGGTAG
TACAAATAAGCTTAGGCTCAGAAACCTTGAAACACAGTTGGAAAGTCAAGGTCTCTGGAA
AACTGAGACAGGAAAGAGTTCTGTGTGTATCTTGCTGTCTTTTGGCACCAGTCTCAAAAA
CTGAAATAAAATACTGCACACTCAAGCAACTTTTAGCAAGCACAGCCATAAGTCATTCTA
CTCAAACAATGAGCATTTTTAATAAAAGCAACAGGAAAGGATCTAGAAGGAAAGAACACT
CCCAACACCCATTGTTCGGCAAACACACCCTTTTGAGAACTTTTTTTTCCCCTGCAGTTG
CTGAGTGGGTGTCTGATGGTCGGAACATGAGAAAAAGGTAAAAACAACTTCTTTTATTCC
AGTAAAGGATAAATGTGATTATTTCATTCTTACATAATGGTGGATGCATGATTTGCAAAT
ATATTTGCTTGTGCAATGGTGTTGAATTTGTGTTTTCTTAGCCTCCCACCCAAGTAACTG
GAAAATATCCATGAGATGAGAGAATGCTTCTCTGGGCTGGCTTTCTGTTTTGGCGAGGGG
ACCGGCTGGCAGGGTGCAAAATGAAGCTCATTTAACCTCTTTCTGTTCCTCAGGGGCATT
TGCAATGTGGTGGTAATCCCAAAACCGTTTTTCTATTGTTAGAAACTATGCAAACTTCAG
TGTTGCTGAGAAGACTTTAAAGGCCAGACTCTACATGAGAGCTTTGTTACACACATAGTA
ACAGTGATAATGACAACAACCAGCACATTTGAGCATCTGTACTTAGGATTGTGAAGTCTT
TATTCCAACTTCTTGTTCCTTTAAATGTTCTAGAACTACACAGCATCACACATACACCAA
TGGTCTAAACGAATAACGAAGCTTATAAAAATAATGTAGAACAGATGTGCTTGCTCTTGG
AAACAGTATTTGAAATCATAATAAACTCCTAAGATATTATCAAAGGACTTGCATGCTCCC
TCCACAGTTTCCCAAACTGTAGCACCTTTTTTCATCAGTGGCACATCATCAAAGCCCAGA
AATGGACACTGACAGCACACTGGGAACTAGCCACGGGCCTCACTAGACCTGAGTTATGAA
GACATTTGGACACTGTTGGCAATGATGAGACTTTTGCTTTCAATTTGTTCTTGGAGGTGA
CATGCTATAGGCAGATTGTGATCAACAGACATGTATTAGACCTGTGTTACAATTGTGGTA
AGTTATTGAGCAGAACTAAATTTTGTGTTTCTTTTTCATTATTATTTATAAAGGAGAAAC
AATATCAAACAAAGATGTCAGCATGAGGAAATACTCTAGTCCAGTGAGTGGTATACATTT
AGAATCCCCTGGCTGGGGAGATGACTGGCAGTTGGTGAAGTGCTTGCCTGGTAAGCACAA
GGACCTGAAATCAATCCCCAGAACTCATAACAAAGTTATATGGTGGCATGTCCTGAGGGA
GGCAGACACAGGGATCTCTGAAGCTTTCAACCTTTGCCAGGTTAGTCATTTCCAGGTAAA
AGTGAGTAGACCCTGTCTCAAAAAACAAAGTGGATCATGTCCTGAAGACAACACCTAAGT
ATGTTGTGTATATGTACCCAAACATATGCTTTCATGTACACACAGAACATCCCAAATTCA
GAATTAATCACGAATATCTCTCTGTCTCTGTCTCTGTCTCTGTCTCTGTCTCTGTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTCTGTGTGTGTGTGTGTGTAGG
CAAGGGTACCATTGGGTGTGTGGCATTCAGAGGGCAGTATGGGTCCTTGCCCTCCAACTT
GCATGGTCTCTTGGTTTTTCTTGCTCTGTACCCTGGGCTAGCTCAGTCATGAGCTTCCCG
AAATTCACCTGCCTCTACCTCCCATCGTGCCTTAGGAACTTAGGGAACATGTAAGTGTTA
ATGAGTCCAGCTTTTCACATTCAGACTTGGATTCTTACTGCACACAGTAAACACTTTGTC
CGTCCAGCTGTCTCTCCACCTCTCTATGAGTTATTCTAATGGATATGTTTCAACTTTGGA
GAGGTTTCCTTTCAGTCATTCTGTTGGCAGTAGCCATCTTCCACCTGCCATCTAGCTGCT
CTGTACTCTGTCCTGTGGGCTGGCACCTAAGGACTCAGTGTGCTTTTGATTTCCTCCTCT
TAGCTAGGAGTTGGATGCGGAATAACAGCAAGACAGCTGTAATGCCAGAATAAAAGGGAA
ATAGTGAGGCTGTCCCTAATAGCTGGGATTCCGTCTGACTTCTGACTATCTGCTACCTGT
ACAGTGTACAATTTATATGTATTGTAGCACGGGTCTTAAAGAAAACTAGAAAACCCATAT
GGGCATTGGCATCTCCTAGTTTTGTGTGTCATAAGAACTTATGTATAAAAAGTCAACTGT
GCAAGCACCAACCCTTAGTCTCGCTCTGGGGCAGTGCCCACCATCACTTAATGAACTATT
AATATAATCACAATAAGGAGCCTCCTTCTGGGCTCATGTCCTGGAAGCATCTCTAGGCGT
GCATTGATTCTGGAGTAGATTTTCTCAGTGCAGGGCCACTGTGAGGGTCACTGCAGCACG
AGCTGGGATTCATTAGAGGGAAACAGGTGGGCATAGGATTTTACGGAGAAACATCTGGGC
AAAACTGGCTTAATAGATAGGGAAGTAATCATACTGATAGTGGCATTCTTTGACCAACGG
CAGTCTAGAGATCTGGGCAAAGAGCTTTAACTTTGAAACAGAACTGACTTTTATTAAAAT
GTTCTACTGTTGATTTTGTTTGTTCTGTTTGTTTTCTGGCTGCAGTGACATTTGTCACAT
GTAAATTATGGGGAAAGGAGTTCACAGTTCCAGGTTATAGTTCATGATAGCAGGGTCACC
ACAATGGCAGGAAATCGAAGGTTTTCAATCATATCACACCCATAAATCAGGGACAGAGAG
CAGTGGATGGCACGCATGCTAGAGCTCAGCTCACTTTCTCTGCTCTTTCACAGTTCAGAC
ACTAGGGAATGGTGCCACCCACAGTGGGCAGATCTTGCTACCTCAACTAACACAATTAAA
ATAGTCTCCTACAGGCATGGTCATAAGCCAGTGGTTCTCAACCTTTCTAATGTTGTGACC
CCTTAATACAGTTCCTCAGGTTGTGGTGACCCCTAACCATAACAATATTTTCATTGCTAC
TTCATAATTGTCATTTTGCTAATTATGAATCATAATGTAGAATCTCCAATGGTCTTGAGT
GTTCCCTGTGAAAGGTTTGTTCAATCCTCAAAGGGGTCATGCATGACCCACAAGTTGATA
CCCTCTGCCATGGGTCAACCTAGTCTACTCTCCCCTCACTCCACCCCAACCCTTGATCCT
TCCTTTCCAGGTGATTCTAGATTCAAGTTGGCTAATCAAACTAGCCACCCCAACCACAGC
CCAGCTGTGTGCTTGGGATCAGGTTCCTTAGCTTTCTCTAGCTTCCATGTTCTCCTATGA
AAATAGAATGTCTCTTTCTTTGTTGTGCTTAGACAGGGTCTCACTGTGTCTCAGCCTAAC
CTTGGATGTGAGAGCCTCTTGAGTACTGGAATCACAAGCATATAACACTATGCCAAACCA
TGTAGGTTGTGACAAAGTTTCTCTCAGATACTAGGCTTCCCATCTCCTGGGTCTACCTGT
CCACTTCTTGTAAAATAGCAAGCCTGCTTGTCCATCCTGGATATCTAAACACGTTAGATA
TCTGGCCAGAGTGGCCGTGCTTCACTCCTGACCTGCCTTCAGTAAGAATCTTCCTAGGTA
ACTTTAGCTAGAGCCCTATCCCCAGTGCTTCATCTTGGTAATTTTCAACATAGGACACGC
GCGCACGCACACACACTCACAGCTCCTTCGTTATAAATGGTTGTTTGTCTCTGCTGAGTC
CCAAGTTGAGCAAAATCTATCTCCCCTGCTATAAAATTCCATTGTTAACCGTCCCCATTG
CAATGCTCCTGCATAGTCTTTGCTGTTGTGTTTTAACATGCCATTGGATTTTTTTTCTTT
AATAAATAGAGGTGGGGATGGGGAGAAATCACCCAGGGCCTCTTATCACTGAAAACCTCC
TTACCCTTCCCTTCCAATGCTATACAAGGAGGTGGTGTTGGGCCTCCTGCAGCCAGCCTT
AGGTATTGTTACACTTGACCTATAAGTCTGGCTGTCAAATCTACCCTGGGGGAAGTCAGA
GGATAGTGGCTTGGACAGCTTCAGGATGAGAGGTCACACCCTAGACTCAAATGCTTCCTG
CGGACCCTTAGGTAACCCAGCGTGACGTCGAAGGCCTCCTCTCTGCAGGAATAGCCAGGG
GTTTGGAGGCGCCTGGGACTCCCGCAGAGCGGCGGCCGCCAGGTGGCACCACGGACCCAG
GGCCCGTGCGCTCCCGCGGGCGTGGGGCGGGGCAGGAAGGGGTTAAGGCGCCGGCGGAGC
GGCCGCGGCGGTCTGGGGAAGCCGGGCGCGGGGCTCGGAGGAGGGAGCGGCCGGCTGCGG
GGCCCCGGCCAATCGGGCGGCTGGCCGGGCGCGCGGAGCCACAGCGCCATGGAGGGAGGC
GCGGCGCCCGGCCGCCCGTGACCGAGCGTGGCGAGCCCGAGAGGCCCGCGGCGCCCGTGG
CGCGGAGATGAGCAAGTCCGCTGCGCTGCTGCTCTGCCTGCTCGGCTGCCACGTTTGGAA
GGCAGTCACCAAGACGCTGCAGGAGCCCGGCGCGGGAGCCCAAGGTCGGTGGGCGGTGGC
GGGGCTGGAGGGGGACGCTTTTGTGTCGCGCCCGGGCCTGGCGCGGCCGCGGTGGCGGCT
GGACCCCGGCCGCATTGTGGCGGAGGCCCAAGCAGCACGACCTGCATCGCGGTCCTGCAG
TCCCCCACGTCGCGATACCCGGGGGGGCGGCTCCGCCCGGGGAACACGCTGGGCCCGCGG
CGCATATGCTCCCCGGGGATCTGGGTGGCACCAGCTGCTCTGCCACCCAGGAGGCAGCCG
CTGGTGACTCTTCGGCTTATATCCAAGGTGCTTTCTTTTATGCATGATTCGGACACACGG
CTCCATTGCCCCCCCCCCCCCAACTCCCCCGCCGCGGGAGGGATAGACCTGGGTGGCTGG
TTCTCCCCCACTCCCCCCCCCCCCCTTCCCTCTTTGGGATCCCTGGAGCTCTGGTCCTGG
AGTTCCAGCGCAAGGGCTGTGCCCGGCCCTTTTGTTGTGGCGGGGAGGGGGCGGCCGCCG
CCCCAGGGTGCCCCTTGCGCCCTGGCGACCCCAGGTCTGCCGCCGCAGTTTAGGAAAGTT
TTGGTATCTTCTCTCCCGACCCCCTTATTCTACGTGATTCTCAGACCTTTAGGGATTTGT
TGAGCAGCCACAGGGATCATCTTGAGAAGAGAGAAAACTGGAACTAGGAAACCCTAATCA
CTTAAAACCATTTCCATGTCTGTCTGTCGCCAGCTCCTGCCTTTTGTTTAATCTTTGGCC
TCTTATAAATCTGCTTCCCATCTGTACAAGAATGGCCACCAAGAATGGCCACACGCTTTT
TTTTTTTTTTTTTTTTTTTTATCTGAATCTATTTGAGAACAATCCTGGAGCTTTCTTGAC
ATGATTTTGTCAAGACAAAGTCTAGTGCTTCTCTGTTGCCTTTTTCTGAGGAGCGACTAA
AGCCAACCGATGAGCATGTGTTAATTCAGCCAGGGCATCTCCTGCCCAGGGTAAACTTGG
TTAGGGAGGGGCCTTCACTGGTCTTATGTGAGCTCCTGCAGGCACTCAGACCCTTGGCAA
GATTCTTGACAGAAAGGTGTGCCCTGCTAAGTTAGCCCTACACACATGAAGGAGTGCCCC
ATCCCAGTATCCTATCACAGGGCCCAGCCTCATCCTTCTTCCCACCCTTTGAAACTTGGG
ACCAGGGGAGCCTTGACTTCCACCCAATATCTTCTTGGTGTCTGTTGACAGTCTGAGTTC
AGTTAATGCTATTGGAGGTTTTTGTGCTCAATGCTTGCTGAATCGCTGGTTGGCATCTTT
TAAATACACTGCTGCACCCATAGTTGACAGTAAAATATGACCATTAGGAATTGGGTGTGA
ATTTGGTAATGTATACTATGGAAGGGAGGTATTAACAGGGTACCAGAAGACCCATAAGTC
ACAGTAGGAGGGGGATACTTATGACATTAGGTCATCAGTATTGAATGATAGCCTCTTTCA
TTTATACCCTACTGCTTTTTGAATCAGCTTTTTAAATGAATACTTGTGCCTCAACGAGGA
CATTATTTTCAAAGGGCAGGTTGGGGTTTTTGTTTTGTTTTGTTTTGTTTTTGCACTTGA
AATAGCAATACATGGAAATAATGAATTCGTTCATGTATAAAATATGAAAATACGAAAATA
CATGGTTTCAATTGAAAAAAATCATGGAAGAAAAAAAACTACTGTCTTCAGGTCTAAGAC
TATGTTTTATTAAGGTCTTACTGTTAAACCCCCTGACAGGGAATTTCCCAGGAAATGAGA
GAGTAATGACCAACCTATGAGACTATTTGTGCCCTAGCTAGGTATATCCTCGAGTTGTAG
TAGAAGACAGAATATCTTGGAATAGTGTTCCCCTTGGGTTTCTTTCTTGATTTGCTCTTT
CCAATAAGGGTGGATTTTTAAGGTGTCAATCGCAACACATATATGGGAAGTCTCTGAAAC
ACCACCTGGCACCTGGATTTTTGAGCTGGTTGGGTCATTGAGGAAATTGACCGTTTCTCT
TGTCATTTGAGGGTACCTTTAAACTGCTGAGTTCTTCAAAGCTTTTGGATAGCTATCATT
CTGCCAACATGGTTTATCAGTTCATGTTTTCTCTGCTTTCCAAGATCTGTAGACCAGGAA
AATAAATGCCATGCTTAACTAACTTCATGGTGCATAGGTGAGCCAACTGTGAACTTGTTT
GGCACATAGTCCTTGGTGGGTGGGGGTAGGGTGGGGGAGCTGCTGAAGTGCTTACCACAG
TGTAGCCAAGGTTTTTTATCTGCATGTATTTTAGGAAGTATGTATGCTTCCTCTGAAAAT
CCAATTTGTAAGAGCTTTGCTTTTGTTATGGAAATGAGCTTGAATTAAAGTTTGAAGAAA
CATTGTATACAAACAGGGCTTGGCTATTAACTTCAGAAAAAAATACTGAAATCCCAGACA
TACCTGAAACCGTCCACTCTAGGATTGCTGGTGGCTCCCAGGACTCAATGATACCTCCTT
TGTGGTACTATCTAGGGAAACTAACATCTGCAAAGTTTAATTCTAATGCTTGGCTCTTTA
AATATTCATGATAAAAGTTAAGGGTTGGCTTACTGGCTGTAGCTGCTTTGCATCTGCAGA
GTGACTTACACAGCACAACAGTTAGTGGCTCTGTGACTAGCTGTGACTGTAAACTCTCTC
TGTTTCATCTGCATTGTACCATAGTTTATAAGATCGTTTCGTGGGGAAGACATTATTTAA
ACATGTTGACTAGCGACTTTCTGTGCCTCTTAAAAAAACCACACTGAGAGGGAATTGATA
GAAGATGCTTCTCTGAGGAGGAGCTGTGCAGATGGACTCTGCAAGGTTGTCATCTTTAAG
CCCTACACCATGGGCCAAGAGAATGGTCAACATCAAGAGAAGGACTTGGTGCCGAGACTG
TTGGCACTTGATCTTTGTTTTGTTATTATCTGACAGAAAGGTATTTTATAGCAATATGTC
AACTTTTCCATAATCTCAGAAAATCTACCATGTGCTGCAGTAATCCAGTGAGTGTTTAGC
TGTTTCTTCTTTGGTTTCTACCACACTTGAACTTCGATTGTCATTAAGCTGTGTTCAGTT
GGAAAACAGAGGAGCAATGAATTGAGGGGGCTAACAGGAAGCACAGCCAACAAGCTGTAC
ACATTCCTTAGCCTAAGACAATAACATCTAAGTACAACTCATTGGCTCACATCTGGGATC
ATGGACAAGTTGGACTTCAAAGGAAGATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTATTTCTCACCCTTCTCATCTTATAATCTAGTTGAAAAATAAATCAACTAGAAGA
TATCACTGATGTCCTTTTTATGAAATTAGCCAAACATCTTTAAAGTAAAATCAAATACAC
ATGACATAAAGACTAGTCCACTGTGCTTCTTTGTATCTTGGATGTTACCCACAGTACACA
TGGGAAGTTGTGCTGATAACAACATCAGCACCCAACACCTCACTCCATGCTCCCAGAAGC
TGGTTAGGTAGAAGGCAGCCCATTGGACATAGACTAGGCAGCACTGTCTCTGTAGTGAGT
CCCAGTCTCAGATTGACTCCCCAAATGACGAGCATCAGGTAAAGCTGCCTCATGTATACT
ATTGGGTGATCTATTTGGGTAGGTGGACTGTCAAATATAAGTTTAATATAGTCATCAAAT
ATTTTAAAACCTATTATTTGCCACAAAACATAAGACTACGAGGTGGTTTGAAATTGTGAA
AAATAGCCACGAAAGAAAGAAAGAAGGTCTGGATACAGACAATTTGCCAGTGGGTTTGCT
AAAGCTGGTGTCTTTCTTGTCTCCTGCTTTCTGCTCTTTCCCATAGGAGGAGGAACTTTT
AAGTTCAAGGAGGAAAGACACACACCTATTTTCTAATCAAATGAGTACCTTAATTTGCTT
ACTTATTTTCTTGAGTTTGGGATTTGAATAGAAAAAAAAAAGTATTGAATTTGTGATGAG
AGAAAGATTTTTTTTTTATGTCAGACTGGAGGAGAGACACTGAACACTTTGATTAAATCT
GTCCAGATTCTCTTGGGTGACTCACATCAGTAAGGCTTCCAATTTCAAAATCAGGACGAG
TTGTCCAGTCTCCGTGGACAGCGGTTGAGGCTGGGTGCAGTAGCTTTGTACTCTGGTCAT
TCATTGGCCCCACTACACTGTCACGAGAAAGAGCCTGGCAGAAGGCATTTCCTACTGGAG
ATTTGTCTCCAGAAGAAATTAACTCATGTGTGTGTTGGATCTTAATATTTTCTTAGTAGT
AACATTTGCTATATTGTCAAATATATATAATTATTACCTTATTAGTAATTTAGATGAAGG
CTTTTCTGGGTCATTGATTATAGTTTCTTATCAATAAACTTTTAGAGGGTAGACTTATAA
AATTTTGAGCCAGAGAAGGTGTCGAAGGGCTCGTGTAGTCAGGCGGACCCTTGGGCTAAT
CTGTGATCTGTGCCCCGTTCCCTTTGTTAGTGCTTTCTTTCGTTACCTCTGCAGGTCCTT
TTTTGTTACAGTGCATATGTATGTGTTGTGTATGTATGTGTGTGTGTGTGTGTGTGTGCA
TATGTGTGGAGGCCAAAAGCCAGCATTAGTTGCCTTCTCCAGTGGCTTTGGACATTTTTT
TGAGGCAGGGTCTCTTGCTGAGCCTGGAACTCAGGGTTTCAGCTAGACTGGCTGGCCCAC
AAGCCCCTGGAATCTGCCGTTCTGGAGGTACAATCATGAGCTATCATGTCTGGCTTTTTA
CATCATTTCTGGGGATCCAGATATCAAGTCCTCATGCTTGTGTGACAGGTGCATCACCCA
CTGAGCTACCTCCTCAGCTTTGCCAGGACATAATTGTAGAGCCCAGAGATAAGGGGGCAG
ATGTAAGATGTCGGGTAGTCCTATAGTATAGATTGGATCATGCTTGCTCCGGTGAACAGA
GAAGCTGACTTCCTTGCTACTAGGGATTCCAAAGAAGGAGAAAACTGTGGTGTTTGTTAC
TATTGAGCCATTGTGACCAAAGTACCCGTCAGAATCAACTTACCTAAAGAGAGGTTTATG
CTGGCTCCTAATTTCTGAGCAGTTCAAATAATCGTTGAGGGTTAGGTATGTATGACAGAG
TCACTTCGCCTGTGGCAGCGGGAATGTGACCTGCTGTTCATGTCATGGAAGACCAGGAAG
AGGGATGGTTAGATTGGAAGTAGGGCTGGCCTATGACCTTCAAAGACCCCTTGTGACCCA
CTTCTGTGAAGTTGGGCCCCACTCCTAAGGGCTTCTCAGCCTGTCAGATCAGCATGGCTA
ACTAAGTGACAAGCATTCAAACCATGAGCTTCAGAGGTGATTTCAGGTTCAAAGCAGAAC
TGCTGAACCTGAGCATCTCTGTACTTCTCAGGAATGGTTTGGGTTCTTTAGTACCTGGCA
TTGGCACATACGAGAAAACATAACACGGCTTATGTAATGCCAGAAGCTATGCTTAGAAGT
GCTACACTTAAAGTTGAATTTTTAATTTTTTGACATGAGATCTTAGGAGGTGAGGCTTTT
TTTAAAAAAATAGCCATGACTTATTAAATTCTTCAAATTGTAAGTATTTGTGGTATCTCT
ATCACACTTAGTACTTTATTAGTGTATTAGAAACAGGTGTCCTCATAGGAAAAAATAATA
GCTATTAACTAACATGTCTTGAGTGCTTGCTATCATGTTAGGTGACTTCATGAGTTAGTG
TGTGTGGCCACAGGGGTTCTACCTCCCCAGCTCTGGGGTTAACAGTGGCAACCAGTCTAC
CCACATTGTTTCTATGGGTTCTGTGGCTTGAACTTAGGGCTTCATGCTTATATAGAAGAA
CTTTGCCAACTGAGCCATCTCTGCAGCCCCTCAATGAATCTTTTTCTTTAATGAAGAATG
TATACCATTCTCATTTTATAGAAAAAGAAATATGGGACACAGAGGTGGCTAGCCACTAAC
CCCAAATCACACATCACTGAGTAGTATCCACTCTTTCCCTGAGAATGCCTTCAGACTATG
TTGCTTTAGGACTGGGAGAATCAAATTTAATTTTGTGCATTCTCAATCATCATAGTATTT
TGCCAACATAAATAAGAGTCTCTTAATGGTTCTGAATTTTTATGAAGACAACAGTATCGC
CTGTCTGGCCCCCTTTTGACCTATTGAAAGTGTCCTTCAACAGACATCTGCTACACATCT
CCTAAAAACAAAGCTTGGATCCAGATTTGGAGAAGAGATGCGAAACTCATATAAATAACT
CTCAGAGGCTCTTGAGGGAGGTCTATAGAGCAGGGTGGGATCGTGCGTCGGGAGCCTCTC
CTGGCTTGATTTCAAAGCCCATTAGTGTTTGGCAAACTGTTTTTATAATAAAAGAAATGT
GTTTGAACCCAGCTATTGGGAGGTGGAGGATGGGAATGATGTGGTCCTGTGTAAAACGTT
CAGGTGTGGTTGGATGCTTAGATCCTAATGAGATGCCTTCCCTGCAGCACAAGGAGAAAA
CTATTTGCTGTCATGTGTCAAATGCTACTTTTATCAGTGTTTGGGAATGCTTGCAAAAGA
CTTGAACTTTTTCTTTCTAAAACAGTCTTTCCTTTTCCTTTTGCTTGTACAATAATCTGA
GAAATTTACTTTTATAAAAAATGATGGTTTTATGTAACTGAAAAAAATTGTTTTCTAACC
TGCTTCATGAAAATGTTGTACCAAAAAAAAAAAAAAAAGGCAGAATTTTGTGATGGATAC
TCAAACACAAGCTCCTAGGGCTGATATGTTACTGAGTTTGCTTTATCACGTATCTGTTTA
TTGACATGTTCTCGCCATCTATTAATCATGATTTTTTAAAATGCATTTTAAGCCTGTGTT
TGGTATCAGTAGCAGTTTTTCCCTCAAGTATGTTAGCATGGGTATCATTAGTGCTTAGTG
TTTTTTTTTTAAAGAAAAAAAGAACAGTTTAATCATCTCAAAAGGACTCAGAACTACTCC
CCTATTTTTATATATAACACTAAATACAGAGGGTTGGGCATCATGGCACGTCAAGACTCT
CTTCATCCCCTCTCCACTGAGACCCTTCTTTCCAACAGTCTCCCTCCTGCTTTAAAGTTT
TTTTTTCCCTTTGATCCATAGACTTTTTTTTTCCATTTTTTATTAGGTATTTAGCTCATT
TACATTTCCAATGCTATACCAAAAGTCCCTCATACCCCCCCCCCACTCCCCTACCCACCC
ACTCCCCCTTTTTGGCCCTGGCGTTCCCCTGTACTGGGGCATATAAAGTTTGCAAGTCCA
ATGGGCCTCTCTTTGCAGTGATGGCCGACTAGGCCATCTTTTGATGCATATGTAGCTAGA
GACACGAGCTCTGGGGGTACTGCTTAGTTCATATTGTTGTTCCACCTATAGGGTTGCAGT
TCCCTTTAGTTCCTTGGGTGCTTTCTCTAGTTCCTCCATTGGGGGCCCTGTGGTCCATTC
AATAGCTGACTGTGAGCATCCACTTCTGTGTTTGCTAGGCTCTGGCATAGTCTCACAAGA
GACAGCTACATCTGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCAGCGT
TTGGAAGCTGATCATGGCATGGATCTCTGGATATGGCAATCACTAGATGGTCCATCCTTT
CGTCACACTTCCAAATTTTGTCTCTGTAACTCCTTCCATGGGTGTTTTGTTTCCTATTCT
AAGAAGGGGCAAAGTGTCCACACTTTGGTCTTCGTTCTCTTGAGTTTAATGTGTTTAGCA
AATTGTATCTTATATCTTGGGTATCCTAAGTTTCTGGGCTAATATCCACTTATCAGTGAG
TACATATTGTGAGAGTTCCTTTGTGATTGGGTTACCTCACTCAGGATGATGCCCTCCAGG
TCCATCCATTTGCCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCC
ATTGTGTAAATGTACCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTGGGTTCT
TTCCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTC
TTACCGGTTTGAGCATCTTCTGGATATATATATGCCCAGAAGAGGTATTGCTGGATCCTC
TGGTAGTACTATGTCCAATTTTCTGAGGAATTGCCAGACTGATTGTGTTCTTTTTTTCCT
TAGAGAAATTTACATATGAGGAAATACATGATTTGTGTTAACATTTGCAAACACCTTTGC
ACCTCAAGCCCTTCTCAAGATAGATATAAACTATCTCCAGCACTCCAGGAAGTCCATCAC
TCCTTGCCCCAAATAGTCCCTGTCCCTCTCATTCAAGAGCAACATAGTTCTGATATTTTT
CCTGCCATAGATTATTTTTTGTTCTTGTACTCTTTCTAGAACTTAAAATGAATGAAACTG
GATAGAATGTATCCTGATGTCTGCTGTTCATCAGAACAGGTTTTAAGGTTCACCCAAGTT
ACAGAGATAGGAACACAGTCATTTCTTTCTTTATTGCCAGCTTTCCATTCTCTAAGTATT
GTAGATTGTTTACCTGTTCTTCTACTGATGGGGACTTGTACTGGGTAGTTTTATGCCAAG
CTAGAGTCATCTAAAAGGAGGAACCTCAATTGAGAAAAGGCCTCCCTAAGATCCATATGT
AAAGCATTTTCTTAATTAGCGATTGATGGGGAAGGGTCCAGGCCATGGTAGGTGGTGCCA
TCCCTGGGCTGGTGGACCTGGGTTCTATAAGAAAACAGGCTGAGTAAGACATAAGGAGCA
AGCCAGTAAGCAGCACTCCTCCATGGCCTGTGCACCAGCTCCTGCCTCCAGGATCCTGCC
CTGTGTGAGTTCCTGTCCTGACTTCCTTCAATAATGGACCACAGTATAAGTAATAAATTC
TTTCCTATCCAGCTTGTTTTTAGTCGTGGTGTTTCCTTGCAGCAATAGAAACCCCACCTA
AGACATTTCTCACGGTATTTCTAGCTTTGTCTGTTTATATGTTTGGATGAACACTTTACA
CAGTTCTTTTGTGCACATAGTTTTCATTGCCCTTGGGGCATACTTAGATGTCATTGGGAG
GATGACTCAGTTGCTAGAGTACTTGCCAAGGACCTGAGTTTGGTCCCCAGAACCAACATA
AAAATGTATGTAATTATAATGCCAGGTTTGGGAAGGTGGGAGACAGGGTGTTCTCTGGGG
CTTGCTGGCCAGCTAGCCGAAACCAGCTGCTGAGCTCCAGCCCAGGGACAGACCCTGATT
CAAAGAGAGCGGATTATGTTGCTGGGATGACACCCAAAGTTGTCCCTATCCCTTCATACA
CAAGCATGTGGGCGTGAGCAGGATTCAATGCCATTTCTTTCCTTAAAGACACAAGCCACC
CATGGATTCCAGTTGCCACTCAAAAGAAATCAAGATATCTTGCCTAAGGATTTTTGCAAT
TATTCAGTGTCTTCATGAGTACTGTGAGTCTTTAAAATAGTCTAGTAGCTTTTAAAAGTT
AAGACAATGGAGTTCTAAATCTATCCAAAGCAGAAGGCAGAAGACCTGACGTAGTGTTGA
GGGACCAGGAGATGACTACTTTGTCTGCTGGTATGTTCCATGGCACAAGTGTGATTTCAG
TGGCAGAACCTGGTCTTAAGCCCAAGTTAAGTCGATCAGAGCAAGCCTGATGTCCTGCAT
AGTGTCCCTGGAGGAGAAGCGAAGTGCTGGAGAAGGAACTGAAGTAGAGGCTCAGGTTTC
TCTGGGCTTCTCCCTGAGACGTATAGCCACACTGCTGCTAGGTGCATTGCCTCAAAAACT
GTCCCCTCCCCACTTGCATGCATAGCCAGACTGCTACTTAGGAAAGCAGAGGGGGAACCT
GGAGCACAGTGTGGTATGGATGGGTTACTGCAGTAGAATTGTGATCACACATGCACCATC
CTGTCAGGTGAAGCTGTGGGGACCCTCGGGGCCGTTACTTACCTGCTTAGCATGGCATAA
GACTGTCCCTGTCCCAGGGGCTTTTACAAAGACAATTCCCAGAGTTGATCACATTAATTC
TGAGTCACCAGCTACATGCATGGCCTTTCAGGTGAGCATACCTGGCCAGATGTGAAGAGC
TGTTGTAGCCATCCATATTTGGATTAAGGAAGAAGTGGTTGCTGGCATCACCTCCCTCTC
TTTGTGGCTGGCTTTTTCTAATTCCTTGGGTCTCTCCCAACTTTTCTGTTTCTGAGCTTT
CTACTTTTAAGAATTGCATAGAGAAAAGAGCCCTGCACACAGGGTTGTGTGCACTGTTCT
TCCAGTGGGGCTATTGTTCCATGCCCTTTTGTCTGACTTCTTTGGACCTTGCATAGACAG
GTAGGATTAGTGGTGTAAATAGTCCTCTGTTGTTTGTTATTAAACAGAGGGTTGAGGTGT
TTCTTTTTCAAGCACAGCCCAGTTTCCTGCTTCAGTGCTCAAGACGCATGACCTTTGGCT
CCTTTCTCCCTGTGCAGTCTTAGTCACATCTGGGATTTAAAGTGGCAGGAAGTCCTGTCC
TGGAGGTTGCTGACCAATCTGACATCATGTGCTTGCTTCTAACCTATCCCCCTGCAACAC
TGCCCTGTTTCCCACCCCCAGCCAGCTTCCCCCCGCCATCTCCCTTACTTTTCATTTCAG
TGTCCTTCTCTTCCCCTTGCTTAGGACCTCTTCCTCTCTTGATCACTTTCTAGCTTCAAG
ACCTATACACACACATCATAGAAATACATATACACTATATATACATACATATATATATAT
ATATATATACACACACATCATATACACACATACATTATATATACACACATTGTAACACAT
ACATACCATATATACACACTATATACACATATATATTATATGTATCATATATGTATATTG
TGTGTATCTATACATTATACATGTTTTATATATACATGTTATGTATTTATATATATACAT
ATACACACATACACACATACATGTGCGTTCTCTCATAATACGGACCTAGTTTTAGAAATT
TGCACACACATACACATTTTAAAATCTAGGTCCCTGTTATGACAGAACTCATGCAACATA
GCTTTCTGAGTCTGGCTTGTTGCACTTAGCATAATGATATTCACTTTTGTGCAGGTGTCA
TGATTGAATTTTCCTTACTGCAGAATAAAATTCTATTACATGTATTTATCACACATTTTA
TTTTTCACCTGCTGATAGTTCCATTTCCTTGGTGTTGTGAACTGTGCAGCAGTAAGCACT
GCACAGGGATCTCTGTGGGATGTAGACATAGAGGCCTTTGGGTAGATGGGCAACAGCAGT
ATAGCAGGGTCACGTGGTAGATCTTTGTTCAGTTTCCTGGGAAGCCTGCATATGATTTTC
ACAGTGACCACACAAGTTTGCATTTAAAGCAGAAGTGTATATGGGTTCCCATTTCCCCAC
ATCCTCACTAGCATTTGCTGTCATTGGATTTCTTGATGACAGCCATCCTGCATGATGTGG
AATGGAGTCTCAGAACAGTATCAACATACACTTTCTGCCATTCATTCTTTTTTTGCTTGT
TTGTTTGTTTTGTTTTTCGAGACAGGGTTTCTCTGTATGGACCTGGCTGTCCTGGAACTC
ACTCTGTAGACCAGGCTGGCCTCGAACTCAGATTCGCCTGCCTCTCCCTGGTGCACGCCT
TTAATCCCAACATACACTTTCTGATGACTGAGTATTTTGAACACTCTATGGCTATTTTCC
TCCCTTGGAGGACTGTCTTCTGTCTAGCTCATTAGCTTATTTATTGGTCATTTGCTTTTT
GATGATTAATTTTTGCGCTTTTTTATATATGCTAAGTCTCTGACTTCTAGTTGACAAAGG
GATATTTGTTTGTCTGTTTGTTTTCCCTCAATTTCTATGTAGGTATCTCTTCCCTCTAAT
GACTGCTTCCTTTGCTGTGTAGAAGTCACATTCGTCTCTTCTTAGGATCATCCTGCGCTA
GTAGAGTTTTCTTTACAAAGTCCTTGGCTCTGCCCACATCTGTAAAGTGTTTTCTTTGAG
TTGTCCTGTAATCACAGCTTTTGGTCTTGCTGTTATAAAGACCTTTCATCCATGTTGAAT
TGAGTTTTGCTCAGGGTGAGTTGTATGGATCTGTAACAGCTTCATTATTTTATGTCTGGA
AATTAGCTCCCCCAGGATCATTTGTTAAAGAAGATATTTTTTCCCGTTATATGTTTTTTA
CACCTTTGTCAAAAGTTATCTATATAGGTTTGTTTCTGAGCCTTCTGTTCGAGCCCACTG
ACTGATATACCTACTTTTTTATCACCAGCATGCTGTTTGGTTACCATGACTCTGTAAGAT
AACTTGGGACTCAGATATTGTGGTGCTCCTGGCATTATCCATTCTGTATAGGGTCTTTTA
TGCTTCCATATGAATTTTGGGATTTTTTTACACTATTTCTGCACCATTGAATATCTGAAA
TACCGTGCATTAAATATGTATATCAATTTTGGTAATGTAGCTATTCCATAATATTAATTT
TGACAAGCCATAAACAGGATTCATAGGTATTTTTATGCTATTATAAATGGGATTTTCCTC
ATTAACTACTTCCTTGGCATATTCATTATTGATACATAAAAATTAATTTTGTCAATTTTG
TATCATACTATTTAGCTGAAAGTATTTATCAGTTCTGAGAGCTTTCTGATGGAGTAGTTG
GATCAGGATTTCCCCAGATAGGATAATTTTACTTCTTTTCTTGTCATTTTTTTCTTCCTT
GTCTTCTTGCCCTAAGACTTTGAACACTATATTGGATAAGAGGAACAGAATGAATGAATG
TCTTCATCACACTTTAGGTTTAAAAAAAATACACAGTATTTCTGCATTTAGGCTGCCTAG
AGGTAAATTTGCTGTAGGTTCATCATCTATAGCCTTTATTATATTTATATATACCTAATC
CCAGTGCCTTCAGGGCATTTATCATGAAAAGATGTGGAACTTTGACAACGTTCTTTTCTG
TCAAGATTGTGAGGATCAGCTGATTTCTGTCATTAACTTAGTGTGTGGTATTGCTCATTT
ATTTGTGTATCTGCTCAGTTAACTTTCCATCTCTGGTTTGAAACCAGCGTGGTCATGGTG
TATGAACTTTTTAATGCATTCCTGAAATCAGTTTTCAGGAATTTTACTGAGAATTTTTGC
ATCTATGCTTCCCAGGGAAATGGGCCTATAGGTTTCACTTTTGTGTCCTTATTTGGTTTT
GGTGCGGGGCTTCATACAGTGGAGTGAGTAATGTTCCTTCAGTTTCCATGTTATGGGTCA
GTTTAAAGAGTATCAATCGGTTTTGGCATTTCTCTAAAAGGTTGTTAGAATATGTCGGTG
AATCTGTCCAGTCCTCTGTTTGTCATAGTAATGTTTCAAATTTCATTGATCTTATGCAAA
AGTTTAACTTGGTTGTGTCATGCCAATTAGTCTTTAAGGCAAAAAAGGACACGCGGTGAT
TGGGTAGGAAAGGTGGAATGAACTAGAGAGGACTTTACATTTAATTTTATTATGGTTCAG
TGTACATGTTTGTGTAGTTTCTGTTGATTTTTTAGCTTTATGGCACTATGCTCTGATAAG
ATACATAACATTGTTTTGATTCTTTTGTGTTTGGTAAGACTTGATTTCTAGCCTAGAACA
TGAGTTTATTTGAGGAATGTTCCATGGGACCCTGAGGAGAATTTCTCTCCTGCTCTTTTA
TATAGACATCTGGGTCATTCTCTTCTAGTATGGAGGAAATCTGTCATTATTTCCACTAGT
ATAAACAAAACAACATTAGAAAATGTGAATCTGCTATTCTCAATATTATAATACAAAGTG
ACGGCACTGGCTCTTTACGGATGGCGTGAAAGGAATTAGTTGTGCTTGGTGTCACGTGGT
TTTATAAGCATCCCTGTTGAATCAGAGGTTGGAGGTGACAGGTTTGGCCGACGCCTTTGA
ACAGGATTTCCCACTTTTCGCCCTGCTGATTCAGCCCTGCTCTTGGTTACCTCCCATCTG
CTCTCCATGCTTTTGCATTTGTGAGAAGGCATATGGTTAAGGGATGGAAAAGTCACTGCA
TGCAACTGGTGAGGGTGGAGGGTGCCATGTCTGCAGGCTGGTCAAGTTAGCAGCCCATCT
GCCAGAGCACTTTGAGCAAGTTGCTCGGCTCCCCAAGCCTGCGTGCGGAGCCCCTCAGTC
CACATTTTGTGGACAAGATCCAGCTTGGCAATATCAAGATGAAGGCTCTGCTTCCTAAGG
GGTTTGCTACAAAGCAGACACCAGTGTGATTGTATGGACACATTTGTTTTCTTTTACTGT
AGACTCGAAGAATGCTAATGAAATGAAGATGAAGAGTGACCACACTGCTCACTTGTCTCT
CGGTGAAGCAAACTATTCTAGGGCCTTTCTCTGCCCCCTCCGCCATCCAGAGCTTCACTA
TCCAGCCAGACTGACCTTGAACTCGTGATCCTCCTGCCTTAGGCTTCTGGCTGCTAAGAT
TCCAAGTGTCACCTTACCCTGGAGCTTGGGGGCCTTTTAATGTGCACTTTGTATTTCCTG
TAGAATTGACTTGTGCGTGGAACTTGGGGTTTTAGATGGACTGAACATTGATAAAAGGCT
TTTCTTGTATGCTTTCCCGTGACTCTTTGAAAGTTTCCTTCACCATCCTGACTCTTGTTT
GGCTTTTTAATTTTAAAAATAAAGCCATGCCTATACTGTTAACAATGCTTCTCTTGATAG
ATGAGTGGAAATGTTCTAGATGATGCATTAACTATTGAAGATAGGCATTCTACACCAGTA
CTCCATATATGCTAGGTAAGCGGGGAGAGTGTGCTAATTGTTTGGAGCAGGGGGTTAATT
CCTGTGCACACATTAGAAAAGGTGTTCTTTTGGTTCACTCTCCCCCGTGCACTCTCTTTT
CGGTGGGGTTTTTCCTTAGCAGATCTCATTTCTAAACTCAGTCTCCAAGTCCACAAAAGA
AAGCATCAGCAGGACTCGTTGTTAGGCACATCTAACGTTATTCTTCTGCTCTTCACCTTG
TGGCTCTTGAGTGGTTTTTTGGTCATCCACTTTTCCATCCTACAAAGAGTCTCTGCTTTG
AGCCAGATGAGAGGTTGCATACTTGTAATCTCAGGGCCCAGGAAGCAGAGGAAAAGGGGT
CACAAATGTGGGGTAGCCTGGTCTACAAAGTGAAAACCTGACTCAAAATAACCTACTCTA
TGTACGTTGGCCAGAAAATTGTCTGTATCAATGTTATAAGTGTGCACAGTCCTTAACGGC
TCTCCACATCCATGGTCTGTACTGCGCTCTCCTGTTCTAGAGTATTCCAAGAGATGTTAC
ACATGTTATAATGAGAAGAGGTGTGACTCGCAGTCTTGTGTTGCACTGGGTGGGGGTGAC
AGTCCTACACCTCCTTGTCCTGTCCCTCATATATTCTCTCTCCAAGTTCTACATGGTTGG
TGGGTTCTGCAAAGGGACCCTGCTCTGAGCCACACTGCTCCTCAGCAATACTTACTGCTG
CTTCCAAGCACAGCTCGGAGTCTCATGGGTGAGTGTGAGCAGTCACTTGGCATATCCCAG
CACGGGAGACATGAAGAAATAACACCTAGTGCCTTCTTTCCAGGAACTGAAGCGTTCGTG
CGGGAAGCAAAAATAATAAAGAATTCAAGAGGGAACCAAGTGGTGTTAATAAGAGCATGC
CAGGGTGGCATGTGGGAATTGGGAGTGGGGAATGGAGAACCTGGAGGGCAGCATGGGGTT
CACAGGTCAAGAATTAGTCATGCAGAAAAGAGACAAAGATACCCTTTCCATGGGCCACTG
TATCATTTGTGTGATGTACATTTGAATGGAGCAGGAAGGTCCCGACATCCTGATAGCCTC
CATAGCCAAGATGGCTACATTTATACGTCTGTGAAGTATTACCAAAAATAAAAATAGCTT
TGAGCTGGGGGGAGGGGAGCATCTAGGAAGGCCGCTCAATGGGTAAGTGCTGACAGCAGA
AGCATGGAGATCTGAATTCCGATCCCAGAACTACACAGAAAGCTTAGTGTAATGGTGCAC
ACATCTGTAATTCCAGCATTCCTACTGTGAGTCAGAAGGCCCATGCAGGAGCACACAACA
GCAAACCCGGATGGACCTTGTATTAGGGAGGAAGGCGAGACTGCCAGTCAAGTTTGTTCT
CAGCCCTCCACATGCACAGTGCGATATAACCACACTAACACAGAAACACAGAGGGAGGTG
GGGGGGGGGAAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATGCTTTGTTTTCACATATCT
TTTTGCAAAGTAGCCAGTTGCTGGGGTCTCCTAGTCAACTCAGTGGGTAGTGGGCGGCAG
TCTAAGCCCGTGACCTCATTGCCATGTCTGCTTGGGATTCCTCTTTCAAGTCACTATAAA
TCTTCTTTGTCTGTTTCTGCTCCTTGGTTGATTAATCTTCAACCAGATATTCTAGCATCA
AAGCGTCCTGCTCTTTCCAGCAGAACCCTTTCTCCCCACCCCCAAGCCTGGCCTCTGCTC
GAGTCACGTCATTTACTTCGAATGCAATTAGTTGTCTCCGTGACAGGAGACTGATTTCTT
TCCTCATTCTTGTTCTTGGCTTTACAGTTGAGTTCAGTGGAAAGTGTCCACATCACAGCT
AACAAAAGGGCACAGAAAGTTCAGCCCCTCTCAAGCAGGGTTAAGAAGACTCTAGAAACT
ATGAAATGGTTGAATGGAGCTGCTGGGGGCCAATTTATATAAGGGTTATCAAGTGTTCAG
TGCTTACCTTCCTAAGTCCCCAGATGTTAGTGGCAAAGAAGCTAGTGTTCCAGTGTCTCG
TGGTGAAAGAGAGACTCAGCTCCCTGGGGAATAGGCTCCCTGAGGGGTCCTTGTGGATGC
TGCCCAGGGAGTGGCCTCTGGGCAATCAGGAGTGATCTAGGGCTTCCTTTCATTCTTTTG
GCTTGGGGGAATCAAATGGGCAGCAGAGGTTGCAGGAGAGCCTGTGACCAAGTGTTGGTC
ATTTTTCTCAGTCTACTGGTATTCATGCAGCCGCCCCTCCTATTCATCAAGACTGTGGAA
ACACATGTGGTCACCACCTTCTAAGTTTACATTTATTGCATGAAGATAACTATTCAGTTA
GCCACATTGCCATTCCAGATGGGAAATATCTGGACCTGTTGCAAAACACCTGTCTTCAAG
TGTGTGACTGCATGGGGGGCCTAATTATGTTTCATTTTTCTTGATAATGATCTAAGTGAC
TTGTCAGCTTCTGGTGAAAACCCAGGTTTGCCAACAAATCAGTTAGCAACAGTCCCCAGG
AAGGCAACAACGTAATCTTACCTAATGTTGAACTTAAACATTCTCTGGCTCCCCACACTG
GCATGTAAACGGAGGGCAGAACTCCAGAGGACATCATGAAGCCAGACTACTTTTTTTTTA
TTTTTTTTAGATTTATTTATTTATTATGTATGTAAGTACACTGTAGCTGTCTTCAGACAC
TCCAGAAGAGGGAGTCAGATCTCGTTATGGATGGTTGTGAGCCACCATGTGGTTGCTGGG
ATTTGAACTCTGGACCTTCGGAAGAGCAGTCGGTGCTCTTACCCACTGAGCCATCTCACC
AGCCCCCAGACTACTTTTTAAAAGTAAAACTTACCAGGTATAATAACAGCATGTGTCTGT
TGGGCTGATGGCAACAGAGGCAGAGAGACTCCCGGAGCCCTCTCCCCAACCAGCCTAGCT
GAAAGGAGAGCACCAGGTTCAGTGAGGGAACATGTCTTAAAGGATAACGTGGAGAAGGAC
TAAGAAAGACACTGTACCAGGGGTTCTTAGCCTGTGCATTATGACCCCCTGGAGGTTCAA
ACAACCCTTCTATTGGGGACACATAACAGATATCCTGCATGTCAATTATTTACTTTATAA
TTAATAACAATAAGAAACTTACAGTTATAAAGTAGCAATGAAGTAATTTTATGGTTGTGG
TTCACCACAGTACCAGGAACTGAATTAAAAGAGTCTCGGCATTAGGAAGAATGAGAATTG
CTGCTCTTTATTAAACTCTGATTTCTATATGCACATGTGTATACACACACACACATACAT
AGGCACACACACACACACACACCAAAATCTTCAAAGAAAATACAAATTAAGCTTCATGAG
TTGGACATGGTAGTTCAGGCTTTTAACACAGCTGACATGAAATGGAAAAAAGTTAGAAGC
CAGACTAGGTTACACAAGATCTTGCTTCAAATAACAAAAATTAAATAAGTAATGATAAAG
AAAAGGAAAACAACACGACGTTTAAAGTATAACACAAGTAGCCAACGGACATGCAATATA
TTAAAAGTGCTTCAGGGTAAATTCTGTCCCTCCTTGCCTGGCCCCCAAGTTTAGCTCTTG
GATAAAAATCCAGCATCTGGGCTTGTGCTTCCAGTGGCAATGGCTCGAGTGCACTTCACG
TGCACTTCATGTCTGTCACCTGTGGATCTTATAAATGAGTCCGTGGATCTTATGGAGTTC
TTGAGAAAATAGTGAATTTCCACATTAACCCATGTGCTGGCTGCTTTGCACACCAGATCC
CAATGTGTAGCAACAGAAGGGGCAGGTCTAGGACACACTGCTCCTAGCAACAGGCAAACT
CCTTCTGCCATCTGCTCTCACCCTCAGACACTGCTCTTCCGTTCTTCAAAGCCCACATTC
AAGACAGGAATATGAATGAATGCTAAGGGGGCCAAGGTCCACTAGAGCCTTGAAAAGACC
CTGTATGTCTTCCCCGTGGTAAGTATTCACTTGCTGACTGACTTCCACTATAAAAATATT
TACTATATGCATGATTAAAACACTTCATGACTCCTACTGAGACAAGCTGTAGACTTCAGT
GTGATTGCCTTTAATCTCCTTTTATGAACTGTCCTTCATGCTTTTAAGGTGGATCACAAC
CCTACGCAGGTGTTAAGCGTGGATGTTTTTAATCCATTTTTAGTCTTCAGATGCGTCTAG
TTTTGTTCAGATGAAAAGGTCATTTAGTGCGTGCTGTTTGGGGGAGGGCTTGGGGAGCAG
TGCGTCCCTCCGTGACCCCAGGGTACAGCAGTGCGTCCCTCCGTGACCCCAGGGAACAGC
AGTGCGTCCCTCCGTGACCCCAGGGTACAGCAGTGCATCCCTCTGTGACCCCAGGGTACA
GCAGTGTGTCACCCAGGGTACAGTGTCTTTGAGATCCAGGCACTTTTACAGCTTATATCG
GTTCAGTTTTATTTGCTTTTTAAAAAATGGGTTTTAAGTGTTTTCCCTGCATGTATGTGC
AGCTTGTGCATGTATGCCTGGCGCCTTCAGAGGTCAGAAGAGGAGTCAGATGCCCTGAAA
CTGGAGATATGGGTGGCTGTGAGCCTCTGTGAGTGTGCTGGGAACTGAACCTGGGTCCTG
TACAAGAGCAACAAGTACTTGTAACCACTGAGTCATCACCAGCCCTGAGATTGGGTTGTT
TGGGGTTTTTGTGTTCAAAGTTTATTTGTTTTATTTTATGTGTGTTAGTATGAGTGTTTT
ACTCATATGTATGTCTGTATCATGTGCAACCTGGGACTATAGTTAAGGACAATTGTGAAT
CACCATGTGCCTGTTGGAACTTGAGTCCAGGTCCCTAGCAAGAACAGGTGCTCTTAATCA
CTGAGCCAGCAATTCAGTCCCCTGCTTTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAATATATATATATATATATATATATATATACATACATACACTGAAGGGCTAGATCTT
GGAGTGGCCAGCTTCCCTGGCTGTGTGCTGCCTCTTGGTCCCTGTGTACCAAGTGGTTCA
GGTACCACTGCCCAAGTGACCTTTCTCTAGCTTATGTCTGTAGGGATTCTTGGCTGCACT
CCCAGCCCCTACTCCAGACTTTAGCCTCTGAAACTTTGATCCCAGTGAACAGAGTTTCCT
TTTTTAGAGGCTTTTGTTTTAGTGTGTGCTTCTAAGTGAATTAAGTGCATCTGGATCCCC
TGGTCTTCTGCTGCATGAACCGCCCACCTCCACACCCTCTGTGAACAAATACGTGGCAGG
TCCCCATCATGGGACTGCAGACAGAGTTGGGCTGTGTCTGATCCCTGCTCAGTGGGACTG
GAAACCGCGACAGGTATCCAGAGTGTCCAGTGCTGGCACACTGTCCACCCCTCTCCCTGT
GGCATCGTCTCCTCTCTAAACAGATTTTAAGACCTCTCCTGCCCAAGAACCTGTGATGCT
AGCACTCAACTTACTAATTTCTTTCATTCCGTTACCAGGACAACTGCTGTCTACTCTCCA
TATCTCCTATGGCTCAGCCCAAGTATATGTCTCATTTCTAATCTAGGGTTCTTGGTCTGA
CATCATTGTTTTGGAATTCTGATGATCTCCCCCTGGTCCTTTGCTGCATGAACAAATTCT
ATTTTTTTCTTAGTCTCATTTGGGTCCTTTGTTTCCTTGGTTTCCTTTTTGGAGGAAAAA
TGAACCAGGCATCCATTTCTGACCTCTTAAAAACTTTCTCTCTACTTAGTCTTCAGTTCT
GGACCAGATACTCCTCCATCAGTATCTGGTCCAGATGGTTCTCATGGCCACTCGCCTGGG
CTGCTGTCTTCCATGTGTGTATGTCTCAAGCACACTGGCTAGGCAAACTGCTCTTCCCTC
CTTCCTGGTGTATCTTGGCTTCACCGAACCCTTGTCACTTTCCTCACAGCATCAAGAGTC
ATCCCTTTGGGAGACTATCTCTGGTCCTCCAGCTCCAGGCCTGTGTGCTCTCTTCTCTGT
GTATCAAACAACCACTTATTCTGGGCCTTGTCCTGGGTGCTGAGGGTCACAGGACACACC
CCCACGCTGCATTGTGGTTGTTTGTCCATCCACACTGTGCATCTGTCTCTCCCCAAGCTG
GACCCTCCCTTGCCTCATCTAGCTCTCAATGGTGTTTGTCAAGAGCAGATCTGATGGTGC
CAGTTTCCTTTCTTTCTCTCCTCCCTCTTTTCTGTCTTTTCAGCACCTCTCCCAGAAGCC
AAAAAAAAAGGAGGAGGAAAGAGAAGTTCATAATTATGAGATTAGGCAGATCCAATTTCA
TCCCATCCACTCTGTCTTCTACGTGGGGTTTGTTTGAGCATTCAGAGAGACCCACGGTGG
AGGCTGAATCTATCCTTTGTTTGCTAGATGTACTCAGCTGTGGCCAGCAACAGAGGTTTC
CTTTCTGCTCTGTCCTTTGTTCAGGGCCTTACCGTAACTAGTCCTTTAAAAAGTCCCTGA
GAGAGAGGAGGGTTCTATATTCTCAGAAGGCCTGTGCCTTAGAATACTAGACAACTGACT
CAGGGTCTACAGATATTTTCACCTTGTAATATTGTTCTTCCTTTCTCCCCAAACGAAGAA
AGTAACCAAGTATCCTAAAAACACAAAGCAAGACAATTATTTTGGAATTGATTATCAGTT
GGTTTGCCAGATAAACTACAGAACACATAATTCAGCTTGCATTTTAGGAAAGCAGTGAAT
GAAGAGGTTTGGCTCAGAGGAACCTAGGGCCCTGGACATGTTAAATATCTGCTCTATCAA
TGAGCTACATTCTACTCTGAACATTTTTTTAGTCTAAATATGTCTCAAATATTTCACAGA
ACTATTTAAATTATTTTCTAAAATTCAACATAAGTGGAGAACCCTGTATCTTATACACTA
ATGCTGTCACCATGTATTACTGGCAGTGCAAGTTTTAGCTCTCAATTTGCAGCTGTGGTA
ATGTTTCAAAGGAACAGCTTAGTGTTTGACGTAGGTAGGCTCTGTTGGCAGCCATATTTC
TAGTAAACCACTTAGCCTTAACTGGACAAGCAGTAGGAAGAAGGCTCCCGTATTTTCTCA
TGTCATACCTACTAGAGAAATGGAGGTTTTCTCGTGTGAAATGTATCTGGCTTCGTTCAG
ACAAGTGGGAGGAAACATGAAAACATGAAGATACTCACAGTCGCGGGGGGGGGAGGGGGG
GGCACGGAATCCCCACCCCAGCCAGGCTCAGGCCTGAGTGCACTGTGCAGTAACCTGGAA
ACCATCACTAAGCAACTGCTCAGGACCCACCTGGGATGCTGAGTCACTTAGTTCCATGAT
CGGGGGACCAACACTGCTGCTCAGCCTCAGCTGGCCAGTGCACTGTCTAAAACTCAGCAT
GGTGTCTCTAGTCCAGAGGGTCACAGCTGGGGCTGGGCAGTGTGCAGATAGGAAGGACTC
TGCAAAGTCTTTCCCTAAGTTCCCAGTGGGCTCAGAACATACCATACCCTGCCTCACCAG
CGTGACCTGGGCCTTCAGACTGCATTCACCCAAGCTGACACCAGACAAAACTGGGGTTCC
ATTAGCAAGAAAAGCAGGGACGAGGGGACTCTGATTACCCCTTAAAAGTAAAAGCCTGCG
TGTCATATGCTTACCACAATCAATGCTAAGGCTCAAGTACACAGTGTTAAAAATCACTTT
TAAATATTTATATTTTAATTAATTATATGTGCATATGTCTGTCTGGGTATGTGCCTGTGA
GTGCAGGTGCCCATGGAGGCCAGGGATCTCAGATGCCCTGGAGCTGGAAACAGAGAGTCG
TGAGCCAAGACACATACTTGCTGAGTATGGAACTCCAGCTCTGTCCTTCTGTGGTACAAG
GTCATCTCCCCAGCCATAGTCGATTCTGTCTGTATCCACTGTGTTTAGAAAATTCAACTC
CAGGCTGTGACTCCTGAATTGAAGAACCTAGGTCTTAGTCAGTGAGGTGATTCACACCTG
AAACAGCAGCACTTGAGATGCTGAAGCAGGGAGCGTGTGCAGCAAGGGCGAGCCCAGCAG
AGGCTACAGCATGCAACTCTGTCTCCTGCCCAAAAAATCTGTCTGTTTACGCTGCATTTT
ATCATCATGTGTGTGCATGTTTATATGATACGAGTGTGAATGGCCATATTCATGTGCAGG
AAGAGGTCAGAGGGCATTTATAAGTAACTTCTTTCCTTCTACTGTGAGTTCGAGGCCGAT
GCATTACCTGCTGGCCCAAGAACCTCTTACCAGCACTGTTTCCAGGTTACCCCATAGTTA
GGTTACTGTGTACATAGTGAATTGATATGGAAAATGTTAGTCCTGTGAGGACATATGTTG
ACCTGGGAGTATTCTATCACTTTTGGAGTTGATTGGCATTTTAACTAAAACCATATTTGT
ATGAAGCTTAAAGTAAGTGGAGAACATTAACGATACTATCTTGATTTAAAGCATGCCAGA
ACCAACACTCACATGCCCTGTGCCCATGTGAATTATAGAACATGTGGTGGTTTGAATAGG
TTTCCCTCCATAGACTCATGCAATTGAATGTTTGACTCATAGGGAGTGGCACTACTAGGA
GGCGTGACCTTATTGGAGGAGCTGTGTCACTGTGGGGATGGGCTTGGAGGTCTCTTGATG
CTCAAGCTCCACCCAATGTGGAATCAGAGTCTTCTGGCTGCCTTTGAAAGGCAGGCCTCC
CCTGCTGCCTGCAGATCAAATGCAGAATTCTCGGCTTCTCCAGTGCCAGGCCTGCCTGCA
CACCGCCATGCTTCCTGCCATGATGACAATGGACTGGACCTCTGAAGCTGGAAGTCCACC
CCAATTAAATGTTATCCCTTAGAAGAGTTGCCTTGGTCATGGTGTCTGTGAACAGTAATA
GAAACCCTAACTAAGACAAACTATATCCACATTTTAGAACTATTAACATTGGAATAGGAA
AATTACAATTTAAAATTGAAGTCTAGGCAACACCAATTTTTGCTGCTCACAGAAAATGTT
TCTTCTGTTTTCTGCTCTTGCAAACTCCACAGCCTCCCTGTGTGACAGCCACTGATAATG
AGGACCAGTTTTCTCCCTCTTGAATGTAGGGTATAAATAGATATTTGTTGATAAAACTAC
TCTTTGCTATTTAAAAAAAAGCAAACAATGTTGGATCTCTTTTAGCCTACTTTTTCTGCT
GAAAACACATGTACAAAATACCCAGTTATCCTAGAAGTGTTGGTTACCACCTGGACGGAG
GCCTTTTGTTGAGTGTGTGTCTATATATTTCCCTGTGGCTCACCTCTACTTTTGAGGTAC
TGTGATCTGAAAGGCATCCTTTTCCTTACTGGAATCATTCCTTTCTCCCTTAGACTACAG
TATTGATATTTGTTAAATTGTTTTTTGGGGGCTCAGAGGTCCTGAGTTCAATTCCCAGGA
ACCACATGGTAACTCATAACCATCTATAATGTGATCTGATGCCCTCTTCTGGCATGCAGG
TGTGCATGCAGATAGAGCACTTTTATACAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTAAGTGTAAGCATTATGTGTCACAGCATATGTGAGGAAGGCCAAAGAGAACTTGTAGG
AAACACCCCCATCAAACCATGTGGATCGTAGCAGTGATACAGGCCTTCAAGCTTGAAGCA
AGTGCCCTTACCTGCTAAGCCTTCTCTCCAAGCCATCTCTCTGGCCCCAGACTACAGTAC
CATTGGCTCAGGTGAGAATAGGATTTCACAGCTGTCAGGTAAGATGCCTCCTGCTGTGCT
AAGTCCCTGGTTGTTGATAAGGCAATTGCACAGATCAATAGGATTCTTTCCCATCACCAG
TCATAGTAAATAATGAAAGGCTAGCCAACTCAGAAATGTAAGACTTAATAGAAGATAAAT
AAAAGCAACGCCGATTTTCATTGGCAGCGTTAAGATCCTGTTCCTTTCTTACCTTTTTAA
TGCAGTGCTAGGAACAGAGCCCAAGGCTTTACGCATAGTCAGCAAGGTTTCTACCACCAA
GTTCACCCTTCCGGCCCCATCTGAAGACTTGTAATCCACATTAGCGGAAATGGTATATCT
GTACCCCCACGGTTGTTTGTCTCCGCGGCAACAAAGATAAAGCTTGTCCGTGAGGAGAGA
TGAAGCACAGTGGAGTGGACAGTTTGCTTTTGTTGACAGGTTAGTCTCTCCCACAAAGGG
CGTGTTCTGGAGTCTAGCACAAGCTTTAAAAGGCGGAGATCCCTTAGCAGCAGGCTACAA
AGCAAACAACTTTGGCGTTTTGGTTTTCAGCTCTCATGTCTCTTGTAAAGTGTTTAATTG
TTATTTAAATTTTAATAATGTCATTGGCCTGCACGTTGTTTTTCTTCTATTTAAAAAGCT
GTCAAGGGGGTTGGAGAGGTGGCTCAGCAGTTAAGAGCACTTGCTGCTCAGTCATGAACA
CTGGAGTTCAGCATCCACCTCAGCCTGTCCACAGACTTCCTCCCCCCTCCACGATCCAAA
GGATATGAACAATCTCTTCTGCCACACGCTCACACTGGAACACACCACACACACACACAC
ACACACACACACACACATAATTGAAAAAAATTTTTTTAATTAAAAAAATATTGAATCCTG
TTAAAGGGCTCTATGATACAGTTTCCATGGGAACAACATCCTGATGGGCTGTATAAGACT
TTAGTGATGTAGTTGTCTGGGGGTCACTTATGCCTCTCTAGGATACCCCTCGGATAGTTT
GATAAGCAAACCCAACAAACTCACTGGTCCCCTAAACTGAAAATAAAATTGAAAGTCCTT
TATGAATGTGGTAAATTTTTTTTAGTGGAAAAAAGGTTTTTTGCACAAACTTATTAGCAA
GATTGATTTTTACAGTGGCATTTTTGGTATAATTATGTTATTATTAGTTCAACTTTATAT
TCTTTTCCTAAATGACAAATGACAACACTATTGAGGCGCGATAACATCTTGGAGCATACA
TATTGATTTCCCCTCACAGCGTAGGAGGCCTGGCCTATTTTTACCCTTATCATGAGTCAG
ATTTGTTCAGAATTCCTGCCACCACATGGGAGGTGGTGTCTCCTTGAACAGCGGGGGTTC
TGAACTCACTTGGCCTTGCAGGCATAAAGTGTATTCCGCCATTCCCTGACACATGCAGAA
CTATTATCTTTGCTAGGGGTAGAACTTGGCAATAAAGTATAACTTTTTGTGGGAGAGTTT
CAGGGCTCAATGCCTGATACCCCCCCAAAAAAAGACCCTCACCACAACAAGAAGGAAAAT
ATCCAGAGAGCAAAACCAAACGCTGTCTTGCTAGCAAGCTATGTATACTAGGTACTTGGG
ACTCCCATCCCATGCCATTCCTGAGCCTTTCTTAGGGCGAGCCTTCAGTCACAAAGCCCA
CATCCTTGGTTGACACATTCCAGTTAGCAGAAGCAGTTAGCCAGATACAGAACTACAGAA
GCCAAAAGACAAGGTTAGTCCATTGCAGAACTATGGATTTGGATGGATTAGCTCTTTGTA
CTCTTTTTGCAGATGTTCGTGACCACGTACTAGGTTACAAGACTTGAGGTTTACCTCCAT
GGTGTCAGTCATGCTGAGGTCTGGGAGCCTGTTACAGTAGTAAGAACCTAGCTGTTAAAG
TAAAACAATTCATTCAAATCCCAGCATGCACATAAAAGCCAGGCATGGCTGTGTGCATGT
CTATAACCCCGGCTCTGGGAGTAAGGTGTGAGGGGAGATAAGAGGATCACTGGGGCTTGG
TGGCTGCATCCTAAGTTTCGTTCATGGGAATGAGAGCAGAGAGTGACAGTAGGACGTGTG
GTGCTGTGGTCCCTGTGTACTTACACATAAACCCTCTCAGACACAGAGAGGCAGGAGAGG
AGTGAGAGAGGACTGTGGAGATGGCAGGGAATGGCAGAAACAGCCTTACCCCAAATAGGA
ACTGTGGGCTCTGTGGTTTCACAGCTCACCTTATCCTAGGGAACATTTCGAGAGATGCCA
TCATAAAGAAAGTGACCTCTGTCCACCCCTTTCAGCAACTCCAGCATCCACCATTGTCCT
GTGATGAGTGTGAGGAACACCAACTTCAAGGACTTGGCTTTAAATCTCTCTTCAAAGTTC
TGTAAATGAACTGTGGTGTTAGATTGTTCTAGTTAACAATTCCTGTAGGTTACAAAGAGG
AGTGAGGTTAATAATGTAAGGGGTTATCCATCAGCTGGGAAAGAGTAAACTTTACCCTGT
CATCACAGAACCATGTTTAAAAGTCTGGGGTTTGGATTTTCCTATTTCTCACTAAAAAGA
GATTGTGGATGCAGCAGATAGCCCTTGCAGTTAAAATCCCCACAGAGGGATCTGTACAGA
GAAACCGTAGACTTGCCAAAGCCATCCATCGTAATGTAGCGGTGACACCTGGCTGTATTA
TTTGTATGGATTCGAGACACGCTGGGAAGTCTCCTTATCCTCCTCCACTCCCTGCTCAAG
CTTTCTGGTCCTTGTTCTACCGTGTGATAAGCTACTCTCCAAGATCTCGCCACTACAGAC
CGAGCCAACTCAGCTGCAGACCTTCCTCTCTTGATGGACTGATAGCCTTGAAAGCCATAA
GCCAAAGTAAGACGTTTTCTTATGCTGTGTCTGTAAGATGTTTTGTCACATCTGCAAGAC
TTAGTCTGGGGTTCTAGTACTGTAATAACCACCATGACCAAAAATGACTTGGAGAAGAAA
AGGGTCATTTCACGTCACAAGTTACAGCCCACCATGAAGGGAAGTCAGGGCAGGAACCTG
GAGGAAGGGATTGAAATGGAGCACAGACATAGAGGCACTGATTATAGGCTTGCTCCCTGT
CTTAGGTTTCTATTGCTGTGAAGAGACACCATGGCCATGACAACTCTTATTAAGGAAAGC
ATTTAACTGGGGCTGGCTTACAGTTCAGAGGTTTAGTCCACTATTGCCATGGTGGGAGGC
ATGGCTGTACCTGGTGCTGGAGAAGGAACTGAGAGATCTACATCTGGACCAGTGGGCAGC
AAGAAAAGAGACATTGGGCCTGGCTTGAATATCTGAAACCTCAAAGTCCACCCGGCGTGA
CACACTTCTTTAACAAGCCACACCTACTCCATTAAGACCACACCTCAAGGGCCATCTTCC
CCCACCTCTGAAACTACCACACTCCCCCTGGCTTGCTCAGCATGTGTTTTAGACACTCCA
GGACCACCTGCCCAGGGATGACCACACCCACAGTAGGGTGAGTCCTCCCACTCCAATCAT
TCATCAGGAAAATTCCCCCAAAGGGTTACTTACAGGCCAATCTTTGGGAGGAATTTTCTC
AGTTATGGTTCCCTCTTAGATAACTAGCTTGCATCAAGTTGTAGAAACAAAACAAAACAA
AAAACATCCCCCCCCATGCTAGGACAAAGGTAACCTCATCCCACCTTCTTGTTTTACAGT
TGCCTTGTAGTCTGTCCCACTCTGCAGGGACATTGTTAGCTTCCAATGAGAAAATACATG
TGGAAACACGCAGCAGGGGCTTAGAGCATAAACAGGCAATAGCATGGTGAATTCATCAGA
GACCATGTGTGGCATTTACCTCTATGATATTGAGAAATTTTAACTCATTTCTTGTGTAAA
TCTCAGGTGATCTTCCTAATAGTGGCCAATCACCGGGATCCAAATGCCTCCCCCTTACCC
CTTGACTATCATGGAGGTCTTTGTTTTTTTTCCCTTTATTTTCATTTGCAAATGCAAATG
GATCCCCACCCAAAGCCATCATGTAGGCAAATGGAATAAGAGAATACTATATGAAAAGAT
ATGCTTTTGTCATCACAGTAAGGATCTATATCTATAATAGACCCAGGTTTGCTATTACAG
CAACCATTCTGGGTGAAAAATATTTACCAAGCAAATTTAGTTCCTAGAAAATGATGTTTT
GGTCCACTGCAGTGCAGTATAGAAAGTGCTTATCCTAAATGTATCCTACAGCAGGATTAA
AAAATTATTTTTATATGCATTTGTTCTTGCACAATTTCACACACACACACAGAGAGAGAG
ACAGAGAGAGAGACAGAGAGAGAGAGACAGAGAGAGGAAGTACTTTTATCATATTTCCCC
TCACGTTTCTTTCTGCGCCCCTGCCTCTTCCTACCAACCCCTTCTTTCACGTTCATGTGT
TTTTATGGTGGTGTATTTAATGAGGTCAGCCTTCATGAGCATGGGGCTAATTGAGCAAAG
ATGGCTTACCAGTGGCTTATCATTGAGGATTACGACTCCCCTGACTCCTCTAGAAACCAT
TAACTGCTCAGAGCTCCCTGTGGTGGCTTGGATCCTTCCTTGTGAGCCCCACCCCAATTC
ATGATGGAACGCTATAAAAGTGTTTTCTTTTAAGTTAATGAGAAACTCAACTAAAAACTA
GCCTGAATAATAAAGGTAGTGTCTGTTGGTTTATGAGGCTAAAAAGTCAAAGGCTTTTAA
GTTAATAAGAAGCTCGACCAAAAACTAGCTTAAATGATAAAGGTAGTGTCCACTTGTGAG
ACTAAGAGCCAACGTCATAACCTTGGCTTCAAGTGAAGCTTGGTAGTGTCACCAAGGGCC
CTGCCTCCCTTCTCTGTGTCTCCCTTGCTTTTAAGTGGCATTCTGTCTGTTCTAAAATGG
CTTCCCACGTGATCCTAGCATGTTTTCTGTAGGTCATGGGGCCATAGATACCCTATTTTC
TGCATCCTCTAAAAGACATGCTCCATTTATCTTTAAGGCTATTGACTGGTTCATTATTCT
TTATTTTATTTGGATTTTATATGCATTATATATATGGGGATATTGGGTCCCCTGAAACTG
GAGTTACAGATAGTTGTGAGCTGTCCTCTGGGTGCTGGGAATTGAACCCAGGTCCTCTGA
AAGAACATCAAATGCTCTTAACAGCTGAGCCATCTCTTCAGCCCCTGGTTCATTATTCTT
ACTAGATGTTACCTCTGAAGCCAAGTCTAATCCTAAGTAGACATAAGATATAGTCATTAC
TAAAGCTCTCCTGCTGTTTCTAGCTGTCCGTTGTGACTAACTGGTCAGGATAAATTATTC
ATATTTCATTCAGATTAACACACCCACTTTAAACTTACAAATGTGGCCCTGTTCAAAAGG
TGAGCTCTTGCCGTCTTCTCCCCTGTTGTGGCCTTGGCCTTTCGCCTTTTCCTGTACGAG
TCACTGTACTAAAGGCTTCCTCCTACCCCATGCCTCTGTTAGAATGTTCATGTCTCGGTG
ACAGTGGCTCCCAGTACTAACCCTGACTCAGGGTGGGAGCTTTGCCGATGCTCTTGTTTG
GAACCTGATGAGCCACGTGTTCTTGATGGAACTCATTCTCTTTATAAGGTGCTTTGAATG
TCTCCTAGGCTACTGTATCTGTGAAAAGCAGCCTAGCAATGGACGTGTGGTTACTGATCC
CAACGCTGATAGTCAGAGGTGGGAGTGAAGGGTGGCCAAGGCTCCTGGTACCCTAGAAGA
TAGCTAGACATTAAAATTTGCTAGACATTAAAATTTGGAAGGAAGATGTTTGCCAAGGCT
GGTGCTTTTTGCAATCAAGCTTGCCAAATTCCTGGAACTAGATCGGAAGTAGAGACAAAA
GAAGATGAGGAAGTCAAGGAATCCGGTGAAAAGGGAGTACCGTCCGTCCCTCAACCCAGC
GAGAGCAGCCAGAAGCCTACAATACTGTGCTTATGAAGTCTGCTGAGCTTACGTGCACTT
AGGGTGGTTCTCTCTCATGGGAAGGGACAATTACATGGGGCATCTGTGTTAATATGCCTC
AGGTATTAAACTCCAAGGCACCTGACTACTCTTGTTCATAGTTGCTTAGTTCCTGGGGGA
AACCAAGGATCTACCTTCTACCTACCCACCGATCCATTTATTCTTGAGGTGTAGTCACGG
TTGCTGTGTAGTCAAGGTTGTCTGGAACTATGCATTACTTCAATAGGCTTCAAACTCACA
ATCCTCTCACCTCAGCCTCGTGCTGCTAGAATTACAGACACGCACATCCATGCTTTTAAT
ATTTGTTACTAAAAAGATTTTTCATGAAGTCTGTCGACATACCAGGTGGGCTTAACCAAC
GGCAGCATAGTTATCTCTGCCTAAGCTGTTGTGAACTAGTTTCCTTGTTAGGATCAAGTG
AAAGACAAGGTCATGAATCGTAGTCTCCTGGGAGTAATGGTCACTAGCATCTGGTGAGCA
CTTAGCCCAGGCCAGCATCTGGTTTTAGCAGGCAGCGTATTTGCCTTGGTCCCTGTGGAA
TCAGGCAGCTTGTCTATGGTACCACAGCTGCAAATGGGCAGGAATGGGTTTGACGCTACA
TACAGGTTCATAGTGTGGATCTCTTTGCCATGTGACTTTCCGGTGACCTTGGCATTTTCA
ATAGGAAGTTTGATTTAAAAGTTAAGACTTGTTGTATAATGCGTGTGTGTACATGTTTGG
TGTGTGTGCACATATATGTACAGTGAGTGTGTCTGTGGATGTTGAAGACAAGTTGCTATC
AAGTATCTTCCTCAATCACACTCTACCTTGTTATTTGCGACACAGTCAGCCTGATGCTCC
TGGTTTGGCTCGAATGTCTGGGCAGTGAGGTGCAGGGATCGTCCTGTCTTTATCTCCCCA
GCATTAGGAATACAGGCCTATGTCATCATGCCTGGCTTCTTATGGAGTGCTGGGGATCCG
AACCCAGGTCCTCACGCCTGCATAACATTTTTACCAACAGAGCCCCAGCCTAGAGTTGTA
AATTTTTAATCAATACTTCCAGAGGAGAAAAGGATAGATGATTATTGATATTCAGTTGTA
AACAGTGAAATCTTAGTGGTGACTGTACACTGTGCGCCTTGGTTCCCAAGAAGCAGCCAT
TTGAGACTTGTTTTTAACTACCTACTGATCCTGCTTCGGCAAATTAGCTACGGTTTAAAA
AAAAAAAAAAAAAAGGTGGGGGGAGTGGTTTTTGGAAAAGGCAGGGGGGACGGAAGTCTG
TCCTCAGGTGACACTTGCAAGTTATTAATAGACCATAAATAGAAGAATTCAAACTTTCTC
AACAGATAAATTAGAGGGTCATTAGCTGTAATGGAAAATGATTCTTTCTTTTGCTGCACA
GTTCATCACTGATTTCTTAATCCTGTGCATCTGCAGAGTGTTTACAGTGGACCGGGCATA
GATACATTTCATCTGTATTAGGCTAAAGCCAGAAATGTGATTTAAGAGCAGAATCCAAAT
TGATCGTTATTTTAAAATGAGTGTGGGGGCTGGGCATCACAATGCATGCCTGTAGTCCCT
ATGCTCAGGAGACAGAAGGGTCGGGGGTTCAAAGCCAGCCAGGGAAATCTTGTTGATCAT
GGAGGAGAAGGAGCTGGCAGGTGTTCGGATCTCAGAATTTAGTACAAATATCTTTAGTCC
TTGTTGTGTGAGGTTTAAGCTACTGCCTTTTGCTTTGGGACGAGTAACCAAGCCTCCAGC
CCGCACTCAGAATCCCTTGAATCCTCAGACAAATGGCACACACACACACAGTTTGTTCCT
TTACAATTTGCCTTCTTGGCCCAATTGCTGGGTGCTGATATTTCCAACCTGGAAAAGCCT
GCCCTTAACAATTTATTATCTCCATCTCTCCACCTGCCCTACCTGGCCTCTGTTATACAT
CCTTGGCCACCTACATGTACTGGTGGCCACAGACCCCAGTTCTCCCCCACCCCAAGGTCT
CATATGGTTGCTGTGTTCTTCTCCCTCAAAAGCACGGCAGCAACTCCTCTCTCCTTCCTT
GTGTCTGCTTTTTCCTCCTGGGATCCAGAAGTCCCACTTGTACCTTCCGCCTAGCAATTG
GCCCCTGGCTTTCTTTACTGACAAATCAAGAACTAACAGGGAACAGACCTTAGCATCAGC
ACTGCCCCCTTCAAGTCCTTGTTCATCATCCTAATAATAAAACAAGAACTGTAGGAAATT
TGACAACAGAAATCCTGGCAAAAACCTCTTAGAGATCATTGGCACATTTTTTTTTTTTTT
TTTTACATCATCTTGGCTAACTCCTTGGCAGTTTGAGAGTGATAAGCACTCCCAGCTTTC
TCTATCCACCAGTTCCCACATGGGACTGGGATTGGTACCCATGGCAACAGAGTACACAGC
AAGCAGAACACCCCCCCACCTCCACCCAACACATACCAAATCCACATGTCGTACTGCCCT
TGCGAATTGAGGTATGTGTTTGGAGAATTAACTTTGTTCATAAATTGCTGTCACCAGTTG
AACTTGTTGGCAATTAGTTCTTTTAATTAAACATTTCATAAACCTTGCACGTGCAACAAG
TACACTAAGTTTCCTTGAGAATCAACTGGAGTTTTGAAAAGACTATAAAGATCAGGCATG
GTGTGGGCATTTCACTGCACAATAAGATCTGAAGCAGGGCAGCCATAGAAGACTAGAAGG
CACCTACATCAGACTACAATGCCCTACCTTATAGACTTCTCTATGCTCTTTGGAAAGATC
AACTGGAAAATGTGGACAGTGCTTTCTGTATACAGAATAGAACCCCACTAGCTAAAAAGG
GGAGGGTGTAAACAGGATCATCAAATCCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAG
TCTGTGTGTGTATGTGTTTGTGTGTCTGTGTGTGTATGTATATGTGTATATTAACAATAA
TCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGTGTGTCTCTGTGTGTGTCTGTGTGTGA
GTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTCTGTGTGTCTGTGTGTGCATGTATATGT
GTATATTAACAATAATCAAACATAAGGCTATCAAGGGTGTCTGTGTGTGTGTGTCTCTGT
GTGTGTCTGTGTGAGTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTGTGTATGTATATGT
ATATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCCGTGTGTGTGTGTGTGTGTG
TCTATGTGTGTCTGTGTGTGATTCTGTGTCTGTATGTGTTTGTGTGTCTGCGTATGTATG
TATATGTGTATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGTGTCT
CTGTGTGTCTGTGTGTGAGTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTGTGCATGTAT
ATGTGTATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGTGTGTCTC
TGTGTGTGTCTGTGTGTGAGTCTGTGTGTGTATGTGTTTGTGTGTCTGTGTCTGTGTGTG
TATGTATATGTATATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGT
GTCTATGTGTGTCTGTGTGTGAGTCTGTGTCTGTATGTGTTTGTGTGTCTGCGTATGTAT
GTATATGTGTATATTAACAATAATCAAACAGAGGCTATCAAGGGTGTCTGTGTGTGTGTC
TCTGTGTGTGTCTGTGTGTGTCTCTGTGTGTGTCTGTGTGTGAGTCTGTGTGTGTATGTG
TTTGTGTGTCTGTGTGTGTATGTATATGTGTATATTAACAATAATCAAACAGAGGCTATC
AAGGGTGTCTGTGTGTGTGTCTGTGTGTGTGTGTCTGTGTGTGTGTGTGTGTGTCTGTGT
GGGAGTGTTTGGGTGTGTTCATGCTCATGGGCATGTGGAGAAGTCAGAGCTTTTGAGACA
GACTCTTTCACTGGCGTGGAGGCCACAGAATAGGCGTGGGCTGACAGACCATTAGGTTCT
GGATTCTGCCTGTCCCTGCCTCCCCAGTATTGCAAGCACATGCCACCATGGCCAGCACTC
TTAAATGGACTCTGGGACTCTAACTCAATTCCTCATGCTTGTATGGCCAGCCATCACCCA
AGTCCTCACATTTTAGCCAGTTTGTTCATCTTGGAACCATTTGCTGTGTTCATGAAGTTC
ATGAAGTACCTTTAGCTTCCCTCATGCCTTGTCAGCTAGATTGCTTTTTTCCACTTTGTT
CCAGTGCTGCAGATGTGAGATATATGTGTTAGATGCAAGAAATTGTTAACAGATGTTTCT
GTTGTGGTTCCTATCCTGATAGCAAGGATGAAATGGGCTGACTAGGTAGGTTCTTTTTGT
TGTTCTTGTTTTCAGTGGACTCTTGCCTTTGCCTCCCTTACCCTCGCATCTAAGGCTTTA
TCACTTAATCACTTGTGGTTAAATGAATTTTATGGCAGCAATAGGAAACCTCTAGACATG
CCTTAGGTGAATGTGTGTAAGTAAAGTCACCACTGAAAGCCAGCTGGATACACAACACAG
CCCACAATTATAGGAGACCAGAGGGTGGCTGGAATTAACATCATCAGAAATGTTCTAATA
TTTATTAAAGATGATCAGTCACCAAAAGAATGTGGTTCATATTTTGCGTTTTCACATTAT
TTTGTGTTATCAGAATAAATGATCAACGCCCTCCCCTAAGAAGAAATTAGACCACTTAGG
ACAGGAAGATGAAGCTCTGCAGAAGTCAAGTCGACTCTAAGGGTATGAACAGAGACCTTA
CTAGGGCTCGGCAGAAGTTAGTTTGTAGCTGGGCAGGACACAGAAAGATGGCTCTGTATT
CTATCCCTTGCTGTTCATGGTCAAGTGTGGTGTGTGTTCACCTCTATTCCACATTTGGAG
TGAACGTACAACTCACATCTGTCTCAGGGCCATTCATGAGGCTTGCTGTGAAAGTTGGGA
AGTGTAACAACAACAACAAAAGTCACATGATCACACTCTTCAGAAATTGGCTGGCTGCCA
TCCTTTCCATTTCTGATGCTCCATTTTGAAGTGGCCTGTATTCCATGTGGACTTTTCCAA
TGATGTATTCTTGGTAGCACAGAAAGGGGGAGTGCTCTTTTAAACTATGCTGTGTGGGCT
TGCTTGCTTGCTTTCTATTTTAATTGTTGGAAGTAGATTATGTTCTACATGACACTGGAA
TCCTAACATAATGGTCTTTTCTTCCAACTATCTCTTCCCACTTAATTGAAGTATAATCAA
TCATAAACATGAAGGTTATGACCCCTCTGAATGGACTATTCTGATTCAGAACATATATAC
ACTGGGCTATTTTAGCTCACGCCATTCAAATGCTTTTGAATTCTGTAATTAGCTGTCCTT
TTCTTGATTCAGTATGGCTTGGCATATAAGTATATTTCTTATAAAGAACTGGCTTCTTTA
GGATAGATCTGTTTCCCAACAGAACATTCTTGTCATCTGATAATAATATTATGGTCTTAG
AAAGGATTATAATTTTCACTTGCACATGGAGACGTTGATATTTTGCTTTTATCCCCCAGT
CACTGACATCTGACTGATAGAGGTAAGTGTCCTGGGGCCAGTCTCTCTGAAGACAGACAC
TGACATAGATTTACCACTCAGAGATGTTAAGTGGTAACCGTCTTTCTTGCTGTGTGCAGC
CATTTTAGTTACTATCAAACGGTTTAGGGAAGAATGACCAGTAGTACCAACTGGGGATCG
ATGTGTTTGAGTGCCTGTAATGCCATGTCATGTCTTGATGAAAGCAACATGACCACAGTC
GGAAGCATCTCTACCTAGAGTCAGATAGGTGAAGAGTTAAGCTATTGCTATTAGCTCCAC
AGGCTGCATCTAACATGGATGAAGTGGGATGGAAACGAATTAAAATGAAACCATCTTCTA
AAATGTGTTTAAGATAAATAAGACTGGTTGAATGTTGGAGAGTGTTCTGGAAAAGAAAAC
CTGGTAGAGAATCAAATGGAAGTCCCTTGGCGGCCAACTCTGCCTCCAGCTGTATTCAGT
TATTGAACAGCTGTCAAAGAAAGCAAAGCATTATTTGTGAACTAGAACAATTTCAGAAAG
CTGTTTTTAACCCCCTGTGGTGGGTTTTTTTTTTCAGCCTTCTAATCTCTGTAAAGGTTT
TAAAAGCTGTAATGATGCATGCTTGTATCAGGCATGAGGTTGCCACACAGAACCACAGGA
CACGGTTAGTCCCGTGTGCAACCATTAGAATTTTATTTCCTGCAGAATTTTGTGCTGTGT
CACATAATCACATGTAGCTGTTTTGTCCTGAAGTCAGGAACAGTATCTACTATTTATTTC
TCAGCGACATGACAAATGCACAAGGCAGGAAACCGTGCTGGATGTAACCCATGCATAATG
AAGGGCTCAGAAAGAACTCCAGGGGGAATTTCTGACCTGGACATTGCATCTTATAGATGG
GTTGGGCTGATGCAGCTTTGGGAATTTGTAATGATATGAAATACTTCCAATCTGGTGCTT
CTTTTTGACTTCATACACAATTTATTTGCATGAATTCTGGGAATAAAACACAACATTATG
TTTGCAAGGCAAGTAGTTTACCAACTGAACAGTCTTTCCAAGCCTGAGCTACCTCATTTC
CTATTGAAAGATTTTTATACTTTTTATTGTAGTATTTTGTATGTATGGGTGTTTTGCCTG
TGTTCACAGATAACGTGTGTGCAGTGCCTGCCGTTGCCAAAAGAAGGCAACAAATCCCCT
GGGACTAGAGCCATAGCCTCTTATGAACCACTGGATGGGTGCTAGGACTCAAACCTAGTT
CCTCTGGAAGAGCAGCAAGGGCCCTTAACTGAGAAAGCATCTCTCCAGTCCCTACACTGA
AAACCTTAAATAGTTGTACTTGAAATGTTTCAAAGAACAGATACTGTCTTGGTTAGTTTT
CCCAAGTAACAAACTTGAACATAAAGGGAATTCTTTTACATGGGGGATCTTCTGGATTCA
GACACAAAATGGTCAGATATAAAGTAAACCTCTGCGAATGATCTAGTGCATGTCGAGGTC
AAGGACATCTGCTCCTGTCACAGTGCCATTGACCCTCAAATATTCTGTCTAGTCTTGGTC
TGTTGGACAAAGTGAAAGACGTCTGAATTAACTGGGCTCTTCCACAGTTCCTCTGATGTA
TTTCCCTCTATCTCTCATACAGTATTAGTTTAATTATTTAGAAATTCTAGAAGAGTATTA
TTATGTTCATGGTTCCTATATGGTCAATAATGGTTAATCTAACCCTTTATATTTTATATT
CCATAAGTATTCTTTACCTGGTGTTCTCAATTCCTCTGTAAATAAACGGAATACTGATAG
AGAAGTGTTTTGTCAAAAAAAAAGAAAGAAAGTGAATACATGTTTTCTTTTTCCTGACAT
CCTTATATTAAGATGTTGTTTGTTTGTGGACTGAAACTTTTCCTCTCTGCTTTTCTGCTC
TCTCTTGTTTGTCTGGCTTCCTTTCTAGCCAACTCTCTCCTCAACAGGCAATGGTCTGTG
CATTTCCCTGTCACTGTCACCACCTTGTAATTTCACTCCAGTGTCCTCCACTCTGTTTAG
ACAAGTTACTAGACATTACATCTCCTGGACTAGGGCAGTTACCAACCTAACTGACAGTTC
AGGGTTTAGTCCCTCTGTCACTCTGACCCACTTCAGGGCCCTTAGGGAAGAAGGGATCAG
GACTTTGAACGTGTGGACCTATATGTAGAATAAATCTTCAATCCTTTGTGAAAGAATATG
TGCATGTCTGAATTTGACAGTGGGTTTCATTCAGTTGCTCTCCACAAGGCTTATTCTAAT
TTGTATTTCCTACCAGGTGTGACAGTGGAGTTGACACTTTGCCATAGTTTCGTTAACATC
ATGAATCTTCAGGAACTTGATTTTTGCTCAGTTGGGTGAAATTTTGTATCTCATAGAGGG
CCTCCTGCACTAGGAATAGCTTTCTCTCTGCTTCTGCCTAGGACTTTCCTCTTATAGAAG
TTGTGGAGGAATGAGGCTGGGTGGAGGAATAGTCCTTCCTCTCACTGAGTCAGCATGTCA
GGCTAACACTAACATAAGCCAGGCACTGTACAGCAGTCTCTCCTTACAACAGCAAGACTA
AAGGAAGCCTTCATGTCCCAGGCCCTAAGGAAGAGCAGCTAACACAAGTGCAAGAGAGTC
AGTGACCTGGCGGTGGTGGGAGCCAGGTGCTTCCCTCCAGCACTGCGGATTGCCATCTGT
CATTCCAGTGGTAGCTTTTTATTAAACCAAGAACCACCTGCAACTAAGTCAGAGGCTCAC
TGACTGTATAGCAATAAAAACTAAAAACTAGAGATCCACACTAGGGGGTCCAATATCACA
TCTACAAGTTAGGAAGGTGTGTGTGTGTGTGTCTGTGTCTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTATCGTGTTTGTACACGTGATATGGAGGTGCTTGTGTATATCT
GTGTTCATGTGGCAGGAGGCCAGATGTTAACATCAGGTGTCTTCCTCAGTCTGTATCCAC
AAGGTCTCTCACCAAGCCTGGAGTTTACAGTCAGTCTCCCCTCTGACCCCTAGCTCTGAG
ACTAACTGGCAGCAAGTTTCAGGGATCTTTCTCCTGTCTCATTTTGTCCTTGGCTCTGGG
CTATAAATGAGTAATGCCACTTCTGGCATCGATGTGGGTACAGGCAATCAAAATCAGTTC
CCATGCTTGCCGAGCAAGCAGTTTACAAATTGAGCCATTTCCCACCCCACATGGACAACC
TACCAGAGATCACATTTCTGGGGAAAACGGACTCTCCTCTTCCATTAGTCATGAGTACCA
ATAGCTCCCTGGCTAGAGACGGGCCTCACAAGTCGTTGATCTTGTATGTGTCTTGTATAG
GCAACTGCACCTGTTCTGAGCTTGTGGGCACAGCTCGTGGGCACAGCAGCCCTGTCGTGA
CTCACAGACGTCTTCCCCATCCCTGACGGTTACAGTCTTTCCACCCGGTCTTCCTCTGTT
CCCTGAGCCTTGCAGGGAAGTTGGGGTGCTATAGATGTGCTATTTAGAGGTGAGCACTCC
AGACATTTTTCTCTGTACTTTAACCAGTTGTAAAACTGTGTTAGCCACCAGAAGGGATAG
TTCTATATTTTCCAAAGTTAGGTTAATTGATTAATTAAATGAATTCTAAAGCATTCCAAG
TTTCCTTTTTTTTTTTCCTCCTTTTTCTCCTCCCCCTCCCCTTTCCTGTCTCTGGCAGTG
TCGAGATTCATGGTGATGGCACTGTCATGTTTTCAGGCCTCTTGGGTTGATTGGCTGATT
GGTTTGTAAGTGAACTCCTGTTTAAAATCCTGTCCCAGTCATATGGTCATGGACTGCCCC
ATTGCAAAGCACATGGCCAGACTTCACAGCATGTCACCCCTGCACAGAATCAGTTGTGAG
CAGTGGAAAATGACTTCTCTGGATTTGTTTGCAAGAAATATCTCCCAGGATATGGAGAGG
CCTTCAGGAAACATGGCAGGAAGGGAGGTACAGACTCCACATATCGTGTTGCAATCTGTG
GCCTGAACTAGTGCAGGAGAAATTCATGCCTGCTCAGAGCATGGACACAGATGAAGTTCT
GTTTTGCCCAAAAAAAAAACCAGCTACTGTTGTTAAGGAACACAGAGGCTTGCTTCCATC
TTACCACATCTACAACTTCCGGCATGGTTTCCATGGGCACGCTGTATACTCTGTTCTTTC
AAAACCAAGCCTGGCAGTATGAATAGAGAGTGGGTCTATCTACCATAGAGACCTGTGTTT
ATTTTCACCTTGGGAATGTTTACATAGGCACTTTAAATTTCCCTTTGAGCCTGGTTGTGT
TTCGTTATAAAATACTTGGGCAATCTGTAAAATCAGAAAAGTAAAAATCTAGAAGAGCCC
ACATCTCCTGCATGTTTACAGCAGTCTATTCCTTTATCGTAAGAAAGTTGAAGTCATAGA
TTTGGTGGCGTCTGTGGTTTAGTCTGTTCAGCAGAGCTTGCCAGGCTGCCTCGTCGGGAG
AGAAGGTGACCAGTAATCTTAGACTCTGGTAGTCACAGTTAGGAGGGCATGGTCAGGGGG
AGGAGGCAAATGGGGAAGGAATACTGGTTACAGGAGGAAAAAGGAAGGATTTTTCAGTTA
TCCAGAGCTGTTCAGGCATAGGATAGCTGCCCAAGCAGGAAAATGAGCAGCAGACACTAG
GGCACTTCGGTCACCAATGCTGGGATTCTCCCTCCAGAGGTGACCAAGGAGTCTCCATGC
TCCTTCCTCCAACTGTTGGCTCCTAAAACAGACAAAGAGCGAAGGCTTCGTCCTGGCAGC
CAGTATGGAAGAAACACTCCTGCTGGCCAGGCAGGGAAGGCTAAATGGGTACCCAGGGAG
GAGGAAGTGGCTCTATTTAAGAGTTGATAGAGCTGGTTTCTGGACCTGCCTTCTGTTCCC
AGTAGGCAGAGAGATGCCGAGCTCAGCCAGGGTGGAAATCAGCTCAAAGTCAAAACTGAA
AAAGCACCAAACTCAGGTGGTAGTTGTTCTACATTCGGATGCCAAACCACCACCACTACC
TCCACCACCACCACCATCATCCATTGTATAGACAGGCACTTCTCTGAACCCTAAACTGAA
CAGCATAAACCCAAGATGTGGCCAGACAGAATCCCTAAGAAGGTAGCATCCTAAGACACA
GAATAAGCGCCACATTTGCCTTTCTTGGTTTTTTCCTTTGTTAACCGTTGGGTTTAGTCT
GGGTTGCTCCTGAGAGCACAGCTGGAAGTCACACGCAGGAGCATGGGCATCTCCACACTG
GCTACACCACTGAAGGTACCTTCACTCCCTCAGCAGCCAGTACCAGCCAGGTTCCCACCG
AAAAGGTAGACTCTCAAATTTATCTCAAAGAAAGGGCACAGAAGCAGTATTATATTAGTA
TATAGTATGATTATATATAGAAAACATATATATGTATATGTATATACATATATATGTTGA
TATATATTGGTATATATTCTGACATATTGGAAATAATATCACAAGCAGCAGACATGCCAT
TGAGGATTGGGTTATAGGAGTGACATGTCAGAATGGTCATCACCCCCATTTGTTTGCTTA
TTTTTTTAGAACTTTTTCAAGCCAGCTTTTCTATTTATCTTCTTTTCTGGTGATGATCTA
ACCCGATCAGACTTGAAGGCAGTGCCTTGTTCCTGAGGGAGAGGCAGATTTGTTATGCTG
GAAAATAGATTAGATTTATCCAGTATCTGCTGAAATTTCACCTTGCTTATAGCAGGAGTA
TGTTCTGGGCATTCACTTAACCCCATTGTGAAAGTAGCTGATCAAGTGAAGTAGAAAATG
TAAGTTTACTCTAAGCTATAAAGTGACACACACATGTGGGAGGATGCCCTTAGTCTCCTT
GGACCATCATCCCCTCATCCCTTGTCTTGCACTTGTCTAGACTCCCGTTTTCCTTCTTCT
GTGCTTGTACATGTTCGTGTCTGTGTGGTTACCCATGTGTGCAGGTGTGTGTACACATGT
GGAGGCAGAAGACCATAGCTGATGTCTTTCTCACTCAGTGTCCACCTTAGTTTTCCAGAC
AGAGTTTCTCTTTTACCTGGAACTTCTCTATGAGCCCCAGGGAGAGCCTGTTCCTATCTG
ACCTGGGCTAGGATTACAGTGTGTGCCACCTTACTTGGCGGCGGCGTGGGGTGGGAGAGA
TTAACTCCGGTTCTCAAGCACTTCACCAACTAAGCCAGATCCTCAGCACCATTGTCCTTA
CGTTGAGCTGTTACAAAACTCTATCTGATTCACAGGGGAAGAGAGGGTGGGAAAACAACA
TCCCGCGGATGGGCTAGGGCGGAGGAGAGCTGAGTCTTTATGTGAGTGTCCTTCCTTCCC
TGAACCCTAGGTAATCTCTAGGGAAGGACATGGAGCCGCCATCCTTAGAGCCCCAAGAAC
TGGTACCTGTCCTCCAACCCCTGCAGTTAGCATACAGCAAGAAGTTAGCACCTAGCTTGG
GTTGACCCAGCCTAAGAGGCAGCATAGGAACAGGCCTGAGCCTGCTTATGAGTAACAACA
GGGAAGAGATCCGTGTGTTTAAAGGAGAAACAAAAGCAGTGCATAGGGAAGGCAAAAGTT
GCTTTCCTGCAGACTGGAGTCTTTCAGGGCTGTGCCCTACTTTCCCAGAAAGTGGGTTAG
AAATTGTTAAAGGGGAATATGGATTTAATATTTCCCCTATCTTCTCCCTCCACTCCAATT
CATTGGAATATTAAATGCAAATGGAAAATTTGCTTCTACGGATTGGAAATATACTTATGG
TGGCAGAAAGCACTGAATGTTTTCCATCTTGCTGCTTGTAAAAATGCAGAAGTAAAACTT
TTCTTTCAGCCTCTCTGAACAGAAATGCTATGAGTAGTGAGTTAGCAGCCAGTATTTTAA
ATGGAAGGCAGAATCTGCATGTGTTGTTTAAGGGACCAGGGAGCAGCCTCTGGGCAGACA
GTATTAAAAGCTTGGGCTGCAAGTATTAAAAGCACAGTACAAATTCACCTTGGAACCCTT
CAGTGCCCTCTGACCTGCTGGTCTAGACTCTGCCCCTCCCCAGCACGAGCCCCTGAGTTC
CTTCCAGGCACAGAGTGTGGGGCCTAGGGGGAACCTCTGAACTTCCATTCCATGGAGAGT
TATCCAAGAAAGACTGTTTGAACACCCACTTCTTGGGGAAAGCTTTGGGTGCAGGAACAA
GCCAGATGAGTGAAGGGAGACCTGGCTGGCTGCTGCTGCTTGGCAGAGCTAGCCCAGGCT
AGGTCAGTCACCACTGAAGACTCAAGTGCATCATAAGACCAAGCCAGTTTGCTAATCAGC
CTTGCCATTATTAGAGTATTTTTAGCCTTCTTAGGCCATCTCTCCATTTCCTGTAAACCA
AGACCATGGTTTGCTCTGCCTGTCATGAGATTACTGTAAAGAGCAAATTAGAGAAGCCGT
GTGATTATTGTTAGGAAGCTGCAATATCAGAGACATGCGTGTTGCTGTTATTGTTTTAAT
CAATTTTCTTTTCTATCTTTTTCAGCAAATGTTTTCCCTCGGTCTACCCCACCCCCAATG
CAGGTAGCTCAACAGAAACTGGAAACGTTCTTTCAAAGGCAGAGAGCAATTTCAGCTATT
AGGCATCATTGGCTAACTAAGCAGATATGTTTTACTGCCAGGCTGGTCTAGATTTGACAT
AGAAAGCTATGAACATTAGAGATTAAGCTTAAAAATTAAACTTTATCTTCTGTGTTCTTC
TTTTCTCTTCATTGTAGCTCCACCTGATCAAGTAAACATTACTATTTTTTATGTATGTGG
GTGTTCTCACTGCATGTATGTCTGTGTACCACACGTGCACTGCCCAGTAAGACCAAACGA
GAGCACCTGATTCCCTGGAATCGGGGGTATGCATGGTTGTGAGCCACCATGTGATGATAG
GAGTTAAGTGTGGGTCTTGGGAAGAGCAGCCAGTGCTCTTAACCTCTAAGCCATCTCTCC
AGCCCCCTTAGAAATAATTCAGTGGTGTGGAAGTTTCTTCTTTTGGCTCTTTACAGCACA
ACACCTGTGTTTTTACTGATTATTTGTTTCCACATGCAGAAAATAGGGCATAAAGCAGGC
CTGGAGAAGCTAAACGTCACAGATTCTCTGTCACACATTTTCACTGTCTATTGGATTAGC
TTAACATTGAGTATCTCATCTTAAACTTGGAAAAAATCAAACTAGACAAACACACACACA
CACACACATACACACACACAGGCTTGTACCAAGGCATGCCTGTGTAGGTCAGAGGGCAAT
CTCAGTTCTTTGTCTTCACCTTCTACCTTACCTTCATTATTGGCTGTGTTTGTCAGACGG
GTTGGGCTGAGAGATTACAGAGATGTTCCTGTCTCCATCTCCAAGGTGTGCTGTGATTAC
AACTTTTAAGTGAGCCTTGGGGATTTGAACTCACATCCTCACACTTGCATGACAAGAGAG
TTGCCACGGAGCCATCTCACCCTCATATTGTTTAGGATGCACTTTCCAGTGCTGCCACCA
TTTATACATTTTGAGTACTTCTTGAGGGTCTTTACCCTGAGTCTGATACTCCTCCCAGCC
GGTATGGGGGAGAGGAACTTCTAGTCCTAAGAAAGCAAAATAAATTGTGCTAAGTTGGCT
TGTATGGATTTTAAAAGTTTAAAGGTGATGCTTTCAAAGAAGAGCCAGGAATGCTATTGC
CATCGAGTCTCAGGGATCACCTCACTGCACTCAGTGACTTGGGCTGGGGATGCAGTCAGT
GTGGCTCTGCAGAGTATGCTCAAGACCCTGGATTCCATTCCCACCACAACAGAAACAAAG
TCATAAAATCTAGATCTTAAAATCTCCTTGGTCAAGTTCTTCCTTCTGTGTCCTCCCAAG
CCAGGGGCCATGCTTGGCAGAGATGCACAGGTAAGCGACACCATCCCTGACCTATCGTCA
CCATATGTACGTGGGTGTCGCCTCACTTGAGATCCTCCTTTGCAAGCTCATGCCCATCCT
GCCAGGCCTTCCCTGGTGATAATTAAAGACTACTTTGTCCGTCCCCTTGCTTACAACTCT
CCTTCGTGTTGCTAAGTGGTAGAAAAGCAAGCTTCTCTTCTTCCTCTTTCTGTTCCCGAA
TCATGCACACGTACCAGTCAGCTAGCTCCCCAACTCTGACTCAGGACAACAACATTTCTC
TCTTATCTCTTTGTCCCACACATGTCTTCTACTGGAGTCTGTCTTATACAATACTGTAAA
ATATGCCACTTCCCTCCCCTACTTAAAATTTTCAATGACCCTCTCTCTGTCAAAAGTCCT
TCTTTGATTGCCCTAGTCTGCTAAGTTGTTCTACACTTGACCATCGTCTGAAGGTGACTT
GGAAACTAGTTTGTCTCCTCTGGGGCTGACCGCAATAGGTGCTTAAGCATTTTCTATGAT
CTAAAAGTTGTTATAAATTTTAGAAACTTCATCCTCGTAGCAAGTGTGAATGTAACTAGT
TCTCTACCAAAACTCTGTACACAACATGGCCTCAACCAGGGGAACCTGGGTTCATCTAGT
TGTTTAATAAAGGTTTTATTGTTATCAAGGTAGGAAGCAGCTTGCTGATCAAGAGACAGA
TGTCACTGAACACTGTTCTGGTCCCTAAGAGGGACGGACATGCTGGACCACTAAGGAGGC
TCCAGCAACAGGGTGCAGCCCATGAGCAGTAGAGCAGTGAGGAAAGCTTCGTGAGAGCTG
GGGGGGGGGAGTAAGCTTGCATGTGTGCATGCTTGTGTGTGTCTGTGTGAGAGAGAGAGG
GGGGCGTGGAGAAGAGTGTGTGAGAGACAGAGGAGAGAAGTAAGCTTGCATGTGTGCATG
CTTGTGTAGGTGAGAGAAAGAGAGAAGAGAGAGTGTGTGTGTAAGAAGGAGGGGGTAAGG
ATCAGTCAGGTCAACCATTTAGGATTGGGTAATTTGAATATTTTAAGTCTATTCTAAAGT
TTGAAAGCTGTTCTCATTTTTCTGGTCTCTGGCCCTGGGATAAGGGCAAAGCCATGGTAG
CCTGGATTGTGAAATCACTCTAGGATGTGATTGGGGTGTGGACTCTGGGTTGGCCAGTTG
CTTATAAAAATCATGCACAGGAATAAGTAATTTAGTATCTCAAGGAGATAGTTATTCTGG
AGAACAGTGGTCTCCAGACCCCTGGATTGGTCAGCTAATCTCCAAAATGTCAAAGCATCA
AAAAGGCAGAACACAAAGCCACATTCATGCACCTACTTACAAGGTATCTGTGCACCCTTG
ACAGAGAACAAAGGGTTAAAGGTGATTACATAGCTGAGACCCCTCTGTAACTATAAAACC
CAGACACTTCACACAGTTTCCTCACAATTCCCAAGTTCTTCAGGCCCATGTTCCAGCGGG
AAGGTACACTGTCTACCCCAGGAGCAGACCCTCAGCCACGACACTGAATGACTGTCCCAC
TGTGACTTCTGCTCAAGGAGGTTGGTTTAGCAGCCAGATTCCAAAACCTTGCTTTAATCT
CTTTCACATGTGGACTTCCCTGCCTGCTTCCGTCGTCGTAATGCTTTCGGCTAATGGCCT
CTCTCAGGGACGTAGCCATTGGCCCTGAATCTTTCCTAACTTCAGAGTTCCTGGCCAGAG
CCAAACAGATAGTAAATATCTAATCCATGTCTGTAATGGGCATTTTTTAAAAAATGCCTG
TGTGAAGGAAAACTAAAAACAGCACTGAAGTGGAAACCTAAGGGTTCTTTGGAAAGTCAG
TTGGATGGTGTTTTGCTGGGGCAAACACGTGAAACATTTAGCTGAAGTGGACACAGATGA
AAGACCAAGGCAGTCTCATAAAGGAGTGTTTCCATGAAGAAGACACAGGAGAGAGGATGT
TCTGCTAAAGCAAACACATGAAAGGACGTGTGATGAAAGATTCTTTGCTAATGGCATGCA
TGTATTGGTCTGCCTGTACACTGCATAGGTGAGCTGCATTTGCCAGGACTACATAGAGAG
AAATGCACCAAAAAACTTCTGGTGGTGTGCTGCAGTTTCTTCCCACTTCTGCGGGCTCGG
GCTGATTGGCAGAGTGATATCAGCTGAGACAGATGCATGTGCAAGGCATGTGGAGGACAT
GTGATGTTTGGAGAGAGTAGAAATAGGACTTGACAGACAGTGAGAGAGGCTGAGCTAGGC
TTGCTGGTTCAGCTAGCTGTCCAGTGCTTGTGGGTCTCACATCTTCGCTGATCTTTGCTT
CGCTGAGAGAGGCATAGCAGAGAACTTCCCCTGTGGTCCCTCCAGGTCACTCCTACTGAC
TCAAGGCTGAGACCTGGCTGTCTTTGCTAAGTAGTGGCACTGCTGCTGATTCCTGTTTGC
TGTCTTGACTCTGCCGACTGGACTGGTGGTGGTGTATCTGTGAAGTGTTTGTGAGTGGAT
CAAGCTGCTACTGCTGACCTGTGAACTGAACTGTGGATTCCAGACAACATAGATGGGAGT
TGCTCCAAAGAACCTTTCTTTCCCACTACCTCTGATGGGTGGTGGGCTAGAAGGGAGGAT
AAAGCATTTAAGAACCATCATTAAAACTATGTTTTGAAAAAATTAAAGTTACACAGCACC
ATTTCCAAGTCCAGCACAAGTTATAGCGGAGTTGCCTCCTGGAAAAAGAGCTGTTCGCTG
AGTCAGCTGCGAGGGGGTGTGTGCAGCTCTCTTTGTTCAGGGTCTAAAAAACACTATTGA
CATTGCTGCCAGGATGAGAGTATTAAAGGTTAAAAGGCGAAAGGTTAATCCACTTGGCAC
CAATCTATGAATTTAAACTGTGTGGAAAATACTACACATTGATGTTTAATATCAAAAAGT
TAATCAGAAACAATACTTTTCTGTTTGTAATAGATTTTCACCCCTCACCCCCCCCACACA
CACACACAGATGAAGCAGGATATTTCAGTTGTGTTGTGAAAAGTTTTAAGTTTCTCAGAG
AATTGCACATTGGATTTCATAAATATTGGTGTCAATCAGTCCATTATGAGGCTTCATAAC
TTGTAGGCATGAGCATAGTTTACTGTGCTGCCCTATTTTAAAAGACTTGGCTTAAACAGA
TTTGAAAAGCAAAATTGATGTTTGACTAAGCAAAAGAATATGTTTCTGAATGCCAAACAA
ATAGCGACCGGTCACCTACTTAGCATATCATTTGGATTCTGCTCTTGGGTGACCTAAATG
TGGCCTCCATGGCTTACAGTTCAATGAGAACTAAAGAGGATCGGTGCTTAAACATGAAAT
ACTTACCAGGACTCACAGAAGACAAGCCTCTGATTCTACTTCTTTCTGGCATCTCATGGG
AAAGACTGGACCTCTGTGGAACACTCTAGAACAGCACGTTAAACCAGTGAAACAGAACGT
CCGGCCCATGGGAGGGAGGGAGTGCAGCATGAGCAGAGGCCATGATGGAAGACCCAGCTT
GGCCATTGCCAACCAGGATTATTAAGAATCTGAAAACCCGTCAGTGAAAGAACATTGCTT
GGGATGTGGAGCCTTCACATCCGTGTTTCCCTCTGGCTCTCATTCACCTCCTCAGGCCCC
AGCCTCTTCCCTGCCTTGCTACATAGTGGATGGGATGCTTTGTGTAACTGTCAGAGACTC
TCTAGAGCCGAGGAGCCTAGCCTTCCTGGAGTCGAGTTCCCTCTCCCGGCACGATTCTAT
AGCTGCTGGGAGAAGAGATGACAGACCATTTACTGATCATGGTAGAAACCATCATCAGCA
TCCCTGCCCCAGTGTCCTGAGCCCTACCTTCCGAAGCAGCTCAGAGCAGCCAAGATGTGC
ACTCTGTGCACACAGTGAGGTGCTTTATATGTCAGGAACCCAAATCTTTCCTAGTGGGCA
GTGAGCTGGCCTGCCCTTTGCTGTAGCAGGAGGCATTAGATCTGCCTCGCCTGGTTGTTC
ACTAACAAATATCCTTAAAAGATAACCTGGGACCCAACATTATTACTCTGAAGTAGAGTA
CTTCCTGGTGTGTAAAGGACCCTGGGTTCACCCCTAGCCCTGCAAAAGCTGGAAGATAAG
GGTAGCTCGGCCCAGGACATTCCATGCCTTGCACACGAGCTGTGCAGAAATAGATGAGGC
ATGCTGTGTTATCACTATTATGTGTGAGAGGAAGATACAAAATCACCAAGGTACGGCCAA
CTCCTCATTAGAACCTGTCCAGAGGTCTCTTGGGATCTTTTAGGTTCTTTCATGTGCTAT
CTTAGCAGTCAAATAATCAGAGATCAGATGATTATAAAAATGTCTAATATGTGTCTCACT
CTATGAGAAGTACCTCACACTGGTACCTCTCAGTAGCCGAGAGATTAGGAGCAGAGACAT
CGCCTATTTCTTATACAGGAGAAAAAATTCTACTTTGAAACTGTACGTTGTAAGTGGCAG
AGCTGACACTAAATTCAGGCTGCCAGAGCCCAAAGCTCTGTACCCAAGAAGTACACTCTC
TCAACTTCCATTTTTCTGTGACTAAGAAGCTGACAGTGTGGTAGCACTAGTAGTGGCAGT
GCTGGTGGGTCATGATGCTAGTGGGGGTGGGTACCAATAGGGGGAGTTCGAATGGTGGTG
ATAGTGATGGTGAAGGGTTAATAGCGGATGACAGCGAGAGCAGTAGTGGTTGTGGTAAAG
GTGATGGTTTTTAGACTGTTTCACAGGTAAGATTAGTAGGGTGCTTGCCATGTAGTGACA
TCAGGAAGAGTCTACTATCAGATGTGATATAAATATTGTTACCCGTCAGTCTTCCAGCAA
AACCTACAATCTCTTCAAGGCAGTTGACATTGCTATTTTATGAACAAAGAGTGGTGGATT
GGCAGAGGCTGTAAATGCCAGTTGTGGTAGTGTATCCTGGTAGGATTTGCTGAAGGAGGC
AGAGGAAGGAGGATCATGAGTTCGAGGCCAGCCTGGGCTACACAGAGGCTGTAAACGTTT
CAAGACCTGATTGAGTTAGCAGCATCGAATCCCTTCCCATACTGCTTTGCCACAAAATGG
ACACTCCAAAAATGTTCCTAAATAGACACTGATGTGGCTTGGAATGTCGGCTCCGTCTGG
ATCGTGCTTCGCAATGAAACAGCTCAGTGTAGCTTGTTAAATAGCTCCCTTTCTTTGAGA
GATAAGCTCATATGTGTAACTTAATCGCCACATTGATTAAACTTGAGCTTCTGAGGGCGC
CTTCATCTGTCTCTTGTACTATTTCAAGTGCCAGGGAGTCTCACACACTCGAGCCGTTCA
CAGCCTTCCAGCAGCCTCTTCCGCTGGCCCTTTCTTTCCCATTTTCTTTAATTCTCAAAG
TAATTAATGAATCCAATTCCTCCCAGTTGCCTCCCGTTTAGCGCTTGTATGTGCTGAGCC
TCTTCCCATGGGGAGATATGATTTGCTAAAATAACCATTATCATTCTCTTCAAATCTCAA
GGCTTTGTGCAAAATAAATGCTATACAGTTTTGCTCTTACTGTATCCCTAGACCCCCTCT
CCCCAGAGAAATGGTATAGGTGGAGCTGGAAATATGCACACACAATTTTTCCCCTACCCA
GGTTGCCTTGGTAACCACTGCACTAGCATCTTCCAACAGATGTCTGAAGCTTGGCTGAGG
TGTGTACGCTAGTTTTCCAGACATGTTTACCGTCGCTCATTAACTTAGGCATCCCCAGCA
TCTTCCATATCTGCATGACAGGAATCTGTGCCTTCCTGGGCATTTTTAAACACCAGTGAA
GCAGCAGTACCTTAAAGCTGTGTCTGTTTGTCACCATATTGTGTCACTGTCCTTCTCGTG
TTCAGTTATACGGTGAGCTTGTGAGCTCAGTGAACACATCTCATGTTTGCACTGCTGTGT
AATTACCATTATCTATCGTACAGTGTCTGACAACAATGAGACTATTGCTAGACCTGTGAA
TATCCATCAGCCTCTATGGACAAGTTCTGTGAAGCTTGGACTGACCATGACTTTTTTCCT
CTTTAACCATATTTACTATGTTTTATATCATTAGCTGTTTTAATTATTCTTTGGACAAGC
CACATTATCTTTTTGCTGAGTAAGTCCTTAAGTGGTTCCTGATAGTACATGCAGAAGGCT
GGGGTCGGATCAGTCTAGTTTGCTGTATAACTGATGAGATAGCTTATTTAGGTGAGATCA
TAGGAACATGATGTCTTTAATTTTTCCCATGAGCATGTGGTTATGCACGTAAATTATGCA
AGTCCAGCAGTAGCTTTCAAAAGACCCTGAGATGTTTAGCTCAGGAACACCTTGGCTAGC
TGCAAGAATCCAGCTATCCTAAATTTGCTCTGATGGCAGAAGGCACATGCTGAAGCAGCC
CCAACAATCTTCCTTTTTATCATGCAGCATAACAGAGTGTGGATGACGGCTTACCTCAGA
GTGAATGGACGGACTTTACAGGAGCCTTAGCCAGAACTTACGGGAGGGTGTTGATATTTT
TCTGTTTCTATTATAGTGTGCTTCAAGTGAAAGTTATCCTGACACTTGAAAAATACAAAA
GTAGGGATATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTT
CTGTGCCTGTGTTTGTGTGAGAGAGAGAGAGACACAAAGACAGAGAGAGACATATTCCTT
TAACTGATGTATTTTTATAAATGTTTGGTATTCTACATCTCAACATTCTGACAAGTGGGT
TAGAAATTCCTGCTCATTGGATACTCATCAGTTTGTGCTTCAAACAGGTTATGGACATAT
AGACAAAGGGGTAAAAGAATACACTGATTGGTTGCCCTGAGATCTTCTGGCCAAGCCAGA
AGTGTGTGCATAGGAGACACAGAGAGCTCGAGAGGTTGAGGGAAGAGAGCACATCGTGTG
CAGAGCCTGTCAAGACTGTGATGGGAGTAAGATGCTCTAAGAATGTGCGAGGAACCCTCA
CTGGCTCCCTGAACAGAGCTCTTCTCTTTGTTTCCCAAGCTGAAGCTGCTGTGTCTACCA
CATTGCAAGCTGAAGCTGCTGTGTCGACCACATTGCCTTCTCTCCCCGAGCTGCTGTGCG
CGAGTCAGCTGGCTGGGGTGGTAGACCATTAAATGGTGCGCAGAATGGCGGTCTGTGTTC
CCAAGGGCCGTTGTTGCAAACTTATCTTCTCCATGCTGCTCCAGTGGGTAGAAAGGAAGC
CAGATACTGGTATAGAGATTGCAATACCCTAGTGAACACTAAGCAATGCTTTTAAGAATA
AACTGAGCAGAGGTAGGAGTTCCTTATCACACATGACCTCAGATCAACAGAGAGGTTTGC
AGAGGCTCTTTGTACCATCGACAGTGACAGGTGCTACCTGGAGAATAGCTGGAGAGGGCT
GACTAGGGGTTTCTAGGGCCCTGCACTGAAGTGTGCCTGCACTGTCCATACTCTGTGGGG
GGCCAGTACAGGGGTCTGACCTCTGCACTCACCAAGGTGAGTATTCCTTTTAGAATCAGA
CACAAGAATTGCCAAGTGCCATAATAAGGCTGGGAAGGGAATCCAAGAGCATACAAGTTA
TAGCAGATAATCATTAAGCTATGTGAAATGTTACTATCCTTCTTCGGTTTATATATGACA
CAATAATCTCTTTTTGAGGCAAGGAATTTTTATGTAGCTCAAACTTGTCTTGATCTCATA
TAGTTATTGTTACAGGTGTACACTAATTATACTAATTAATTAATACTCTAACACATAATC
TAGTATAAAGTATATAATAGGTCTATAAAATATATGTGTAATTTTTACTGGACTTCATTC
TCTCAGATTTGAAAACTTTAAATGATCTATTTAAGAAATAAAAGTAAATAATAGAAGATG
CATGTACCCCATATGAAAGATAAATAAATTATGGGAATACAAGTGACAAAGTACATCTTA
ATTTTATCAGATCATTAAGTCAAGTAAGCCTTTTGTGTTTGTGAAAGAGATAAGACAGCC
TGGTAGAAAGCTGTCCTGCACTTAGAAGGCCTTCTCCAGCCTGCTTTTCCTGGCTATCTA
GTGACAGAGATTCAAACCACACACTGCTGTGCTGAGACCCAAGTAACAGAAGCACACATA
TCTTAGATAAAAGAAGAGCAAGGGTCTGGTAAAACTCTCGTTTTAGACAATGTTTTAAGT
GACTAAATGATCTTTTACCATTTCAGTTAAGAGCTGTGAAGCCCATGGTGAATCTGCTAG
ATTGGGGTTAAATATAGCATATCATAGTGTTGGGTGCTCAGAGTGGTGACTTCCTGCTCA
GCTGCTCTGCCTGCTGCGGGGCACTTCCCAGAGCGCCAGACAACATGACATCAGAGAGCA
GGCCTGCAAGGGAGAAGTGGCTTTCTTTCTACAAGGCTCTGAGAACCAAGCCAGAGAGAT
GTCAGATTTCCTGCTAGGATGGACTACTGTGGAAATTCAGCTCAAAAATATTTTAGGAAA
GGAAAAGTTAAAACCCAACCCCAAAAGAAAGCCAGTTTGGAGAAATTCGGAAGGGAAGCC
AAAGCTCTAACAGGCAGCCACCAGCTCCACACAAGTCACCACCTCTCCAAGTCAGGTCCC
ACAACTTCCTAGAGCTTGTTAGACTCAGTGTTGAGAGTGCAGAAGGGTGGGGGGTTAAAA
AGGCAAGCGAAAATTTCTCCCAGCTTTGGTCCAGTGAAAACCTTCAGTGTTCTGGACGGT
TCTGCACCAGTGAATGGTTTTAAAGGAGTGATAGAAAATGCTTAATTTGATGCTTGGATG
ATATATTATAAAATAAATGTATTCCATCATTTATGTAAAAATAAAACAGACATTATTTGA
AGCTGAAGGGGGCTGGGAAGAAAGCAAGCATGTTTTCTGCCTTTTTTTGTGTCTTCAGGC
AATTTTATCAAATCCCAGTTTCGGGAATCCCTGCCTGTGTGGGGATTACATACCATAATT
CCGTCCTCTTGTCCCTGCAATTATGTCAGCTTTTAACTTACTGCTTGGAGCCGCCTCCTC
CCTTGCCAACAATTTGAAACAGCCTTGTTGCACTTAGTTCTAAATCTGTGACAGTGAGAG
AGGAAATGTCCAAAAGATAATGCTGGACTTCTGAAAGATAATGTTTAGTTTCCTGCCCAC
AAGGCAGATGCTCCCTGTACTGCTTAAAATGGACTAGTCCGTGCCCACAGAGCCAAACTG
TTCATGTCTGCCAAGAGCAGAGGCGCTGTGAATGAAGGCAGGGAAAATTCCTCAACATAC
ACTGCCTCCCACTTCCAGACTCTGGGACTGGCAAAACCTGAGACTGAGTTAGAGGTGCTG
GCTGGCTAAATTCCTGACTAGAAATAATTCACTGTATGAGTGTATGAGGCAGGAAGAGGC
CTGAGCAACTACCTCTTGGGTTCCCTCAGTCTGAGTAGACAGAGTAGAGATCATAAGGGA
AGGCTTGGGGTAGGGGGAAGGCCTGGGGTAGGGGGAAGGCCTGGGGTAGGAGGAAGGCCT
GGGGTGGGGGAAGGCCTGGGGTAGGAGGAAGGCCTGGGGTGGGGGAAGGCCTGGGGTAGG
AGGAAGGCCTGGGGTGGGGGAAGGCCAAGGGATGTCGTTGAGAGAGATTCTCCTGGTCAC
TGTTCAGTCGGTCGGTCCTGGATGGTCCAGCATCCGGGAGAGCAAACAGCACTACTCCCT
CTAGCAGTCTTCATGAGAATAGAAGAGAGACCCACATAAAACTTTTGTGTATCACAGAAC
ATCTGAGAAGGCAGGCTCAACACCAGAGCAGGTTCCTAGCCATATGGCAAGAATGTCCCT
CCACAGTTCCAAACTGGACAACTCCCCTGTAGTCTTTTGGCCAATGGAAGAACCTGCATC
TATCCTCCAGATCAAGTACAGTGTGTCAGTATGTCAACCCAGCAGAGTCTGGGCTGTCCC
CTCTATCTGTATGAACCCAGCAGAGCCTGGGCTATGCCCTCTCTGTCTGTATGAACCCAG
CAGAGCCTGGGCTATGCCCTCTCTGTCTGTATGAACCCAGCAGAGCCTGGGCTATCCCCT
TTCTGTCTATATGAACCCAGCAGAGCCTGGGCTATCCCCTCTCTGTCTTGGTGACCAGGG
AGCCTGGGAAGGTGCAAGCTTACCCACGCTGCTCATTTCTTGCCTTCCTCTCACAACCCT
GCTTGTCATTTCTCCCGGAAAGTACTTCCAGCTGAACCCCATAACCAATAACCAGGAAGC
CATGTCCATCCCAACAGTGGTTCTGGCCCAACCACAGATGGAAGTCTCTTTCCCAGCATC
CCCACCTCAACAAATGTTGTCCTGGCTTCCTGGGCCCTCTGATTTCTGGAATTTCAAGAC
CCAGGGCTGAAGGCCAGTTTTGTTACTAGGCTATGCAGCTTGCGGTCTGCATGATGGATG
GTGAGGGGTTGAAGTAGGGCAGCGTTGACAGGATACACAGTGGAGGCTATCTGGGAGATG
TGTGTTTTGGAATCAAACTCAACAGAACCCAGCAATAGATACAAACAATAAGGAACAAAC
AGAACGGTGTCCCAAGTTCAGATTAGAAATCAGATGTCCCTGCTTCAAAGGGTACTCTGA
GCTCCCACTGAACAGCAAAGAAGCAGGATACGGCTTCTTGAGAGCAATTCTATTTTTATT
CATGTATTATTCATCTTTTAACAATTGCATACTTAAAGACAGCCTACCGTGATGATATCC
ACCCCTGGTTCCCTCTTTCTTGCCCCTCTCCCACTCTTACTGACTGCTGCTTGCCCAGAA
GACTCCTCCCACTCTGATGTCTTCTGTTTGCTTGCTTTATTTTATTTCTTGTGCCGATAA
CCATGGCTGCTGCGTTTTCGTGTCTGTGACAGTCATGTCATGGCTGGAAGACAACGTTTA
ATAATGCTCCTTACCCAGGGCCAATTGTAGACTCTTCCTTTCAGAGTTAAAGAGGGAGTC
GTGTTGATAAACAGAGCCTCACACAGTCAAATGCCCCTTCCAGATGTCAACAGTAGGATG
ACTTTTGCTGACTGGATAGTCTAATGCAGCGTATTACTCTACAAAACCTGTATCCCCATC
AGCGTGTAGGGTAGTGCTTCTCCACCTTGAAAACAGTTTCTCATGGTGGGGTGACCCCAA
CCATGAAATTACTTTATTGCTACTTCATAACTGTAATTTGCTACTGTTATGAATCTTAAC
ATGTCATGCTAAGTCAGTGCTAAGTGATGTCTTCCAAAATGTATCACAGAACATAAACAA
AGTGGCCCGTATTAGAAGGCATGGACATGGTGGAGTCTAAGAGGCTGGCGAGAGGGAATG
TCCTCTTGCTCTGTTTGCTCACAAACCACATCTTATCATACAGTGCAGAGAGATCAGAAG
CTTTAATCCCAATTGTTAGTAAATGTTACATTACCATAAAATTGCATGAATCATCAAAGG
TTGCCTGGCGACACCCTTCCCACTCGCCCACTTCCAGGGGTTTTTTTATAATGTGAATAT
TACTGAAAACTGAGTTGATTTGTGTTATAGTTTAGCATATTACTTGGGTGGCAAGGAAGA
CCAACTTAAGTAAGAAACTCTCTGTGTTATACATGTGTGCTACACCGCCTGCAGAAAGAC
AAGACTGGGGGATTGACTGTGTATGGCATATCCCATCCCTAATTTTCATGCTGTGGCCTT
GATCCTTTTTATTATTTTTAAATTTATTTGTTTAGGATAGGATGTGCATGCTCCAGCATT
CATGTAAAAGTTTAAAACAAAACAGAACAACAACAACAAAACACTTTCAAGAATTGTTTT
GGGGGCTGGAGACATTGTTCAGACGTTACTAGTGGTTGCTCTTTTTTTTTTTTTTAATAT
TTTTTTATTACGTATTTTCCTCAATTACATTTCCAATGCTATCCCAAAAGTCCCTCATAC
CCTCCCCCCCCCACTCCCTACCCACCCATTCCCACTTTTTGTCCCTGGCGTTCCCCTGTA
CTGGGGCATATAAAGTTTGCATGTCCAATGGGCCTCCCTTTCCAGTGATGGCCGACTAGG
CCATCTTTTGATACATATGCAGCTAGAGTCAAGAGCTCCAGGGTAGTGGTTAGTTCATAA
TGTTGTTGCACCTACAGGATTGCAGATCTCTTTAGCTCCTTGGGTACTTTCTCTAGCTCC
TCCATTGGGGGCCCTGTGATCCATCCAATAGCTGACTGTGAGCATCCACTTATGTGTTTG
CTAGGCCCCGGCCTAGTCTCACAAGAGACAGCTATATCATGGTACTTTCAGCAAATGCTT
GCTAGTGTATGCAATGGTGCCATCGTTTGGAGGCTAATTATGGGATGGATCCCTGGATAT
GGCAGTCTCTAGATGGTCCATCCTTTTGTCTCAGCTCCAAACTTTGTCTCTGTAACTCCT
TCCATGGATGATTGTTTCCAATTCTAAGAAGGGGCAAAGTGTCCACACTTTGGTCTTCGT
TCTTCAGTTTCATGTGTTTTGCATCTTTGAGAGGACCCAGATCCTATTCCCAGCTCTCGA
ACATTCTGTCATTCCAGTCCTAGCGGACCACTGCCCTCTTCTGGTCTCCATAGGCATTGC
ATGTATGTGGTATACAGACATACATGCAGGCAAGCACAATACCTATACATATAAAATAAA
AATAAAGGTTAATTTAAAAAAAATAAAAAAGGTTAATTCTCTCCTTCTACCATGTGGGTC
TAATCCAGAGAGCCTAGCTCTGCACGGTCTGTGTCTGAGCCTCTATGGTCACTTGTATGA
TCTCCTGGTTCCTACCTCCCTCAACGTTCCCAGTTACCACCAGCTTTTCAGATTGAAGGC
AGCTTAACACATGAAGCAAGTGGTGGGTGGGTGGGTGTGCCAGGTTCACTCCTTTCCTGA
GCATAAAGCATTTACAGGAGTGGGCACCTCTTTTGAAATAGTGTCTAGCTCTGGAGTTGC
CCCCGTCAGTTAATGCCTACTGAGGCTGGAGCCTGCTCCATCGTCATCTCCTCCCTAGAT
TGTTAGATTGCCTGAGCCAGATGCTCATTCTGAATACTTGCCTCAGGCTCAGAACATGTG
TCACCCAGACCTAGAGGTTTCTATAGCACAAGTTTGATATCCACAAACTGCCTGACTCCT
CTGTGACTTCCAATAGCTCTTACATGAAGCTCGCAGAGTAATCTGACCCCTGCTTGCCCA
GCATCCTCTCGGACCCTTTGCATCTTGCATAACCCACTATGGCTTCTCCTGGAAGTGCCT
CCTTGTCTTGCTTCTGAGACCTCCCTGGCTCTCTGCAGCTGTTGCATTTGCTTGGTACTT
GCCTGTCTTCTTTACCACCCATGCGTGCTGTGACAGTTGCAGCCCTAGGGGCAGAGTCAG
AGCTCAGTAAGCATCTCATGCCTGAATAAAGGGAAATCATTCATTTCATTTTAATTTGTC
AGCAGTGTAGACCTGTGTATTTTCAACCTTGATTATCTGCTTTTGCTAGTATTATTGACT
TGGTGCTGTCCCTCTGTACACATATCTGACCTCTTTATGCTTCCAACCTCCTTTTGCCAC
ATTCTTTAGGGCCTCCCTTTAAAAACAAAAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GCAAATGTCGGAAACATGGGCATGCACATATGTATATGTTTCTGAGGGCCTCGAGGTAGA
AGTCTTCCTCTATCATTGTCTACCTTTTCTTTTGAGACAGTGTCTCACCAAACCTAGAGT
TCACCAGTTTGACTAGTCTGGCTTGTCAGCAAGCTTGGGAATCCTCATGTCTCCATCTCC
ACAACACTGATATTATGAGCATGCATTGCTATGCTTGCATTTTTATGTCCGTGCTGAGAT
CTAACCTCAAAACCTCCTGCTCACACAGAAGACGCTATACCTGTACCTGCCGAGCCATCT
CCCCAGCCTTTAACACATTTGTGATGACCAAACAGCAGTACTGGCATGCTTATATCAGTT
TTGCTGGGACAGTTGCAGAGCCCATCGTGAGTCTCCCAGCAACTGTAGCAGCCCGAGGCC
GTGGGAGCTGGTGGCCAGCAAGCAGGAAGGATGAATGAATATCTAACCTGTTTCCTAGTG
TTGTGCTGCCTCTCAGTTATCTGTCACATGAGCAGGAAAAAAATAAAGGACGAAGCAGCT
TGTGGGGAAAAAATAGGAAGTTTTTATTTCTTAAAGTTTTTTTTTTTTAATTTTAGGGTT
AAAAAAAGTTTTGTTTGTTATTTTTATTTTCCTAAGTTTTAATAATTAAGAAAATGACCA
GGGGACTCCCATCCATTGAGATGGCTCAGCAGTTAAGAGTACTGATTGCTCTTCCAGAAG
TCCTGAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACCATCTATCATGAGATCTGA
TGCCCTCTTCTGGTATGTCAGAAGAGAGTGACAGTGTACTGATATGCATAAAATAAAGAA
AGAATTAAAAGAAGAAGGGGGAGGAGGAAGAAGATGAAGAGGATGAGGAGGAAGAGGAAG
AAAAACACGGGGTCAGAATTCCTTGTAAAAGAATGTAGTCCTAGACGTACTTAACATGTC
CCATCTTTGGCCTACTGTCAGGGTTAATGTGCATTTTCTGTTTCCAGAGGTGACCTTGAA
GGTGCACATTAGTGACGCCAGCACCCACCAGCCCATCGCAGATGCGCTCATTGAGATCTT
CGCCAGCCAGGTGTCTGTTGCCTCTGGCACATCTGGCACAGATGGGGTTGCTTTCATCAA
GTTCCCATACAAGCTTGGAAATCAGCTGATTGTCACTGCCACAAAACAGGCCTACGTGCC
AAACTCTGCCCCGTGGAAGCCCATCCGATTACCGGGTAAGTGGTTCGCCCTTCCCAAAGA
CAGACCTCCTGTGGGTCGGTGGCCCATGATGAGATCAGACACTGATGCATTTTTCGAGGT
AGGAGTCAGGCAGGGACATCTATATGCCAATTCTGTGAGTCACCTTCTTGTGTGCCATTA
TGTGGAGGCATGGTGGGACGAGTGTGTGAAGGTGGCTGGAGCCCCACCTTGTACACACAC
AGAGGTCACAGGTGCTCAGTTCTGTGCCCACGTTCCCAATGCTGTGCCGTGTGCGTGTTG
ACCAGCAGCAGTGTGAGCTCTAGGGCACAGCATCCTCTCTACTTCCTACAAGTCATAACT
GCCCAGAACTCTCCAGAAAGTAAAGGGCAGTGGCCCCGTGCCTGTGCCAGGAGCTTTCCT
CATTGCTGCAGCAGATGTCTGCTCAGCAGCGTAAGGAGGGACACATATGTTGTAAGAGAA
AGTCTCTCGTGGTGGGAGGGCATGCAGCAAGAGCATGCGGTGACCATCCATGCTCTGGAG
GCAGAAAAGGAGCCTTCTGTTTCCTATGCAGCCCTGGAAATCTCCCTGCCTATATTCAGG
GTGGGTCTCCCACTGCAGTTAACCTAGTGTAGGCAATCCTTCACAGACTATCCAGACGTT
TGTCTCTTTGGGGATTCTAAATCCTGTCAAGTTGACAGTAACACCATCACAAGCTAGAAC
CCATGGAAGGCCAGCAAAAAGATGGAAAGCCCTTTCCCTAGATTCCAGCTAAAGGAGATG
TCTGACCTCCCCAGTGTACCATTGGATGTCCTGGGGGTGAGGCGTGCAGAGACTGTCTGG
CTGCATCTGAGTAGCAGCTGTACAAGGTAGGGTCATGTTGCAGTTTACACAGGCTTCAGT
CTCAGGCCTGGCAAACACTGAGCTGGACGCTCTAGTCACAACATTTTCAGCAACTGATTC
AAATATCTGCCTCTGTTCTGTGTGGGCTTGTTTAAAGACACTGTCGGATAAACTCAGTTG
ACCTGCAAACACTGGGCTTAAGTGCTCAGCACCATAACCTGTATCTGAGCAGCATTTATC
ATTTATTCTCCCACAGCGCACACTCTAGCCTCTCCTCACTGTACATGGGGGCCACTTAAA
ATAGTGAGATCACCGCAGAAAGCACACATGTGAGAAGCCTGTTACAAAGAGACAAAGAGA
AGACATTCACCAAGGGAGAGCTGAGACAGGCAGACAACCTGTTGCCCCATCAGCCTCCAA
GCTGTATACAGGCACAAACACACGGAGACTGTCGATATGGGGGGGTGAGAGGAACAATTT
ACCAAATGTGTCTATTTGTAAACACAGGACCTGTGCATGGTGAGAATCAGCCATCTAATG
GCTTTCATTTTGACTCCATTATAGGATTTGAAGAAAGGACATTGTTTCCATAATGTCCTT
TTCTTGAATGAGTCTGATAATGGGAACAAGACAGTTTAATTGGAAGCGTTTTAGATACAC
CGTGAAAACACCTGGAACCGAGAATGGCCTTCCGCTAGCTGCCCCACCCGAGTGGGCCCA
GAGGGGTTGTCAGAGCCTGTGTTTCTAGCTTCTGAAATGGAATTAATTGGCCTGAATCAT
TTCAAAAGACCTTCCCGAGCCTTTGGTTATTTGCTGACCTTTTCAGTATAATAAAGGCAG
AGGCGCTCCTAACTAGCACGTAAAACAAGTGTGACCAGAATGAAACCTGGCCTCCACTGA
GAAACCAAGTAAACTGTTGCTTTAGTGTGTATTTTTAGAAGTTGGGTCTCACACTTCTGG
TATTCCAAACAACTGAGAAAAAAAAAGGCAAAAAGAACTGGGAGTTCTGAAATAGATGAG
AGACCGCGGACGAGATACTTTCTTCACTGCGTGTTCCGGGTTTTAGTTCGCATAGATGTT
CTTGAGAGAGCTTGGAGTGAATTCCTTTCCTCATCCTTAGCAATAACTCCTAGAAGCTGT
GTTAGGTTTTCTCTTCTTCCCTGGGAGGCTTGCAGACTAAAGAAACGGATCTCAGCAAAC
AAGTCAGAGATCCACGAACTCCTCCACGTGAGCCGTTCTGTTTACTAAGGAGGATTCTCC
TCCATCTCTGTCAATGGCAGGTCTTCCCATTGCTCTGGCAAAGAAACGGTGGTCCAGGAC
TACTGCACTGCTCTCTGACCAGGTTAATTGGCCTCCTCAAAAACACCCACCACATTGCTA
GTACTGCATCTTAAAATGCATGTGCCCTGCAATCCCTGCACCCTAGAGCCATTAGCATTC
CTTCATGCGCAGAAGAGCAGCTCTTGAGGCCCTGAGGAGCTGTTAAGTTAATCATTGCTG
GGGGAGAAAGTGTCTTTCCCCACAGTGGTGTAGCCACTGGTAAGTTGAGCATGTGCCTCT
AAATAACCCATACCCGGTGGGCTCTATCAGACCACCCTGACTAGACTCAGTGGCTCATAA
AACAGCGAAATGTATGACAGATGGGTGGGAACTGGCTGGAGGGAAGAAGAAGGTGGTCAG
CAACAGTGGGGATTGAAAGGATAATGACCTGAAAATGACCAAAATACGCTGTGTGCATGT
GTGAAGTTACCACAGAGTTTCTGAATTAAATACATGTGCCCAATTACATAATGTGCTGCC
TAAAATCCTTGAGTGGCCTCCAGGAGTTAAAAGTGACACACAGAGCCTCCTCCCTTGGTG
ACTTCTCCCTTTCCTATCATGAGTTCCCTGAAGGAGTCTGACTGGCACTTTCACCCTCTC
TGTGTTATCTCTTTACCCCCTTCATGTAAAAACTTGTGTTGTATCTTGAAAACCCCAAGT
GGGATGATTTTACTCCAGAAGTCGCCCAATATCCTGAGCAAAACAAGATGTTCCTTGCTC
TCTAATTTGTTTTGTTTTTTTTAAAGAGGGGGGAGACAAGTTATAATTCAATGACAGAAT
GTTTGCTAGCATGTAGATGGATGGGGGTTCCATCCTTAGTGCTGGGGGGTTGGTGGGAGA
ATGGAGATCCTGAATATGTCCTTAGTGTAAAGAGTCATCAGTTAACACCCTCTCCAGAGT
GGATAAAAATACCATGTACTGGAAACTGTGGGCCTCTTGGTCACCTCCCATCCCTGAAGC
AATCTATAAATTTGGGTCCATAGCCTGGTGCTCCTGCTCCCTGCATCCCTTGCCTCGCAT
GGCAGACCCATTACAGAGACTACATCACTTGCATCCCTCTAAAAAGTAAGATTTGAGAAA
CAGTTTGTCAGGGCAACTTCTCTATAGATGGAAAGGCCAAAATGTTCCATGCGAGATGAG
TTTTCAAAGCACATTGCCATGGTCCCCTAGTGTCTTAGTCCCTATTCTGTTGCTGTGGAG
CGACCCCATGAGCAAGGCAACTCCTATAAAACAAAACATTTAATTGGAGGTTTGCTTGCA
GTTTCAGAGGGTTAGTTCATTATCATCATGGCAGGAACTGGAGCAGTAGCCAAGAACACT
GCATCCTGACCTGCAGGCATGGGGTGAGGGAGTCGGGGAAGATGAGGGGGAGACTGAGGG
AGAGAGGGAAGGAGATATAAAAGTCTGGCATGGGCTTTGGAAACCTCAGAGCCCATCCCC
AGGGACACATCTTCTCCAACAAGGCCACACCTACTCCAACAATGTCCCACCTTCTAATCC
TTCTAATCCTATCAGAGCGTTCCACTCCCTGGTGACTAAGCATTCAATTATGTAAGACAA
TTGTGCCATCTTAGTGAGTTACAAGCCACGCCTAGTTCTAGATAAAGACACAGGTGGTCT
CAGAGCTCACAAACCCCACTCCAGGCAGCAGAGAGTCTTGGGGCCAGTCAGGATGCTTCC
TGGTTCTGGAGAGCTCTGAGAGGGAGCATGGCATGGAGAGGCAGGGGCAAAGCAGGCATT
CTGGTACAGCCTACCCTTGTAGGCCAGCTGCTTTCTGTAAGTGACACCGTCCACAGAAGT
CCTGGCCTTTCTGTCTAGCCAAGAGGCCTGCTTTATGTCATTAGGTAGAAAAAGTTACAT
CTAATGGTTAATATAACCTGTGAAATGTCCATAGAGATTGTACCCAGGGAGGCAAGGCGA
GCTCCCAGCAGCCTTTGCTGTGGCTGTTTCTTCTTTTATTCTGGTCTTCACTCCTCTAAC
TTTGTCTGAACTGTTCATCCAACTTTGATGTCCCACTAATTGTGATTTACTTTTTTGTTT
TTTCTTTTGTTTTGGGATGGTTTTGGTTTTGGCTGTTTTGGTTTGGCAGTGCTGAGGATG
GAACCCAAGGCCTCAGGCATGCTAAGCAAGCGTTATATCATTGAGCTAAATCCAAACTGT
ATCCAAAATTTTCCTTCATGGGGTTGGGGTGGGGTCTTATTGAGTGGTGAAATACCGGCT
TTAAAGTAGCTGTGCCATCTAAATAGACCTTAAATTTTCAATCCTGCCTCAATTTCCCAA
GTAGCAGATGATCTTCATGTACCATAAAACATACCATTGTATGACTCAGTCTGTAAAACA
TTTTCTGAGCAAGCGTGAGGATCTGACTTCTGATCTCCATAACCAAGTACATAGTCCTCA
TGCTGTGGAGGCAGAGATGGGAGAATTTCTCACCATGTTTTCCAGGTAGTCTTGTCAACC
AGTGGACTTCAGGGTCAGCGAGAAACATGTCTCAAAAAAATAAGGTGGAAAGCCGGGTGT
GGTGGCGCATGCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCGGATTTCTGAGTTC
GAGGCCAGCCTGGTCTATAAAGTGAGTTCCAGGACTGCCAGGGCTATACAGAGAAACCCT
GTCTTTAAAAAAATAATAATAATAAGGTGGAAAGTAATATAGGAAGACACTGATGCTGGC
CTCTGACCTCCATGTGCACATAAACACATATGCATCTACACACACACACACACACACTTG
CACGCACACACATGCACACACGCACATACACACACACACCCCTACACACACCAAAACACA
CCATTTCAAAAATGCACGCTTCAAAATACCTGGCTAGTTCAGTTGGTAGAGTGTGAAACT
CTAAATGTGCATCCTTCATGGCTTTGTACCTCTGTAATATCTCCATCATCTGTTTCCAGC
ATATTCCAGCACCCTCTATTAACTCTGTCCATTAGTTCTGACTCCCTATTTCCCATCTTT
CCAGCGCCTAGCAACTTGTAAACTGCCTTTGGTCTCTGGCTTCGCCTGTTCTAAAGAGCG
CATATAAATAGAGTTAGACAGTGTGTGGCTTCTATGCCTGCCATCCTCAGCATGTTTTCA
AGGCTGTGATAATTAATTTGGTTATCAGCTTAGTGGGATCTAGAATTGTCTAGGGAAAGA
GCCTCTGGCCATGCTGCGAGGGATTGTCTAGATTAAGTTAGTTGGGAAGACCAACCTCAG
CTCCAGCTGGCACCATTCCATGGGCTTGGATCCTGAGCCGAATTAACAGGGAGAGCACCC
TGTGCAGGAACACTGGCAGCTCCGTGAACCCAAATAAACTCTTCCCTACCTACGCCGCTT
TGCTCACATATTGTCACTCAAGGAGGTAAGTGACTAATAGGCCCTCCTTCCTTAGAACAT
GTCACTTCTCCATGGCTCATCTGTATGTCTATAATATACTCATAATATATTCATAATGCC
AAACTCGATCTGTTTCTCAGTTAACAAACACTGATTTGAGTTAATTCCTCTATGGACGTA
CATGTGTAAACATACATGAACGAGTTTTTGCATGAACATGTCTCGGTGCTTTTGGGCTCA
CATAGGGCAGAGAACTTGTTGGGCCACTGGTTGAATATCTGTATTGAATATCAGAGGAAT
TGTCAGATCATCTTCTGCAGCACTAAAATGCATTCTTATGTTTGCCATGGCACTGGCCAC
CTTCTGCCTGTTCTCTAGCTGTTCCCTGTGGGCTGTGGTCCTGTGTAATGAGTAATCCTG
AAGGCACAGACCACAGACCGCATTTACGTGCTCTATTCAGAACAAAGCTGGCAATGGTCT
TGGGATATAGCTACATCTAAGTGCACTGCCTGGGTGGAGGGGGTGAAGGAGAGGCAGGCA
TCACCTCCGAGGGCCTGTGGAGAGCCTGCACTGCCAAATCACTCAGACTGTTAACATTTC
ATCTTTCTAGGTCTTGATATTTCATAGACATTAGTGTTACTTCCTGATGTCATAGTGTAT
ATCCATAATCCCAGCATGTGAGCTGCACTGGGAATTCCAGGTCAACCTCAGCTACATAGT
GAGGTGCTGACTCAAAAATCAATTAGCTAGCTAATTAATCAATTAAATGGCTGGGGAGAA
AGCTCAGGCAGTAAAGAGCTTACTGAGATGGTAGTTGCTCACTAAGTGACCCAGGCTGGC
CATGATCTCACCTTATTACTACCCCATACCCATGTTAAAAAGCTGAGCGAAATAGGATGC
TAGCAATCCCAGTTCAGAAGGCGCTGTCGAGACTGGGAGATCCCTGGAGCCCACTGGCCA
GCCAGCCCTACCTAACCAGTGAGGCCCAGGCCAAGGGGGAAACTGGGTCTCAAAAGAACA
AAGAAGAAATAACTTCTCATTACTTTTTTGGCTTGACTTGGCGCTTCTCTTACCTTGGTG
ATGAAGTCCAAGGTCCTGTGAGTTTCCATCCATGTAGCATAGTGGTTGACGGAAGGCACC
AGAATGCAGATCCTAGCCCCCGGCATCTATCACCTGAGGGATATCTGGACAATCGCTTCC
TCATCTATAAGCCCATTTCATTACTGAAGAGTGAACACCCACTTCTTAGGGTTGTTTCAA
TACTTGGATAAATTACCCAAGTCAGTGTTTCTAGAGTGACATGCGCCCTGTCAGGGAGAG
CCTGCAAATCTTAGTCTACGGTGGAATTATTTGTTTTGTTTTGTTTTGTTTCCCTCAAAT
TTCATGTAACAGAATGCCTGACAACTGCAGAAAAGAAGAACTCATTGCGACTCACATTTA
AAAAGAAATACTGTCTACTATGGTGAAGAGTCTCAGCTGCAGCAGTGTGAGGCTGCAAAG
CGCATTCTGTCCACAGTCAGGATGCAAAGGACAGGCAGGAAATGCCCAAGGGTTGCCCCA
GGGATACACTTCCTCCTAAAAGTGCCACAACCCTTCAGAGCAGCGCCACCAGCTGGGGGC
ATAGTATTCAAGCCCAGGTCACAGCCTAAAGCACATACATCTGCCAGGAAACTTGGAGAC
TTCAAGGATCTGTGTTAAAAGTCCAGATATTTGGGTTATAGTCTTAAAGTAATATAATTT
GTGTGAAGTTATTACTCCGAGTTTGGGGAAACCGTCTTGGAGCATACTGTATACGTGAAC
CTAAACACATATTTTTGAGTCTCTTAATGCTTAAACCTAACATTATATACGTATGTATGT
GTGTGTGTGTATGTATGTATGTATGTGTGTATGTATGTATGTATGTATACTCATATAGTA
TACACATAATAACTTTTAACATACTCCAGTGTCACAGGACCTTGTTACGTCACTAAAATT
ATCTTCAAGGGAAATGGAATCCAGGAGATAATTCAGTCATGCAAACAAGACCTGAATTTG
TTCCCTGGCACTCACATAAAAAAACAGGAATGGAGGTGCACATTTTAACCCTTACCCAGA
AGATGTCAAGACAGGCAGATCCCTGGGGCTTGTAAGCCAACCAGTCTAATCTGATCAGTC
CCGGTAAGAGACACTGTCTCCCCCCAAACAAGGTGGACAGTCGTGAAGGACAACACTCAA
AGTTGACCTCTGACCTCCACACATTTGCACCTGACCCCCCTCCCCCCCAAAATCAACTTT
TTTCAAGTTGATTATGGCAAGACAGTAGTTATTATAAGGATTCCAGTACTGCCATTTCGC
TAATCTTTTGGAAAAATCAATATTGGTGATTGGTTTGAAATCAGAAAGTAGGAAGCTTGC
AGTGTTCCCAGACAGAGTGGGCTTCCGGGTTGAAGTGTCACAGTTCCCTTACGTCATCCA
CTTTGTCCCTGCAGTGTTTTCCTCACTGAGCCTTGGCCTGCTTCCTGAACGCTCCGCTAC
GCTGATGGTCTATGAAGATGTCGTCCAAATAGTCTCAGGATTCCAAGGTGCGTCTCAGTT
TTAAAAAGAGAAGCAGCGCTGATTCTTTGGCCAAATGCTAACATTTGATGAGCAAAATTC
TTTTTATTGGCTGTGGCAACAGTGAATTTATCCCCAGCTGGAACGCAACGTTTGTTGCCC
CTGTGAGAAGTCTGCATTTCTGCTTTAAGTTGGCTGTAACATTACTTCTTCTAGAACCAT
CCTCTAAATGTACATGGGGAAAGAAAGGAGCCCCCTGCTTAGCTCCCATCACCTCTCCTT
CCTAAGAAAAGAGTCTGATTATTATTTGGGTCACTGTCCTGGTCCATGTTGCTCAATCTA
CATGGTCACTCACAATAGCTAGAAAGGGGGAGGGGACTTGTCTTGCTTGCCTTCTGTTTT
TTAATGTGTTTCACAGTCATTGTAAACCCTCATCTCACCCCAGCCATGACTGGCTCCTAA
GATGTGCTAATATGAAAGGTTCTGAGCACTTGCCCTCTTCCAGTCAGTTTTGGGATTCAA
GTTGGGAATAATCCTCACACAAGATATCTTTCTGCAATGAGATCATTTCCTTCCTTCGTG
GACTAGAGAACCCTCCTGTTTCCTGGCACTGCTGAGTGTTGATTTGTTGTGGTGCTTACA
TTTGCCTTCATTATCCTAAGGTTCAGTGATTTGGGTTCATATAAAAAAGGTGTGGGTTGG
AAGTATGGCTTAAGAGTGGCTGCTTGTACAGAGGACCAAGTACAGTTCCCAGCATCCACA
CTGAGCAGCTCACAACCGCATAGAACTTTTTTTCTGGGGGAATTCAACCTCACCCTCTTC
TTGCCTCTTTAGGGTACCTACACACACAGGTGTACACACCCACAAGACACATACACATAA
ATAAAAGATAAGTTCTTTATTATGCCTGACCATATATAGATCTTTACTGACAGCATTCCC
TCACGGGACAATATAACAATTATTTACATAGCACTTCCAAAGTACTGTATGATTTAAAGG
CTATATAGCATATACCTGTGATCTATATAAAACCCACTGTGCCATTTTCTAGGAGGGACT
GCGGCATCCTGGAATTTTCAATGGCTACACGGGGTGCCCCACATCTATGTGGAGACCAGT
GTACTTTATTCTTTAATGATGACGCCATGCCTCGCCCATCATTCTGAATCACACCCATCT
AGGTGGCATTAGAAAATGAAGCAGGTTCATTGATTTCTTCGTTAGTGTGGAGCTGCAAGG
AGATGTGAAGAGTTTACTTTAGAGCTACTGATTTTAGAGGATGGATTTGAAAATAAATGG
GTGTCTGAAGCATTTATGACTTAAGTTTCAGAGAGAAACAAAGGTGCATATTTTATTGTC
ACCTCACAGTAAAGTTATTATGTCTTTCCTTTTTCACAAGAGTGCTGGGCTTGCATCTTC
CCTGACACTCCATGGTCTGAGTCCATGGCCTCCGTACCTACAGTTCCTCTTCCATTAGCT
TTGCCAAAGCTCGAGTCATTTGCAGCCTCCATATTGCCCAGCCGCCAAGACATGAATCAT
CACTGCATCCTCTTGGCGTTGCATGTCAACAGAGGTAGCAAGCATCGCCATGTCAACAGA
GGTAGCAAGTTGCTCCCCATTCTGAAACTGCCCCCCCTTGATTCAGCACCTTTATTTTCT
GTCTTGACTCTTGGTCACTCTTTGAGGGAACTCTAGTAGCTTCTTTGGGCCCCCAAGCTC
CTACCCTACCCTTTTCTAGGCTCTGGGTGTCAATATTCTCTAGATATTGATTACCTCCAG
TCCCCTGTTTCAAGGGGAAGTTGAACTTCCAAGGTGAAGGCTCAGAAGCAACTGATGGTT
ATACATGTCACCTTGGATATCTAATAAATTATACACATCGAGCTCTTGGGGGTGTGCAAT
TTGCTAGAACGTCTGTCTCCATAGATGGCGTGAATACAAAGTGTAGTTGGTCAGGCTGAA
CCTTGCTAGGCTTCCTCTCCATCCTTATTGTCACCATAGTTTCCCTGACCCTAAGCTTCT
GATGACAGTCACCCAGTTGTTGCTTGTCACAAGCTGGGATTGGGATAGGTGTTGAAGCCT
GTGGGTTTCCTGAAGAAGCAGGTTTCTTGTGCCCATTTTTCCTCCACGCCATGTGAGAAT
CGCCTCTTCACTGAACCCTGTCCTGTGCATTTCACACTGGCCGGGGTTGGTGTGTAGGGT
GCAGAAAGTAGACACACCGGATTCTGTCATGGTTGTGCATGCTCCTTGCGACTGCCTCTT
GTACTCCTTACTGTCTGTCAGCCTTGACAGCCAGCTCTCTTGTCTTGTGTCTCTGGGAAG
GACCCTGAAGAACCCTAGAGTCCCTCTCGTGCACTGTCTGTGAGCACTCACCTTCGCCCT
GTGCAGCATTCTGTGTGACCTTCAACCCCCTTTCAGACCTCCTTCCCCATCTGAGTCACC
TGGAACTGCTCTTTCCTGCCTGCCCACGTTACCCGTCTGTGCTCACAGGACCCGGGTGGA
TCTCTGCACATGCTTGCAGCCCACATGCTGCTCTGAAATCACTGCACTAGGGGTAGGGTT
GATACAGTTGAGAAGCTGTACTTCATGCCTTGAGTATTTCCTTCCCCCATGTCTGTCACA
CACTGGATGCTGATTTAATCTTCCTGGGGCTGAGCGCTGGTCCTTTCTCTTCCTGGTTGC
TGTCTCACTCCTCACGATGCTGTCTCACAGGCTGGTATGATACAGCCTCTGTCTGCTGAG
TCCATCCACATAGACTGTGTTTAGTCCAATTCTGTTTGTTTTGCTCTGTCCCATCTGGGA
CATCCCACCTCAAAGTCCACACTGTCTTTAACCTCTCCATTCGCAGCAAGGTCAGGCTGC
AAACGAAACGCTCCAAGCCTTCTGAAGGGCACACTGGCTGTAACTCTAAAGTCCTAACCC
ACTTCCTACAGGGAGACCCAACTCTTAAAGGACCTCTCACCCCCCAAAACAGTGCCACAA
AGCTACAGACCATGGTGTGTACGGCAGTTAACTGTAACATGTACCATTCCTCATCAGCTA
AGTTGTTGTATCACCACCTTGGTTTCCAGGCCCTGTGCCTGCTTCTTAACAGGGACCCAG
TGAGCCAATGAATAATTAGGTAATCAAGGGAATAATCAAAATTCATCTGCTCCCTGTGCG
TCCCATGTAGACAGTTTCTTCATGATTGCTTTCTGTTTTTTGTTCAAGTGAATTAGGGCA
GAGGGTACAGTTAACACACACATGAGAAGGGGGGATTGGCATACATTCAGATAGCTTTGT
TATAATTAATTGATCAGTATATGCCCACCCCTGCTTCCTGCATCTAATCGGAAGCCACCT
AAGAACCATTTCTTCCGTTCCATAGTTTCTTGCCCATACCAGCTTCCTACTTGATTAATT
TTATAACTTACAATTTTATAACTCCCTGAGCTTGAAAGATTTAATTATACTGTTTCTTAT
CTCAACGAAGTTGAGGCAGGGCAGTGATAACAATGCATCACTTAATTTTATTCAAAGCTT
TTCCTACTGGGAAGGAAGGCCGTAGGTAGTTGAGGAAATAGAAATCTGCCATCTTTGCTA
AGTCAGTTCCAAAACTAGTGTGATACCAGATTTACGGGTGATGCATACAGTGTTCTATCC
TCCGCTGGTCACAGCTTGCTGCTTATGCCATCTTTCAGTGGATATAAATTATCTAGCACT
ATAAGCAGGTTGCCTATGTGTGTTGCTCAGATGCCATGACATGCCAGCCCATCCTGGGAG
GGCCCCCAAGCTTGATGATGGTTCACCTAGAAACTTCATCCTACCAACTATGTGAAAGGT
CACATGATGCTGCTCTAAAGGAAAAGCTTGGACAGAATAAAGGCCACGAGGCCAGATGGA
TACCAGCAACAAAAGAGAAAGGAGGCCATTGTTTCCACACATGTGCATGAAATGTCAATA
GAAGGTTTAACATAACTATACCTGAATAAAAAACATTAATGAGAGCTTCTCTAAAAAAAA
ATAGAAAATATTATCCACTTGTCTTATCTGTAGATACACTGGATGGCATTATGTAAATTC
TAACCCTATACACCAAAAAACCAATTCTCATCAGGGTAGGCAGAGTAATGAGTGTGTCTG
CAAAGGTAAGCTACACAATAAATCCATGTCTCTAATGAAATTGTCATAGCACTCAACAGC
CCTTGCATTTTAAAAGTGAGGCAAATTGTTGTGGCATGAGTGTTGCTGTGGCTTTGTGAA
GAAGGCTTACGACTGTGAGAGAAAAGGAGTGGGCTCACAGAGTGACTGGCCTGCTGCGAG
GGGAACTTCCCTAAACAGGCTGTGTCTGAAAATGTTTTACGTGTAAAATGCTGGCAGATT
TCTTTCTGACTCGTCATTAAGACTGATGAAAGAATGAAATGAGAGAGCATTGGTAGGTTC
TTCTAGAGAGTTTTGTGTGCGTGGCTAAAGAACAGATCGGTTGGGATCTTCTGGAGATAG
GTTTGGGGAAGAAATCAGAAGCAAACCCTGAGAAATGAAGAGATTCGGAGAGATGAAGGG
GCCGCGGAGTTAGCTTCATGGATAGAGTACTTGCCACACAAGGTTGATGGCCTGCATTCA
GATCTCCAGAACTCACTAAAGAGACTGGCACAGTAATACACAGTCTGGGATACAGTACCC
CACTGGGATTGTGGGGTGGACGGCAGACTACCCAGAAGCTTGCGAAGCAGACAGCAGGCT
TTGGTAAGTAAACAACAAGAGAAAAACTGACCACCCAGGTTACCCTCTGACCTCTGCGTG
TACACACTGACCCCCAATGTTACCCTCTGACCTCTGCATATACACACTGACCCCAGGGTT
ACCCTCTGGCCTCTGTGTGTACACACTGATCCCCAATGTTACCCTCTGACCTCTGCGTGT
ACACACTGACCCCAAGCTTACCCTCTGACCTCTGCGTCCACGCTGTAGCATACACATGCC
CATGATCATACTTACAAACACATACTTTTTGAAAGATGGTAAGAGATAAATGAGAGCAGA
CTGGAGACCCATCCTGCAACTCTCACAGCCCCCCAGAAGTTTCTCGTTCCCTGAATAATT
TCTTTCTGTTCCACTAAGCACCTACTAGGAGCCTCTCCTACCACGCATGCTGACACCCTT
AGCCGTCTCCTTGTCTCCGGCTTCTGAGGGGAAAGTACAGTTCCCAGCGGATGAAGTGTT
CACTTTTCTTCTTGTCCCTCCTCCTGTACATGGTACCAGCATCGTCTCTCACTGCTTCTC
TGTCCCCAGTGGATCAATCCCGTTGCCCCTTATCCAGCCTGCTTCCCTGTGTGCAGATTC
TTCCATCAATCAGCATTCTCTGCCTTTCTGACTCAAGATGTTGTCCTTCAAAGAGAAACC
CTTTTTATGTTGCATTTTTCCCTCAGGAAACATCTTGTTTCCTTTCCCTCTCAAACTTTG
AGAAAGAAAAACAATCACCCTTGCCACACAGGTGCCATTAAGCTCCCCTAAACTTGGCTG
TTCTTCTGAATTCTCTTGCTCAGTTCCAGGGCTTGGGGCCATCAGATCCACATCTCTCCA
GTCACCACTGTCCTGCCTGACTTCCCCCAAGCTTCACACTCTATTGTGTCTTCCTCCTTG
CACCTGTCTCTCAGCCCCATCTCTGGCTGCCGCTGTGTTCATTTCTTCTCAGCTTCTGTT
ATGGGGTCTTACTTCCCTGTATAATTTCTATTCAGAAAGTGATTTCAACTGTAGCCCTGC
TTCTGTGTTGACTCCCCAGTGTCACTGCCTTTCTTTGTATCTCTCATTTGAGCCTCTGTG
CAACAGGCTCATCCTTAAATTCTTGCCACCCCGGACATCTGTCACCTGCAGGCCAACTCA
GGACCAAGGTTTTGAACTGTGAGCACCTCGCCCGTGGCAGGCCTCCTCTCTGGCTCACAT
GCACCTCCTCAGGCTTGCCATGTGCGGTAGGCTGGCTTGAATCTCTGCATTTTCCTATCT
GCTGTCTGGTCTCTTCTGCCCCTCCACAGCCTTCCAGACAGGGGCCACCTAGGGAGCTTC
CTTCCAGGGCAGTCACGCATGTGCTATTAAAGTAGATCTTTTATTTCTGTCACCTCCCTC
TTATTCTAGGATGTATGGCATCTGATAACCAAGCCATTTTGCTCTTTGCTCCCTTTCCTC
TTGGGTTTCGGGAATACAGAAGTTTTGTCTTTCTCCTGTTTATATATCATGTGTCCACTA
TAAGACTCCATATAACACTCTTCATATGAGTTGCTTAAGTTATGAAGACTCATAGAATAT
AAAACAAGGTGTTCTCTACTATAGTAATTTCACATACACTGGGACACTTAGAAGTATCTG
GGGCCATTGTCACATCTTGGTGACTGGCACTGGTATTTGATGGGTAGAAATCAGGACTGC
TAGTCAATGTGTTAATATCCACAGGGCAACCACCCAGCAAAGAATTTCTGGCGCCCCAGA
GTATTAATGGTTCTAATCTAGTTTCAACTAAGTCAGAGCATTGTTGAAACATAGCAAGTT
ACCAGTCGTGACTCACCACGTTCAGTTCCATAGGTGTTACTGAGTAGCAGACATACGGTG
CACACTCTTTTTCTCATTGTGCCTCAGATTAAGAAGTACAACATTCACATACATATAATA
CAAGACACAATGAGATTGAAGACCATGAGAAACACACAGACAGACCTTAAACTTTAGATG
GGCTTGAGAAAGGTTATGCAGAGGAGGTAGACTTTGAGATGCATTTGAGTGATACAGACA
CAAGAGTTAGTTTCAGACATAGGACAAGCAGGACCACATACATAGTATAGGCACCGTGCC
ATGGCAAGCTTCTCCTTGGCTCTCATACACAGACCACATAAACAGTCAGGCGCACGGGGG
GAAGCAGGTTGGTCATAAATACAGCATCTATTTAGAGATGGACATGTTGTAACAGGAAGA
AATGCCAGATGTAAAAGTTTTCTGTATTTTCCAAGCACACTGATGTTGACCAAGTTATGT
AACCTCTCTGGGTTTTAATTTCTTCACCCAGAAGAACAGGGTGGAATTCCTTCTTCTCAA
TGTGTTTGTTTATAAGTTCTGAGGCATTGAGTTACATCTCTCAGGTTTTAAGATATGAGT
AGTAGTTTGAGTCTTTCTTGATCTACTTCATTTTAATGTTGTCTGTCATCATGTATTTGC
TAAGTGGTGGAGACTGATGTCTCCTGAGCCAGGAAATCACATGGTCAGAATGGCATCTCT
GAGCAGTCAGTGTCCATAGCTGAAATAGAGGTTAAGTTTGAAGCAGAGGGCTGGCTGGGA
GACTGTTGAGGCAAAAGGTGGTTCATAGGTCTGTAGTGTGGGGTCAGAAGGGAGGAAATG
TTGACGAAGGAGCAATAGCCAGCCGTGGTACTTGAATGACTCTGTCAGATGTTAGAAAGG
GAAAGTGATGTTGGTCTGGAGCAAAACTGGGCACTGGAGAGAATATGGGCTCATTAGAGG
AGAGAGGGTGCATGCTGGTCTTAGAAACTGGGTAAAGCTATCTAGAAGACAGGGGAAATG
CCAGTGTGGAACTCAAGCAAGATGCTAGACTGGAAATGACTGTGGGTATAAAGAGAGATC
TCTAAGACGAGCAGAGAGAGGCTGCAGAGATGATGGATAGCTGTCTTTGGGAGCTGTCTC
ATCTAGGGGCAGAAGGAGAGAGAAGGGATCTGCATGAGAGGCAGAGTCTGGAGAGAACCA
GAGACCAAGGATGAATGCCAAGAAAGAGAGGACTCATGCGTGAGGATGCCGGACACTGCA
GTCCGTTGTGAAGAGGTCAGGGGGTGAAGGCTGAAAGGAGGTGGTCATGTGGCTGCAGAT
TATACGGTGGATCTTGGCATCGTGTGTTTTGGGTGACCGCCATGTCACTGGGGCTGAATG
GAAGAAGACAGGCGTTCATATATGGTGAGGAAAAAGTGACTTTTCCCTACTTAGGGAAGA
TATAAGTGTGCTTATTGCTGAAGGAGGAAACACCAACAGACAAAGACATTGTTGACCAAG
GCACGAACAGTTGGTAAAGGTTCACCACAGCATACACAGGAAAGCAGAACTGAGGAGAGG
GGCTTGGTTTGACCTGGGATGAAAACAATAGAATGGGGGGGGGAATAGATTTAGTAGCGT
AGAAAGAAAAAGCAGGCGATCTGCTGTTTTCAATGTATTGGGACGTAAGCATTTGGAAAA
GGAGGATGGGACCTTAAGTCTGCAAGGAGAGGAAGTTCCAAGCACCTGCTGATGAGTTGA
GAAGCAACCACTGGTGACAGGCAGGCTGGTCCACTTTCTTCCTGCTCCCAGACAATCACA
TGAAGCAGCTCTAAAGAAAGACAGACTGGAGAGCTGCACAGCATCTTACCCCAGGCCCAC
GCAAGCCCATTTAGACCTTGTTTACCCCGTGGCCTAGCATGGCCTATATATACCCTTAGA
TTCCACAGATACCTTCTGTGCAGTGTCACCAATCATAGGTTTTGCCCATACTTGTCCTTG
AGGGGGTGTGTGTCCCTCAGCAAATGGCATCTGTGTCTTGCCAGTCACAGTAGGTGTCAG
TTCAGCTGGACCTGCCACTTCCTGTTCTTCCAAGCCTGACCTAACAAAATCCTGTGTGTT
CCCACTCTCTGTTTACCACAGACGGCCCTGGATGTCTGGTGAGTTCCCGGGTTCTCCCGT
ACAAAGGAAGGAAGGGAAGAGAGGCAACAAGATGGAGAAGAGGGAGAGACACAAGAGGAA
TGGATCTCCCACCCAAGGGCTTGTAGTGCACATGTCTGTCTCAGAGACAGGAGCGGATGA
GATAGTGAATTGTAATGAGGCCCCAAAGCCTCTGAGCTTTGGTTTGTGATTCTCTGAGTC
CTAGGGCAGATCCCTAAGTCCTTTTAGCAGCCTCTGTCTTCCTGTCTGAGTCGCTTCCCG
TTCCTCACTGTCAACCTTCCCATCTCTCCAGAGTTACTCAGAGACAGGAGGGACACAGAT
ACCCGGCTCTGTGCTTGGATACCCAGCCGTGAATCCACCTTCTCCCTTTACCCTAATGCA
GTCTGGCCCCATCTTGGCCCTATCACATATAGATATATATGCCCTACTTTCTCTCATGTC
AGCTGATTGTGAGACTTAGGCGCCATTGTGGCAACACATTCTCTGAACATCGGCAGCTGC
ATTGGCCATTACTGGAAACAATTATCCTTCGTAGTCAAGATGAGGAGATGAAAAGGGAGA
CTTTGACCTTTCACCTCAGAGGGCTCCATGGAAATGGAGAACAAACTGCAGGCAGCTGTG
CAGCCAAGTGGGGAAAAAGGTGAAGCAGACAGCTCCCGGTGAGGCCCATGGCACCAGGCG
AGTCCTTGAGGGATTTGGATTCAGTGTGAACCAAAGAGCCAACTTCAGAAGAAGTAAGAG
ATAATAATGTAAGAGGATCCCTGGAGACTGGCACTTTGTTTTAGAAATGAAGACAGGACA
GGGATAACCTGCCATTCGACTAATGGATGTGGCTAAGAGGGGACCATAGTGAGGTAGCTG
TGACTTTGGGTCCTGGGTCCCTTGGCTTTGGGACTGAACCTGCTTTACTGGCCTTTGGGG
AGGGTAGTTGGGGTGGCTTTGAGCAGATAGAAGGGACACGGTGGTGATCTACTAAATCAG
CTATATACAGCCAAGTGTGGTCCAGAAAGCCAGCCCCAGATAATGGCTGTAAGCCCTTTG
GCCATCCTGGCCTTACCATAGGAAGACATCCTTAGTTTTGTCAATTCTTTAAGCTCTGAA
ACTCTCATAGCACAGAACATTTCTAGGAAGCTATCACATTCCCCTCCCTGGAAGCGCTTT
GATCCAGAGTCAAAGGAACACTGGAATTTGTTTAAATACTTCATCTCTGGGAGGGGTTGG
GCCAGGACCTCTGTGTATTGCAGGGAGAGGTAGAAGGAGCCCAGCAAAGCAGAACAAGGT
CCCCTCAAGCTGCAGATACATAATTTTAATTTTAAGGACATCTTTGCCAGGTTTGTGCAA
AACTAGTTCTCACCTTCATGTCTGGTGACTGTCACCACCACATTAGGTAAAGGTAGGTTC
AGCCCTTGTGGTCCTAGTAACACCTGAAGAAATGTAACCTGTTAAGTGACATCACAGCTG
ACTGGGCCACCCCAGTGTTCGCACAAAGGGATGGAGCAGGGGAAAGGAAAATCACTTGGC
ATCATTGCTAAATCTGCAGCAGCATCTGTGTCCCGTGGGAAGCACTTCAGAGGACCAAAG
CCAGTGTCACACAGCCGCTTCCACAGGAAGAAAGCTGTCTGTCCTGGGGGCTCCTGTTGG
CACGTCTTCCCAGGACTGCATCTCACAGCCCCTTCCTTGTCCAGCTTCCATTTGGTCTGA
GCCATTGAACAAGATTTTCCTATGAAGTTGGAGGATGGTTTATAGCCATATCAAAGCTTC
TCTCTTGCATTGCTTGTCCAGAGAGATTAATTGCAGTTTCCTTGCTTCGTTTGCTCAGAC
TCTCCCAAAATGTTGCCCTATGCAGAGCCAAATGCCACACAGTGGAAAAAGACTGCTCGC
AAATAGAACTTGGGAAAAGCTTTTTGTTCAAACCCTAAATAACATCCTGTGTCAAAACAC
ATGTGACAATAGGCTATTATTTCTCGCCCCATAATAGCATGTTGTCATATCCCTGTGTCC
TGGATGAATGAGAGATGGCACGCCATGTGGGGCAGCATGGGGGTTGGGGGAGGTATGGCA
GAGCCTTTGGCATTTTCTGAAATGGAAACAACTCCTCGGGGAAGTAACCTAGAGGTTGAT
TCCCACAGGTGCCCGGCCACAGCCTCGAGTTCATTTCCAGAGAAGGGCCTTGAGGTTGCC
GGAGAACACCAGCTACAGCGACCTAACAGCGTTCCTCACTGCGGCCAGCTCCCCATCAGA
AGTGGACAGCTTCCCTTACTTGCGAGGATTGGATGGAAACGGGACAGGTAGTTGGAGTCT
CTTCTCTTTCTGGGTAGGCCTTCTGGGGTTTAGTCCTTCTCTGAGTTTTGGTTGTGGCAA
GAGGTGGTCACAGTGAGGTGGGGGAGGGGGTTGGTTGACCTTACAGATTCTGGGTTCATA
CTGTTACCTTTTCCCAGCTTAAGGAGCCTTCAGTCTGCACCAACATACAAAGGCATCTTT
GCAAATTGGCTTCCCTGAGCCCTCCAGCGGGTGCCAGGGGCCTGAAGGGCCTTCTTTGGC
CTTTCATTTTTGGACTAAGTATTTCAGTTCAGTTGAAATTATAGTTTTTTAAAAGCAAGA
GATCAGTAACAGGGTTTCTGCCCCTCTGATCTCTGCCTAGTCTCCTTTCCTCCAGAGTTT
CTCACCCAGTTGTCCAGCAAGAGCCCTGGAGCCTCGCCCTCCTGCTCACCCCATGCTGGG
ATGGGAAGGGTTGGTTCCAGTGACATCTAGAGATGAGCAAGTGACATTCCATGCTCCGCT
GTAGATGGAGCCCTGAGGTGTGGGCATTGCCATTTCTGTCTGTGGTCGTCAACTTTCACC
CAACTCTCCCTCTGCTGTTGGATGCTCCACTCCCTTCCTCTCAAAGGGGATCTAGGAAGT
TCTCCAAAGGAGGCTCTTCTACAGACAGCCCCGGAGGAGCCAGGCTCTGAGGTTGATTTG
GAATCTTCCGGCAGATCACTAAAATCAGCTCAGCCATCATGGCCACTCTGACAAGACACA
GAACTTACAAGATCAGAGAAACCAAAAGCCACTAGGAAGAAGAGAAGAGACAGTTCCTTA
TCAGAGAAAGACCAAAGCCTGGACCTTACTCCTGGGTCTCTCTCTCTCTGTCTCTCTCTC
TCTCTGTCTCTGTCTCTCTCTCTGTCTCTCTCTGTCTCTCCTCTTCATTGCCTTTCGGGT
TTTGGTCATAACATAAGATTGAAAAACAGCCACTAGAGTTAAATTAGGTATATTATTATA
CTTCCAAGGGATGCTTTGATTAAAACTTCCATAATTTTCCAAGACTTTGGATAAACTGGT
GAATCTGACAAGCTCCTCCACCTGCAATGCCTCACCCGTTTCTGTAACTTGTGAGTAAGG
TTGGAGGTGACGGTACCTGGTGATGTACTTGCTTTTCCTCCATTTGTGGTTCTTATTTCA
AGAAAGGCTTCTTCCTTTAAATTGAGGACCAACGGCATGATTCGTATGCCCGTCATTTGC
CATCAAATGGATGTGTGACCGTCTAGAGTAAAGGTTCTTGGGGGAAAATATCTCTTCTGA
GGTCCTCACAGGCTCCATTCAGCTTTTCTGAGGAAAGGAAGCCTAGTCAGAAATACAGCA
AAGGAACAGGCCTCACTCCTCTGAGCTCATTCGTGCTCTCTGTCCCTCTTCCAGTAAATC
ATGAATAAATTATGAAACCCGAGAAGAACAGGGGACACAGAGCGCAAAAGCACAGGACCA
TTTGATTATTTTTCAGAAGTTTGTTTTACTTCAAATTCAGTCTATTTCAGAGGGAAGAGA
AAGGTTGGACGGTGACTTTGAGCTGCTTTTCCAGTGACGTAATTGGTTAGTTACCTGAGA
GAGGATCAGAGTTTCTATGAGACCTACTAGGAAGGCCAGCCAGCCAGTGGTGTATCCATA
TGTATCTGCAGACATTGGAGCCCAGGGGGTTCCATACAGCAAAGCAACCTGGGGCACAGT
GGGTCACTGCTGGCCTCACAGTAGTTTGTGAACAGGCTCTCTTTTGCCCTGTATCACTTT
GTGTCTCACACACAGGCCAAAGACTCTCTGCTGTCTAGCATCACAATCTTCTGGTCCCTA
GGAAGCACAAAACCCTACATCATCCGCATGGTCTTAATGAAATGACCTCCACCAGGCACT
CCAGGGGGACAGAGAGGGCAGTGTTAAAGGTACAGAATTTTTGCCACACCAGAAAAGTTG
GCATATGATGACCATCTATATCCAGAATGCCTGAGACTGAATGAAGTGTTTTGTATTTAG
GATCTCTTTTTTTTAATTATTTTTAAAACATTTGCATCGAAGTCTAGTGGCACCTAACTT
TTGAACTTTGGAGAGCTTCATGTTTCACCCTGGTACTTAAACATGTGGACAGAGAGACTC
CGAGGGACTGAGACGAACCCGTCTTGTTATAAACTACTGTTTGATCAAAAGCCTAAGTGG
ACCCCATCCGGTGGTGCTTGCCCCTCCTCCACCCGGTTGGCATGACACCTGTCGTGGCTT
GCACACAGAGGGCCAGGTCACATCAAGGTAGAGCAGGAAGGAAAACCCAGCTATAGACAG
ACCTCAGTACCTTGCACGTGATAAGAATTGCACAACAAAGTGTGGAAGAAAAGTGACCTA
GGCCTCTAAGTCTGAATCTGTCCAAAGTGGAGAAAGCGGGACAGTGTGAATGGCATAGAG
AAGGAGTGGGCATCTAATGGAGCGCTGAGAGAAGAATGGGCCTCCAGAAAGCAGAGGTGA
GGCCTACATGTCTTGGGAGCTAGGGCTTCCCCTCTCATCTCCTCCCCTCTTCCTTCCTCC
CTCCGTCTTCCCTCCTCCTTCTTCTCACTTTCCTCCTTCCTTCTTTCCTGTCCTCTTCCT
TTTTCCTTTTTTTCTCCCCATGGTCCCACTATGTGACCCCGCTGGCTTTGTATCAGCAGC
CCTAGCTCAGCCCACCAGGTGCCATGTACAAATGTGCATGCGGCACCATGGGGCACCATG
CGCACCCCGGCTGGAGCGCTTTAGACGTCGTGTGGAAGGACAGGGAGCCGAAGCACAAGA
CCTGCGATTAATCTGCTCCTTTCTGTAGCGCTTACTTCTGAACTTGTGCAGGTGACAATG
TCTATGGCCCTACACTCAAGAGGGTACCTCAGCTGCCCTCCATCTGAGGCATGAAGATGA
GGCGGGAGGGGAGTAACGGGACAGGGCATCTGGTTCTAGAAACCATCTCCCTAGATCAGG
GAAATGCAAGACGAAAAGGAAAGAGAATGTGAGGCCACTGAGGAAGAAAAATGGAGATAC
TTTTCTAGAACTTTCTATGTGTCTGTTTATAGGAGGTTTCTACCGTCCTCCTGCATAGAT
TTGACAAAATAAAGCGGCAAGTCCTACTTGGAAACCTTATGTCTGCAGTGTTTGTACAGC
ATCCAGTAGGTCACCTGATGACTGGCACGTTGACAGGTTTGAGCACTGCCAGGAACAGTG
CAAGGGAGGCCTGGCTTTGCCTTCCTGGCACCTTTAAGCTGTGGACATGTGTATGTCTCA
GCCCACGGTGCACTTTCCAGCAAGGCATGGTAAATTCTGGCCTCTAGTTTTCTTATCCCC
AAATAAAATGGTTTCTAAACTAAAAGATTCCTGACTTTGAATCTGTGATTCCAACTTTCA
TCTTTTGAGGAAATCTTTTAACAGGCCTTTGCTGTCATGGAGACAGAGATGGATGCACAG
TGGCCATTGTGTTCAGAAGTCACTCCACAGGCGACAGTGGTTAAAGCATTGTAGAAACTG
TAAAGTTCACTAGATTTGCTTTGAACATTTACTTTTAGTCCAAATTGGAGGTTGGCGTGA
GCTCAGATGGGTATGTTAGTATATAGGAGTAAGTACTTATGTATACTCCATGTAAATATA
CTTATAGTCCGTCTTTTGGCCTAATAGTAATGTTAGTAAAAATAAAAATAGCAATAGTAA
ATAAATCATAAACAGTATTATAGAAGAAATCCTGTCTTGTAAAATACCTTACCATTTTTA
CCACTAAGAAATTCATCCTATTAAGGCAAAGATGTGAATTATGACAATGTATTTTGCGTG
ATATCGCATTCCGATAAAGAAATTTCTTAAATAGATTGCATAAGTGTATAAATATCACAT
CTATATGCATTCTCTAATTTACCTGTATACAGTCATTAAAGTACTGGCTCAGATAAATGG
TCTCTAATGGAGAGTAATTGGCATATCAAAATCCTTTCAAACAGACCAAAATAGCAATGG
CACCTCAAATAATACATATATATTTCACGTCTAAGTTTCAGAGCTATACCTCTGGTAGAA
TTAGTTAATATTTTCAAGCAATCCTTGATGGAATTTGCTGTTTAAAACATTTCTAGAATA
GGTTCTTATGGCACTGACTTGTGTGTGTATTATCTATGCTATAGATGATATGTCCTACGA
TATATGTGCACAGAGCTTAGTTTGTGAACCTTCTTTTTCTTTAGCTTCCCCAGAGTTCTT
GCTCTTACACTAGAGAAAAGTCTTTTCCACCAAGGCGGTAATCTCAGCTCTTGAGAGACT
GAGGCACGGTGGCCTTGAGTTCCAGGTCACAGGGGGAGATCCTGCCTTTAAACAAAAGGA
AGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGA
AGGAAGGAAGGAAGGCAGGCAGGCAGGCAGGCAGGCAGGCAGGCAGGCATGGGCAACACA
AGCACAGCTTGCTACAACTGGCAGACTTGAACTGAGACAGCTCTGCTAACTAGCATGTGC
CCTCTAGGCAGCTACTGCCACATCCAGTCCCGTTTCTTTGTAAACTGTGAGTTTAACTGC
CTCGTGATGTTGTGAGGTGAGGATTACCGATATTAACAGGAGTGGATGCTCACAGTCATC
TATTGGATAGAACACAGGGCCCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTGAA
GGGGTCTGCAACCCTATAGGTGGAACAACAATATGAACTAACCAGTACCCCCAGAGCTTG
TATCTCTAGCTGCATGTGTAGCAAAAGATGGCCTAGTCGGCCATCATTGGGAAGAGAGGC
CCCTAGGTCTTGCAAACTTTATATGCCCCAGTACAGAAAAACACCAGGGCCAAGAAGTAG
GAGTGGGTGAGTAGGGTGAGTAGGGGAGCAGGGAGGGTATAGGGAACTTTTGGGATAGCA
TTTGAAATGCAAATAAAGAAGATATCTAATAAAATAAATTTAAAAAAAAACAATATTAAC
GAAGCCCCCGCACACTGGAGACTCCTTAGTACGAAGCAGTAGCCACTGTTTTCCTTGAAG
GGTTTCTGCAGCCCCAGGACCTCTATGCCAGTGATGAGCATCTGTCTTCCTTCCAGGAAA
CAGCACCAGGTATGACTTGACTCCTGTCACAGCCGTCAGCGTGCACTTGCTCAGCGGTAA
TGGGATGCCGGTGCTGGTGGACGGACCCATCTATGTCACTGTGCCCTTGGCCACTCAGAG
CAGTCTGAGGCACAATGCCTATGTCGCAGCATGGCGGTTTGACCAGAAGCTGGGTAAGCG
TGAGCCCCTGAGCAGCCCCTCTGAAGTTCATTTTGTTTTGTTTTAATTTAAAGGTCATGG
AGGCTAAAATTGGCTCTCCTAATCTTTAGGTTCTTTTAATATTCTATGATCTATCTTGGT
TCTGTGGTCTTTTTTTTTTTCTTCTTAGTATAAGAAAAAACATTTGCCAACATTGTTTGA
AGCAAGGAGTAGTTCCCATGACCCTACAACCCAGAGATAAATGTGAATCTACTTTTAATT
CTGTCGTAGTTATTTGCCTGTACACATATGTGTGTGCTATCAATTAGTTCATAAGTAGGT
ACCCTAGAATTTATTGGCTTAAGATAATAATGAGCATCTCCTCCTATCTCATACTTTCGG
AGGTGAAGGGATCCAAGCACAGCTAGTGAGTGTGGCTCAGGCACACCCTCAGGACAGTTA
CAGTGGGCCTGCCTGTCAGTATTCTGTACGGCTTAAGCAATGTTCTGCTGAGGCTAGCAA
GCAAACTCAAGACTCTTCCATAGTCACCAGATGACTGCAATTCTTGCCAGCTGATGGCCA
GAGATCTTTGCCACATGGTCCAGAGCTTAAGGCTGCTTACAACGGAGCAACTTGCTTTTC
CTCTTAACCAGTGATGTAAGAGAAAATAAGGTTTTCAAAGCACAAGTACTTCAAACAGAT
GCTGTCCATCCTGGGCATAGATAGTCACTAGGTGGGTTAGTGGAAATAGTGCCAGAATTC
TCTCTTCAGCTTTTGCAGTCATTGCAACAGAGTCAGCAGTTTTTGGTGGCTGCGTTATTC
TGTGGTCCTAGTTAAAGTGACACAAATATAGCATGATTTGGTCATCAGTCCCTTATGATT
AGGGGAAAGGAGGACTGTTCTAAGGTGGTAGATACTTTGTAGCTAAATGTTTCAATGTTT
GTGCACAGCCATGATTACTCTTCAGAGTGTCCTGTGAAAGTCAAACTTGGAGCCAGCTTT
TAACCACCAGTGTAACGTTAAACTATGCAAGAAGATTAATTAGGGGCTTTATTATCAAAT
AATATTTTTAAATATTTAAAATAGTTTTAGCAAATACACTTTAATATAAATACCTTTTGG
GTTTTCATGGAGTTTTTGTTTTGTAACTTCCCAGGTAATTAATAGACTTTATTATTAGTA
AAGATCACTGCAGTTTTAATGACTATATGAAGGTTAACTTCACAGGGTAGATTATAGCAC
TGGCTTACTGTATACTGCACTCCTTCATTAGGGTTTCTATAGCTGTGACAAAACACCATA
ACCGAAAGCAAGTTGGGCAGGAAAATGTTATTTTATCTTATAGCTTGTGATCCATCAAAT
CAGCCTTCCTTGCTAGGTGTACTAGTACATGCAGAAATCCCAGCATTCAGGAGGCTAGAG
CCCAAGGCTTCCTGTGAGTTTGCAGCTAGCCCAAACTACACAGCAAGATCTTATCTCAAC
AACAGCAAAAGAGCAGTGTTTCTCAGACTCACCTTCTGGTCCTTTCCTGGATTTCCTGTG
GCTGGGCTGGGACTTCTACATCTTACCAATTCCTTACATCCTCTGGCTGCCTCCCATTTC
CCTCCTCCCATGGGCCCTACTGTAGTGCTGCTCTGGTTACCCTCACAACTGGAGATGCTC
CTATGTGGTCCTTTCTCAGAGCAACTTGTAACGAGCTTGGAACCATAGCAAGGCACAAGG
GTCTCATTAGAGCCAGTCCCTGTCCGTGCCTGTCCCTCTCTCCTTCCTGGCCTCTCCTTT
CCAGTCACTTTCCAGACATACTGACCCTTCCTTTGGGCCTTACCACTTTGCAAATGGAAC
CTGATCCTTCAAAGCTGTTCTGGTTCAGATCTCAAATGTTCTTCCACTGCCTTGTGCTAA
GATCTTGGTCTTCAGTAGATGGTGCTGGGGCGGGGGGGGGGGGGGGGCTCACCTTTAGGA
GACAGGGCCTATGGGGTAGAAGTAGGTCACTGGACATGACCTTGAAGGGCCCTGGCCTCT
TCTTTTCCCTGGCTCCCAGCCATCCTGAGATAAGCAGCTTTGCTCTGCCACATGTGGTTC
ACCATGAGCCACGCTACCCCAAGCTCAAGAAGCAACAGAGCCAAGTGACCATGAGCTAAA
ACTTCATTAATGGTGAGCCAAAATACATCTTTTCCCTCTTTAAAGTGTTTGCCTCTTGTA
TTTTATCACAGCCATAGAAGCAAGTAGAACATTTCAAGCCCTTCCCACAGGCTACTAGCA
GTTACTATTCGACTATAACAATCATTTGCGATCAATTCAATAATTCTTTAAATTATTTAC
GTTGGAGGTGAATCAAAACAATTGCTAATTCCAAACTGTTAAGTAGCCAGAAAACGCACT
GTAGGAATTCGTGAGGAAGTTTTTGCTTGGATCAGGATTACTCTACTGGAGGCTGAGAGC
TAAGCATGATTCAATCAGAGGATGGGGAGAAGGGGAGGGAGATGAGGCCAACAAGCAGGA
GGTTCTCTCATTTACAGTGAGAAAGTTCTAGAAGTCAACTCGACAGCAATGTCAGTATGG
CTGGCAATGCTTTGTACTTAAAACTTGCTGAGAGTCTGTGTTAAGTGTTGCTATCAAGAA
TATGGTATCAGGCTGGAGAGGTATCTCAGCCCTTAAAGGCTAGGCTCACAACCAAAATAG
AAGCAATAGTATCTGTGAGGTGATGGCATACTGTTTATCATCAAAACATTCAGTCATGTG
TATGCATAATTTTTTGCAACCTACATTTAGTAAGGGTTCAACCTCTCCTCTATCCCACCA
CCCAGCTGAGGCAGTGGAAGAGAAAAGATTAGGATACGGGGGAAGTGGACCTGTTCAGCA
AGAGTTCTTTGGGGGTGAGCTTAGTCTTCTTTGTCAGCAGTTCAGCACCATAGCAAACAC
CAAATATAAATCAGCAGCTACAGTCCAGGCCTCTTGGCAGGCAGACACCAAGCATGAACC
AGCAGCTATAGTTCAATCCTGAAGAAACCACAAGGCTTGCTAACTGACCAGAGGCCGCTA
AAGCAGCAAGAAGCCACAGGACCCTCACCAGCAGTTCCAGGGCGAGTTTCTCTGAATGGT
GAGAGCATTACCATAAGCAGAGCTCACCAGCACTATGTAAATCAAGCCAATACATGCAAG
TTGTTAGCTAAGAATAAAGAGACAGAGCAAAGCAAACCAAGCCTGAGTGCTCATCTCCCA
CTGTCTGTGGGGTCAGATTTATACTCCTTCATCAAGCATCCTTTCACGTGTCTGCTATAT
CCAAACATCCTCTTACCTGTGTCTGCTTCAGGAAAAGTCTTTCCTGTGCCTGCTTTAGCA
AGACATCCTTTCACTTGTGTAACCCAGCAAAGCATCATTTGACATAACTTTCCAAACAGA
CTACAAGTTTCCACTTCAGTCATGCATCTTAAGTATATACAGCTTTGATCTGCAAATTAT
ACTCAATTAAAATGGGAACAAGTAAATATCAAAGGAAGAATTTAGAACATGTGAAAATCA
TAGAACATGCATAAACATACACATACCCAAATAAAGTTTTATTGGAACCCAGCCACACCC
ATTTGTTGGTAAATCATCTGTTTCCATCCTGTGGTACACAGTGAGTATTGTCATCTTCTG
GCTTTCCAGTCCAGTCTTTTACAGAACCACCTTGTGACTCCTGACCTAGCACCCTCTCTG
AGGGAGCTCTCTCCATTTGCTGTCACAGCACGGGGGTGTTTTCTCTCTGCAGGGAATAGC
GGGTGCTGGCTCAGCTGCAGCTCCTTATTCCTGTTACCTAAGCTCACAACTGTCTGTAGT
CACTCTAGTTCCAGGGGATCTGACACCCTCCCACAAACATACATATGGGCAAAACACTAA
TCAATGTTCATAAAAGTAAATAAGTCACTTTTAAAAGAAATTAGCATCTTCATATGTTGA
CCCTGTTCGTCAGAGGGTGACCTAGTATATGAATGCATTGTCAGGGTGCATGAATTGGAT
TGTCTTGACTGTGTTACAATACCAGTTGGCTCATCACCACATATGCCCTCTAAGAACTTG
TTTGAAGAGGCCCAGCATGCGTGCTCTGCCTTGAAATGGTTGCATGAACATGCTCTGTGT
GCTGTATGTGAGTAACCTTTGCTTTACACAGCACAGCAGACTCCCCTTGGTGTGTGAAGC
TCTTACCTTTTAAGGAACTGGCAGGCTTCTCTGGCCAACTTCAGTCCTTCGCATCACACT
GTGGCCTGCAGCCGTTGGGGTGGCACCTGGTACAGTGATCAGCGTCCAGAGTTAGTTGTG
TGCAGGAGCCAGTTTGACCTTCCAATGTCTGGGGAAGAAAGTCGGTCATGGCCAAGTGTG
TGCTAACTGTGGCTTTCAGGAAAGTAAGGGCCAATTGTGTCTGCTTTCTTTTATGGACGT
TTATTATTTCTTCAGTGTATAACTAGGGCAGCAGATGGCTTCTGGGCTATGAGGTTGTCT
GACTCGTTGCCCTAGGGAATGGTCACTCATGAATAAGCAAACCAGGTCAGTGGTCTGAAT
TCAAAGTGACTGATCCTGAATAATCAAAAAATCAATAGTGTTTTAGATTTTGGATTTGTG
CTTCTGCTGTTTGAGTGTCACTCAGTATGTTTGAATCCTCTTAGTCCAACGAGATAGCAG
AAAGAGAAGCCTACCCTGAGAGTGAAGCTCTACGGTGAGATCCAGTTTTAGCTGCCTTCC
CAAACACCACAGGCAGAGTCTGTGTGGATTGCTATAGCAATGGGGACTACTGAACCAGCC
TCTTACCTCTTACGGCACATCCATAGCGGGTGCTCAGGAATAACTCCATAACTGGCCTGC
GTAGTAGGTCTGTGTCTGTTTCCAAAGGAACGTGACTGCTTTTGCTGTGCAGGGCCTACT
AAGCTTTTAGGTAAGTCATGGCCAGTTTGCCCTTGAAGGAGAAGTTTATTTACAATACAG
ATATATTCATTTCTTTATCATCAGTGTGACAAGTTTATCGCAGGGAATGTTAGAGGGGTT
GTGGGGAGGAAGAAATCTCAGCACCTTTATCACAAATTTGATGTGAACCGAAAACTATTC
TTTCTTTAAAAAGCAAAGTCATGATAATTTTTATATGCCTCGCTGACCTCAAGTTTGGTC
AAAGTGTTATCTAGATCTCCAAGAATAATTTAGAGACTGCCAAGGATTTGCTTAGATGTG
TTTTCAAGACTTACCCTGAACTCTGATATACAGAAATGATAAGAGATACAGATATGTTAA
ACTATATGGATATTAAAATATTAACCATGTATCTCGATGAAGGATTTCAGAGTGGCTTGT
TGTGGTTTAAATGACTTCTAAGGTTACACTGTATTGCATTGTATGGGTAAAAGATAAAAT
TGGAGATGTTTATTTGTCTAACAATTCAAGTACATATTTATATATGTGATTAACTTTAGA
GCTAAATGTAGTACTCCCCCCCCCCCCGCCAAGAACAGATGTGATAATTAAGGATATTAA
ACAAAGGAAGAGGTTGATTTACCTAAGAGTGATGCCAGTATACACCTAAATAAGACAAAT
AGGCAATTTCCTAAGGAACACTAGCTGAGAAACAGAGAAACAGACTCACTATGTATCGAA
AATGACCTTGAACTTCTGACCTTCCTGCCTCTGCCTCCAAAAGCTGGGATTTCAAGTCTA
CTCCTGACCCACAGGTCGGTGCTGAGGGACTAAAGGGAAGTCTGTGCACATGCTAGCAAA
AGACCTCTTATTTTCCAGATAGGAAAATGAGCCTGAGAGTGAACTGGGTTTTGGTGAGAT
TTTTAGCAGGGAAGGCAATAATCTGTATGCAGAGTTGAGGAAGCTGAGGGTAAATGCTGA
GAACCCAGTGGGACGTTGTCTTCACCAAGATCCCAGAGTGAGGCAAGATCCTCTGCTTTG
CGTTTTGGGGACTAAGATGGGTGTGTGTTCTGTTACTGTGGGACTGTTAGCATCCCATTG
CAAAGTTCTGCCCCAAAGGATGAGAATTAGAGTTTATAATATACTTATGCTGCCCTGTGG
GCTGATGTAAGAAGGACAGTTGTTTTCCAGTGTTGCCTAGCAATTCAAAAAACAACCCTG
TAACATCCATCTGTCTCTAAGCATTGTTAAGTCCTTTGTGTTGGTGGCGTCCTCAGAATG
ATCATTTTCAGAAAATTAGTTCTCAGATAGCTGTGGTTTCGGGCACTTTTGTTTTAAAAC
TATCCTCGGGGTGTTGGTTTTCTTAAAGTCTCACTCTATGTAGAACTAGGATTTACCATG
CTTGGATTTACCTGAAACCATGTGGGCAGGCCTGACAAATGAGTAGTTGGTTTGTGGTTG
CAGAGTATCAAGTCAGTCCTTCTCAGAGGAAGCCTGTATTCCTTAACAGTAAACCATTCA
TTACCACTGATGGAGTTGGTTGGTTAGGTGTGGTGACTTCATATCCTTACACTGGCTCTT
TCCACCACCAGGAAACCTTCAGGCCTTTCAGTGTACCTGGATTTTAAACAAAAATTTGAT
GCTTAGTCTACTATAAGCCTAAATGAAAATAATTAGGACATTAGTGCAGCATGAGTTATT
ATTTGTGCTGCTGCTGCTGTGATGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTG
GTGGTGGTGGTGGTGGTGGTGGAAGACAGACTCTCATGTATCCCAGACTAGCCTCACCCT
GCTATGTAGCTGATGTTTCAGGTATATATTACCACTGTTTATGCCATGCTAAACACTACA
GGAGCTAAGCTACATACCCAGCTCTCCAGCTATTTATCTGGGATGTGTGTGTGTATGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATGC
ACTATTTACATCAAGATGTTGGTGAAGGCCAGAAGGAGAGTGTTAGACCCTTGCAACTGG
TGTTTGGATGCTGAGAACTGAACCTGGGTCCTCTGCAATAACATCCAGTATTCTTAATTG
CTAAGCCATCTGAAGCCCCAAATATTTTTAACTACATTTATGCCTACTTCCTTTCACTTG
AAAGAGTAATTACAAAGTGAAGGTAGCATGTGGTTGTGTATGGTGTCTAGCATTACAGAG
AAAACAGGGAGCCACAGACTAGCAGTTACAACAGAACCAGCTAGAGCCAGTTACTTAGCC
ATAGCAGGCCTCTGATTTCACATCTGTGAAAAGCATACAATAGGCAGAGTCTCTACATCA
TAGACTTGTAAAAAGAGAGAATTTAGAGCGGGGCCGGGCACTTAGGGAAAGCCTTCCTAG
CCACCCCTCGCCTCCCCTATCGTCTTCTCTCCTCCCTCATCTCCACCCCCTCTTCCTTGC
CCTCCTTTTCCCCTTCTCCACTTCCTTCTCACTTCTTCTTGCCCCTCCTCTCCTTTCCCC
TCCTCTTTCCCTTCCTCTTCTCCCTCCTTTTTTCCCTTCCTCCCCCATCCCCCCTCTTCT
CCCCCTCCTTCCCCTCCTCCTCTCCTTCTCCTCCTCCTCCTCCTCCCTCACTCTTTCCCC
TGATCGCCATCATTGTTATTGCTATCAGCCCATACACCATTTGCAAATCTTCAGTGACAC
ATGTGAGAAGGAAGGTCAAGCTCAGACCTGCAGTTCTGTTAGTGTAACACTGTAGTCTCC
CCGAGGGATGACTCCCTAGAACACTCCAGCCACTAGTCTGATGCCAGTGCCCATGCCCCA
CCGGGTGTTCAGAACTTTTAATATAATATCATCACCACCTGAAATTGAACTTCCAAATAA
CTCCTGAGTCCAGGGCAGATGATCCCTCACACAGGAATATGTCTGATGTGCAGAATGATG
CACACACACACACACACACACACACACACACACACACACTTATCTGCTCATTGCTGCTCC
TTTCATTCACAACCTGTGCCACTGTCGTCCCTTCGCAGGTGAGGGTACTAAGGACAGGTA
TTCTGGGGCAAGTAATATTAGTGTTTAGGTGTGGAGCATGGTGGGAGAGGAAGGGGAGAA
CTGATTCCACAAGGTTGTCCTCTCTGTCCGCGTGCGCACACACACACACACACAAACACA
CACACACACACACACACGTGCGTGCACAGAGAGGACAACCTTGTGGAATCAGTTCTCCCC
TTCCTCTCTTTCCCCCTTATGTGGGTTCCAGGGATCAAGCTCAGGTCTGCAGGGGCTTAC
ATGGCAGTCAGTCTACCTTCTGCCCCATCTCACCAGCCCAGGGACACATACATATGTGAA
TTTCCATTTACAAATGGACCGTTATACAATGGGAGTAATGAGAGCAAAATAGAAATAGGT
ATGGTGGATGAATTGCAATCCCTGCATAATAAGGAGAAGTAAAATCAAGTATGTTAGAAG
AAAGCTTCACAGTAACTCACATTTTACACTTCAATTAGGTTGCTGTGAGCAAGCTGGCTG
GGTGGGTGCAGTGTTTGCTGACCAAGCATGAGGACCAGTGCTGGGATCCACAGCAGCCAC
TCAGGAGCATCCTGGGGGCTTATCTGCTAGCCTGGCTAAGCACTGAGCTCTGAGTTCACA
CATGCACACATGAACACATCCATATGTACATAAAGCCCATGCACAAAGCAAAGTTTAAAA
AAATAGAGATGTTTTTAGTTAGACTTTTAGGTTAAGGTAGCATGCCCTTGTTTCTGCTTC
TACTGGCCTATTTTGACTTTATAATTTGGTGTGAGTGTGTCACACATTGAGTGTGCAGGT
GCAGTCACCTGTGCACTTGCAGGTGGTGGCAGGTCTCTTCCTCTCTGACCCACCTGTCTC
AACCCCACAAGCCTGGGCTTACAGGCACAGACAGCCACACATAGCTTTTTACATTGGTGC
GAAGGATTTGATATCAAGCCCTCAGGATTTCACAATCAATGATCTTACTCACTGAGCCAT
CTTTCCAACCTCTGACACATGATTTTTAAAAACAAGTTCGATGCACTGTATGAGAGACTT
CTTTATTTCTTTTAAAGTCTTTTTTTATGAAATTTAACTTTCAAATAACTCCTGAGTCCA
GGCTAGATGGTCCCTCATGTAGGAATGTCTGATGTGTAGAATCAATCTCTCTCTCTCTCT
CTCTCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCACACACACAGAGAGAGAGAGAGA
GAGAGACAGAGAGACTCTTTTTTTTTCTTTCCATTTTTTATTAGGTATTTAGCTCATTTA
CATTTCCAATGCTATACCAAAAGTCCCCCATACCCACCCACCCCCACTCCCCTACCCGCC
CACTCCCCCTTTTTGGCCCTGGCGTTCCCCTGTTCTGGGGCATATAAAGTTTGTGTGTCC
AATGGGCCTCTCTTTCCAGTGATGGCCGACTAGGCCATCTTTTGATACATATGCAGCTAG
AGTCAAGAGCTCCGGGGTACTGGTTAGTTCATAATGTTGATCCACCTATAGGGTTGCAGA
TCCCTTTAGCTCCTTGGGTACTTTCTCTAGCTCCTCCATTGGGAGCCCTGTAATCCATCC
ATTAGCTGACTGTGGGCATCCACTTCTGTGTTTGCTAGGCCCCGGCATAGGAGAGAGAGA
CTCTTAACTCTTTTTTTTTTTTTTTTTATTAGGTATTTAGCTCATTTACATTTCCAATGC
TATACCAAAAGTCCCCCTTACCCACCCACCCCCACTCCCCTACCCTCCCACTCCCCCCCT
TTGGCCCTGGCGTTCCCCTGTACCGGGGCACACAAAGTCTGTGTGTACATGTATTGGGTA
CTTTTGGCTTTCCTTTAGCATTCCAAAGTCCTTGAAGATCCTATTATGGCTCCTTTCCCA
AAACTTATTCTTAACTCATCACACCTTTAAAGGGGAAAACAAGTGGTTGCTTATATTCAA
CTAATTATTAAGACACAGTGGCACATGCCGGTAATCCAAATCCCTCACCAGCCTGGGCAT
ATGTAAGACCCTTGACTGCATTTCCAGCACAAAAATAAGCCAAGTAATTAAATAAAATGA
ATATTTTATTGTAGCTTAAAAGCCTCAGGGTCCTGGGATTCCACTTAGACTGGTTAAAAC
ACTTGTCCTGCAAACCTTATGTCTTGTATTCAGTCTCCAGAATCTATATTTTTAAAAAGA
AAACTGAATATGGGACACATATCTGTAATCCCAGAACTTCTGCGCCGAGATGGGGGTGGA
GATAGGAAAATGAGCCAGAAGATCGCAGCCATCAAGCCTGAAGTAGAGAATGCTTCAGTG
AGGTGGAAGACACAAACCAACTCTCAATCATGGTCTGTTAGCCTGAACACATACACCATA
GCACACATGTGCCCAAATACATGTTCACACATGCAGCATGCACACATTCGCAAACACTAT
CTTTAAAAAAAAAAAATGAATCTCTCCCTCAGAAACTAACCTGTTCACTTTGCAGCCCTT
TAAAGGCTTAATGATTTAAGAATAAGTTTTGGGAAAGGAGCCATAATGGGAAACTTCAAG
GATTTTGGAAGGCTGATTCTCTATATTAAGAGAATATATTAGGTGATCACAAGCTTATTT
TTGTCTTGGTTTCTAATATTCAGCCTGTCTCTCATTTCCCGCTTCAAACACAAAGTCCTC
AGCTACCTTGAATTTCCCTGCTTTTTCTTCTTGTCGAGACCAGTCTTGAGATCTCCTTGT
CGAAAGCTGTGAGGAATCTAACCATCTCCGTATAACTTCTGTTCCTCTGTTTGATTTCTC
TCAACAAAAAGTATAAGATAAGTAGTTACCCAGGAAATATTTTGCTATATAATTGACAAG
GGATGTTTGCTCTTAACTCATTCCATGGGGAAAGTAATTTCAGAGAAGGTCACTGACCTA
TTAGTCTTTCCTTTGATATTGATAATGATTTTGAGATGGGTTTACTGGATGGTTGCAGAA
TTCTTCCCGGCTTCCAGCTTATAGATCTAGTAGAAGTTATTCTAAGTTTGTGCAGGAAGA
ATATATCAATTAGAATACATAGAGTAAGAAGTGGGGTACTGAACTGCACATATTAAAATG
CCCAGGCCACGTACTATGGAACTGGGAAGGGGGTAACCTTCAACCGCTTAAAGACGTGAC
GGAAATGTCCATCCTCTTCTGTGCATGTGGGACATGTCTTCATTTCACAAAACTGGAAAG
TGGCCAGGCTAGAATTCACACTCATAAGATTAGCTGGCCCTCAAGTGCTTTGAAGTCTAA
TATGGTAAAAGTCTCAACAAGAGAGAAAAGTCTTGTATTCTGGTGTTTTGCCTAATATGC
AAGGAGTCAACTTTAATGTGTAATATGTTCTAGTGTTGTTGGGTTCTGCTTATAATTCCT
TTAACTCAATGATGTTCATAACATCAGATCTTTGTACTTATTATGAAGTTAAGCTGAGGT
AGCTTTCCTATTAAAGAGAAGTATTCAGGCAAAATAAATATGCCAAGCAAGATAAATCTA
GGCTCTTTAGGCTTCTTTCAAAGGATATGTTGCATTTTAAGTGAGTCCTTTTTCACATTT
TAGAGTCCTTTATATATACTTTTATTTTATATAAATAAAAGTTGATTTTGTTGTTGCATA
GTAACCAACTAGCACTTCAGTGATTGCTAGGAGACTCCATCCCATCTTAAAGATAAGGAT
GAGGTACCTTATCTGATAGTTAGTATATGTAATAGTCATTAGAGTCAAATGCAGCTCCTG
TTTAAATAACTCATAATGCTTGCCACACAGTGAACCATGCCAGCTAACTCCATAACAAAA
ACACTTCCAAAAGAGAGGCACACTTCTCAACACCTCGCACATTCCTGAAAATATTTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGAGGATTCAGGTTGCCACTGTTTGATAATTGGATTGTCCTCCCTCACACA
CACCTTGATAAGGGGACAGTAACAGTGCTGAGTGTGACAAGTTGGACCTCAGCGGCAGTA
AAGGAACAGAACTTGACAACAAGGACATAATGTATAGGAAGGACAGTGAACATATGGGCA
GCAGAAAAACTATTTTTCATAAGAGTGACCAACCTTCTCCAGAATCCTCAAGTCCATGTT
CCTAGGGTCATTGAACCTAGACCTGCCATTGATCATGACCATGGCCTCAAGTTATCAAGA
AAACCCCTTGTGTCTGAATCAAAATTACATGCAGATTTCATTATTTGTGTCAAACTTCCT
TCTCAGATGTTGGCATGTAGCTTTCTTTTTGCTACTTTGTGCGTTCTTCTCTTCCCACCC
TTTATTCCCTCAGGTTTCACCCCCTATTACTAGATAGGAGAGAAAGGAAGATGGAGGAGG
AGAGAGAGAGATCTAAATAAAGTCAGCAGTCTGAAAGGGGACAACATTATCATTAGATTA
CTTTCCTGCTGACTAGGGAAAGTTTGATCTTCACACTCAGGATATCTCCTTTCTTTTTGC
TGTTGTTTCTTCATTGTATACTACAAACACCAACCAACAACCCACCCCACCTCTCAGTTT
ATAAACCCTCTGAAAAGTTCCCAGAATTCAAATGTCACACAATCGGAGAAACCATCTGCA
GCCGACAAAATCATGTCTCTGCTAAAGCATGAGACAAATCATAGTCAGCTGCTGTGGACA
GTCTACAGCAGCCCCACCTCCCACACCTGGGATTAAAATGAAAACATATTCTTATTTCTT
TGTTTCTGTCACTACTTTGGCAGGTACAGCAGAATGTCCCTTTGGGAAGGGACTTTGCTC
CCCTTTCTATGAGCAGCTTTCCTTTGTCTGTTGTATGTATTCATTTTTGCTCAAGATTCC
ATTAAAAGGGGTCCAAATTCCCTAAAGCTGTTTGAGAATTGATTAGCTAGAAATTCCAAT
CTTGCAACACCTCTTTCCTCCATGTTGGCAGGGGAACCACATGACCTTCACAAACAGTCC
CAACCACAGCTCATGTCGGAGCAAATAAGCCACCCTGCTAACTCTGAAATCAGTTTGATG
CAGCTGCACATGGCCTTTCCACCTTAAAGCCACCGTGGGTGGGGCTGGAAATGCACTAGG
AAGTGTAGGTTCTGCCTAACTGCCATCAACAAGTGACAGCCATTATCTCTGTGTGTCCCA
GCAGTGGTCTCAATTGCCTGCGTATGAAGTAGACACAGGAGTCCTACAGAGAAAACCTAC
AGGGAAGCCATGGGAAGGGGTTGAGAAGGAGCGGGCTAGGGAAAGATAAAAGTCCAGAGC
AGATGAAGTAGGGCTAAAGAAGCCAGGAAATGTTGTTCACTGGGGCCTGCCCTGTGATTG
GATCGCAAAGATGAGAATCTTAACAAGGACGGCCCTTTCATAGAGGCCATATTCAGCAGT
ACCAGCAGCCATCCAAAAGTGGCCTCACCCTTGTGGAAGGTGTAGAAAAATAAAGATCTT
TTACAGTTGGATATTTCTTCCACTTTTAAAAGGAAAACCTAACCTGGCAATGGTGGTGCA
CGCCTTTAATCTCAGCACTTGGGAGGCAGAGGCAGGTGGATTTCTGAGTTCGAGGCCAGC
CTGGACTACAGAGTGAGTTCCAGGTCAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAA
AAGCCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGGAGGAAACCC
TGCTCTGCGCAGTCTGAACAGGGCTGGCATCCACACATGTGCACATGAAAGTGCCCTTTT
TAGCACCCTGCTATCTCATAACCTTTTCAGCACGGGGCACCTGAATGAGCTTTGTCTGCT
CGCTGGTGGGTTTGCCTGTAACAGGAACCCATGCCTTGCTGCCCATCTTCACCACAGTTC
CCACTTCAGTGCACCAATGTACTGTTGGGAAGCCCTCCTCTCCCTCCCCAGGTAGGAAAG
CCCCATCATTCGTTCTGCATATATAGCGTCAGGGTCTCAGGAGTGAGAAGCATATGTTGC
CAGCACACAGTTCATTAATTCTTACGATTCCTGTGGCCTCCCCTTCCTTAAAAACAGAAA
TCTTAGAAGATGTCCTTGCCAGGAACAGCACGATCGAATCCCAAAACAGCGTCACACTTT
TGTCAGACCCTGTTGTGTATTATATAGAAGGTCTGCCAAAGTTAATGCCTCTCCCCAGCT
GGCTTCTCTCCCTGCCGTTTGGAAGGGGAGCGTCCCAGTTTAGCCCCACTGCCGCTAGGA
TCACTTTCTTGTCAACTACATCCAGCCTTTCTCGGAAGGATACTGATGCTATTTGTTGGA
TTGCTTCTCTAGCATTCACTCGATGTGAAAGTAAGTTCCTATTTGAAGATAGTTCGAGGT
ACTTGGTTGTAATGAGAATTTTGGCTTCTTTAAACACAGAAACATTATAGGAGTGTTTTT
GTTTTAATCCCATGTGTGGAATATGGGGCTGATTTAGACTGCCCACAGCAGCTGGCTATG
ATTTGCCTTGTGCTCTGTCGGGGTGTGATTTTGCCAGCTGCAGATAGGAATCTTAGAAAC
TCTTGAGGGTATAAAAATGCTAGAGCCCCCAAGAGATGCAGTGGCTACTGCTCCTGTTCC
TGCTGCTGCTTCCTGCTGGCTGCTGGCTCCTTGTAGTTATCCTAATAAAGATCAGCATTG
CCCCAAGGACCTTCCCTAATCATCAGGAAGTAGTCCATGAGATCAAATTGACACCCCCCT
TTCCCCTCTAGCCTTCTTTCTTTACCAACTAATGTTGGGAATTGGAAGAGATAAGGGTGG
TAGAGAAGGGAACCCGTACACTTAGTAGAAGACAAAACGGTATACAATACGTAGGTGGAC
ACTCTCAGAGCTTGTAACCCATTGGAGGAGATCAGACGTAAAACAGCATGTAAGCAGCAC
ATGGTACGGTAAAAACATTTCCCAGGAAGGAGGAGAGACAGAATGTGCAGATGTGTGGGA
AGTTCTCCCCACTCTGATGTGTGTCTTTTAGAACAGAGGAAAGGTATGTGAGGTTAGACC
CACAACAGCAGTCAGTCATGAGGACTAGCTAGGACAAGCGCATGGTATGTGAGGTTAGAC
CCACAACAGCAGTCAGTCATGAGGACTAGCTAGGACAAGCGCATGGTATGTGAGGTTAGA
CCCACAACAGCAGTCAGTCATGAGGACTAGCTAGGACAGGCGCATGGCACAGGACTGTAG
TTGGCCTTGGTTTTCAGGTTCTATAGCTCTGGTGTTTTCTCCCAGGTCTACCAGCAAATG
TGAAGCTCCTCCCAGCCATAGCCTAGCCACTACCTCCTGTTCACCTTGAACCTGTCTTCC
CAGTCCTTGGTCCACTGCTCCATGCTTCTCCATGTTGCTCCATTTCCTGAGTGGCCTTGT
CACCCTCCTCTCCCCGTCCGCATCTGTTGTCCTTACTGACAAGCCCTACTCCACCACTCC
AGGTGACAATATTCCCTTGACCTTCCAAAGCACTTTGGACATCTTTAGCATATGGCCTTT
CTATGTTCTATCTAGAACAGGGACCGGTCATCTTGGCAGTGGGTATGGACTCGCAGTGTT
GATAATAGCTCCACCCACTTGGCTTGCGTCATGTGTAACTTGGAGGAATTTTTCCAGTCC
ATTTCAGTTGATTTTCTTCTAAGAAGCAACTTGGGCAGAGTTGGCAGTTTATGAATGAAC
AGGAATTAGGACTCAGCTTCCAGCTCTTGTCTGTTGGATCCCATTTAGCATCCATTTGAA
GAGCAGTGACTCAAACATCTAATCTGGAGAAACAGCCAACCAAAAAAATGCATGGCCACA
TCCTGGCTAATCCGAAGATGCTGCCTGCTGTGCCGGTGGAGGAGCAGTGCGTGGGAGTGG
GTGGGGTTTGTGAGTCACGCAGGAAGGGAGCATGAGGGGGTGATGGGAGAAGCTGAAACT
TACCCGTTCTCTTCTTCTGGAGAAATATCCTTGCCCAGCATAGAAACCCTCCTTTCTACT
GTGTTCAGTGTCTTCTGTTTCCCTTTCCTTAGAAGGCCCATGGAACCACTGGTACTCTCA
GATGCTACGCGATCTCTGGGTTGGCATGATTCATGACATGGTCTCACACTTGTTTTAGAA
ACCTTGTTGTAGCTTACATTCTGCTTTAGCTTGAACCAAAATCACCTATAGCCATGACCT
CTCAGGCAGGCCTGTCACATTCATAACTCATGAATGCAGAGCCCTTACTATGCCTGGCGT
TTCCTGCCTTCCTTGCCACTGCTGTGCAAAGGAAAGGGGGTGTGAGGTGGGAAGCACCTT
CCCACCCACTGCATTTGAGTGTCGCCATAGCAACTAGTAATGCCTAGAAGCAGCCCAAGT
GTTGTTTTGTTTTCTTTTGTTTTTATCTCCAGTTCCTCAGCAAAATGTGACCCTGGAACT
TGAGACATAGGGTCAGCTGCTTGACACACTTGATCCAGCCAGGATCATCCACGTGGCCAT
TTCGGGTGGTCCATGATTGTAGGAGTAGGGAGGGCTCAAAAGCATCCCTGTGTGTGCAGC
CTGTGCAACCATTGCTGGTTCAGGAGAGGTGTGCACAAGCCTTGGGGGTCACTTACCTGG
CTGCCTCCCTCTTGGGCTTCTGCCCACAGAGGCCATCACAGGCCTCGAGATACAAGGTTC
CTGCTGGTGAGCAGTGTTGCCTTTTGAGCTAGGAAACAGTCCGTTAGCCTAGAACTACTT
TGTCCATCTGTGAGCCTCTGCCTGAAGGCTTGAGAAAGGAACAGAGTCATCCGTCTCCAA
GAAGGTCTGTGGGAGTGTTGCATGGCCCAGCAGCAGAAGCAACGTCCGCCTTGCAGCCAG
GCAGACCCAGGTCCCGTGCTGTGCTCACAGCACCCAGGTCTTGTGAGAGTTCTAAAGCCC
ATCATTCCTCAATCTCCCTTCCCCCAAGGAAATGAAATCATGGGGTATGGCATTGTTGTG
GGAATCATAGATCATGAATATAAGGCCATGAGTGTATCATGGTAAGCTAGCACACGGCAG
ATTTTTCTTAATGGCAACTTTTTAATATTACTGCCCACACCAGACTTACTCATCCAGGAT
ATGCGAAAATGGCATTGATGAATGGGTATTTTTAAATATGAGGCTGGAGGTAGGTGGGGC
TCAGTGGCAGAGTAATTGCTTGGCATCCCTGGTGCTGTGAACATAGATAAGCAAATAAAT
CTTTTCTAAATAATTGAGACCTAGCCTTAACTAGGATAAGGAATATGTTTATTCGCTTAA
ATGTAAATACTATGAACGACTCTATCCTCCCTTTTCCCATCTCTACCAACTCCTAGCACA
CTGACGCCATCACTCTGACCCTTCGGAACTCTGGGGCCTTCTGCTCAGACTTTCTGTTTG
GAAAAAGAGGCAGGCACTAAAGTGACTGAAATGCAGTTAGCTGATAACACAAAAAAATTC
AAAACTATTCACCTTTCCCTGCAGAGAAGTCACAAAGACTTTTTACCGAAAGTTGTGTAC
AATCTGTAGGTGGTAATGTGACTGACTGGGCTATCCAGCAAGTTGTGAATGCGACATTTA
AAGTGGATTTTATAAACATTCGTGTCAATGTACCCTGATGAAGTTCTTTTCTGCACCCCC
ACAGGAACGTGGCTGAAGAGTGGTCTGGGCCTGGTGCACCAGGAAGGCAGTCAGCTCACG
TGGACGTACATTGCTCCCCAGCTGGGGTACTGGGTGGCAGCCATGTCTCCCCCCATCCCA
GGTAACACAGAACCAACAGGGCTGGCAATCCGGGTGGATTTCTTTTGGGGATCTGAGCTC
AGCATTCACTTAAATATAACTTCTATAGGCAGTTCATGGTGTGTTCTTTCGGAAGGTCAA
ATGGTAAAGGCTGTTTTGTCAGTGGAGAGCAGTACCTGGAACTTTGACATGGAGGCCAGG
CACCAGGCGTGGAAATGGTCTTGTCTCCAGTTCCATCTTGCTCAAACAGCTGCCTTTAGG
AATTCTTAATGAAAGTGTTCAGAAGAGGCTGGGACCTTCTCCTCCCTAGTTCCCAAAACA
GCTGTGGCCTAGTGTATCTGTAAACTTGAAGGCCAAACTCTCAGCCAAAAGCCATCACTG
GGGGCTTCTTGAGGCAAAATGCTTGCTTTAGCATTTCTGATCAGTTTAGTGAAAAGCTAG
CTGCCTAATGTTAAAAAGAGTAATCTTCACTTAGAATATGTGAGTTGAGTTTAGGATATG
ATAAATATATGCATATATGTGTGTATGTATATATACTTACATAATTCCAGTGATATTGCA
GGACATTGTGCTTCTCATGAGAATTCTTCCTAGTGATATCTCCCTTCACTGCCTTTAAAA
GCCATGCATGCCACTTGGACTCACCCACCTTGGAAAATCCACTTTCCTTACCATTGTTTA
TGCTGGGGCTACATCAGAAATATTGTTTTGTGTTGTTTTGAACACATGTTAAAGCACATC
TGTTCTGAGTTACAAAATTGAGATAGGTTAAAAGATACCTGATTGAGCTGATTAAAAGAT
ACTTCATACAAAGACACGATCGATGCATTTCCAAATGAGAGCTCGAAATATTTTAGCAAT
GGAATTAATGTTGAAGCATTAGAATTCATGCTTTGGCCTTCTAAGTGACTACTAGGATGG
AGCTAGTCCTAGATGGGTGTGGAAAAGCCTTCCTTTCAGTCACCACATTCCTGTCTAAGA
AATACACACTCTTCGGCGCTTTCCTCGAAGGAATTGCTCTCGCAGCATTGCCAGCGTAAG
CCTGCCACAGAAACACCCTGTTTCCCTAATTTGGAGTATGCAAAAGTAGACAAAAGAGAG
GAAGAAATGAAATGCCACAGGTACCAGAGTGAACGCCACAAAGTCCAGCCACCAAAGGGA
AGTTTTCTTAGATGGATTTCAAACAACTGTGGCTGTCAATTTTCCCACCATGCAACAGGT
TAATATTAATATGAGCTTTTATAAAGAGGAAAGCAAGGGCATCCCAGCACAGGTCCCCCC
CCCCCCCCCCCCCGCCCCCAGGAGTTCTCACGCAGTGAAAGAAAAGACTCAAAGCTGTGA
AAAGCAGCCCCACCCTGCCCCGGTGGTGCACATCATGGTGCTGCTTCGTGGGTAATCTTC
CCACTGTGTCTTTTACTTAGACAAATTTCAGTGAAGCTATGCTTCCCTGCGCCACAAACC
AAGAAGAAAACGGTTACGGTTTTGTTCCTTAATTCTGAGCTTAAGCAGAGACTAAAATTT
AAGCTGTGAGTTTTATGAAGATTTCTTTTGACACGGGCTAAAATAATTACATTCTGAGTG
TTTAACAGACCTTGAGAATGGTCTTACAGGACGAAAGTCTCCCCCTGCCCTTCTCTTTAC
TTCTGTATGGAGGATCAAATCCAATGTCTTTGAATATTATCTCTGTACTAAGATGTCCTA
TGAACAGTTAAGGCAGTTACAGACATCTACGTACACACTTTCCCACCCCACTAAATTTAA
GAAATATTATATATATATATATATATATATATGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTGTATCTTATAAGATATAATATTTAAGAGAGAATTCCATTCTC
TTCTGGACTCAGGAAGTATCATCAATTCCAAAACCCAGTAATCTTCCTTGGATTCATTTA
GCTCTTTAAAAGATTTGAGCCAGACATGCTGGCTCGTCCAAGCTGTAGTGGAGCAGAGGC
AGAAGAGTTCCGGGAAGTTCAAGGCCAACCAGGCCAGCCCAGTCTTATAGTGAAACCCCA
GGAAAGAAGAGAGAAGGGAACAGGGAGAAAGGGAGGGAGTGAAAATTTGTCTCCTTAAAA
AATATTTCTAAAAAAGAAATCTGTCATTGAACATCAAAAGCAAATTTATAATAAAGCAAA
TGGGTACTTGTTAATAAATAGTATGAAGCCACTGTGTCCCATCTCCTGGACAGTGCAGGG
AACTGGACAAGAATAAATGTCATTGAGAGGTTTTGTTACCAATCTGTTTTGAGCTACCAT
GTGAGCTACCGATTTATATTATTCACAACATTATGAGGCCGATTCTCATTGCCCTGGAAC
ATTGGGAGCAAAACTTAAACCCACCCCTTGGTGTTCTTTACATTGCAAATTAAAAGCTGT
TGTTTTGTTCTGATTATCTCTAGCAAATCTTTTCTTTAAGTGCTAGAGAGTTCTATGACC
ATAAGAGATTAGCCTTGCTAAAAATAAAAATAAACAAACAAAAACAATATTGTGGATGAC
TATGTAATTTCTTTAAATAGGAAAGTATTTTGGTCAGACTTGACATTTTAAAATTACAGT
AAATTTCTATCATATATTTAAAGCAATTCATTCAGGCAAAAGATATTCTGTACAGCAGTA
ATTTCCAGGAAAAGTGAAAATAAAGTCATAGCCACTTTTTGTCATAGCCACCTTGTAAAA
TCCCCAGGTTCTTGGTTCCTCTCGGACATGAGGTTCTACTCAGTGGTTTATCATGCATTC
ATTTTCTTTTATGAAAAGATCATGTATTTAGAATGCTGGGCATGCTGCTGTGAGAGACTA
GCTTCTCCTCTAAGGGGAGGGGTGGGAATCCCCTTGATATAAGAGCATTTCATACCTGAG
CATCAGGGGCTACCAGCCACTGAAGGGCTAGCGACTGTCATGGATGGGAGTGACGGTACC
TTGGGTAAAACAGCCATCGTGTCTCTGACCAGCCACTCTGTCTCGCAGGCAGGAAGAGGG
TTTTGTTTTTTGTTTTTTAAGTCATTACATTCTCAACTCATTATTCCTATTCTTACATGA
AGGAATTCAAAGCTCTAAAATGCGATTTTCTGACCTTCTAGGTCCCGTTATGACACAGGA
CATTACCACGTATCACACGGTGTTTCTTTTGGCCATTTTAGGAGGAATGGCTTTCATTCT
TTTGGTTTTGCTGTGTCTCCTTTTATATTATTGCAGGTAAAGTGTTACCATTTGGATGAT
GTATTTGTTTAATGTAGAATTTCCTATGCAATTGGTATTCGGAAATGTTTTTTTCCTTCT
TCTTTCTTTTTTCCCCTAAACCATTTTAGTTTAACTCATGGAAAATTACCTAGAATGCAA
ACATGTAATGTAAGTTGCAAATGACCCCACAGGTTATGTAAAGTTTCAGGTCATGGTAAG
GGGCTTATGAGAGCTTAGGTGCTAGGGAGATGCCTCAGGAAGTAAGAGCTCCATCTATGT
GAGCATGAGAGCGGCCGGCCGTCAGATCCCTAGCACCCAGGTGGAAAGATGAGTGTAGCC
ATTCACACCTGTCTGTAGCCCTGGTGCTGTAGGCGATCGAGACAAGAAGGCTTGTTCGCT
GCCAGGCTCAGTCCCAGTTCAAGAGAGGTCAGAGAGTGATAGAGAGCATCAAACATTCTC
CTCCATCCTATACGTGTTTGTACTGTGCATATACCACACACACATGTACACACACACACA
AGCTTAACAAGGCTGAGAAGTAACTCGCTTAGTAAAGCATTTACTAAACAAGCACGAGAA
CCTGACTTGGCACTTCAGAAGCCACATACAAAATCGGGATGTTGTGTCCCATGCCATAAT
CCTAGCACTGGAGAGGCAGAAACAGTGTATCTTTAGGGCTCACTGACCAGCAGTCTAGCC
TACTTGATAAGCTCTAGGTTAAATGAGAGAGTGTGTCTCAAATAATAAGGTGGATTAGTA
CCCAACATTGATCTCTGGCCTACAGACACATACACACACAAGCACACATGTGCACCCCTA
CAGAAACACTCACAAGCACACATGTGCACCCCTACAAGCACACACACACCAAGAAAGAAA
AGAAGTTGACAGTTATTAACCGATTCATTCCTATTCCTTTACACTCACTAAGTGATGAAA
TTCTCAAGATCAAAGCAGAATTATTTTTACTTCAATGCTGTTATCTTACCTTAGAACGAA
TGAGAATTGTTGATTCCTGGGTGTTTCTTGTTGGAAAGATAACTTGGCTTCTCTATAAAA
TCCTGAGCCTCCAAACCCTAGATTTCTCTACTCTGGGTTAAAATGAGAGTGTAGGTGTGG
AGCGAGAAGGCTTCTTCGGGGTGCTGATAAATTGTATTGGTGTTCCTCATGTAATTTGAT
AGAATTTTACCCAAAACATTGCCATCATGAGTCTCTCACTTCTCCCCTGTGTCACCTGAT
TGGTTGCAGGAGGAAGTGCTTGAAACCCCGCCAGCATCACAGAAAGCTGCAACTGCCCCC
AGCTCTGGAGAGCTCCAAGAGGGATCAGGCAACATCCATGTCTCACATCAACTTGCTGTT
TTCTCGACGAGCATCAGATTATCCTGGGCCTCTGTCTGTCTCCAGCCATAGCCGCCCAGA
GGCCCCAGGGACAAAGGAGTTGATGGGCGGGGTGCATTTAGAAATGATGTCCCCCAAAGG
GGAGGGGGACCTGCACACACCCATGCTGAAGCTCTCCTATAGTACCTCACAAGAATTTAG
CTCCCGGGAGGAGCTGCTGTCCCACAAAGAAGAGGATAAAAGCCAAACATCTTTTGATAA
CTTAACGCCAAGTGGGACACTGGGGAAAGACTACCATAAGTCTGTGGAGATTTTTCCCTT
AAAGGCAAGAAAATCTATGGAAAAAGAAGACTACGAGGCCCCTGGCAATGATGACTACAG
AGGTAGTTACAATACCGTGCTCTCCCAGTCTTTGTTTGAAAAGCAAGATCAAGAAGGCCT
GGCATCAGCAGGAAGCAAACTCACTATTCAGGAACACATGTACCATGTACCTTTATCGCC
TGAGAAAGAGCAACTGCTGGACCGCAGACCGACTGAATGTATGATGTCACGATCTGTCGA
TCACCTGGAGAGACCTACTTCCTTCCCGAGGCCAGGCCAGTTGATCTGCTGTAGTTCTGT
GGACCAAGTCAATGACAGCGTTTACAGGAAAGTATTGCCTGCCTTGGTCATTCCAGCTCA
TTATATGAAACTTCCAGGGGACCACTCGTATGTGAGCCAGCCTCTGGTGGTCCCGGCTGA
CCAGCAGCTGGAAATAGGAAGGCTCCAGGCCGAGCTGTCCAACCCCCATGCAGGGATCTT
CCCACACCCATCCTCTCAGATCCAAGGCCAGCCTTTGTCTTCCCAGGCTATCTCTCAGCA
GCACCTACAGGAAGCAGGTGCACGGGAGTGGAGCTCTCAGAGTGCATCCATGTCAGAGTC
ACTGTCTATCCCTGCATCCCTGAATGATGCAGCTTTGGCTCAAATGAACAGCGAGGTGCA
GCTCCTCACCGAAAAGGCACTGATGGAACTTGGGGGTGGAAAGCCACTTCCACACCCTCG
GGCATGGTTTGTCTCCCTAGATGGAAGGTCCAACGCTCACGTTAGACACTCATACATTGA
TCTCCAAAGAGCTGGAAGGAACGGAAGTAATGATGCCAGTTTGGACTCTGGTGTGGATAT
GAATGAACCAAAATCTGCCCGGAAGGGAAGGGGAGACCCTTTGTCTCTCCAGCAGAGCCA
CACACCTCTGCAGGAGCACCAGCAAAAAGATCCCAGAGCTCCCGACAGCACTGCCTGCAC
GCAGCTCCTGTACCTTGAGGACATGGACCCGAGCGGCAGTGAGTGTGCAGCCACGGTCTG
CACCCCCGAGGACAGTGCACTGCGATGCTTGTTGGAAGGGTCAGGTCGGAGGAGTGGCGG
GCAGCTGCCCAGCCTGCAGGAAGAGACAACCAAACGAACTTCAGACGTTCCCCTGGAGCC
ATTAGCCAGTCCCAACCAGAGAAGATCCGCCAATGATGAAGATGAAGATGACGATGACGA
TGACGATGACCAAGGAGAAGATAAGAAAAGCCCCTGGCAGAAACGAGAGGAAAGGCCCTT
GATGGCCTTCAACATCAAATGAGCCATCGATAAGCCCCTAAAATGCGGATTATAAAATTG
CCAAATATCCTTTCTCATGGAAGTGCATACCTGCGTGTGGAGAAGCTGAGGAGTGAAAAC
CATGCAAGTAGATGCTTACTGCCTTGACATGGGAATTACGGTTATGACAGAACGAAAGGT
GACTGACAGGTGCTGCCCCTCCGAGAAGGTGGCTGCGAGACATGTCATTCTACGGACCTG
ACTTGTCACAGTAGAGATGCTGACAAACCACATGTGGGATTGCTATGCTCCAAGGATCAC
CTCAGTTCTCTCTCAGATTCTGGAAACAGATGAAATGCTCTTTGCATTGTCTGAACCCTC
TCTAATTCTATCATGATAACGCTACTGTGACGCTCTCACTGGGAAGCTGGGTGGCGAGAA
CTTTCTGGACGTCGATGTTATCTCAAAGGAAAGCTATGCATTGCTGCTTCTTTGTTACCT
TGCTTATGCTTTGCTTTAATTAGGCCTCTCTCTCTCCCTCTCTCTCTCTCTCTTTCTCTC
TCTCTCTCTCTCTCTCTCTCTTTCTCTCTCCACACACACACATAGGGTGTTGGGTTTTTT
CTCTTTCTTTAAAGTATGATTCAGTTTCAGTTGTAAACGTTTTGCTTCCTTCAGTTCTAC
TTCTCTGTGGTTGGTTTCGGTGTCGCCCTTCAGGAACTCAGAACCCGGGTGTCAGCTCTT
AACATCTCTAAGCCTTTTAATAAAACTGTACTGAAGTTTTTATCAGCTAAGAGTCAGTTC
TTCAATTCTGGTCCCATTATCTCCAAGTGCCTTTTTTACAGTGACAACAGACAGTCCCTC
GGTTTCATGTCTTTTCGTAACCCTTTCAATTGAACTGCCTGGATTTTATATAAAGTTACT
AAACGATACCTTGTTCTTGGAACTGCATGCTGCCAAGTGCCATTCGTACTGAGCATCCTC
ATTTCAACGCAGTATACGCTCTAGTTATCATGTGTAACGTGGGTCTGTTTAGCTGAGATA
GACTAGAGGAGGACACTAGAGATGCCCATTCCTACTCCCTCCCTTTGGTCACTAGCCACC
ATTATGGTTCCACTGGCTGTTTGTATATAGGGTTATGTATTAACTCTAGAATCCCGTGTG
CCCTTCTTGCTCACCGAACGTGAGAGTATGGGCTGAGCAGGGGGATTGAATGTGACTGTT
AAAAACACTCATGTACTGTCCAAAAGTGCCAGAATGACTCTTCTGCGCATTCTCCTTTAA
GAGCTGCTTGGTTGTCCAAAAATGAAAACTCAAAATAAACTTGGAAGAAGGAAAAAAATA
TGTGTTTATTCTGATTCATTCTTTGTTGGGAAATTGTCAATAAGACGTTGCTGTTCTTTG
ACTTTGGCATTGAAGGGAGACTTCAATGTTGGGGGGTTATGGATGCATAAATACCAGGAA
TTAATAGTAGGATTAAAAAACCCACCTTTGTCTTTAGTCTCACTCAAGAATGAATGGTAA
CATCCTCGTGATGTTTTAGGTAAGGAGAGATAGCTGAATTTTATGAGAAACCACTGGGGG
TTTTTTGGTTTGGTTTTTGTTTCTTATGCTGGAAATCAGTTTGTCTTGCAACAGTTTCAA
GAAGAGTTTGTTAAATAGACAGAACTATCCCAGATATATAACCTTGTTTATCAGATTTAT
TAATGGAGGGCCCAGGATGTGGCTCAGTTGGTAAAGTGTTTGCCTGGCACATGTGAAGTC
CTCAGTACCACATAAAAGCAAGTGGGTTAGTGCCCACCTATAATACCAGCACACAGCATG
GGAGAGGTGGGGGCAGCCTCAGATACAGAAGTTCAAGGGCAGCCCCATCTCAAAGGAAGT
TAATAGACATGATGTCAGAATGTGAGAAAGACTGGCAGGGAAAAATTACAGCAGCTGTGT
TTGATTACATACCAAACCTTCACTTGCAGATTCCACAAGTATAAAACTAATGGAACTGGT
TTTTATTTTCTGAATTTTTAGATGAGGATTCTTTTTAATATTTTACTTTAAAAGGAGAAA
ATAGTTGAGACAGTCCTGACCGTTGGACAGCTAAGTGGATGGGAGACAATGCTTTAACCA
GCAAGGCTGGCAGGGCTTGTGTAGGAAACAGTGTCACCCATAGGTGGCAGGTGAGTCCTT
GCTGACTTTCCTATAACTCCAATGGGGGCTCCTTTGTCAATCCCACAGAAGCAAAAAGTT
GCCTCTTCAGGAACACCCAAGGCCTGGCATTAGTCATGGGGGTGAAAGGAGAACACTGGG
AGGTCTCCCTGCTGCAGCCGGTTCCCAGGCCTTCACAGCCGTGTCTGTGCTTCCTGCCAA
TGGAACTGTGTCAGCATCCCGAAGAGCCTTCCATGTAACCTGTAGAAACATGCAACATGC
TAACTATTCTCTCTGGTTCTAGAGATAGGACAGGAATATCTTACACAGTGTAATCCAGTG
GTGGCAAGTACTGATCTGGTAGCAGTTGTCACAGCACACCTGGGTTTGCCAAAAGGGAAT
TGCTTCTGCCAAAGAGACCTTCATTTCCCATTAGAGTTGTCCACAGTGAGGTCCAGACAT
TATTTTTTTTTCCTCAGAAAGCACTAATGGCGACACTAGAATCCTCTAAACAAACCACCA
CAGCTGCAGTCTTTCAACAATGCATTTACCTTCCCTCTAGCCCAGTGAGGGCCATGAGAG
AGAAATATGCCTCAATGCTTCCCATGAATATCAGACAACCCAAGCAATGAAAGGCACCCA
GCTCCTGCCACCTAGTGGTCAGTTCTCAGCGCCCTGGAGAAGAGCAGGGCCAACCCAGAC
ACTCAGGGTGGACTGTGGGAAGGTGGGAAACAGCTCTGGTCCTGTCTTCCAGGTAAGGTG
GGAAATGGAAGAAGGCTGACAAGGTCCATGTTGTTCCTGCCTGGAAACAAAAGTACTGGA
GCAATAATGAGGTTGGTTTGCAGTTTGGGGGAAGATTGCATAGCATTCTTTTTTGTTTTA
CACCTAAGTAACTAAATGGGGGCTTGGTGGCAAAATAAATAAAAGTTGCTCAGCTGAGAG
AAGTTGTGCTGCTAATAGAGAGAGCTCTCTAGGAAAGAATTTAAGTTATAGATGCTCCTG
ATAATAATATACAGAATACTTTATGGGAAGCTCTTGGACAGTTGACTCTGCCTTTGATCG
TGATTGTCATGGGTAGTCTGGCATGGACAATTGTCACTCCTTGAATTAATGATTAAGATG
ATGAATGTCAGCACATCTCTTAGCCACCGCCATGGAGTGCCATGTCTGCTGAACCAGTTT
TAGCACTCTGGACGAATATACCCTCAACTCTTCAGTGCCGACCATCCATAATGAACCCAG
ACATAATGCCGCTGTAAGATCACTCCAGAAAAAAGTCAGCATGCTCTCCTCTGCTCTCCT
TAGTGAACAGATCAAGCTCTGCTGGTAGTCTTTGCTCCTGCGGTAGAAAACTTCCACTGT
GGACAATTTTAAGCAATTAGTGCGATACTCCAGGACCCACAAGTTTGGAATAGACGCTTG
CTGTCCCAGTTTTGCATTATTTGCCCACAAAACCCACAGTGGGGCATAGGTAATAGCAGA
ATAGCTAATCTACATTGTTCAAGGGTCAAAGATTTGCAAATTTCCCTACTCTGAAGTTTT
AAATTTTGCTTTACATATATTTGTTTATTGGGTGGGGTGTGCATGCCACAGTATGCCCAT
GAAGATCAAAGGACAACTTACAGGGGTCAGAAGATTGTCGTCTTCTGCCACATGGGTCCC
GGTCTTCCTACTTCATCCTCACACATGCTGGGTTAACACATAACTGGGACCACACCCAGC
TGCACTATCTCCTTTAGATCACTTATAGGCATGAGGAGTATTCAATTCTGAATTGTGAAG
GCACCTTTGCCAATGAGTAACAAGTTATTGCCTTGTTGACAGCCATCTTGATGTTACAAA
TGGCATCCAAGCATAATGCTAAAGTCTTGTGTAGAGTTCTTAAGCATGAGAGGGCTGTGC
TGTGCCTTGCAGAAGCAACACATGTGCTAAAGAGGCTTTGCTCGGGTCTGGACTACACTG
ACAGCAAAGCTAACAAGTCAGGGCCAGGGGTGTAGCTCAGCTAGTTGTGCTTGCCTGACA
CACATGGGACCCTAGAATCATCCCACAGGATATAACTTCTGTGGACAGTAAGAATTGACC
ATAGGAAAAAATTGGGAATGAGTTTTAAATATGAATGATGTTTATTTTAATATGTTTGAA
CTGTAGACTTACAACACTAACTCTTATAGTAGCAGTGCCTGACAGCTAACCTGCGAAGTC
CAAGAAATTCTAAGTGTCTCTTAACTCAATGGTAGGGACAGAAAGCAATAAAAAAATTAA
CAAAGGTGCCCCTCCCCCAATATGCGCCCTCATGCTTTTGGGGTTATTTTCAGTTATTTA
CTTAGATTGTTTATGTACATATGATGTGTGTTTGTGCAGATATGTGGAGGTCAAAGGGAA
CTTCCAGGAGTCAGCTTTTACCTGCTACTTCATTGGAAGAGGATTTGTCTTTTTTCTGTT
CCTGCGTGCACATTCCAAGCCCGCTGCTCTGCAAGCTTCAGGACAGTTCTCGTATCTCTG
CCCCTCATCTCTCCCTACACACTGTAGGAGTGCTGTAATCACAGATGCCTGCTAATGGAT
CCAGCACATACGTTCTTGTAGGCAAAATACACATAAATTAAAAAAAAATAAGGTGGCGAT
AGTAGAAGATGACCAGAGTCGGCCTCTGGTCTCCACAAATGAACACACATGTATACACAC
ATATCTTACATACACACACATGAACATGTTCTACACATATACTACACTCAAATAAAACTA
AGACATCAGTGTTTGTACAATAATGTGAGTTAAACTACAAACTCTTCCACTTTTTCCACG
TTTTCCCCACTAATATCTAAAGGGTATATAGTTGGGTTATATTTTCAGTTATTTGGTTGT
TATATAAGTCAGTCACTAAAACCTATTATGCAGAGATGACTCCTGCTGGCATTTTGTGGT
TTTCTCTGAAGTTTTTCACCCACATAAACATGTATTTCCTTAAATACTTTTTATATTGGT
AGCGAGCTGACTTAGGCCAGTAAAGAACTTGCTGTGCAATCTTGAGGCTCTGACTTCGAT
CCCCATAACCTATGTAACAATCCAGCTGTTGTAACACACACTTGTGATCCTAGTTCTGGA
GAGACAGAAACAGGCAGATCCCTGAGTCTTGCTGGCCAGTCAGCCTAGCCTAATCAACAG
GCTCCAAGATATGAAGCCTTATCTTACAAAAGCAAGCTAAACAGTGCCCAAGGAATGGCA
CCTGAGGTTGACCTCTGGTCTCCACATGTACACACACCTGCACATACCTGTGAACACACA
CACACACGTTTTTTTTTCTCTTTCTACCTTTCGAAGCTGCAGATAGAAGCCTTTAAAATG
GGAAAATGTAGGTGAAGCCATTCATCAGGACTTAGCCGTAACTGGGGGGTCCAAAGTGAG
TAGTGGGGCTGGAGAAAAGCTGGTGTCATCTCTAGATTCGGGTCCTGCTGCAGGATACGG
GAGGATACCATGAAAAAATGGGCCTTAGACCATGGCAGGTGATAGGCAACATCACTTGAG
TAACAAAGACCCATTCAGTAAAAATCAGCAAAATTAAATGTTGAGGTTTGTTCTTGCTGT
GTATTGTAATGCTAAGTACAGCCCCCAAAACCTGGAGTCTTCATGTAGACCCAAATGACA
CTATGTGACCTTGTCTCCCAAGTTATTTCTGATTGGTAAATAAAGATGCCCACAGCTAAT
AGCTGGGCAGAAGAGACATAGATGGGGCTTGGATTCAGAGGCCAAGTAGGAGAAGAAGGT
GGAGAAAGAAGAGAAAGTCAGTGTGGGTTAGGTGAGCCATGAAAATGTGGCCCTGAGGGT
TTGCCAATTAGAGTTAAGAGCATCCCCTGAAACACAGTAAGTAATAACTCGGGGTTATTG
ACAAGAAAGTAGATTCTAATTGCATAGAGGGTAGATATCTGTCCAGCTCATTTGCTGCTT
AAAGCTTATTGTAAATAATAAAAGTTGTGTCTTTTATCAGGGAACTGATTGATCGAAGGT
GGGATAGAAACCTGGATTGGGATTAAAATTTTCAACAAATAAATGCATAACCCTTAAAGC
ACAGCATTCAAGAAAATGAACCACAGGCTATGGGGTGGTGCCACCTGTATTCAAGAGGAG
TCTCCCTCACCATTTGTAAAGATATATCCTCTTTTTTCACACCTCAGAATGTTTTCCATC
ATTAAGCATCCCTCATTTCAATCAACTATCACACGAAGAAAAGCAAGTAGGGTTAGAGGA
TAGAGATCAAAATCCACTATTTCTTAAATTGTCCTCTCTCTCTCTCTCTGTCTCTCTCTC
TGTCTCTCTCTCTGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTATTTTTCTCCTCTATCTATCTTCTA
TGTGTATCTCTCTCTTTCTCCTCTCTCTCTGTCTCTCTCTGTCTCTGTCTCTCTCTCTGT
CTCTCTCTGTGTCTCTGTCTCTCTCTCTCTCTGTCTCTCTCTGTGCTGTTTATATACTTG
TTAGTGTGGGTATGTGCATATGTACCCACACATGCATACAGAAACCAGAGGTCAATGCCA
GCCGGCTGCCTTCCTCAATCTCTGTCTGTATATTTTTTTGAGACAATGTCTCCCACTGAG
CCTGAAGCTCATGTCTTTGGCTAGACTGACTGGCCAATGATCTCCAGGGCTCTGCCTGTC
TCTGTCTCCCAGCCTGGGGATTAGAGGCATTCCCTACTACACACAACTTTGTACAAAAGT
TAAGAATCGCAACTCAGGTCTTCATGTTGATGCATTAGGCCCCTTTATCAACTGAGCCAT
ATCTCCAGCCCCATGATTTTTGGGATTTTTATAACAGTCTTTGACATCATGGGAAACTGT
TGGAAAGGGCCTGTAGGTTGTTATTGTCCATAGACTAGGAGAAGGAAGCAGGTGGTAGAG
GAGAAGATCAGTTGTCCAACAGATGGCAACACATCCAGCTGAGGATCTTAGGTGAGAAAA
GCTTCAAACTTCCCCCCTGCCTTCTTGTAACTATTTTTAAAGTTGTGAATATAGACACAC
ACAAAATACCTAGCCAAATGGCTTCTGTCCTTCACAGTGATTGTGACTTATTAGATGTTC
TGGTGCCTACAAAGAGCTTGACTATTCTTGTAAGACATTTGCACACAGAGAGGATGAACA
GGGATTGAAGAGCCTATTTATTTGGAACCTGAAAGGTTCTAGAGTGCTATGATATGAGTC
CTTTTAAAAGTGGAAGGTAGAACAACAGGCTACAGCAAGCTAAAATGGCTAGTGGTGGGA
TGTGTGTGCTGGGTAACAGTAGACACACCACAGAAGAACGGTGGTGTCAGATGTGGAACT
GTGACTTGGAAAAACCCATTGGCTCAACATGCACCAGAGAGCAGCCACATTTTTCCCACT
CCAACGGGCAAAGTGAGAGAAATATAAAAGTGAGAGAAAGCAAGAAGGTCTTTTTCAAGA
AGAAATTTGCCTTTTTTCTTTGCTGAAGAGAGGATGCAAGTTGGAAATGGAGCTTCGGAA
GGGGCAACGGAGACCAGATATGGTTCTGGGTTGGAGAGAGCCTTGAGAGGCTTGTTTGGT
GCTTTCATTTGGCAGGGCTATTATGCTGGATTTGAGGTTTCTTTTCATTGCTAGAGAGCA
AACTTACAGCCTTGTGCACGCTAGATGAGCATGTCAGTAATGCTTCATCTTCAGCCCAGA
GAGCAGCTAGCTCCCTTGGATAATTATTGTAATAATTTCATGAAGAGATAAATATTCAAG
GATATTGTGGTGAGCAACTATAAAATATTGTTATATGAGCACTAGTTTCTCTATATAGCA
GTGTTCCTCATCATGTTCCCTACATAGCAGTTCATCCTGTTGTAGTGGCTCCCCATTCAT
AACATTATTTCATTGCTACTTCATAACTGTAATTTTTGCTGCTGTTGTAAATCGTAATGT
AAATAATTTTGAAGATAGATATTTGCCATAGAAGTTGCGACCCATAGGTTGAGAACTGCT
GTAGAACAAACTTAAAACTATGGTTATTTTCTAATGTGTCAACAAAAGTAATATTACATG
GTGCTGCTGTTGCTAGTGGCTAATGTATGGTTTCTGCACTCTCAAAAAATCATGTTATTA
AATAAAGCCCAACAGGTATAGGGTTTGTGTTTGGTCCCTAGTACATTAGAGGAATCATAC
TGAGCCCAGAGGACCATGACAATCATCAGAAAACTGTCTGAAGGCACACATCCCACGTGG
AGGACATGGGTTCCAGCTCTCCACTGTGTTGTTTTAAAGTTGAACTTTATGGAGTTAACT
GAATCAATTCTGAATCTTCAGGAAGTCTTAGGATTGGAAAACTAGTAAAACGTAGAAACT
TCCAGAAATATTTGTTGAAATAGTAATCTGGGCTAGTCATCCCACTAGCACATTGAAGGT
GAAAAGCTAGGATCTGAAACTTCTTCTTTCACTCATTTTGGACCCTGAGAGTCTCTCCAT
TGGTATAAGGGTAAGTATGCGCACATGCACACGTGCACACACACACACACACACACACAC
ACACACACACACACATACACACACACACAAGAAGTTGGGACACAGAGAAATGACAATGTA
CTCATAAACTAATGGGAAACACTAGCTGAGGGCTGGGGATGTAGCGCAGTTGGTGCATTG
CTTGCCTGGTAGGCAGAGAGGCCTGGATTCCATCCCCAGCATCACAAACTGGGTATGGTG
ATGCACATCTGCAGTCTCAGCACCTGGGAGGTGAAGACAAGAAGACTTCGATTTTACGTG
AGTTTGAGGCCAGTCTTGGGCAACATGAGCCCTTGTTGTAGTAGTAGTAGTAATAACAAT
AATAATTATTATTATTTATTATATTTTTAAACCATATTATCCGGTAAATAAATTTGCAAA
GCAATTGTAGCACTAAGTTACTAACCTGTCTTCAAATAATAAAACAAGTTTGTTGTTAAC
TTCAGTGAAAAACTACTCACTAAATTCTCTCAGTAATCCCTGTTCCCTTACATTTTTAGA
CAGAGTACCAAATGGCATGCCTTCTCCTGTGCTTAAAGAGATACTTGCTATTCCTTGCCT
TAGATCCTTCCTATGAATAATACCCAGCAAACAAAGTCAAACCCCAACAGCTATGTTGTC
AACATGACACTCCAGCCAACTTGATGGGTCAAAGTGCAGCCAACTAGAGTTGTTCTCTGA
CATTAGTTTCTTCAAAACTGGAATGGGGGTCAGTAAGCTTAGGTAGCACTATAATATAGG
AAACTCTGAAATTAACAGTTGCACTGGTTTTGTTATCCGACCCAGCAACCTTCCAGGGGA
ATCCTCATGTTGTCTAGGGCAGACCACAGTAAGGAAGTTTGATCCTGCCCACTCTGAGAA
GTGCCAAGAGGGATGTGTTGGCAGTGTTCAAGATGCTGGTTCTAGTTACAATCACCCCTG
TTGTTTTAGTATCTATCCCAGCCCTTCTATTCATTAAACCACCCCAGCTATTTTCCAATA
ATGTTCCATACACAGTTCATGCAAGTTTGTTTAACACTAGTACTTACTAATACAGCCCAG
AAATAAAATGTTCTGCTAACCAACACAACCCAGTAAGCTGAAGTCCTGCTCTTGGTTAAG
GACCTCTGTATGATGTTTTTTTCAGGCCCAGATACAGAGGATTTCAAAGGCTTTCCCCTC
AGGCTCATAGGACAGGGGATCGAGTTTCCCATGTCCCATAGAACTGAGTGTACAACAAGG
ACATGACAATCTTGGAAGACAATTGCAATCAGGGACTCAAGGACACCCTGCTCCTGGGTC
TCTAAAATGACAAAGTCTCACTGATTGGGGATGTAAGATGATCCCTCCCAACTAGGCTGA
TCTACCTGACCCTCCTCTGGTGTCATTCACCAGGAAAGGGAAACACGGGGAGAGTAGGTA
TTTATTTCTGTATAGCCTCTTTCTTATTCCAGCCAAATCCAGCCCCTTGACACTGCAGAA
TGACACAGTTGCTTACAGAGTTAATGCACCAGAACCCTGAAATCAAGTTACAAATGAGAC
AGACAGAGGCAGAGAGAGAATCAATGTCTTAAGTGGATGATTTTTGTATTGAGCTACGTT
CATAACTATCTTGTATCACATGTATCCTCATGTTTTAAGTTGGACCTGCCTGGGAGGCAT
AGAAAACACTTTATTTGGATGAACTGATAGCTCAGTGTTAAAGAGTACTTGCGGTAGAAG
CATTAGGACCTAGGTTCAAATCCCTAGCACCTACATAAAAGGCTAGAGGTAGCCTCAAAT
ACCTTATCCCTGGTGCTGGAGAAGTTGGCTAGAAAGATGGGTGGTGTTTGTTGTCCAGAT
TAGTTCCAGGTTCAGTAAGAGGCTTTATCTTATAAGAATACGGCCAAGAGTGATAGAGCA
GGTCACCCCATGTCCTCTCCCATAGACATACACATGCAGATGCATACTCGTGAGCATAAA
CACACACACAGGAACATTAGAAATAAAGAAAACAACTTGATTGGCTGCAGCCTTATCTAC
CAACCAGACGCTTGGCTACATATAACTTAAGTAGTGACATGATTTTACATGATTGGCTAT
TGGCACCTTCCATCACCTGAAGTTAAGAGACTGGAATTAAACCCCACATTGGTGTAGTCT
TTGGAACATGACTTTTTCTTTGCAGTCATCTTCAAAGACCTCAGTACCTGATGGCTCAAT
CCCTCTAGTTCAACTCCACAAATAAACCAGTCAATGAAAATGAGGCATCTACTGGCATTC
CATTTAGCAAAGCATGGTAAAATGCAGGCATGTAGAGACAAGCTGATGCTTCCCAAGGTT
AATAAACTGCGGGATATGCTCCCTGGAGAGTTGCATTGGGCTCTTATGGGAATGATGCAA
TTCTCATCATATGGCCTGTATAATTCACACTACCCAATTATGCCGTCTCTTACCTACCAT
GACAAGACAACAGACTCTTATCCTGCTGCCTTTTACCTGTCCTCCATTCAATAAGCCGAA
CTAAAGAACTGTCTTCACTCACCTAAGTTACAGTGTTTCTACACACTAGCTACAGAGAAA
GTTCCTACAAATCCTAAATTTTGTGATTGTTAAGCATAGCCTTTTTCTAACTCCACTCAC
CAGAAAAACCTTAGCCCTCAGTAGTAAGAAGGAAATGTAAATTTTCATTAAAGCTAAGAT
ACAGAAATTGTATCTGAAAGATGTTTAAACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTAAGCCAATTCGTCTCAACCTTTGGGAGACAGGTAGATCTCTGGGAG
TTTGAGGACAGCCTGCTCTACATAGTGAGTTCTAGGACAGCCAGAGCTACATAGTGAGAC
CCTGTTTCAATGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTATACACAAATTATAGATGTTAGATGGATGGATAGATAGATAGATA
GATAGATAGATAGATAGATAGATAGATAGATAGATAGATAAATGATCCCAACAGAAAAAC
CCAGAGAATTGAATTACAGTTACCAAATGCCTTATGGCCAAGTACACAAGCTGTAACAAC
TAAGCAATTAAACTTTAACCACCTGATTGACTGATTAGGCTGTAGCAAATCCAGTTGCTT
TCTCAACCCCACATCCCCACCCCTTTCATGTCATGTGATTGTGATGCTTTGAGTTCTAAG
AACCTGCTCTGACTCTGGGAGTTGCCTAATTTAAGCTTTTATCAAAAAAATTTTTTTCTT
ATATTTCATTCCAAGAAATTCTACTAAATTGGATTAATCTAAGGAACTTTCATCAACTAG
AAAAATGAGCTTTTAAATTAAGTTGTCATTTAAATTTTTATTTTTAAATTTTTTCTTTGT
CTTATCTAACTCAACCTCTTTGAAACTTTTTATATATACTTCTCAGGGGCATCTATACAT
TTACATAGGAGCCAGTCCATCTGCAACTTGATATTTTGATTGCTTTATTCTTCAGTAATA
ATATGAGCCCAAAGAACAAAGTAAACATACAACCAACTATCCTGGCTTAGATATCTGGGA
ATGTCAACCACAGCTCTCCACGTAGAGATGGGTATCCACTGCTGAGACCTGGCCCCATAT
GGATAATCTAGGGGTCAATAGATGACAGCTGAGGTGGTACCTAGTGACTGGAGAACTAGC
TACTTCCAAGGACAAGTGAGTCTCAGATCTCATTCACAATGTCAAGTCAGAGATTTTTTT
TTAAGATGAGTAGGGAGGAGTCAATTGGAACCAAGGGCAGGGTGAGGCTATCTGTCAATA
TTCCTGGCTAGAAGGACTCTGTAGCAAAGACCCACGCTGAATTCTTCTGCTATTTCTTCT
GCTTACAACTCTAGCTAGGTGTGCTAGAAGTTGTAGAGATAGAGCAACCCCCACAGAACA
TTTTGAGTTTTCTATCTGAGTGTTAATTGTTTTAACTGAATTAATTTTATATAAAAGTTA
TCCTTGGGGACATTAGCTATGTGATGACAGCATCTACTTTGTGAATCAGATCTCTCCATT
TTCAGGAAGCAGAGAGTAATATTGTTTTCTTCTCATTTTCTCATTGACCTTTGAGCTAAT
TAGGAAAATGCTATTTCATGAAATTTTTCATGCCTCTCTCCTCTGAGACCTGGAACAGGG
ACCTGACCGGAGAATTCAGGATTCCAGAAATTTCTGGTGTATGAAGTCACCACATCCTGT
GAAATTACTCACAAGTACCCTTATTCCTTTATCTGCTTCCGTTAGCACAGTCACCTAATG
GTTTCAGCATGGATACAATCACATCGCCAAGCATTCATTATTACTCATACTCTTAGCACG
CTGATAAGCAAGATGGTAACAGGGTGTTATTCCACAGTGGGTCCAAGTATTGTAAGTTGC
AATATAGAGTTTTTTAAGTTGCATAAGATGGGTCTGATCAGAACAATCTGTCAGTAAAAT
TCCCTATTCCTATTCCCTCGTTTCTAGGTTGGAGCTTCACACTGGCCCTTGTAACTAGCT
ACTACTGCTCCAACTTGTGCCTCTGAGGGACGTATTGGAACCATTTTACAAATGAAGCTG
CTGAAACACAAAGCAAGCTAGCTCCTTCCCGTACCTTCTTCCCATACCAAGGAGGTTTAT
CTATCTGTCTTGGTTCTGCTAATGAGATGAGGTTCAAGAGGGATGGCAGTTCCTGGGAAG
TCCAGTGTAGTGAATGACCAGTGTGTACAAAGACCAGCAAATGAAGCTGAGTCCTCCAGG
ATGATTAGAGCTGGAGACTAGAAGCCTACAGAGACTCCTGCAGAGCTACCGGACACTTCC
TCCCCTGTGCTGTATCTGAACAATACAGGGAGGCTCCAGGTTGCTAGGGATAGGAGGTGG
ACCCCAGATTTCCTTTACGTGTGTCTGTATGTCTATCCTTCCACATCCCCTCACTGCCCC
AATCAGGGTTCCAGGACCTTTAGTCTTAGAGCTGCCTGAGAATTTCCAAGTGAGACTTAA
AGCCAGTGCCTTTGAGACAGGGGTGAGAGGAAAAATGAGGAGGAACTATTCAAAGTGGGA
CATTGCTACCTCCATGTGACATGTGGAAGAGGCCATGTTGGAGCAGCAATGGCAACGGAG
AGGGAGGCTAAATGCAGTTTTAATTACAAGCATTCCCCCCCACCCCCACTCCATGGTCTT
GAATACCTCAGGGTAGTGTATGAACTCAATGAGCCTCCTCCCTCCACCTGTGTTAAGATT
AGAGGTGTACACCCCCATGCCTGGTGCTTTCTTTTTTAATGAGGTGCTAGGGTTCAAACC
TAGCACTTTGTGTAACCTTGTCAAACATTATATTAACTGGGGAGCTATATCCCCAGAGCC
AGCTTTCTTTCTCTCCTTTTATTTTTACTTGTATGTATACATATACAGTGTTTAATATGT
GTGCCTGTGTGCATATTAGCAAGTGTGATTATAGAGACGCAGGAACATTGTTAGCATGTG
GCAGTAGGAGGACAGCATTAGGTGGCTATACTGGCTAGTTTTGTGTCAACTTGACACAGG
CTGGAGTTATCACAGAGAAAGGAGCTTCAGTTGGGGAAATGCCTCCACAAGATCCAGCTG
TAAGGCATTTTCTCAATTAGTGATCAAGTGGGGGAGGTTCCCTTTGTGGGTGGGACCATC
TCTGGGCTGGTAGTCTTGGGTTCTATAAGAGAGCAGACTGAGCAAGCCAGGTGAAGCAAG
CCAGTAAAGAACATCCCTCCATGGCCTCTGTATCAGTTTGTTTCCTGACCTGCTTGAGTT
CTAGTCCTGACTTCCTTTGGTGATGAACAGCAATGTGGATGTGTAAGCTGAATAAACCCT
TTCCTCCCCAACTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGA
CAAATTGGTACCAGAATAGTGGGGTATTCCTGTGACAACTTGACCATGTTTTGGGGAGGA
CTGTGGAAGGACTTTGGAACTTTGGGCTAGAAGATTGGTATTAGAGCTCTGTGGGATGTT
GTGTAGGAGCTTGGAAGATAATGTTGAAAACAGTGCAGAAGATGTGAAATTTCAGAGGGA
AAATTAAAAACTCTTTTCAGGGCCATTGTTACTTTGATTGTGAAGATTCTGTGGTTCTGG
TTAGCTGGGGCTGAAGAATCAGCTGTGATTAACAAGATACCAGAACTAGTAAAGTGAAAC
TTTTATATTACTGGGACTATTGATGCTGGTTATCTGGAGCTAAGAAGTTAGCAGTGATTA
AGAAGAGACCAGCATCACTGAGGTGACATCTTCTGGGAAGTGTTTTTCTGAAAGCACAGA
AGCTGTGTTACAGAGATAGCCAAGGTTGTACCTTGTGCTGTGGCTGAACTTGGTAATGTG
TAAGAGTTACCCAGGTGGTACTGTTTTTGAAGGCATAAAGGGGTCATGCAGAGCAGCTGA
GGCTCGGCACTGTGAGAGGCCATGGAAGGCCATTGGTGAAGGTGCAGCCTCAGTTGCAAT
TGATGGCCCAGGACTAAAGGGGTCATGCCAAGGAGTTGAGGCTTGGCACCATGAAGAGAG
CCTATGAGAGGCTATTGTTGAAGCCAAGTTACAGTGGAAGACAGCAGTGTTTTGGAGATG
CCAGTACCATGAGATGACCACCAAGAACAGCAGCAGCAGTGGAGTACAGGCAGCTGGAGC
CTAGAAGACAAGCTGTGTGCTACAAAGGACAGGGCTGGAGAAGTGACCTAAGCCCTTGGA
GGAGCCAGAAGATCATGAATTGGATCCCAGACATTGGACAGTTGGAGTTTAATTTTTGCT
TTTGATTGTGACTGTGCCCTGATATTTTTCCCTCTTGAAGCAAGAAAATATTTTAGTGGA
TCCCACAGTTAAGAACTTTTAATATGTAAAAACTGTGGGACTTTTAAAGTTGTTTAGATC
TTAGGGATGAATAAGAAACTAAGGTTGAGGCTTACTAGTGATGTGTTTGTGTGTCAAGTT
GACAAGGAGTCAATTGTACTGGCTAGTTTTGTGTCAACTTGACACAGGCTGGAGTTAACA
CAGAGAAAGGAGCTTCAGTTGGGGAAATGCCTCCACAAGATCCAGCTGTAAGGCATTTTC
TCAATTAGTGATCAAGGGGGGAGGTTCCCTTGTGGGTGGTGCCATTTCTGGGATGGTAGT
ATTGGTTCTATAAGAGAGCAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAAGAGCATC
CCTCCCATAGCCAGGATAATTCCTATTTGCATGACTAGTCATTTTGCTAAAGATCTCAAT
CTTTACCCCTGTGAAACGGGAGAATAATAGTAAGTCTCTTCTAAGGCTTCAGAAAGGATG
AAATGAGCCAATACATGGAAAGCATACAATAAACTGCCTGGCTTGGGTTAAGGAGCAGAG
GTGGGTCCCTGCTACTTTTAGCATGTGTGTTCCATGCCATAATTTATTTGAGACATGGAG
GAAATATGGAACCCTGCTATGCCAACCAGAGCTTTTCTGGGGGCAAACTATCATGTCTGT
TCTCAAAGGGGCTTCTGACCCACCATCCTCCAGCTGCCACCTGAACCAGCCATAGGATTG
TTGTGTACCTTCCGGTGAGCTGGTGGAGTGGGTCGTCCACAGGAGGGGAAATGATTCTTG
GAACATCCTGGACCCAAGAAATGTCAGATGAGAATGCTTGGCTGCTGTAAACCAGGGATC
AGGGTTTACCCTGGGATTCTGCCTGAGCCAACCCATGGTGTGTAATCCAAGAGGAAGAGG
GGGCACCCCAACACCATCAGTCTCAGTGCATCAAGTTCTCTTACCGTCATTGTCTCTTGG
CTAAAGGGGCTTCTTTGCCGAGATTACCCATCTAGTATTAGAATAGTACAGGCCGTGCTG
AGCCCTTCAGTGTTTTCCAGTGGTGATTTTATCCGTTTGTTTGTGTGTCTGCTTGGAGTG
TACAGAAGGGTCTGCGTGGCATGAGTGGGATGAAAAAGCCCAGTGTGTAGCCCACGATTC
CCTGTGCTGTGCTGTCCCAAGGAGAGTCATGAGGCCAACTAAGAGGACAGGTTCCAGGCA
GACATCTGTACAGAGTACAGAAATTGGTTTGGAGGAGCTGTCCTCTGAGGGAGCGTTCAC
AGTAGAGGAATCCTTTCCTTAAGTATATCAGAAAAGGGAAGGGCTCCCCCAGAACTGGAC
AGTGGTATATGTCAGTGTGTAGGATGTACAGTCCGTGTCTGAAATTGCTCCTACAGCACA
TAGCTCACTTAAAATGGGGGCAGGGCAGCTTTTCTGAATGATCTCTCTGAACAAAGCTGG
GCTGTGAACTCCGTCTCTGAACACTCTCTCCATTGATTCTGTCACTGTCAAGCTCTGGCT
AAAGGGATGAAACGTCTATGAGTAAAGAAACTAGAGACACAGAGGAAGGACACTGACCAC
AACTGGCCCTCTCACTACAGGTTCTCCATTAATGATGACAAGGAGGAGTAGGGAGAGAGG
AAGAGGAGGAGGGAGGGGAGGAGGAGCAGCAGCAACAACAGCAGGAGCGGCAGCAGCAGC
AGCAGCAGCAGCAGCAGCATGGACTGTTCAGAGGACTGAATATTTGTTGTTCCCTGTGAC
CAGAAGCATCAACAACCTACTTGAGACAGGATCTAGCTATGTGGCCTGTCTAGCTTCAGT
CTTCCTGCCTCTACCTTCCAGCTACTGACCTTACAGCCGTGCACCACCTCAGAAACTACA
ACATAATTTTCAATTAATAGACAAAGAAACGCTGCCCTGCCCCACTAAAGAACTGAGGGA
GATAAAACAAAATCCATGGTGTGTTTGACTCTAAGTTATATTTATCAAACATCATGGTTA
CAGTGGCTGAAGTACCTGAAGCAGTGAGCTACCAGGTCAGGGACAGACTTTGTCTCTAAA
ACCAAGGCAAAAAATAAGTGACATCTACCTCTGACTGTCATACTCACACATGCACAAACA
CATGTACAACACAAACACACATACACACACACACACACACACACACACACACACACACAC
ACACGCGCGCGCACATGTCCAAAGGTTGAACAGCAAGCAGTAAAGTCAAAATTAACAGTA
CAAAAGTGCTCTCTGGTTCTGGTTTCAAAGTGGTGAAAATGTCTTTATCTTTGGTATACT
GGGGGAGAATTGGTTCTTTGAGTGTTGGCCACTTGCTGTGACGCTGGATACTCCTGTTCA
TCCATCTTTTATTTGGCTCTAGTTCTGGTTAAAGATCCCGTTCCCTATGACTCATCCTCT
GGTTTCCTATTCCACTTTCTTTCCCTTTTTCTCCACCCCTCCCCTGCCCCACTCCACAGC
TTGGCCCAGATCCTAATGCCTCCATAATTATGACTTAGGAACATGAAAGATCAAAACCAG
AGAGCTGTCTTAGGAGCAGGTCTAAGCTTTCTTGTTTCCGTTTACCCCTCATTTGTAATA
TCTATGGGTAAGGCAGACAGTTTCCCTTAATGTTTATGTCTCCCATAATTCCCCTCTCTT
AGCACAATCCATTTTAAATTTATTCTGAAGCACAGCAGAGTTCCCTGAGGAGGCAAGTCA
AGAAGGCTAGCTTTCTCCCAATCTCATTTAGTTAATTCATTTTGCATGTTTGTTTTGTTT
GAAAATGTGTGTACACATGCATGCATGCATGAGTGCACCCATGTGTCTCTCATACATACA
CTTAAAAGTCTGTGGACAGCTTATTGGAGTTGTTTTCTTGCTTCCACCATTTGGGACCAC
ACTGAACTTAGGCTGTAAGACTTGATGGGAGATGCCTCCACCCATCAAACTCTCTTTCTG
GTCCTATTATGTATTTTAAATTTTATTTTATTTATTGTGTATTATGTGTCTTGGGGGGGG
TAGGATACCTGCCCCAGATTACATGTGGAGCTCAGAGAACAACTTTATAGAGTTAGTTCT
CTCTTGTCACCTTTATATGGGTTGTGAGCACAGAACTTAAGTCATTAGGTTACCTCTGCA
GCTGCCTTTCCCCACTAAGCCACCTTACTAGATTGTCTGTCTGTCTGTCTGTCTAGAGAC
AATATCCTTCTATATAGTCCAGGCTGGTCTTGAGCTTTCCATTTTTCTGTGTCTGTCCCC
CAACTGTGCCATTCTTTATGATTTTATATGCTCAGGACTATGTGTAACTAACATCTCAAA
AATATTTTTGTTGTTTAAATAGCACTTGAAAGCTATTTTCCTAGACAGTGACAAACTGGT
CTTGTCTTTAGATACTTATTCAATGAAGGAATTTTTTTGGTTTTGGTGTTTTGGTTAGAG
AGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGTGAGGGGAACA
GAGTCTGAGTGTGGAATGGAGGGTATTAATAGCTGAGCTTCTAAAGCCGGGGTGTAGACT
TACATCTGGAGGGAAAGAAGTGAAGAGACTGAGTCTGATCCCACCTTCCAGAACAACCGC
AGCATGTCACCTCAGCTCTTAAGGTAAAAAGCAGAACTGTTCCCTTAAGCTGAGCCATTT
AGTGGCCTCTACAAAACTAATCCCTCCCTCAGAGGTATAACCCAATCCCAGTGAGGCAAG
CACATATTGTAGTTACAATACTCTGGAGGCAGAGACTACTGAATCATGAGTTTGAGTCCA
GGGTGAGCTAGATAGTAGAACCATATTTCAAAAGACAGGCACACATGCATGCACTTTTTT
AAAAATGTAAATTTTAAACTATAATCCAGAACAGAAGAAAAGCATTCAGATAGAGAGAAA
GAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAAGGGAGAGAGAGAATATCTGC
TTCTAGACCAGCATTTTTCAACCTGTGGGTTTTGATTCCTTTTTTTGTGGAAAAGAGTGT
CAAACAACCCTTTTAAACGGGTTGCCTAAGACCATCTGCATATCAGATATTTATTTAACA
ACTCATAACTATCAAAATTACAGTTATGAAATAGCAACAAAAATAATTATATGGTTGGGG
GATCACCACAACACAAGGAAGTATATTAAGGGATCCCAGCATTAGGAAGGTTAAGAACCA
CTGTTTTAGATATAGGTTTCATGTTGCGATACTGTCACAGAACACAGGCAAAAGCCCCTC
CAAGGTCACCTTGCCCAGTCTCATTTACAGACATAAGAAAAGGACACAAAGGTGTTGAGT
TCACTGTCTATATATGGGTCACCTACATCTGCTAATGGAGTGTTGCCTACCCCAACTTGA
GTCATTTCAAAATGGATATTCTACCATAAAAAGAATTACTTTAGGACCTTCAAAGATAAT
GCGCCAGGAACATGATATCCCTGGTTGTTTTTCCTCGCTGAGATTTTTGCCCTACATATG
GAATCTTTGGCATTGTCTATCCAAATCACTCAACACTGAAGCGATTTGGTAGGATCCATG
GCTGAAAAATATCCACGCATAAATTATCCATTGCTATTTTTAATTTGGATTTGCATTAAC
TATTCCCTGTTTGCCTCTTTATTGGAGAAGGTGGGTGAATTTTGTTAAGCTATACTTGTC
TGCTAAGTAAGAGTTAATTCATGTGTCTTTATCTTTTCAGTTTGACCATTCTTATTCATA
TCCAGTTCTTTGAAGGCTGAAATGGGAGAGGATAAATCATCTAATAATAGCACATGCTCC
TTTAATTCATTCAATATCATTTGCTGCTTCACTGTCATTTTTTAAAGTACAGACTATGTG
ATAAGCACCAAGTCTTGGTTACACAGAGCTCAATGAGGCTCTCTCTGTCCTCAGCTCACG
CTTGCTGGCAGCTACTGTCACCAGGATAATGCATAGATTTTAGGTCTGCCTGTGATTCCT
TGTGAAGAGAATGAAAGATTAAACAGTGGGCCTTTGCTGCTGGGCCTTTTATGTGGTATA
TTACTATGGCCCTGCTGACCTTCAGGGTTCAGTTAGGAAACTTTAAACCTTCTGGCTAGG
TTGTGTGGCATGTAGCTATGGTCCTAGCTACTTGGAAAGCTAAGCAGTTAAGCCTAAGGG
CTTGGGGCCAGCCTGAGAACTAGAGACCCTGTCTCAACAAGAGAAAAGAGAGTAAAGGGA
GGAGGCAGAAAGAAGAGTGTTCTGGGGATTGTACCAACCAACAATATACAGAGAAATAAA
TATAAAGATGATACTCTTCAGCAAAAATGAATAAGGTGATACAAGATAAGCCATTTCTGC
TGTGACATCTTGAAGAGAGAAGGGCCAGCTGGGGTTTCTGAAGAACATGGGAAGGGAATA
GAGCTGTGTGTTAGGGCTGAGGCATCAGTGAGAACTCTGTGGCCAACGTCTTCTTCATTC
CAGTGACATCTGGAGATCCAGCTTGGCCATTCTTCATCTTCCATAAAAAAGAAAGAGCAA
TTGAGACAGGTCCAGGTTTAAGAAAGACTTTAGCATTGTTATATCTCTCTCCCTAAAATC
TTTTCTGGAATGACAGAGCTTATGAAAGCACAACTGGTGGGTGTTAAGAGTCTTCGGTAT
CCCAGGCTAGCCTGGAACTCAGTATGTACCAAGGAGTGGCTTGAACGCCTGGTTTTCCTG
CCTCTGTCTCCCAAGGGCTGCCATGGCCAGTGCTGCCACGGTCAGTGCTATGGATTGAAC
CAAGGGATTCATTCATGCTAGAAAAGCACCCTACCAAACTACCAAACTGAGCCACATTCC
TATCTTTCATTCGTAATATATATGTTAGTGTACTCAATGAATACTTTCTAATTTTATAAA
GGTTGCTGTTCAACATTTTGTTGAGGTTTGGACTGTTGCTATATATTGTAATATTAAATA
TTGGCCCTGATTACCTCAGGGAGGAGGAGATCCTTATTTAGAACAAATAAAGTTGTGTAA
CCTTGCCCCTCAAGTTATTCCTGATTGGTCAATAAAGATGCCTATAGCCTATACCTTGGT
GGAAGAGAGATAGGTAGAGTTTCAGTTCCTGGGCTTGGGGTCTGACGTAGGAAACCATGA
AGGATGAGAAGAAAGAAGATGGAAAGAGGAGAAGATGCCATGGGGTAGGTGAGTCATGAA
AATATGGCCATGAGGGCTGGCCAATTGGAGTTAAGAGTTGCCCAGGTGGAACATAGCAAG
TTATAACTCAGGATTATTCACAGGGAAGATACTAATAGCTTAGAGGATAGATATCTGCCC
AGCTCTAGTGCTGATTAAGGATTATTATAAATATAAAAGTTTTATCTCCTATCTGAGAAC
CAAATGATCAAAGGCATGGTTGGAACCCCTGGTTGAGATTAAATACTTGTAACAATATTG
CACTAGACTTAACTACTTTGGATGTAAAAGAAAATGTCAAAATGATTACATACACACACA
CACACACACTCAGTCACTTCTGAGGAATGTCACAACAGAAGAGTGTGGCTGGTTGCTGGG
CAGTGGTGGTGCAACCTTTAATTCCAGCACTTGGGAGGCAGAGACAGGCAGATTTCTGAG
TTCGAGGCCAGCCTGGTCTGCAGAGTGAGTTCCAGGACAGCCAGAGATATACAGAGAAAC
CCTGTCTCAAAGAAAAAAAAAGTGTGTCTGGCTGATGGCTATGCTGTCATGATTATAAAG
AAAATGAGATGGAACTGTTATGCCCAAGTTGCAGGTACCAAAGACCCCACCGAGGAGCCA
ATTCCGACATGTAAGGTGTAGCCTCCAACGAGCCTGAAGCAGGCTGAGCCAGACCTTGAC
TTTGTTGCCACTAAGGAGATTACTTAGGGTGGAGCCTGCCTCCCTGGATCATTCTATTGT
TTAGCCACTGCTGCTTGCTATCTGCTGGGAGTCGGCCTAGCTATTCGGGAGACTACACTT
GGCCACCTGCAGCTGGGCTCCAAGGATGATTTGGTGGGAATGGGCTTTCCCCTCTCCTTT
ATAAAGCGTGCCCGCCATTAAAAATCTGAACCTTGATCAGAATATTGTCTTGGTTCCATT
TCTCTCTATACCCGCCTAGATTCCCTCTTTTCTTTCAGTTCCAAGATGCATCCCAGGCTC
GAACCCAGACATGAGAGCCACAGGCCGGCCCCAACAGTAAGGGTCTTATTACAAGCTCTA
GAGCAAGGTCTCCCAATGCCCGCATAACAGTGGGTCAGAGTGAGAGTCCTGAGTCTAGGG
GCTCAGGGTTTTTATTGTTACAGCAAACTTGGGGAATTTCCATATAGGTCAGCAAGTTAA
TATTTTTTAAAACTGCATTTTTTGGTATAATCTGCAGGAACCAGACATGAGGGCTGAACC
ACCTGACAAATAGGATGGTCAGGTTATCTATTCTCTGAAGGATGTCTTAGGTTATCTCTG
TGTACCTTGGTCCTGCTGTTGCAGCCTGACTGGCTGTTGCTAAGGGCGGGTGGGAGGTGT
TGCCATTGGATGTTTGTTCATGGGAACTTTGTGATTTTCTTCCTGGACTTGGAGTTTAGC
CCCTGGTCTCACACAAAATGGGGTTTCTTCAAAAACTGAGTTGGTTGAGCTTTCCAGAAC
CCTGCTATCAGTAAGATAGGTATGGTGGTTGAAATGATAATGACCCCCATAGGCTAGTAC
ATGGGAATACTTGGTTCCCAGTTGATGAACTCTTTGGAAGCTCTAAGAGGCATGGCCTTG
TTAGAGTAGTCATGTCTTTGTTGGAGGAGGTGTGTTGTTGGGCTCTGTTTTGACATTTCA
AAAGCCCACACCAGGCCCAGCTCTCTCTTCTCCAACTCCATGCCGGTCTGCTTCCTGCCA
TGATTATGGACTGATCCTCTGGAGCTGTATACAAGCTCCTAATAAAAAACTTTCTTTTAT
AATACTTGCCTTGGTCATGGTGTCTCTTTCCAGCAATAGAACAGTGACGAAGACAACAGT
CTGCATGGAAATTTTTGATGAGAGTAAACTGTTTCTCATCTCTAATTGCAAACTGCAGAA
AGGGGTTAATTCGACTCACAGCCAGCTATAAACAACAATTTACATGTAAAAGAAAAGAAG
GCAGGGCTACAGAGTTCACTTTGGCTATCAACAGAAGGGACAATATACAGACCTGCAGAG
GTGCCTGAGGACCTGAGCCCAGACTTTTATAAAAGTAAATGCTGTTATCGTCTTTACTGT
AATGACTGGAGGTAAAGACCTGCATGGTAAAACGTTCTTTAATTTCTGTAAGAATTATCC
ATGCTGCCTGGCATGGTGAAATTCCTAGCCAAATGGATGGACCTGGAGAGCATCATCCTG
AGTGAGGTAACACAATCACAAAGGAACTCACACAATATGTACTCACTGATAAGTGGATAC
TAGCCCAAAACCTAGGATACCCACGATATAAGATACAATTTCCCTAAACACATGAAACTC
AAGAAAAATGAAGACTGAAGTGTGGACACTATGCCCCTCCTTAGAAGTGGGAACAAAACA
CCCATGGAAGGAGTTACAGAAACAAAGTTTGGAGCTGAGATGAAAGGATGGACCATGTAG
AGACTGCCATATCCAGGGATCCACCCCATAATCAGCATCCAAACGCTGACACCATTGCAT
ACACTAGCAAGATTTTGCTGAAAGGACCCAGATATAGCTGTCTCTTGTGAGGCTATGCCC
CGGCCTAGCAAACACAGAAGTGGATGCTCACAGTCAGCTAATGGATGGATCACAGGGCTC
CCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTAAAGGGATCTTCAACCCTATAGGTG
GAACAACATTATGAACTAACCAGTACCCCTGAGCTCTTGACTCTAGCTGCATATGTATCA
AAAGATGGCCTAGTCGGCCATCACTGGAAAGAGAGGCCCATTGGACACGCAGACTTTGTG
TGCCCCGGTACAGGGGAACGCCAGGGCCAAGGGGGGGGAGTGGGTGGGTAGGGGAGTGGG
GGTGGGTGGGTAAGGGGGACTTTTGGTATAGCATTGGAAATGTAAATGAGCTAAATACCT
AATAAAAAATGGAAAAAAAAAAAAAAAAAGAATTATCCATGCTGCCTGGCATGGTGACAC
ACACCTTTGATCCCAGCATCCAGGATGCAGAGGCAGACGGATCTCTGAGCTTGAGGCCAT
CCTGGTCTACAGAGAGAGTTCCAGGACAGCCAAGTTTGTACAGAGAATCCCTGTCTTGAG
AAACAAAAAGGCTAAATATAAATAAATAAAATATCATCCATGTTGCATGAGTGTCAGGTA
TGGAATATACTGGTCAACAGATAAAAACATCAAGATCAGATGTGAACAAATATGGTACTT
CTGTATAAAGTTAATAGGATGAGATAGGACAAGTCATTTTAATTCCTGAAAGAGTCATTT
ATGGTATATGTGTGTCACATGAGCAGCAAGTATCAGCCTGGGAGGAAAATCTACGAAGAC
TCTGACCTTTGACTTGGAAAAGAAAGTCTTGATAGACAGTGGTCTTTGGACTCCTCGGGT
TGGTTTGAGCAGAGACCCATATCTCAGGCCCTTCTCTTCAGTTTTTCAAATGAGAGAACA
TCTAGAGAAGTGGTTCTCACAGGGGTTCTCTAAGATCATTGGCAAACACAAGATTTACAT
TACAATTTATAACAGCAGCAAACTTATAGCTATGAAGTAGCAATGAAGATAATTTTATGG
TTGGGGGTCAGTACAACTTGAGGAACCATATTAAAGAGTTGCAACATCAGGAAGGTTGAG
ACCCACTAGTCTAGAGGTATCTGTTAACTAAACAAACAAGGCAAAACCTTGGGACTGGAG
AGGTGGCTCAGTGGTTTAGGAGCACATGCTCTTGCAGAGGACCTGGGTTCATTCCCCAGC
ATCCAGACAGCAACTTACAACTTTCTGTAAGTCCAATTCCAGGGAGATCTGATGCCCTCT
GTGGGCCTTTTCAGGCTCCTATGCACACATAGGGCACATACATGCAGGTACTCACACATA
TACATAAAATAAGAATACATCTTCTTTAAGAACAAAATAACCATATAGCAAGAGGGAATT
ATAAAATCCTTGGATTGTAAATGAACATCATAATAATAAGCATTGAAAGAAATGAATCCA
AAGTATTGTTTTCACGTAGCTGTGACCAAGATAAGGGAGTAAACAATTTGAAAGAGGCAA
AGATTTATTTCACTCAAGATTTCAGAAGATTTCAGATCAGTCCACAGCCACTTGGTTTCA
TCACATAGACAGAACATCATGGTTGTGGGGATATTTGGCACATATAAGATCACCTCATGG
TAGCTAGTAAGCAGAGAAGTCAGGCCTGGGAGATTAGACCTTCAAAAAGATGCCTTCAGT
GACTCACTTCCTCCATCTAATCCTCACTTCTGAAAGTTTCTAGAATCTTCTAAAACAGTG
CTACTATCTGGAAACCAAGCATTTAAACACACGACCTTGTGGGGGAGCACTTCCTACTAA
AAGGTATGATCAGGTTACAGGCCCCCTGCACTGAGACAGAGGGCAAAGCCAGGTATAAAT
GACTCCCAGTAAAATGGCGAAAGCTCTGCAGAAAGAAGAACTCAGGAAGAAGCTGTGTGA
GGCAGTCCCAGGTACACCTCCTTCAGATGGACAAGAATCATAAAGAAATTGCCCAAGGCA
GGTGTGACACTGGGTCTCTGTCCTGGGGATTACAGATGTCTGTGCTAAAGGTCCAGATGT
CCACGAGGTGTTGACAAATTGACTAGCTTCCTTGTTCAAGCTGTCTTGGCTACATGATAA
AGACAGGCAGGCAACTCCAGGCCTGACTTCTCTGCTTCCTAGCTACCATGAGGTGATCTT
ATATCTGCCAAATATCCCCACAACCATGAAGTTCTGTCTATGTGATGAAACCAAGTGGCT
GTGGACTGATCTACCTTCAGGACTGAGAGGAGCAGGTCAGGCTTGTTCCTGCTTCTCATG
TCATGAGTAGGGGCTGACCATGGGAGCACTATGGGAGTTCAGGGGCATCATTTTGTAAAA
CTGAGCCAAAATAAAAGTCTTGAGTAGCTTAGGATATAGAGATGCTACACAGCCTCAAGG
GAACTCATAGGTGGAAATTTGGAGCAGGAAGAAGGGAATGCTAGCTCAAGCCTTTCCCTT
CTTTGCATAAACCTAGAGCCTGGAACAGCACACACAGAGAGCAGCACACGAAGGGAGGGT
CTGCTCAAGACTCTTCATACAAACATGGAAACAGAAAGAGGGTATGATAGTTACTTTGTG
TGTTGTTACAACCAAATCCCCGATGGCAAGCAGCTTAACAGAAGAGACCTCCATTTTGCC
TCATGGCATGGAAGGCAGAAGCAACCCCATCTGTGGTGATAGAAGCTTGCAGAACTGCTT
ACTCATATCTCAGCGGGTCAAAAGCAGAGAGGTCAGGCTGGATCCAGAGCTATGACCCAT
AAGCACCATTTTACAGCCCTACATTTACCCAGTAGTTCCAGTGTTCGAAATGCCCCACAC
TCTCCCCAAAATGCACCACCAGCTGAGGACCAACTGTTCAAATCCATGAGCCTGTGGGGG
ACATTTCACACTCTGGCCACAGCAGATGGTGTTTACAGGCTGATGTCAGAGACAAGCAAT
CAGCCTCTGTGGTATATTTTAGTCTTTCTGTCCAGGCATCTACTGATGATGCTAGATCTT
TGAGGACCTCACTACATGCTCATTTGCAACCTTGTACACCCTGTGGCCAAGTACAGACAT
ATGTGAGGTGAGTTGCTTGTGGAGCTGACGGAACAAGATACTCTGAGGCTAATTATATCC
ACTTGGCTAGCGTTCAGTAGTCAGTGGTGCAGTGCTCCAAGGATGCTCATACTTGCATTG
TTTCTTAGACCTGGTCAAGTCTGAGAGTCCAGAACAACAAAGGGCAAAATTCTAGGCTAG
AAAATAGAAGGAACGAATCAGTATCAAGTTCCTGAAGTCTAGGATGAAAGCCAGATGCAA
GCTGCCAGAGAGGAGTAAACTAAGAAATAAGAGTTTAGAACCAGGAACCCAACTTTACAG
TTTTGATCCAAGGTATCAAATCAGAGCCTAGTTTGGTTGGGTGGGAACAGAGTCCCCAAA
CCAGCCATCTGTTGTCACCAAATGAATCTTCCAGTAGTGGGACTGGGTTACATCCAATTG
AGCTGTTGGCAAAAGGGGTCACATGGAAGTACCCAAACAACCCAGGCTGTTGCGAAGACT
ACAGATTACTTGCCACAAACTGACAGCAAGGGCCCATTGCTGAAAACAACACCCATACAA
CTCATGATCATGGAGAGGTCAAGCTGGTGCCTACATAGAATCCTTTGCCCCTATGTTCTA
GTGTCTTTGATACAGGCAAGGTACTCTGCAGGCTATCAAAACAGAAACATGTACACTAAT
CCAGACAAAAAGACCTTTGCTCCACACTGCTGTCCTGCCTGCAGAATATATATGTCAACA
GTGGCAGAAAGCTTGTGGGAGTAACCAACCAATGCCTGATTTGACTTAAGACTTATTTAT
AAGAAATTTTGGCTTCTTCAAAAACCCAGTTATGTTATACGACTATGTTTTTGTTTTAAT
CACAGGTGTGGGATAAGAGGCTGCTTCACAGCAGGTGATTATGATTTATCGCTTGCACTA
AGATGGCATGATTTTTGCCCAGCTGCAGATACTTTATGTTTGGAATTCTGGGAACTTTTC
AGAGATTACGAATGCCAGAGTCCCTAGAGGGGCCAAGCTCAGGCACTCTGAGGACACACT
GGTTCCAGCTGCTGCAGCTTCTCAAGTAGTCATGAGCAAAGAGATGAGAAGAAGAAATTG
GAAATATCCTGACAGTGAAGATTGGACTTGCCTCTAAGGAACTCTTTGCCCCTAATCAGT
AGGAAGTAGTCTGAAAAGGTCTATGCCCCCTTTGCCCTCTGACCTTCTTCCCAACCTACT
GTTCTGGGGTTGGAAGGGGTCAGGGTGGAATAAGGGTTGGAAGAATGGCAGATTTAAGAA
CCCAATAAAGTAGTGCAAACAAACAAACCAAAACAAGTGCCTACACTCACTCTGCTACAT
TGAGCTCATATCTGAAACTTCTTAGGGGATCAAGAAGCAGAGATGAAAGAGCCTAAAGAC
CTAGGGTAAAACCAAATAATTTGGGCCTGAAAAATAAAATTAAAAGGTAATGATAGAATG
ACTTCTAATGATATTCTACTATACTCATAGATCAGTTTCTTCCTTAGCCATCATCAGAGA
GGCTTCCTCCTACAGCAGTTGGGAGCCAATACAGAGACCCACAGCCAGCATTATGCAGAG
AGAGGGACTTTGGAGCACTTAGTTCTAAATTGTATGTTTCCTAGAAATCCCTCTCCTCGT
GACTCAAAAAACCCTGAGGAAGAGACTTCAGAAAGAGTGGAATAGAGGGAATGACGGCCA
CCAAGAAAATAAGGCTCTTCAAATCGACTGAACAAAGTTCATATGAACTCACTGAAGCAC
CCACTCTCCAACACCGTTCCCTCTCTCCATCCACCTTTGATGACTGTTTTGTTTCCCCTT
CTGAGTGAGATTTACACACCCTCCCTTGGGCCCACCTTATTACCCAGCTTTTTTGGGTCT
GTGGATTGTAGCTTGGTTACCCTGAACTTTATGGCTAATGTACAATTTTAAGGGAGTATA
TACCATGTGCATCTTTCTGGACCTGGGTTACCTTACTCAGAATGATATAATCAAGTTCCA
TCCATTTGCCTGCAAAATTTATGATGTCTTTGTTTTTAATAGCCAAATAGTATTCCATTG
TGTAGATGTACCACATTTCCTTTATCCATTCTTCAGTTGAGAAACATCTAGGTCGTTTCC
CATTTCTAGCTATTACACATAAAGCCTCTAGGAACATAGTTGAGCAAGTGTCCCTGTAGA
ATAGTGTGGCATCTTTTGGGTATATTCCTAAGAGTGGTGCAGCTGGGTCTTAAGGTAGAA
CTATTCCCAATTTTCTCAGACCCTGCCAAATTGATTTGCAAAGAGGTTGTACAAATTTAC
ACTCTGACCAGCAATGGAGGAGTATTCCCCTTGTTCCATATCCTCTCCAGCATGTGCTGT
CCCTTGAATTTTTGAGGACAGCTATAGGGATGAAGATCAGGTGTTGGAGAGGGGTGGGAG
AGGACTGAGAGTGAGAACAGAAATCAGTGGGGGCATCACTGGGACAAACTGGAGACCTAG
GATTGGGGAGTCTATGGTGGTGGCCCTAAGCTGAGATTCCTACAAGTGGAGGATATAGAG
ACTGAAGTGACCACCTCCTGTAGCCAGGCACAACTTCCAGTGGAAGGAAGGGGTCCTCAA
CTCACTCACAAAACCTTCAACCTAAAATTTGTCCTGCCTAAAAGATGTGCAGGGATAAAG
ATGGAGCAGAGACTGAGGGAATGCTCAACCAATGACTGGCCCAACATAAGACCCATCCCA
TGTGAGAGTCAACCCCTGACACTATTAATCACACTTTGCTGTGCTTGCAGACAGACAACA
AGCATAATTGTCTCCTAAGAGGCTTCTTGCAGCAGCAGATGGAAAACGGTGCAAAGATTC
ACAGTCAAATATCAGGTGGAAACTGGGAGTCTTGTGAAAAGGGGGGAAATAGAATTGAGA
TATCCAGAGGGGTCAAGGACACCACAAAAAGACCTACAGAGTCAACTAACCTGAGTCCAT
GGGGGCTCACAGGGACTGAGCCACCAATAAAAGAGTGTGCTTGATCTGGATCTAGCCACC
CTCCACAATTGTCACAGATGTGCAGCTTGGACTTCATATGGGTTCCCTAACAATTGGAAC
AGGGGCTATCTCTGACTCTGTTGCCTGCCATTGGATCCCTTCCCCTACCTGGACTGCCTG
GTTGGGCCTCAGTGGAAGAGGACATGCCAAGTCCTGCTGGGACTAGATGTTCCAGGGTAG
GGCAATACTCAAGAGGTGTGTGGAGGGCTCCTCTTTCTCTGAAGAGACTAGAGGGGGGAA
ATAAGATTTGTAAGGGTGGCTGCGATTGGGATGTAATATGAATTTGAAAAACAAATTATA
GGGGAAAACACATTATATGAAATGCTCAAAGAATCAATAAAATGGTCTCAGCACTCAGGA
GGCAGAAGCAGGTGGATTTCTGAGTTCGAAGACAGCCTGGTCTACAGAGTGAGTTCCAGG
ACAGCCAAGAGTACACAAAGAAACCCTGTCTTGAAAAACCAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAGCTCTTTTCATTCCCTTGGTTTGCCTTGTCCCTTGTCCAA
CTTCTATTTGGTATCATTTGTTTTACATTATTATATTTTGTTGTGTTATGTTTGATTGTT
TTCTCCTGGAAGCCTGTTCTGTTCTAATGAGGGACAGAAAGGGAGTGGATCTGCATGGGA
GGAGAGGTTGGGGAGGAACTGGGAGGAGTGGGGGGGGACTGTAATCAGGATATATTGTAT
GAGAAAAGAATCTATATCAATAAAAGGTAGGGGTGGAGAATGTCCTTCTCCAGTGATTGT
ACTCCCTAAATCTCTGCCTCACTGGAATTTCATAAAAATTCTAAATGTCTCAGCAATAAT
TTTCAAACATCACTGTTCCCATGGGCAAACCCAAAAGGGGGTGTCAGATGCTGACTGTAG
GACATGCAACAGATAGTGAGGGAAGGGAGTAGAGTGGCCTTTAAGATTTGAATATCTTTT
TTTTCTTTTTTTTTGGTTAGGTATTTTCTTCATTTACATTTCCAATGCTATCCCAAAAGT
CCCCCAATACCCTCCACCCAACCCCCTACCCACCCACTCCCACTTCTTGGCCCTGGCATT
CCCCTGTACTGGGGCATATAAAGTTTGCAAGACCAATGGGCCTTTCTTTCTAATCCTGGC
CAACTAGGCCATCTTCTGATTCATATGCAGCTAGAGACACGAGCTTCAGGGAGGGAGGGT
TACTGGTTAGTTCATATTGTTGTTCCACCTATAGGGTTGCAGATCCCTTTAGCTCCTTGG
GTTCTTTCTCTAGCTCCTCCATTGGGGGCCCTGTGATCCATCCAATAGCTGTCAATGAGC
AACCACTTCTGTGTTTGCTAGGCCGGGGCATAGCCTCACAAGAGACAGCTATATCTGGGT
CCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCAGCATTTGGAGGCTGATTATGG
GATGGATCCCCCAGTATGGCAGTCTCTAGATGGTCCATCCTTTCATCTCAGCTCCAAACT
TTGTCTCTGTAACTCCATCCATGGGTGTTTTGTTCCCAATTCTAAGGGGCAAAGTGTCCA
CACTTTGGTCTTCATTCTTCTTGAGTTTCATGTGTTTTGCAAATTGTATCTTGTATCTTG
GGTATTCTAAGTTTCTGGACTAATATCCACTTATCAGTGAGTACATATCATGTGAGTTCT
TTTGTGATTGGGTTACCTCACTCAGGATGATGCCCTCCAGGTCCATCCATTTGCCTAGGA
ATTTCATAAAATCATTCTTATTAATAGCTGAGTAGTACTCCATTGTGTAAATGTACCACA
TTTTCTGTATCCATTCCTCTGTTGAGGGACATCTGGGTTCTTTCCATCTTCTGGCTATTA
TAAATAAGGCTACTATGAACATAGTGGTGCATGTGTCCTTCTTACCAGTTGGAACATCTT
CTGGATATATGCCCAGGAGAGGTATTGCAGGATCCTCCTGTAGTACTATGTCCAATTTTC
TGAGGAACACCAGACTGACTTCCAGAGTGGTTATACAAGCTTGAAATCCCACCAACAGTG
GAGGAGTGTTCCTCTTTCTCCACATCCTCTCCAGCATCTGCTGTCACCTGAATTTTTGTT
CTTAGCCATTCTGACTGGTATGAGGTGGAATCTCTGTTTAGCTCTGAGCCCCATTTTTTT
TTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAG
GCTGGCCTCGACTCAGAAATCCGCCTGCCTCTGCCTCCCGAGTGCTGGGATTAAAGGCGT
GTGCCACCACACCCAGCTGAGCCCCATATTTTAATGGGGTTATTAGATTTTCTGTAGTCC
ACCTTCTTAAGTTTTTTATATATATTGGATATTATTCCCCTATTTGATTTAGGATAGGTA
AAGATCCTTTTCCAATGTGTTGGTGTCCTTTTTGTCTTATTGATGGTGTCTTTTGTCTTA
CAGAAGTTTTACAATTTTATGAGGTCCCATTTGTCGATTCTTGATCTTAAATCACAAGCC
ATTGCTGTTCTATTCAGGAATTTTTACCCTGTGCTCATATCTTCGAGGCTTCTCCCCATT
TTCTCCTCTACAAGTTTCATTGTCTCGGTTTTATGTGGAGTTGCTTGATCCACTTAGATT
TGACCTTAGTACAAGGAGATAGTAATGGACCAATTTGCATTCTTCTACATGATAACCGCC
AGTTGTGCCAGCACCATTTGTTGAAAATGCTGTCTTTTCTCCACTGGATGGTTTTAGCTC
CCTTGTCAAAGATCAAGTGACCATAGGTATGGGTTCATTTCTGGGTCTTCAATTCTATTC
CATTGGTCTACTTATCTGTCGCTATACCATGCAGTTTTTATGACAATTGCTCTGTAGTAC
AGATTTAGGTCAGGCATGATGATTCCACCAGAGGTTCTTTTATCCTTGAGAAGAGTTTTC
GCTATCCTAGGTTTTTTGTTATTCCAGATGAATTTACAGATTGCTCTTTCTAATTTGTTG
AAGAATTGAGTTGGAATTTTGATGGGGATTGCATTGAATCTGTAGATTGCTTTTGGCAAG
ATAGCCATTTTTACTATATTGATCCTGCCAATCCATGAGCATGGGAGATCTTTCCATCTT
CTGAGATCTTCTTTAATTTCTTTCTTCAGAGACTTGAAGTTCTTATCATACAGATCTTTC
ACTTTCTTAGTTGGAGTCACACCAAGGTATTTTATATTGTTTGTGAATATTGTGAAGGGT
GTTGTTCCTCTAATTTCTTTCTCAGCCTGTTTATCCTTTGTGTAGAGAAAGGCCATTGAC
TTGTTTGAGTTAATTTTATATCCAGCTACTTCACTGAAGCTGTTTATCAGGCTTAGGAGT
TCTCTGGTGGAATTTTTAGGGTCACTTATATATACTATCATATCATCTGCAAAAAGTGAT
ATTTTGACTTCTTCCTTTCCAATTTGTATCCCCTTGATCTCCTTTTGTTGTCGACTTGCT
CTGGATAGGACTTCAAATACTATGTTGAATAGGTATGGAGAAACTGGGCAGCCTTGTCTA
GTCCCTGATTTTAGTGGGATTGCTTCTAGCTTCTTACCATTTACTTTGATATTGGCTACT
GGTTTGCTGTAGATTGCTTTTATCGTGTTTATGTATGGGCCTCGAATTCCTGATCTTTCC
AAGACTTTTATCATGAATGGGTGTTGGATTTTGTCAAATGCTTTCTCTGCATCTAACGAG
ATGATCATGTGGTTTTTGTCTTTGAGGTTTGTTTATATAGTGAATTTCATTGATGGATTT
CCATATATTAAACCATCCCTGCATCCCTGGAATGAAACCTACTTGGTCAGGATGGATGAT
TGCTTTAATGTGTTCTTGGATTCGGTTAGGGAGAATTTTATTGAGTATTTTTGTATCGAT
ATTCATAAGGGAAATTGGTCTGAAGATCTCTATCTTTGTTGGGTCTTTCCGTGGTTTAAG
TATCAGAGTAATTGTGGCTTCATGGAATGAATTGGGTAGAGTACCTTCTGCTTCTATTTT
GTGGAATAGTTTGTGAAGAACTGGAATTAGATCTTTTTTGAAGGTCTGATAGAACTCTGC
ACTAAACCCATCTGGTCCTGGGCTTTTTTTGGTTGGGAGACTATTAATAACTGCTTCTAT
TTCTTTAGGGGTTGTAGGACTCTTTAGATCATTAACCTGATCCTGATTTAACTTTGGTAC
CTAGTATCTGTTTAGAAATTTGTCCATTTCATCCAGGTTTTCCAGTTTTGTTGAGTATAG
CCTTTTGTAAAAGGATCAGTGTTTTGGATTTCTTCAGGATCTGTTGTTATGTCTCCCTTT
TCATTTCTGATTTTGTTAATTAGGATGCTGTCCCTGTGCCCTCTAGTGAGTCTGGCTAAG
GGTTTATCTATCTTGTTGATTTTCTCAGAGAACCAGCTCCTCATTTGTTTTATTCTTTGA
ATAGTTCTTCTTGTTTCCACTTGGTTGATTTCGTCCCTGAGTTTGATTATTTTCTGCCTT
CTACTCCTCTTGGGTGAATTTGTTTCCTTTTGTTCTAGAGCTTTTAGGTGTGTGGTCAAG
CTGCTAGAGTGTGCTCTCTCTAGTTTCTTTTTGGAGGCACTCAGAGCTATGAGTTTCCCT
CTTATGCTTTCATTGTGTCCCATAAGTTTGGGTATGTTGTGTCTCCATTTTCATTAAATT
CTAAAAAGTCCTTAACTTCTTCCTTTATTTCAATCAAGGTATCATTGAGAAGAGTGTTGT
TCAGTTTCCACATGAACGCTGGCTTTCTATTATTTATGTTGTTATTGAAGATTAGCCTTA
GTCCATGGTGATCTGATAGGATGCATGGGACAATTTCAATATTTTTCTATCTGTTGAGGC
CTGTTTTGTGACCAATTATATGGTCAATTTTAGAGAAGGTACCATGAGGTGCTGAGAAGA
AGCTATATCCTTTTGTTTTAGGATAAAATGTTCTGTAGATATTTGTTAAATCCATTTGTT
TCATAACTTCTGTTAGTTTCACTGTATCTAGTTTAGTTTCTGTTTCCATGATCTGTCCAT
TGGTGAAAGTGGTGTGTTGAAGTCTCCCACTATTATTGTGTGAGGTGCAATCTGTGCTTT
AAGCTTTACTAAAGTTTCTTTAATGAATGTGGCTGCCCTTGCATTTGGAGCATAGATATT
CAGAATTGAGAGTTCCTCTTGCAAGATTTTACCTTTGATGAGTATAAAGTGCCCCTCCTT
GTCTTTTTTAATAACTTTGGGTTGGAAGTCGATTTTATTCAATGTTAGAATGGCTACTCC
AGCTTGTTTCTTCAGACCATTTGCTTGGAAAATTGTTTTCCAGCCTTTCATTCTGAGGTA
GTCTCTGTCTTTTTCCCTGAGGTGGGTTTCCTGTAAGCAGCAAAATGTTGGGTCCTTTTT
GTGTAGCCAGTCTGTTAGTCTATTTCTTTTTATTGGTGCATTAGTACCATTGATATTAAG
AGATATCCTATTATTTTTGTTGTTAGAGTTGGCATTCTTTTCTTGTGGCTGTCTTCTTTT
AGGTTTGTTGAAGGATTACTTTCTTGCTTTTTCTAGGGTGTGGTTTCCGTCCTTGTATTG
TTTTTTTTTTTTTCTGTTATTATCCTTTGAAGGTCTGGATTCGTAGAAAGATAATGTGTG
AATTTGGTTTTGTAGTGGAATGCTTTGGTTTCTCCATCTATGGTAATTGAAAGTTTGGCT
GGCTATAGTAGCCTGGGCTGGCATTTGTGTTCTCTTAGTGTCTGTATAACATCTGTCCAG
GATCTTCTGACTTTCATAGTCTCTGGTGAAAAATCTGGTGTAATTCTGATAGGTCTGCCT
TTATATGTTACTTGACCTTTTTCCCTTACTGCTTTTAATATTCTATTTTTATTTAGTGCA
TTTGTTGTTCTGATTATTATGTGTTGGGAGGAATTTCTTTTCTGGACCAGTCTATTTGGA
GTTCTGTAGGCTTCTTGTATGTTCATGGGCATCTCTTTCTTTAGGTTTGGGAAGTTTTCT
TCTATAATTTTGTTGAAGATATTTGCTGGCCCTTTAAGTTGAAAATCTTCATTCTCATCT
ACTCCTATTATCCTTAGGTTTGGTCTTCTCATAGTGTCCTGGATTTCCTGGACGTTTTGA
GTTAGGATCTTTTTGCATTTTGCATTTTCTTTGATTGTTGTGCCGATGTTCTCTATGGAA
TCTTCTGCACCTGAGATTCTCTCTTCCATCTCTTGTATTCTGTTGCTGATGCTCACATCT
ATGGTTCCAGATTTCTTTCTTAGGGTTTCTATCTCCAGCGTTGCCTCACTTTGGGTTTTC
TTTATTGTGTCTACTTCCCTTTTTAGGTCTAGTATGGTTTTGTTCATTTCCATCACCTGT
TTGGATGTGTTTTCCTGTTTTTCTTTAAGGACTTCTACCTGTTTGGTTGTGTTTTCCGTT
TTTCTTTAAGGACTTGTAACTCTTTAGCAGTGTTCTCCTGTATTTCTTTAAGTGAGTTAT
TAAAGTCCTTCTTGATGTCCTCTACCATCATCATGAAATATGCTTTTAAATCCGGGTCTA
TCTTTTCGGGTATGTTGGGGTGCCCAGGTCTAGGTGAGGTGGGAGTGCTGCGTTCTGATG
ATGGTCAATTGTCTTGGTTTCTGTTAATAAGATTCTTACATTTGCCTTTCGCCATCTGGT
AATCTCTGGAGTTAGTTGTTATAGTTGTCTCTGATTAGAGCTTGTTCCTCTCGTGATTCT
GTTAGCCACTATCAGCAGACCTGGGAGACTAGATCTCTCCTGAGTTTCAGTAGTCTGAGC
ACTCTTTGCAGGCAAGGTCTCCTCTTACAGGAAAGGTGCACAGATATCTGGCATTCTGAC
CTGCCTCCTGGCAGAAGATGAAGACCCGAAACAGGGCCTGTCCCAGGAGCTGTGTCACTT
TGGCCTGTTCCAGTAGCTGTTAGCTTCTGTAGTCCACACTGTCACCTGGGCAAACTAGAC
TTGGAGGGCTCCGGGAACCAAGATGGCTCCCCAGGTGCTCTGGCAAAGCCCTCCCGGGCG
GGGCAAACATCTCTCCTCTGGTGGGGAAGATGCCCAGATGTCTGGAGCCCGAAACGGGGT
CTGCCTCAGAAACTGTCCTCTAGGGACCTTGGGGGTGTCTGCTGACTCCACGCCCAAGGT
GACCCCTTGCTGGCACCGACCAGAAGGGACTTGGAACCTGGTCAGGCTGGGTTTTCTGCT
TCCCTAATCCTGTCTCAGATCCTGCGTGATTGGAATGGAATAGAAGTTGTGTTCCACTCA
CCAGTGGTCCTAAGACAGCGTGGAGAGTCCTCTAGGGACCTTGGGAGTATCTGCAAACTC
TGCGCCCAGGTGACCCCAAGGTTTGAATTTCTTAACATTTAGAGAGCATCATGTTTTATC
ATACTGTCTGAATATTTTTGCAAGAGTGAGTCTAGTTTTCAATAGTTTTACTAAAGTGTT
ACATGGGATATAACAGTGAGACCTTCATATTATTCTTTTTGAGGGGTTGTTTTGGGAGAA
ATATATATATATATATATATATATATATATATATATATATATATATACACACACATATAT
ATGGCTTGTTTGATTTCTAAAAGACATTTGGCTTTTTCGAACAATAAATAACTCTAAGAA
AATTAAGTACAGTTGACTCATAAGCCATAACTGTAGGTGTTATGCAATCCAATACAAGGG
ATGAAAAAGACATTCAGTTGTATAAACAATTATAAACAATTCACTTTAAATGTCATTCTG
GATACTAAATGCAATCCTAAATCCCTGCATGACCACATCAATGATTTATAGTGCTAAAAA
CTTAATGTCTCTAAAGAAAATGATTCTGTTCTTCCTTCCCTCACCTCTTTCTTTCTTTTT
CATTCTAGTTAACAAATTATTCTCTGTGTTTTAAAATCAAGGTACATATACATATATGAA
GTGCATATATATGTATGCATACAAAGGGCTGTGCTTGTAGGTGTGTGACGCTCTGTCCAG
ATTTTCCTGTCTGTCTTAAATGGCTGGTTAAAAGGTCAGCACTATTGACCAATGAGAAAG
TTACTTTCTATGTCACCCTCTAGTGCAGATTTTGCTGAGTGTCTAAGAAATGCATCTTCT
CATGTGGTTCCTTTGCCTAATAACCTTCTATTCCTTTTCTAAGTTTCCAGTCTTGACCCT
ACCCATCTTCTCAGTCCACCCTAAACCACTGTGGTGATTAGTTTTGCCAACTTGACAACC
TAGGAACCTGGGGAGAGACTTTCTGTAAGGGATTTTCTATGTTGTGTTGGTCTGTGGACA
TGATGAGGGGACAGTCTTAATTAAGCTAATTTGTGCAGAAAGACACAGCCCACAGCACCA
TTCCCAAGTCAGGACACCCTGAACTGGATAAGAGCAGATAGTTCAAGTTGAGTAGAAGCA
AGCAAGCAATTGTGCATGCATGCATTAATATTTCTCTGCATGTGTCTATGGATGATATAA
CAAATTACCTTAATTTCCCCCCATAGTGGCAAACTATAACTGGAAATTGTGAGCTAAAAT
AAATCCTTTTACTGAAAGTTGCTTTGTTTTTAGGTATTTTATGCATAAAACAGAAATAAA
ACTAAAACATTCTAATTCTGGAAGCTCAGTATTACATTTCAAACTCTGACATTTTCTGGC
TGGGGCACACTTCCCTCCCTATACTTCTTGCCCACCGACACCCTTCCTCCTCAAGAAACC
TCCAGCTACTTAAGACTAACTCATGTGTCATTTCTTCTCACATCTCTTATGTATTTCTTT
GCTGGCCCATACACCATGACAGATGCTTCAAAACACAATGTATCTCCATTCTGTATCCTG
CCACTATAATCATGCTCACATAGGGAAGGCAACATCTTATCCCTCCTCTAGTGTCTTATT
AGGTGAGCAACTGTGACTTTCAGTAGGCAAGCCAGTTAAACACAGCCTAGCTTTTCAACA
TGAAGGAGCACACATAGAAACACATGTATCCCGGCAGAGATCTCAGCTCCCTCTCTCCTC
AGCCAGGCTCCTAAGAAACTAGAAATAAAGTTCAGAGCTGGGCCAACTGGCTCATTTCTG
TAATCCCAGAACTAGGCACAGTGCAGAAGCACTGTGCTTCAGAGTAAGACCATTTTAGGC
TACACACTGAGTTCCAGGCGAGCCGGAGGAAACAGATGAATGGATCTCAGAACAGTAGAT
CATTACCTGCAATTCAGATGGCGATGCCTCAGAAGGTCCTTTCTACAACAAGCTTACAAT
TGGTGGAATGAACAAGGCCAACCAAAGGCACACCATGCTCAGTGACTGCTGACTTTTTCA
CTGGGGTCTCACTCCTTTTGACTCTGCTTTTCTCTCAGCCTCTGTTTCTATTTTCTTCCT
CAGCTAAATGAACAACCACCCCACATGTATCATAAGCTCAGCTTTCCAAGAGAGAATCTA
TCGTGACTTTCAAACTTTCCTTGGTGTCATGTTTTTGTTCAGGACTACATGATGGTGTGA
GCTTATAGAAAATCTCTCTTTCCCTGTCTTCCAAGAAGTGGCACGTGAGGTGGCCCTTTC
CATCCAAGAGGGTGGTGAGAAACTGGGTAGACTGAGGCATGGCCCTGCCAGCACTGATCA
GTGTTCTCAGCTGTGTGTGACAGAACACAATGCATAATGGACCTAAACCAAATGCTCAGT
TTCCTAGAGAATGACAAACCTGAAGGTGGATGGGTTAGATCTCAATGGCTCTGTTACCCT
ACCAGGGGCGTCTTTTGCCTGTGCCCAGTTGCTGGACAGGGGGGTTAGCGGTTGAGTGAA
CACATCATTAACACTTCTGCAGATGCCTTCCGGAGGATATCACTCTGTATTCACAGCAAA
GTGAGTCACAGTCCTACTTCCAGCTGCAAGGGAGAGTGAGTAACTAGTTTTAGCAATGTC
ACTAGGGGAAAATGGGCTCTAATGACAAGGCAGAGGTGGCACATTGTGTAAGCAAGTCCC
TGCCCAAATAGACACACTATGAAAAAGGCTACAGTCACTTGCTAAAGCACAGCTTTGGAT
AAGTTACATGACCTCTTTGAGACTCAGATTCCTACAAAGGAAAGTGAAGACTTAGGATAT
TTACAGCTCAGCGCTGTTAACCTACTGATATTAAACAATATATTCTACAGCTTGACTTTT
ATACATATATATAATATTGTAATTTAATATAAAATATATTAGAAGATATTATTTATCGCA
TATGTAATACATAACCAAAGCTATAATAATATATAATATATATTACTGACTGATTAGATA
ACTGACATTTGATTATATGAATAATAGTAAATGATATATTTTAAAGCTCAGCTTATATTT
GATACATAATATAATATATTATATATGTTATGCAATATAATATACCATATGTTATATAGT
ATTCATATTAGATCATATTATATGGAATATGGCATGTATTATGTGTTATATATTATATAT
ATGTGGAAGGGTTTGGAGAGTCCATTTATATGTAATATATATCATATATTATATATCAAA
TATAATATATAGCTTATAATGTTATATAGTAGGTAGGCTATATTTACATAATAATTTATT
ATGTTACTATATACAGTGATTGCTTCCTTCTCATTACCACTGACTCCTCAAGGCATAATA
AATATGTGGCAACCTTCAACATTGTTTATCTGGAATATTATCTTTTTGACTTTTGTTGTG
TGTAAAAAGATATAGGAAAGGGTCAATTTGACATGCATAGCAAAAGTAAACATGGGGAAA
TTTTAAGGCAGGCGTGATAGGAATTTTTTTTATAATGCAACCATATTCCATTGTACTTAG
CAAGAAGCTCACAACTGCATTTCAGTATCTAACACATCCTCCTCTGAATTTGTCTGATTC
AGCCATCATTAACCACTCTGGGGCTGGGCACTGTGAACAATCTTCCCTTCCTGCCTGGAA
TGGTAGCAACTTCCATTCGGTGCACTCTCCCAACCCTTCTGCCCAGAGCCCCACGAACAA
CAGTTAGGGTCATTTTTCATTTGACACAGAACACATTAACTCCAACTTTGCCTCTAGCCT
TGCCTTTGTCCAAATGGTCCAAAACAGTTTAAGATGCACTTCTCACACCTGCATCTTTGA
CAAGATAACTTGGTGAATGTTTCTGTAATGGGCTCAACTTATTCACATTTGATTATAAAA
AGCTCTATCAGATTATCCCTGAATATATCACATTCCAGCTCCATTTATGGATCCTTTCCC
TGCCAATTATGCAAACGACCTTTCAGTTCCTTCTCTCTCCTACAACTTGCCATCACAGAC
TCCTGCTGTCTACCCAGGAGCCAAGAATTCTTCCTGTGATTAAAAATCCCTCTCAGAGCC
CACCTCCTCCAGGAAACTCGAATCAGCAGGGTGTGAATTTGTTTCTGATTCATAAAAAAA
GACCAGATGAATGTTTGGTCTTGAACAAGGCTGAAAACGAACAGACAATAAGAGTAAAAG
GCTCTTTTCAATGAACTAGAACCCCTTTCAGCCTTGCTATGAAGCCTAGACTACAGTGCT
TACTCGCTCGCTCGCCCCCCCACCCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTTATGCTTGAGGACATCTAAAGTCTTTCTCTTGTACAGCTTCTTGTTT
GAACTGGACAGCTTTGCAGCCATCATGTGATAAAAGGAAAACATTTCATGTTACAGCTAA
GATAACTTTAACCCTTGTGAGAACACTTTATAAGTTACTGCACATGGCATAACACCCTTG
ACCTTATACTGTGGTCCAGTGCCTTAGCTGCCCCATGCAATATGTGTGCAGTTCTAAAAA
TTGTCTGCCAGTCTTTGTGTCTACGGAGGTGTTGGTTCCTCTTCTCATAAAGGCTCATCA
GCTATGAGAGAGTGAAGATTATTTTTTTTCTTTTCTGTAGAGCCCACTGTGGTGATTTGC
ACTCCCACATAAATATGGAATAGTACCATGTAAAGTATCACATGCATCGTATATATCATA
TCATCTAGAGCCCACATGTATCAGTATAAACTCAGTGGCTTTAAATGGTAAATACTCACT
CTCTTAGTTCTGGAGACTGGCAATCCCAGAGTAGAGTACTGTGGGCCTGCGGGCCTTCTG
AAGGTCCTGAGATAGTTTCCTTGTTTCTCCCCTCTGGTGTTCTCTTGGTTTAGCATTCCT
GGGCTTGGAGCTGTATGAATTCAGTCTCACGTCATCTCACAAGCTTCTCTCCTGTGTGTC
TGTGGCTCCTCTTCATCTGTCTAACCCAGTTTCATTCTTATTAAGACCTATCATTGGACT
CAGGGCATCCCCAGGTCATTTAGCATGACCTCAACCCAAAACTCAAGTGTACCCCCGCGC
GCACACACACACAGGGTTGGGGGGGGGCACCACTCCTCAATCAGCTTGTGGATAATGAGG
ATGATGATAGAAGTGGTATAACCTGATTGTTGGCCCTAAAATGATATCATATATAGCTCA
TATATGTTATATAGTATGTAGGCTACAGAATATATAATAATTTATGTTATTATATACAGT
GGCTGGAGAAGTAGACTAGTTATCTTTTCTTTCTCTGCATGAACCATATCCCTGACATAA
ACAACTTAGGAAAGATTTTCCTGGCTCACAGTTTCAGACAGTGGCTTATCATGACAGAGA
AGGCCTAGTGGCTACAGTGAGCCATGGAGCGCCTCACATCATGGCCACATAGGAGAAACA
GAGAGCCCCAGCTGGGGTCAGAAGAGGATGCAACACGCAAAGGTCCGTCTCTATTCACCT
AGTCCCCCCATCTCAGAGGTTCCATATCTCTAAAACCCACGAGTAGCTGGAGCCTGAGTG
GGGAAAACATTTCACATTCATGCACTGGTGGAGGTAATCCTTGTGGGTTATTCATATTTC
TATGTGTTCCGAAAGCATATTTGTATCCCTTTGTTCTGGGCCCTGGCTATTTGTATTTGG
GTTGCTATTTTTGTCCTCCTCATGGATATTTATGTAACAAAACAACCTTAAAACACAGAG
ATAGTGTCTCCTTCCAAGGTAGTCACTGACATGTTCATATCCCCTTCAAAAGATTTGGTT
CCACATAAAGTCTGCCTTGCTATAGGGATGTAAGATGGTACAGTCATTATGAAAAACAAT
GTGGTGAGCCTTCGAAATTTTAAATATAGTATTGTCGTAGAACCCAGCGATTCCATCTAA
AGGAACTGAGATGGGCTCTAAAGAAATATTTACTCAACATTCATGGTGCCATTTTTAACG
ATGGCCAAGAGGTCTGTAAGACCACCCAAATGCCCACTAAAAGTGTATGTGGATAAATAG
AACTGCTGTATAACTACAGGTGCTAGAACTTATTCAACATGGAAAAGAAATGAACTTCCA
ACATGTTACAATATAGATGGAATTTAATAATATTACACTAAGAGAAATGCCTCAAGCACA
ACTGTACCACCCTCTCACATGAAGCACATGAAGTGCTCAGTAGTCAAATTGACAGACACA
GAAAGCAGACTGGTAGTTTTCAGTAAAAGGAGGGGCGGGGCAGTGTACAATTATCAGCTG
TCGTAATTGATACATAGCTTTGGTTTTGCACCAGGAAGAGAGCTCTAAAGATGGATGATA
GTAATGGCTGTATTACACTGTGGACATTCCTAATGCCACTTAGCTCTACACTTTAAAATT
ATTAAGGGAGTTGGGAGACAGCTCAGCAGACAAGAGAATTTGCTGTGCAAACATGAAGAA
CAGAGTTCAAACCTCCAACACCCATATGAAAAACCGGATATGAAGCCAGGCAGTGGTGGC
ACATGCCTTTAATCCCATCACTTGGGAGGCAGAGACAGGCGGATTTCTGAGTTTGAGGCC
AGCCTGGTCTACAGAGTGAGTTCCATGACAGCCAGGGCTACACAGAGAAACCCTGTCTTC
AAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGA
GAGAGAGAGAGGAAAAAGAAAAGGAAAAGGGAAGGGAAGAGAAGGGAAGGGAAGGGAAGG
GAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGG
GAAGGGAAAGAAGAGAAGAGGGAAAGAGGGAAGGGAAGAAGGGAAGAAGGGAAGAAGGAA
GGGGAGGGGAGGGGAGGGGAGGGGAGGGAAGGGAAGGGAAGCTGGATATGGTCATGGATG
TGCCTAATAACTCTGGAACTGTGGGAGTAGAGACAGGAGGATTGCTGTGGCTTGTTAGCT
GCCAGCTTACCAGCTGGTGTGCCAAATAACCAGGTTTGTTAGCTGCCAGTTTCAGTGAGA
GACCTTGTCTCAAAAGAATGAGGTAGGGAGGGATAGAGAAGACCCTGCCATTCTCCTCTG
GATTCCACGAGGCACCAGTGTGTGCATTGGAACACACACCCAAAAATTTTTTAAGAAGCC
ATATTTTATGTTCACTTAATCACAATTACTATGACTCTTTAAGCCCAAACATCCAGAGCT
AATCAGAGACCTCTAATCATCTTCCTTGGGTGATCTCCACTTTCATTCAAACATCCTTGG
TCACTTGGGTTTTTTTCAGTCTCACTGGCTAGCTGGTCTTTTGCTATTTAAAGATCTGTT
TGCTACAGATGGACTCTGACAGTACAGTGAGTGTCAGGGACAAGCCTATCTAATCTTGTA
TATGGATTAGGCAGTGCTATGCAAGAAGAAAAGGGAAAAAAGACTATACCCTTGCCTGTG
TGCTTTAATATGGTGACCAAACCCGATTCACATAAACTTTTTCCATTCATTTAAAGACTG
CCAACCAAAAATGAAGCTCAAAAGATTCCAGTAGGAGTAAAGAACAGAGACAGGAGTGTA
TAAACAACTTTATTATGGAGTCAGGTGGCTTTTATGCAAACATACTCCTAATATATACAT
TAGACTATGGGGGATAAACCAGTTCATTGTAGATTAGCCTGTCTCTATGATCAAGAAAGG
TTTCATAACCACCAAGTCTCCAACAGGCATGCTTCCTGTTACATGAAGGAGGAAAAGCAC
AAATGTGAATGTGAGGTGGTGGGTGAGACAGCCCCAACCCATGCCCACTTTGGAGTAACT
GACAGGAGTGGCTGTCCTCCATAGTGTTGGCACAGGCCTGCAATCCTAGCTACTCACAAC
TGGAAGAATGTAAGATAAAGGTCTGTTTGAGCTCCAGTGTGGGTTCAGGGTGCGCTTGAG
CTACTTATGAGACCCCATCTCAAAAGCTGAAAACATAGAACTAAGTGAGGAATCACAGAC
ATACCTAGCATGCACAAGAAAGACCCTGGCTTCAATCCCCAGTACTACAGAGGAAAGAAA
AGAGAAACAGGACATTAAGAAATGAATGTGGCTGAGTGGTGGTGGCACACGCCTTTAATC
CCACCATTAAGGAGACAGAGGCAGGTGGATGTCTGAGTTCACGGCCATCCTGGTATACAG
AGTGAGTTGTAGGATAGCCAGGGCTACACAGAGAAAGAAAGGAGAAAGAGAGAGAGAGAG
AGAAAGAGAGAGAGAGGGCTTCGACTTCTTTACAATAAAATTAAATGATGGAGTTGAAAG
CTTTGGGGAGTCAGCTGTAGTCAGTTCTTTTCTTCTGCTACAATATCTGGGGAACCAACT
CAGGTTATTGGGCCCCCATGAAAGGTGTGTCTACCCAATGAGTCCTCTCACCAGCCCTCT
ATTGCTTTATTTAAAAACAAAAAAGCAAAGACAAAAACAAAAAAACAGAGACTGGAGAGA
TGGTTCAATGGTTAAGAGCACTAGCTGCTCTTCCAGAGGACTTGGGTTCAATTCCCAGCA
CCCACATGGCAGTTCACAACTGTCTGTAACTCCAGTTCCAGGGGATCTGACACCCTCACA
CCGACAGACATGCAGGTCATAATGCACATGAAATAAAATAAAAATAAATAAGTTTTTAAA
ACCCATAGTAGTATTTTGGCAGGTTATTTCTGTTTATAAATAAATCAAATACCGTGGTTT
TCTTTGCTACTTGATTTAATAAAATAGAATGGCTGAGTTAGGCATAGTGGGAAAAGCCTA
TACTCCAGGACTTGGAAACTGATACAGAAAAATCCAAATTTCAGGCCAGCCTAGGACTAT
GTAGCAAGACCTTTTCTCAGAATTAATTAATTAGTTAGCTAACTAAGTTAAATGGCTATA
TTTTTTAAAAAGATTTATTTATTTATTATATGTAAGTACACTGTAGCTGTCTTCAGACAC
TCCAGAAGAGGGCATCAGATTTCGTTACGGATGGTTGTGAGCCCCATGTGGTTGCTGGGA
TTTGAACTCACGACCTTCGGAAGAGCAGTCGACGCTCTTAACCACTGAGCCATCTCGCCA
GCCCCAAATGGCTATATTTTTAAGTCACTGATTTTAATCATGATCTCTCAAGCCTCTCTG
ACCTTACCCTTAGTGAAATTTTGGACAGATTCTGGGGTTATATTCATGAACAAGATTCTA
CATCTTAGCAAGCATCTCCCTCAGGACTAAGCATTGGTCTCTGAAGTTCTCCTGTGTGTG
AATGTGTGTGTAAGTGAGTGTGTGTGTGATATATATGTGCAAGTGTGTGTGGTGTGTACA
TATATGTCAGATTTCTTCCCCAATGGTTTTCTATCTTTTTTGTTTTTGACAAGGTTTCTT
CACTGTATCTGGAACACATTGCTTCATTTGGGTTGTCTAGCCACGAATCCCCTGGGATCC
ATATTTCCACCCCTTGGTTCTGGGGTGGAAAATGTGATCACAACTAGATTTTTCCATGGG
TTCTGAGCATCTGAACTCAGGTCCTCATGCTTGTAGAAAGCACTTCCCCCACTGAACCAT
CTCCCTAGCCCCTGATGCTCTTAAAGTCCCACTCATGGGGACTCGGAGGCAGGAAGGGAT
AACTCTTACCTCCAACCTTAGTGGTCTTCTAGTGGGTGTTTGGAACTCTAAGCTGGGTGG
GAGAGTTGACTATCAGTCTCTGAGTCCTGTCACCTTTTATGGTCACTGGTCTTGATCAGC
TTTGGGGGTGGAGCCTCAAATTCCATTAATATCTTGTTCTTCAAATACGGTTGCAGTGCA
TGTCTCTGCAGATCTTTCAGAGTATTATCCCTCTCAGCAAGTGACACTGGTCCTGGGACA
GCATCCTGATCACCTGTAAATACTAAAATCCATGGATGCTCAAATCTCATGTATCAGTAG
TTCTCAAACTTCCTAGAGTCTCGATCCTTTAAATACAGTTTCTTTTGTTGTGGTGACCCC
CCCAACCACAAAATTATTTCATTACTATTTCATATCTGTAATTTTTCTAGTTATGAATCA
TAATGTAAATGAGGATATCTGTGACACCCAAAAGGGGTGTGACCCACATGTTGTGAGCCA
CTGCCTTACATGAAGTGATGTAGTATTTGTATATAACCTATGAATATCTGCACCTAGACT
TTAAGTCATTTCTATATGACTCATAATGTCCAATACAATGTAACCAGTTGTTATTTCATA
TTATTCTAAGAATAGGAAGTCTGTTCATGTTCAGTACAGACTTAATCATAATAAATATTT
TCCACCTTTAGTTGATTTAATTAATAGATGTAGAACTTTCAAATTCAGAGTGCTGACTTA
TATCCAGAATTGTTCTTCAGAGAGGCTGTACTAATTTCTACATTGGCCAGCAGGGCAGAA
GCCCATTCATTTCCCTGAATGCTCACTAGCCCCAGCTGTTCATTCTTCAGCCTTAGCCAC
AGCTCAGAGCTCTGCTTAGAAAAACCAACTTGCTTAGTCAAAAGGCTGAATGAAAACATC
ATTCCAGAGCTAAAGCTGCAGGTCCCTAGCTGTTCTGGGGAAGGGAATAGTGAAAGAAGG
AAAGAAGAGCCAGGAGAAAGGATGAGGGGTATAATGGAGGGTGATAGGGATGAAGTGAGC
AAGGCACAGTGATACACAGGTAAAAAAAAATATTATAATGAAAAGTATCATCTTGTATGA
TCACTAAAAAATATAATTATAGCTGCTGTGTTGGAACAAGCTTTTAATACCAGCACTAGG
AAGGCAGAGACAGGCAGATGTCTGTGAGTTCAAGGCCAGCCTGGTCTACAGAGTGAGTTT
CAGAATAGTCAAGGGAACATAAAGAGAGCCTGTATCAAACAAACGAACACAGCGACATAG
TGATGATAAAGTAGAGAGAATGTGGCCCTGACATCAGGGTCAAAGTCTATATCTCCTTTT
AACAATAATGGATCTATTTTTATCTTAAGGAAGGGATGTAATTTCCCCTAGTTTTATTTG
TCACCTATCATAGGAAATGCTAATAACCACATGAGGTATAAGAAGAGAGGCTGTAGAAAT
AAAACAAGAGCAGAAGCACTTTGGAGGAAAAAAAAGGCAGTGGTAATATATGATCATGAT
AGAGAGTAACCTCATAATTACATATAATTTAATTACCAAAGTAATAATTGTACAGCTATA
CTTTATTCACTGTGCTATGTAATAATGTATATTAACATAATATGTTATCGGGGTATAATA
ATTATACATAGAATAGAATGTAAAACTCTTATTAGAAGAGTTCTGCTTAATAACATTGAA
AGAAACATCTTCTATGGAAGTAGAAAATACTGAGCAGACAGAAGATGGTAAGGCTTTAGG
GATACACAAATGTGGTTTTAAATCCTGCTTCATGCATATCTTGAGTATGGGTCCATTATT
TTTATTTTCAAATCAAAGTTTTTCCCCTTTTATTGAAGTATGAGTTTTTTCCCATACAAT
ATATCCCGATTACAATCCCCCCCCACTCCTCCCAGTTCCTCCCCAACCTCTCCTCCCATG
CAGATCCACTCCCTTTCCGTCCCTCATTAGAACAGAACAAGCTTCCAGGAGAAAACAATC
AAACATAACACAGCAAAATATAATGAGGTAAAACAAAAGCCATCACATCGGAGTTGGACA
AGGCAGACCAACGGAAGGAAAAGAACCCAACAAGAATCAGAGACCCACTTGTTCACACAC
TTGGGAATCCCATAAAAAACACTAAACTGGAGCCATAATATATGTGCAGAGGACATGGGG
CAGACATGTGCAGGCCCTGTGGGTGCTCCTTCAGTCTCCATGAGTTTATAGTTGATTTGG
GGGGCCTTGCTCTCCTGTGTCCTTTATCCCTACTGACTCTCATGCTCTGCCTCCTCTTCC
TCAGGGTTTCCTGAGCCATGAAGTGAGGAATCTGAAGGAGATGTCCCATGTAGAGCTGTG
TGTTCCATGGTCTCTCTCTCCATCTCTGTCCCTCTCTGTCCCTCTCTGACTCTCTCTGTC
TCTTTCTCCCTCCCTCCTTTCCTCTCCCTCCCCTCTTCTCTCCCTCCTTCCCTCTCTCCC
TCCTTCCCTCTCTCCCTCCTTCCCTCTCTCCCTCCTTCCCTCTCTCCCTCCTCCCCTCTC
TCCCTCTCTGAAGAATGTCTGGCTGTGGGTTTTTGCATTTGTTCCCATCTGCTGCAAGAG
GAAGTGTCTCCTGTGGTGGCTGACTAAGGCCATTAGGAGTCACTTTATCATTACTTTTTT
TAAAAAGTATTTGGTTTTGCCCCAGGTCTCTGAGCTCTCTAATTTCTAGTTCTTGATTAC
CCAAGCAACATCAGGTATGAGTTTCATTGTGTGGCGTGGGCCTTAAATCAAATCAGACAT
TAGTTGGTTATTCCCACGAGCTTTGTGCACCACTGCCCTAGTATATTTTGCAGGCAGAAC
AGCACTGTAGATCACAGGTTCTGCTGGCTGAGCTAGTGTGTATGATTCTCTTTTGGTAGC
CTGGGGAGTACCTGCCTGTACCAAAGACACTAGAACAGAGGAGTCAACTGTTCCATATTT
AATGAGTTGTGTGGGTATTATCTGCAGCAATGGGGGTCTTGCTGTCAGCTTGTGGAGAGC
AACCTATCGTCTTGACAACAGCCTGGGTTATTTGGGGATTTCCATGGGACCCCTTTGGCG
AACAACTCAATTGGATGAATCCAGTATATAGTCCCAGTACTGGAAGGTTCATTTGGTGAT
AAAAGATGGCCAGTTTGGGGACTCTGTTTTGGATTGAAGACTTTGTTATGATTGCCTTCA
TATATTTTAGGAAGTTCCCACTACACTGTTTCTATCCCCCTGTCAAATTCCACTCAATTC
TGTCTCTCCCCTTCTCTACCCTCCCATTCTAGTAGCTCCTACCCCCAGTTCATGCATACA
TTTTCTTTATTCATTCTCCTGTGGAACGACATGTAGGTTGTTTCCAATTTCTGGCTAGTG
AACATGGTTGAGCAAGTGTATCTTTTGGGGTGTATGCCTAGAAGTGGTATAACTGCATCT
ATGAGGTATATCGAGTCACATCTTTCTGAGGAACTGCCTGCCTTACTGATTTCTATAATA
GCTGTACAAGTTTGCACTCGAGTGTAAGTAAATTCTTTTAACTTCTCTTATTCTCCATCT
TCTCACTGGAAAATAGTGCTTGCAAAGTAAACACAAAACGTATTTTCCAACCTGTTTAAA
GGAAGTTCTAGAGGATATGTTATCCAACACTGCACTTAGAGTAAATGGTACCTTACTGGG
TACTTTAAGACTGAGGAAGTGGGCAATCTTGTACTGCTCTCATCACAAATTAAAATTTAA
AATAGTAATGTACAAAATACATGGCTGAATCACTGAGGATTTTAAAAGTGAACAGTAGTT
AGATATTGTTACTGCTAAATTTTGGTTTTATGGGCCGAGGATGTAGCTGAATCGGTAAAG
TGCTTGCTAGTATGCACAACATCCTGGATTTAATACTCCAGCGTGGCACAGAACCTGCGT
TGGTGGTACACACATGCAATCATTAGATGGGTGGAGGCTCAGAGTTAGTCATCCTTGGCC
ACAAAGCAAACATCAAGGTCAGTCTGCAATATGTGAGATTCTGACTCTGGAACAAAACAA
CCGCAAAGAAAGGGTTTGTTTCTTTTTGGTTTGCTTATCTTTCAATAGAAAGCAAGGTCG
TGATTAGCAAATAACTTCGTTTGCAAGGGTTCTGTTATAAAGGGACACACCAGGAGCTAA
TGCTTGTTTCAGGGTCTGTAAATGGCTGTTCTGACTGCAGATGGCAGACCCTTCTAGATT
ACAGACTACCAGCTCAACGAAGTTTAGTTGTGAAGTTTGGCCCAAAGGTCCAAGCTGGAG
AACTTCTTCTTGCTTACCGTCTGGAAGCTGGATACTGTAAAGTCTGATTCTGGAGTCAGC
ACCAGTGAGCATGCAACCTCAATTGCTAAGTTCAGACAAAGGACATTGTTTACACCTTTG
TGAGTTCAGGATTTGATTAGCTGTCTTTTATGCCTTTAGAAACACTTTATTAAGGGAAAA
GTTCTAATATAGGGAAATTAACTGCTTTGTGCAGTGGGCCTCCCTATATCCACTCATTAC
ATTCTGCAAGAAACACTTTGGCGCCGGGCAATGGTGGCGCACACCTTTAATTCCAGCACT
TGGGAGGCAGAGGCAGGCGGATTTCTGAGTTCAAGGCCAGCCTGGTCTACAAAGTGAGTT
CCAGACAGCCAGGGCTACACAGAGAAACCCTATCTCGAAAACAAACAAACAAACAAAACA
AAAAAAGAAACACTTTGGCTCTGTTTGCTTTGTCACATGACTACTCACAGCTGCCCCCCA
CTCCTCATCTATCTGGGATCAGTAGATTTTAAAGCACAAAAGAAGCAATGTGCTGTTAAA
TGATGGAAATCAGGCTTCCCTTGGGTGAGAGTCTTGGTTTCTAGCAACAATTGATCTGTT
ATTGTAGATTGTCAATATCAAGCTAACAAACCACATCACTGAGCCCACAGTTGGGAAGAG
AGTGGTGTATTTGAGCTTTGTGTGAGTCAGCTTTGGTACACCATGTGTGTGCTTTTTTTT
TTGTCCTTACTCCCTCCCCATTTTTTTTTTTTTTTTTTGAGGACAGGGAGGGGTCAGAGC
CTGGCCCTATACTTGCTAGAAAATGCTTTATGACTGAGAGGCACCTTGACTCCCTTTAAC
TACTCTTGGTTTTACTGATGTTAGTGTCTCAAATAACGGTAGCTGAGTGTCTTCCACACC
TCCTCCTTCCTTCATGGCATCTTCACCTTTAAGACCATCACCTTTAAGACCATCTTTTTG
GAATTACTCTATTTACTCAGAGTAATTCAAGTGAATACCTTACTGAATCTTCCTCCCTGG
GAATAGCCCACCTTATCATTTGCTTCAGAGCTACCAAGATGGCATTCTATTACACATCAA
TTAAAGGTTTTTGGCTCTATGGCTTCTCCTCTATGCCTTCTTAGACAAGTTTCTCCCTTC
CACTCCTCCCATCTCTTCTTGCTCTTGGAGGACTAGGCAGGAGAACAGGGTGCTCACATG
GAATCCCTGGAAGAAATCTCTATTTCTAGGAGAATTTAGTCAAACTGCGTCTCTCTTTCC
TAGCACTGTTACCTTGAGCTCACAGGAAACCCATGGTAGGAGAAATGGCACCTCAGTGCT
TTTGCAACTGGACTAGGGAGAAAGCGTTGGGGCTTACAAACCAGGAGAAATGAGGTATGA
GGTAGAGTGACCCATTCGCTGGCTTTCTAGAAGTTATAGCAAGAAGCTATAATAACACGA
CTCAGGCATATTCCATCTGTATGTATTTTGAGAAATGAGCATGGGAAGCACAGTACCCTG
GGATGTGCTGGTAGACAGTGCCTGTGCTTTCCAGAGTTCAGAAAGCAGTGTTGTTTCAAA
GAGGCCCTCTTTACCAAAGGAAGGAGCCTCTCAGCTCCAAAAGAAAACCTTGCTTCTTCC
TCCATGGCAACATCTCTGCATCTTTCAGGAAAATCAGTGAGGTTATACTTAGGCTTGTCC
TGTGCAGTCCAGATAGACTCACAACATTGGGATATATATAATACAATACTGTGGCACCTT
CTTACTCATTCACACAATAAGAAAAATATACACAAAATAATTAGCAATAGGGGTGAAAGA
CTTTGAATTGCTCTCAAAATGTATTTCAAATGTACAGCTTTTTTTTTTCTTTCTTCATTT
CTTTTTTCTTTTTTGAACAGGGTTTTCTAGCTATTTAGCCCAGGCTGTCCTGGAACTAAT
AATCTTGCCTCGGTCTTTCTAGTATTGGGCTTACAGGTCTGTTCTCCAAGGCTCAGGTCA
AACATAATTTGCCTGACACCCAAGATACTGGCCTTGAACTCTCAAGCACAATTCTCCCCC
AGCCTCCTAAGCTACTGGGACTATAGGCATGTGCCATCACTTCAAAAACTTGCTTAGTGG
GCAGGGTAGATACCCCAGTCAGGAAAATGCTTGCCTTCCAAGCATGAGTGTGATCCTCCA
AAGCTACATTTGAAAAAATATTTGGAGTGATAACACATTTTTGTAACCCGAGGTCAAGAA
AAGCAAAGATTACAAGATCCCTGGGGCTCCCAGGCCATCCAGCCTAGCCTACATGGTTGA
ATTTCAAGCCAGTTTAAAAAACAAGACAAAACAAAACAAAACCATAAACAAAAACAAAAA
TACTGATGGATTGCACCTGAGGAATGAGACCCAAGGTTGTTCTCTGGCCTCCAAACACAC
AGACATACCTATATGTACATTTGCACACACAAACATGGAAACATAATATTTATTATTGGC
TTTAAAATGTGCTTTATATCTAAGCATGCTATGTGTCCCTGGTTATATTGAATTATGTCA
TCCCCACCCAGTCGGACTGCTGTTGTTGGACAAAAGAAAGGAAAGAAGTGTAGTAGGAGG
GACAAGCATTGGAGTCTCCAGACAAGTCTTACAGATAAGTAAGAACCCTTGTGTATTCAC
AGGAATGGACACAGAGCAGCCGTGTATAGACACCATTGTCTGTTTCTCAAAAACTTAAAT
AGCATATGATTCAGCCACTTTACTTCTGTTTGAATTGTTCACCAGAACTGAAAGCAAGGT
CTTGCTTTCATAGTACCCAAAGAATGGAAAAAAATTCAATGCCCACTGATGAATGGACTC
ATAACACATACAGGCAATGGAATAGTATTTAGCTTTCAAAGGAAAGGAAGCGCCAACACA
TGCTTTAACATAAAGGATGTTGAGACCATTATATTATGTGAAATAAATCAATCTTAAAAA
AAAAAGGTGAAGAGTTTATATGACTTTCTACAGTAGTCAGATTTACATACACAAAAGTAG
ACCGGTATTTCCCACAGTCTGACCAGAAGATGTAACCAAGGAGTTGCTTAATGGGTATAG
AGGTGTAGTTCAGCAAGGGGAAATGTTCTACGTATTGGTGGTGTGAAATGAAACCAACCT
ATATGCTTACAAAATGTTTGACAGTAAGTTCTACACTGCATATTTTATGACGCTTAAAAA
TATACTTTAAGCCGGGCGTGGTGGCGCATGCCTTTAATCCCAGCACTCGGGAGGCAGAGG
CAGGTGAATTTCTGAGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAG
GGCTATACAGAGAAACCCTGTCTCGAAAAACCAAAAAAAAAAAATATATATATATATATA
TATATATATATATACTTTAAAAAGAAGTGAACAAGATCAACAACACAATCTTGTACTTGT
ATTCCATAAAAAGATAAGCCAAGCAGAAGGAGAAAGTCCCACGGGACACTTTTAACACAC
TGGCAAACACTCTGCACAAGTGTTTTCCCCTCAACTTGGATTTCATCTTCCCGACACTGC
CACTTGGCTCTGACTCCTGGATGAAGCCAGAGAGAGACAGAAAGCCCTTTGGAGGCGAGG
TGAGTTTCTGCACATGATGATAGAATTTAGGACTCCTCCGGGGCTGGCCACAAACTTCTC
TCTCCTGTAAAAGATTAATATTCTGCAGAGAAGCATTTGGATTATATAAGGCTTCAATCT
AACACTGTGCAAATGTCTGGCCCTGTTCCTTTGCATTCTGCAGAACAATGTTCCCTGCTT
GTCATTATTTTCTGATGTTTACTGAATTCTAATGTCCTCTCTTCAATTTCTCCAGAATTA
TTTGCTTTCTTGATTTTTTTTTTTTTTTTGGTTTCTTAGGTAATGTTTGTTGAAAGTTAA
AATAAATAAATGTGTGCTGTATTTCCTTTGCCTTGGGAGTTTGAAAAATGCTTGAACATG
TTATAGACATGGGTTGCTCTGAGCTCAGAGAGCACCTGACTCTTGTGTCTCAGGATAAGA
AACTGCACTGGGGAACACACGGTTAGAAATAGTTACTTTACTAAGAAAGAAATGGCACTC
CTGAGAAACAGAGTGGGTTAGTGGGCTGAGGGAAGGGCCTCAAAAGACTATGCCATAAGA
CACAGGAACCTTCACAGGACATTCAGAAAGCACCAGTCTCTCACACATTTGAATACAATG
TGCTTATAATGTGTTTTTCTATTCTGTGCTATGTGGACTGAGGGTAGGGGGTGGGAGGGA
AGGCTTCCATGTTTTCTTTGCCTATTGGCTTCCTTTATATGTTAATCTTGATATTGATTT
CCCCAGTCTCTATTGTCTTGCCACCAAGCCCTCTGACAGGTTAAAATGACTGACTTCATA
CCTCCTGGTTAGGTCTCTGTTGACAGGTTAATTATTCAGCTATATTCAGTTTATGAAGAT
GAGGGTCAGGAACCTTAGTCATCTCTGCCTGCCTTTATCCTAAAGTCTGAACCTAGAGGC
CACATTTGACCTTGTCTGAGAAATAGTTGCAATTGTTAAGCACAGAAGTGCATTTTCTCC
ATCTTTGGGTCCCACTTACACTTCCTCCAAGAAGGTCAGACAAATGTTGGGCTTTGAAAT
TGCTCTGCAAGTTTTGTCTCTAGGTCATTCGAGCTCATTGCATGTTAACCACATAGTCAT
GTGTGTGTGTGTGTGTGTGCACTTGTGTGCGTGTTTGGGGGGAGATTTGCTTTACACTAA
AATTTTCAGGTGGCTTTTAGGGAGTTTTCCCCTCGTTACAGAGTTTGGGTAACTTTCTCA
GCAACTGCCTTTGTAAAACCGCCTCACAGTCTTCTGGTGGTCTGGCAGGATCTTTGAAAA
ATCCCTGTCTCTGGAATGCAACCGAGTGCCTGCTGTGGGAAGTATTTAACAGCAATATGG
ATTTCACCTTTGCCTTATCTGGTACACCCAGGAGATTCTCTTTCCTCTATCCCCCAGTCC
TTTATTTTCCCTGAGAGGAGTCTGTTGTTGCTCAAGATGTCCTTGAACTCTGTATGCAGT
GGATGCTGGCCTCAAAGAACTCCTCATTTTGACCTCCGGGACTTTTTACATCCAGGACTG
CTGGGATAACAGGCATGGGCCACCATGCTTGGCTTTCTTCCTCTCCTGTTTCCTGATGGA
GGACGATTTCAACACTGCCCATACAGGTTTCCTTGGTGGTCTAGGTCATGACCTTCACTT
AGGAGAGAGCCGACAGACTTGCCTAAAACGACCCAATCCCCCTAATCTGGGTGTCTTCAT
GTTTCACAAAATGTTCATTCTGTTCTCAGCCGAACCCATCTAGACAAAAACATGCAAGCA
AAAGAAAAAAACCAACCAAACAAACAAAAACCCCAGTCAACCAAACAAAAACCAACTCCA
GTCATTTTCTGTTGAGGACTCTGAGGCTGCTTGCAGCGGGGAGGTGGGGAGGGCGGAGCT
TTGGCTCGATAAGCATTAGATACTAAAATGTGAAATGGAAAATTTTGAAGAACATGTGGA
AGAGGAGGCAGGGAGAGCTTTAGGGAATCGCAGGCCTGAGTGAAAAAAAAAATCCCTGCA
GAAGTCGAGAGCGCTGAGGCACACAGACATATAGAATCTGTAGGCAGTGGTCGCAAAGGC
TGCCGCGCAGCCCTGCAATCCAGCCTGCAGTGACCAGGTCTAGCCTTGGAGCCACAAACG
CATCCTCATTCAGGCCACGCCCCAAGCCCAAAAGCCTCGGCCTCCGGCTCCCGCTCCGGC
TCCACCATTCCCCCACCGCCCCACCTCACAGCTTTAGACTGAGGAAGGGCCGGCCTCGTG
CTTTCGCCCTTCTGCTGGCTGAGGTGGGCGGGGCCGTGCCCGCTGAGGAGGCCCGAGCGG
GCGAGCGAGGTGGGCGGGGCAGTGCTGGCGGAGTGGAGCCGAAGCGGAAGGCGAGGTGGG
CGGAGCCTCGCTAGCCCAGGCGGAAACGGGACCACGAGAGGAGCCGGTCTTCACCCGCTA
AAATAGGCGGAAGTGGGAAGGCGAGGTAGGCGGGGCCTCGACTGCCTAAGTGGGAGAACT
GATGAAGTGGGCGGGTGTAGGCACGCAATGTGGGCGGGGCCCGCCCTGACTGAGGCGGGC
GGGACTGCATAGACAGGCGGGAGCCTCAAGGGAGTGGGCGGGGCCGGGCCGGCTGTGATG
GGCGTGACCGGGGGGTGGGCGGGGCCGCAGACTCGAGACTCGGTGCCCGAGGGTGGGCGG
CACTAGAGGGAGCTGCGGCCGCGCCCGCCCTGTCGCGCCTTGCTTGCTGCTCGGAGCGCC
GCCTCCCCAGCCGTTCGGAGCCGCCGCGATGGCGGAGGACAGCGAGTCTGCGGCCAGCCA
GCAGAGCCTAGAGCTGGACGACCAGGACACGTGCGGAATAGACGGAGACAATGAGGAGGA
GACCGAACACGCCAAAGGGTAGGAGGTGGCGCGCGGGCGCGACAGGGCGGGGACCGCGCG
CACCTCAGGGCTCCCGCGCCCGCTCGTGGCGTGCGGGAGCCCCTAGACCGGAGGCTCCGT
TTGGCGGTGTCCTCATCCCGAGACCATTGTGAGGTGCAGGTCTCCCAGCTCTCGGGGAGC
ACGCAGTGGTGGGCGAGGGCTGAGGTGGGCGGGGAGACTGCGACTCGGGCCCGGGAACCC
GCGACGCGACAGTCACCTGCCGCGCGCCCCCGCTGGCTTGGCCTCACCCTACCACGGCGA
GTGGTTCGGGTGGGAACTTAGCAAGGACGCAAGGCCCTTCCCTTTGCGGTGGCGGCGTCT
TGGACCGGCGAGGCGAGGGAGATGCAAGTCGTTCCACTTGTGCCTTGGCATCCTTCTAGT
TCTTTCGCGCCCCCCCCCCCCAGCCGCCACTAACCCCCTGTAGAGAGGAAACCCGCAGAG
CCGGCGGTGGGGGTGGGATAGGGATGCGCCTCTGGCGGTCTCGGCTGCTGGCGACGAACT
GCGCAAAGTTCTGCCTCCCAGGCCGGGAAAGGGGCGCCGAGACCGGGAGAGGGGGAGGGA
GACAGGTCTCAGCCGACGCCTGAGGGCGTTCAGCTTTGCGGCCTCTGAGCGTGCCCTCAG
AGCTTTCTAGAGCAGAGCTGACGGGTGAACGGAGTTCCCGCGGCCCCGACCTTGCCCCTC
CTGCAAAACTGGTGTCTGATCTCCAAAGCCAAATGCACCAAGTACTTTAACATTTGATCG
GTTTCTCAATCTATGCTGCCCTCTTTTCTCCCCTACAGACTTGATTTTTTTTTCTTCGAG
AAAAGACTGCTTCTGGTTAAGGCTGGTATTGAAGTTCTGTTTTAGAGGCGGGGTTTGGAG
GATCATTTTAAATAAAGACCGGTGTCCCTTTGTAGGTGCTGTTTGCCTCAGCCTTTTACC
CTGTTGGATTCAAACTATGCGCTGGCACAGACTGTTACTGCTGCCCCTTAGAAGTGAGAT
TCTGCGAACCATGGTGACTGGAGAAGTGGGTCAGCCTAAAAACACGATAGGGAAGCCTGA
GTCACAGATGGCTTATTTATTCAGTTCATGGAGAGTCTTTAAAGTATTTGTATTTTATTT
CAACGTTTACTTTAAGCTTTAAGAAAGGAGGCTGTATTGATCTTGAATACGTTATCAGAT
ATTAAATGACAAATGTCAAAAAAGAAAAGCTGACTACATATATCTCCCTTTGGCATGTTG
CTTTTTAAGGTTTTCAGCGAACAGTTCAGTGGCAGCTGCAAGTACTGAATGTTATCATTC
AAGTCTAGATTTTTTTTAAGCCCAGAGAGGCAATTCTTCAGAAATCTTAGCCTGAGTTCT
GTTTATGAGTAATAGAAATTTGCCTGTGATAGCTAAATATGAGTGTATTTTTGAAACACT
AGCCGTCTTGCCAGAAGTGGGTCCATATGCACGCCAGTGGATAGATAACTCAAGGAACTT
CAGCACCCGTAGGTTATCTTTCTGGGGAGACCCTGGACTTATCTCTCTTCAAGTTATATT
GTTCTGTGTGATTGGTATGCTAGGGTGGGGGTTTAAATCAAGCTTCCTTCCTTACAAAGT
CCAGGATACCCTTGGTACAAAGACATACTCTTCTCTGCAACCACTGATCTGGAATTGTTT
GATGCCTTGCTATAGGTAGGCTGTTTGAAGTTCCCATAAGAGCATCCACAGGCATTTTGG
GCCCAGTTAAGAGGTTTCCAGATTTATTACACATCAGCACATTAATTATATATTAGGATG
CTTAATCAAAATTTAGAGCTGCCCAGTAGATTGGGCTGTTTTAACCAAGAGTAGGCAACA
TGATAACTTATAGTTTAAAAAATTAATATAATGGAGTAATTGTTATATATTAAAGTATAG
AGAGATTAGCAAAACCGAAGTAACTGTTCTGCTCTGTTGAACTGCTTTCCTCTTTTGATT
TCAATTTAGACAGTACAATTTAAGGAAGTCGTTCTGTTTTATTTGGCTCATGAATTGATA
GTGCTCCATAGAAACCCAAGTTTTCTTTAAGTAGCTAAAGTTTATCAGTGTTAAAATATA
GAAAACTTTTCCTTCCTTACTTGGCCTCTTCATTCTCCACTAGTTTAAATAAACAACAAA
TAAAGAGCCTCTGGAGAATGAACAGATAATGTTTTACCTCTAATAGGCAAAGTATTACTT
CTGAGCCAATAGGCCATGGTCAGTACATGGAGCTGTAATTTGTTCAATAGCTCCCCTGTG
GCTTGAAAGGATTAATATACACCCAACATTCAGTATAATGCATCTAGGAGTTATTCTAGC
TTACTGTGTTGAAACTGTAGATACAAATAAAGGAAAAATACACAGTGAGATACCACTATG
CTTTTGTTTTTGCAGAATTTTCTTCATTAGCTTTATATTTTATTTTATGGGTAATATTGA
ATGCCCATAAACAGAAGATGAGGTTTTGTGTTTAATTTAAAGCAATAGCATAAGTATTAT
AAAATACTTGAGTGTCATCTTTGTCATGGGAAGTGTGTACATCAACTCTTTGGTCCACCC
AAGTATGGTAGCAGTATACCACTCTAAAAGTTACATGCATTCTCAAAGCATTGATGAACA
AGGAGATTGGCAGTTTTAAGTAGTGAGATGATAGCTCAGACAATGTAGTTTTATTATTTT
CAAATAAAATATGGACAATTAGAAGTAAGATAATTGAGGATTTCCTAAAAAGATCCCTTC
AGTGACTTGCCTTACCACCTGATTCGTGGAGCTTGAGGAAACTTGAAAACTTTGAGGCCA
ATGAAAAGTCCAAATGACTGAAGCTATCATTCCTTTGCTGGGTGGCAGTGGGGAGAGGTT
GTCTCCAGGATGACTCTGCTAGGAACTTGCCTACCCCAGTGTGAGGCTGCAGAGGTAATT
CAGGGTCTTTAATATGGACTATTCTACTCAGTCTTGATTTGTTCTGCCTTCTCAGTTTCT
GAAGGGATTTGGAAAAACTGTTGAAGATGGCCACAATGTTAAGTCTACTTAAACCCAAGG
TCTTCTTGCCCTATTAAGGAATGTTTTCTCCACTTGTAAACTACATCCTAGAGGACTCCT
TAGCTTCATCCTATGAAAATCAGCTTTTTAATCACTGTGACAATTACATGGGAAAAACAG
TTTAAAGAATGAAAGATTGATTTTTTTTTTTTTTTGGACACACAATTTCAGGGCTTTCTG
GCTGTGGTCCGTTAGTTCAGTTTTGTGACTGGTGGGGCAGAAGCCCAGCATAGAATGACT
TAAGGAATACGATTGCTCACCTTGTGGCAATCAGAAATTGGGGGTGGAGGTGGTACAGGA
ATGTACTTTCCTGGTAGAGGAGTTGCCCACTATGCATATCTATCTGGCTTTATTTAATCC
CTGATACCACAAAAAATTTAGTTAAATGTGGTGGCTGTAATCCTGGCCTTTGGAAGCTGA
GGAAAACCTTGCGTTTAAGTCATAGCCAGCATTGTCTCAAAAAAAAAAAAAAAAAAAGCT
TGAGACAAGAGGCCCATTGGACACGCAAAATTTATATGCCCCAGTACAGGGGAACGCCAG
GGCCAAAAAGGGGGAGTGGGTAGGTAGGGGAGTGGGGGTGGGTGGGTATGGGGGACTTTT
GGTATAGCATTGGAAATGTAAATGAGCTAAATACCTAATAAAAAATTAAAAAAAAAAGCT
TGAGACAAAATAATAAAAGGTTTTATATTGATTTAGAGTTCTTTGGGTATATTCCCAAGA
GTGGCATAACTGATTCATAAAATAGTTGTTACTGGTTGTTGTTGTTGTTACTGTTACTGT
TGTTATTATTATTGACCCTCTATACTGATTTCCATACTGGTTAGGATAATTTACATTTCT
TCCACCAACAGACAACGGCTGCCTTTCCCCCACCATCCTAGTTACCATTTGTTGTGTTTA
CTCAGTAATATTATTAGGTAGTCTCTCAGACTGGGGATGAGATGGAATTTCAATGTTTTA
ATTGCTGTTTCCTAGTGGCCAAGAATGCTGAGCTGTATTTTTTGAATATTTATTAGCTGT
TTGTATTTCATCTCTTGACAGCTGCCTGTTCATTTCCTTTGACCCTTTACTGACTAGATT
GTTTGGTTCCTTGGTAATCTTTACAGAATCTAGATACTTCTGTCATATGTATAACTGGCA
AAGAGTTTTCTTCCACCATGAGCTATCACTTCACTTGTGCAGAAGCCTTTTAATTCCATC
AGTTCCGTTTGCCAACTCTTTCTAACATTTCCTGATACGTCTAGAAAGCATCTTCACCGG
TATCTAAGTGCTTTCCTTATGCTTCCCTGTAGCAATTTTAAAGTTGCAGTCTCATATTAG
GATTTGAATCGATCTCTTTTCCTGTAAAGTGAGAAGTACAGATCTAGTTTTGTTCTTTTA
TACTTGGATATCCAGTTTTGTAGCAACATTTGTTGACAAGGCTTGCTTTTGTTCAAAATA
GGCTTTTGGCATCTTTGTTAAAAATTAGGTCTGACTGTCATTGTGGTGTTTATTCCATAG
CCTCTATCTGTTCTACTGGCCTACAAGTTGGTTTCTGTGCCAGTACCATGCTGTTTCTGT
TGTGGCCGGTAGTGCATCTTGAAATGAGGTACCTCCAGTATTGTTCCTTTTGCTCAGTCT
TGCTTTGACTATTCAGTGTCTTTTGTGCCTCCATATGAATTTTTGGATCTTTGTTGTTTC
TAGGAAAAATGTTGGAATTTTGACAGTAATTGCAGTCAGTCTATAGATTGCTTTTGGCAA
TGCACATTAAGAATTCTTAGGAAAACAAAAAGGCTCAATATGTCACAAAAAGTAACCCTT
AGATGTTCTTTTGTTGTTTGTTTTATTTTGAGATAGTCTTAATCTCAATCCAAGCTGGTC
TAACCTGAGCCACTGTGTCGCCTGGACTGAACTCCTTGTCTCTCTCTTCCTGTGCCAGGA
TTACAGGTGCAAGGTATGAGAATTAAGAAACAAAAAATAATAAAACAACCCTTCTTGTAC
TACCCTCAATTGAGGGGAAAGATTTGAAGAAAATGCAGTGTATCTAGCTATTTGTTGTTG
GGATTGACTATGGCCACTTCCCTTAGTTGGCTGCATAGAGTCAGAGAGAAAATGCAGAAA
CTTAGAGTAACTCTGATTTCTCATCATGCAAAATTTAAGGGATAGCTCAAAGCTGCTCTT
TCTAAAATTTGATCTCCTGTCAAATATATAAATCTAAATGGAAAGATATATTAACAGCCC
TAGCCCAAGGGCTTCCCTCATTCAAAAAATACTTAAAACAGTGATCAGATGTCAATTGAG
ACTTGCCTCTGAGATGGTGACCTCACCTTTGGCCCAGAGCAGGACTTTCCCCAGAGACTG
GCTGAAATTCAGAGTTTTTAAGGACAACAAACACACTCTGCTGTCTTTGTTACTCGACAC
CAATATATATCATTAAAGAGAACCAATTTGTCTGTCATTGTTCCATTTGAAAATAGTTTT
ATTACTTTTACTGGTTATATGAGTGAATCATGCAGAATAAAATTGAAAGATAAAATAGAG
AGCAAAATTCCTTGGCTATTCTATTTCTTTATATCCTAGCTTAATTAACCGTGTAACTGA
TTCACATTTTAGTATGTGCCCAATCAACATAAAGATGATCAGACTTCAGATTAGGTTCAT
TGGCAACTGTGTGTTTTTCCACCATGGCCATTGGCTAGCAAGTAGACATTACTCACATAG
AGCTAGCTGCTGGACTCCCGAATGTGGATAGAGTGTGATTGAGGAACTAAAATTTCAATT
TAATTGTATTTAAATTCTTTAAAAAACCCTTTCACAGATGGTGACTATCATATTAGACAA
CTCAGATATATGTGCCTTTGAATTTTCTGTTTTTATGTACTTAGGTAGCCAGACTTTTGC
TACTTTGTGGGTTCTTTCTTCCACCCTTCTCCACCTGTTTAGCAGCCTAACACTAGGTAG
GAGAGAAAGAGATCACTGAATCTTAAGTTTTTTTCTTTTTGTTTCTTTTTAACCAGGACT
ACTATTAAACAGCAACCAACCTTCCCAAATGACCAACCCATCTCTTGGGACCCTAGCATT
TATATACCCTATGAAAAGTTCCCAGAATTTCAAATGTTACAGATTCACAGAAGCTATCTG
GCAAAATCTTGCCTCTGCTAGAACACGAGGCAAATCATAGTTGCTGGACACAGTCTGAAG
CAGCCTCCTGTGGTTAAAATGAATACCTTTTTTTAAAGAAACCAAAATTCTCACAACATA
ATATATTATAAATTAAACATTTATTTTTCCTTTCTTTTGCAGAGTATAGTGTTCCCATTT
TTTTTTCCTTCTAGGAATTGTCTTTAAATTTTGAACATGCATGTTTTAAACAAGTTTCTC
TGTCAATGCCACATTTTTCACTACTATCTGCTAGGCATAGCAACCCATGCCTGCAAGCTC
AGCACTTGGGAGATGGAGGCAGAAGGATCAGGAATGAAAGTTCATCCTCACCATAGAAGG
TTGGAGGCCAGCCTGAGCTCCATGAAACCTTGTCTTAGAAAAACAAAAACAAAATTGTAA
CCACTTTCCCAAACATTCTACAATTTCACAAGACAAAAAATGTGTAGTCTCTGAAATAAC
TGGTATCTTCATTAGTTTCATGAGCTTTCATTTTTGCTCTTGTGTCCTTAAAAACATTTG
TCCGAACCATGACACTGTTTCACAACTGTGTTTTCAGGAACATCACACTTACTGCCTTTG
TCTCCTGGTGTGTTTTAGAAAGATCTTTTCCTTTTTATCTTCAATTATTTTTCCCCGTTT
CTTTCTTTCTTTTTTTCTAAAAAGTAACTTTATTAAAAGGAAAAGGAAGTGTGGAGAGAG
GAAACGCAGGCGTGAGAACTTGCAAACACCAAATAGACAATAAGGAAAGGTTAGTCATTA
AAAGGCAAAGACAGTTTTCTTTTGAACAGTCTCCATAAAGACTGTCAGAAATTGCCAATG
CTGACTGTACTGCAGGTAGTCATGACAGGGTATTGGGGAAAGTTTTCAATTAGCAATAAT
CATGCCTCAGATAAACCTCACTGGCTACAATACTGCCACTACGCAAAGCTTTTAATTACT
TTCTTATTTCATATTTTTTATAGTGTGTGGATGATTCTGTTTTCTAGTTTCTTGAATGTC
TGATGAGTCTTGCTGTCAAAGATAACTATAATTCAACAAGCATCCCTTACCCCACTGAGC
CATCTCCCCAGCCCCGTAAACCATGAGTGAGATGTACATGTACCGTCTCCTTTTAATTTT
ATGGGTACCCCTATTATCATTCTTTAATTTGGCTTGTTTTTAGCCTGGAACCTTGTAGGA
TCTTTTCCTTATACTGTAATTGAGAGGTTTGCATAGTCTGTCACTTAAAAAAAAAGACTA
AACAAAATATCACACACTGATACTTTAAGATGAGAATTCTTGGGTATTTACATTTCTATA
GTTCTCAAGTCTGTCCAGGCTGCTGCCATTTTCCCCTCTAATGGGATCCTAGTGTTTTCA
GTTTATCAGTATCAAACTCCATGTGAAACCGTTCTCTTAAATTTTTTTTTTCACCATCAA
GGACAGCCTAATATTGGCTACTGTACACAACATTTACTGAAGGTCTTATGCATAATAACA
CGGAGGGCTATAACATAGGACAGCAAACAACTCCCAGACTCATTGCAGATATCATTGCTA
AGCCAAAGGAATTTCTCTGTGTCTGTGACTCCCCATAAACCCTCATTGCAGCTTTCCCTC
CACGTTATCTCCTTCTCCAGGCTCAAAGTCATTGCAAATTTACATTGTTTCATGAAGATT
TAAGTGGTCATGGTGACCTCAGGTCATGGTCCTTATCAAGGCCCTGGAGCCCTACAGGAT
TTGGCCTTCCAAATCTGTGCCACCATTCTTTTCCATGCTGCCATCTCCCCAGTAGTCTGC
TCAGCCAGACCCTTGTTTTACACCAAGGTAGTCATGACTCCTAAAGATAAGTGACTTGAC
TAGGGTCACATAGCTGGTAAGTGAGGAGCACATTCTCCTACTGTGTGTCTAAAATACATA
TCTAAACTAACTCAAGTAAAAGATAACTTTATTTAAACATAGCAATGTGTGGTCTGAAAG
TAAGGCAAGTCTTGATTAGAATTGAGGACCTGGGGTTTATTTATCTGTTTTTCTTCTCTT
CTGCCTCAATTAAGTCCACACTGTCCAAAGGGTGTTTCTTAACTCAGATTCTCTAGAAGA
CCCCTAACTGGTTTCTGGGCAACAGGAAGATTTATTCCGGCTCAGTCAGTCAGCTGTGGT
GGAGAATGGGCAGATAATGGGGAGGGGATTGTTGGATGGTATAGCGTGGCTATTGAGAAG
CACCTTTGGTGAGGTCTATGCTTATTATAATTGGAATCATGAACAACCCAAAGGCCTATG
TGTTAAAGGGCTGGTGACACTCGGGGTGATACTACTGGGAAGTTGTAGAAGCCTACAGGA
AGACCTTTAGATCATCAGAGGGTGCTTGTAAAGAGGGTTTGGGGAACCAGGTCTCATTCC
CATTTGCTCCTTGGCTTGTGATCTAAGCAGTCTTCCTCATATACGTATTATGATGTGTTT
TGTTGCCACAAGCTCAAAACAACTGAGTTACTTGATCATGAGCTGCACTTCCAACAATAT
GAGGTAAAATAATCCTTTCCTCTTTAACAGTTAATTTTATGAGGAGGTGTTGTTGTTGTG
GCAATGAAAAACTTAATGTAGTGGTCAGAGGTAGTTTTTAGAGTGATAGAAGCAAGACTG
GCAACTAGCTGTGGATCAGTTTGTCTCTTCCAAAATATTCTATGGAATCCTAAATCTCTG
TTGCCATAGTAATAGTAAGGAGGGTCTTTGGAAGGCAATTACATAATAAGGAGGGGAGCT
GTCACTGTAGGTTTAGTGATGAAGACAAAAAGAACTGTTTACTGGAACCCAAACATGCTG
GCACCCTGGTCCATCCTGATCATGGACTTCAGCTCCTAAAACTATAAGAAACAATATACT
GTTTAAACAATGTACTGATAGGTCTTGATACTTTAGTAGCAGCCAGGGTGATTAGGAAGC
ACTCGATGTGTACCTACAAAGCATGAACACAAATCTGCCTGTGGAGTCATAGGCAGATTG
TAAGCATGAAGATAGCACTTTGCATCTTTAAGTCTTAGACTATCTGGTACGTCAGATACA
TCAAAAGCTTAATAAAAATCTGTTGACTGGAGTTCAGTATTCTTTTAAACAAATTTGTGT
GTGAAAGAGAGAATGAATGAATGAATGAATGAATGAATATGTGTGATGGGGGGAGGAGAA
GGCCTATGTGTAATAGCTAATGTGCAGAGGTCAGTAGGCATCCATGTATTCATGTGGATT
CTGGAGAATGGAGTAAGGTTGCCAGGCTTCATGGGGAATCACCATTTCACACAAAACCAT
CTCCACAGCCTTCCAGTATGTCTTTAACCCCAAATGTCAAATTCATTTTGGGTTGGAAAA
TATTTACATTTGAATAATGGATATGGGTAGCTGTGGACATGTAGCCTTCTAGAATTAGGG
TTTATCATGCTTGTTGCTTTGTCCACAGATAGTGAGGCTTTAATGATATTTACTCCATCA
GTCCCCAGAGGAAATAGAACTCCATGGTGTCTAAAATCTCACTGTAGAGAGGCCATCATC
TAGCTAGCCCAATGAGAACAGTGGGGCTTCCTGCAGTAGATTGTGGGTCACCTAGGAGAA
CAGGATGAAGAAATTAATATTAGAATTGGACAGGTGAACCACTGACAAAAATAAACCCAC
ATGACTTCTTGAGGAATCTGAAGTTCCTGCAAGTAAAATCCATTACTGAACTTGGTAGCC
GTAAGATAACTTGCATGAGATGTCCCTGACTCAGGATGTGTACATATTAGTAGCCAGAAC
AGCTAATTATTTGTTTTAGCCTTAGCCAACTTGCCCAGCTGAGTTTCAGTTCTTTTTTAA
CACCAGAGCATTGTGATATGGCTACCTTTACTGCTTGTCTAAGCTGATCAAGAACCTTGG
GTTTTCTGCCTTTTCTTCTATTCATTATCCTAAGGAGGGCACCAGAGCTTATGTACACAT
ATGAGCACTGAAGATTTATAGTAACCTGATCAAAGATACAGATTCATAAAAAGATCATGA
ATGGGATTGTGAAGAAGATCCAAAAGTCAGCAATAAATACCTTAAGAGATGGTCAAAAGA
AATGCACAAATAAGGGACAATACAGCATAGTAAGGGTGAGGATTCTGGGTGAAGACTGGC
TAGATTTGAATGCTGGCTTTGTTACTACTAAACATGTTACTTTCAATGAGTTCCTTAATG
ACCCCATATTTCAGTTTCCTTCCTATCGAGTGGAAATAATGTGTTGTTATGACAGTTTAC
AAGATCAGATCTAAGGTGCTTAGTACAGTGTCTACTGTGCATTAAGTTCTGTACATTGTT
AGCTGAGGTGACAGTGACAGGTGGCTGTTGTTGATATAATGGTAATGGAAAAATTGATGG
TAATGGTGATAATTGCAGATAGTGATGTGGAGTTGTGTTGCTGGGGGTTATAATAATGAT
GCTGATGATGTAGGTGATGGTCATGTGCTATGATGATAATAAAAGCTGGTGGTAATAATT
TTGGTTGAGGTAAAGATGTGTGATATTGGTAACAGTAATAGTTACTACATTTTATCAAAT
TACTTTAACGTTGATGACTGTGGTGATGGTGATGATTATGATGATTATGACAAACATGAT
GTGTGATGTTGGTGATAACAGTGTTGATGCTGGTGGTGGTGATAGTGACAATGAGTTGCT
ATGCCAACTTTTTCTTGTTAGTGGCTGTGCCAGCTTACCAAAGGTATGTGAGAGATGTCT
TTTTGTGGCATACTTCAGATATTCTTAGACTTTAAAATACTTGCCAGACCAGGGGACCAA
GTAGAGCATTTTTTTTTCAAGATTATTAGCTGCCAAGGCTTTTTCTTGGTGAAGTGCTTA
TTCATACACTCAGCCCATGATTCTGTCAGACTTTTGTCTTTTTCTTAATGATTTTTAAAA
TTGATTTTTCATTCATCTAGAAAATACTTACTAAAGATCTTTTGTATGCTAGATACTGTT
TTGATAGGTCCTGATACCAAGGGGGAGATTGTTTATTTTATATTCATGTGCACGCACGCG
CATACACACACACACACACACAATCCCAGGCTGGTGTTCAGAAGAGCTCTTGTTTCTTCT
GCCATTTAAGAGCTGTGCATCTCCCAATGTGTGGCTTTTCTGTCTTCTGTTTTCTAATCC
TACATCTCCTCAGCCCTGGGAAAGAAAGAACATGGACATGCAGTGGCCAACAAGAAAAGG
CAGACATCATTTCCACTGGTGCCTCTTTTCTCAGTCAGTGGTCCTATCTGACTGCCAGGG
GCTGGGAGCTAGCACATCAGAGAGAAGCAGGGTAGGCTTTTGTGGGCATTCTCCAGAACG
CACTGAAATATTTCCGAGGCTCTTCTAGTAAATCCTGCCTATAGATTTCATGGACTCTGA
CAATTTGCCTTTGTAGCAAGTTCAATATTTGATCTTTCCATGGCAGAAATGGAGTGGACT
GGTTCCAGTGGCCTGTTCAAACAAGGCCCTGAGTCCCATTTCCAACTCAAAATAGCAAAC
TTCAGAATTTGTTTGGAACTCTCATGCGTAATCTCGGGAAGAAGGGCGTGGAACTCTTAA
AGTTGGATACGGTTTTATAAAGAGGCAACGTGATTTCCACAGTTGAATTTCTGGATGTGG
TGATCTGCCTCAAACAGGAGTCTGAATCAGGCTTCACTGAATTCCATGTGGAAGCTCGTT
TTGAAAAACTTCTCCTACTGTCCAGGTTCCTACTCAGCACCTTGCCTACTCAGGCTTGTG
ACATCTCTTTCTACCATCCATGTTCTTTCAGAACCTGTGATTTCTGTGGGAAGCAGATGC
CAGTTAGCTGCTCTTACAGTTCTGGGTTAGTTCTGGGTCTGTTCAGGCCACTCTCTCCTG
CCACCCTAGGCATAGCAGGTCACTAGTTAGTATTTTTAACAAGTCTTATTGACATATACT
TTATGTTATGTAATTTAGTGGCTTTTATAACATCCACAGAGTTGTACAGCCATCGCCACA
GTCCTGTTTTAGAAGTGATTTTTATCCCAGCATGAAACCCACATCCCTAAGCAGTCCACT
CCCTAAATGCTCTCTACTAGTCACTCACTTTTTTCTCATGACAGAATACTTAACAGAAGC
AATTCAAGACAGAGAGTGTATCTTTTCAAAGTTCGTGGGAATATAGCCTGTTGTAGTGAG
GAAGGTGGAGGCTGCGCACACTGCAACCAGTTAGAAGAAATTTGCATGCTGGTGCTCAGT
ATGCTTTGCCTTCTTAGGCAGTCTAGGACCCCAGGCCAGTCATAGAGCCAAACTTACATA
ATCCTTCACAGAACGGCTCAGAGGTTTGTCTCTGTGGTTCTAGGCTGTTTCAAGGTAACA
ATCACAATAAACACCTAGTAATAAGCTCCTAACAACTACAAATCTATCTTGACTTTCTTT
GGTCTGGTTGTTTGGATATTTTGTAAAAATTCAGGGGGCTGGAGAGATGGCTCAGCAGTT
AAGGTTAAAAATACTGACTGCTCTTCCCAAGGTCCTGAGTTCAATTCCCAGCAACCACAT
GATGGCTCACAGCCATGAGTAATGAGATCTGATGACCTCTTTTGATGTGTCTGAAGACAG
CTACAGTGTACTCATATATAATAAATCTTTCCTTCTTCTTTCTTTTTTTTTTTTTTTATA
ACTCATCTGTAGACCAGGCTGTCCTGGAACTCAGAAGTCTGCCTGCCTCTACCTCCCAAG
TGCTGGGATTAAAAACAAAAAACAAAAAAAACTTAACCATATAATATGTGGGCTTTACAA
CACCAGCCTCTTACACTGAATTTATCCTGCTTATGTATAAGTGGTACTTTTTAAATTTTT
TTTTGAATAGCTATCTTTATATGCATATTCCACATTTTCTGTACCCATCAGTTGATAGGC
ATTTGGATTATTTCTGTTTGAGAGTTGTTATGAATAAGGTTGCTGTGAATGTTCACATGC
TAATTTTTGTATAGATATCTTATTTTTATTTGTTTAGAAACCTGAGAGTATAATTCCTGA
ATTACATTAGAAATTATTGTTGAAAGTTCTGAGGAGATGCTAAAGAGATGGCTCTGTGGT
TAAAAGTGCCTGCTGCTGAGCAGCCATATAAAAATCCGGGTGTACCGTGCACACCTTAAC
CACAGGTCCCAAGGGAAACAGAAACAGGATGGTTTGAGGCTTTGTTGGCTTATAGCTTCG
AGTAGAAAATCTGTGTCCCAGGGACAGGGAGAGACCCTGGCCTGAAAGGAATGGGTAAAG
AATGATAAAGAAGGACACCTGACACCCTCTTCTGGTTTGTGCTTGTTTACACAAGAGCAC
ACAGTCATAAACATGGGGGTACGTACTCACACAAACCTGGGTCCTCTATAGGAGCTCTTA
CATGCTAAGCTATCTTTTAACTTCTATGTATTGTCAGTGCAGTAGTCCTATTTTGAGCAG
CAGGTTGGCCTCAAATTCAAATTTTTTCTGCCTTGTTCTCCAGATTGATGGCATTACAGA
TATGTCATACCATTTCAAGCTCTTCTCTGTATTTTTTTTATTGTGGTTGACCTAGTATTA
TGAGGATGTGCCAGTAACATCTCTTATTCCCCATCCTAGTGTCTTTAAGGCTTCTGAAAT
GGAAAAAGTAACTTATACTCATTTAAGGGCTGGGAAGGTTGAAATATTTGTGCAAATTTG
GAAGGATAGATAATGCATTTGGTGCCAGTTTTTGTAGTTCCTTGCCAATTTCTGGTTTTC
AGATGAGCAAGAAGACAGGAGAGTTTATAAACTAGCCCTAATAAAAGTTGAGAATAGGCC
GGGTGTGGTGGCACATGCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCAGATTTCT
GAGTTCCAGGACAGCCTGGTCTACAAAGTGAGTTCCAGGACAACCAGGGCTATACAGGGA
AACCCTGTCTCAAAAAAACAAAAACAAAAAACAAACAAACAAACAAAAAACACAAGAAGT
TGAGAATATATTTTTATTATACATTCTTCATTATACCAAAATTTAAAAGTATAATTTTAA
GCTGGGCATGATGGCACATTCCTTTACATCTCAGCACTCAGGATGAGTGTGGTAACCAAG
GCAGATGTGTCTTTGTAATTTGAGGCCAGTTTGGTCTACATCATGAGGTTTTGGCCAGCC
AGTGCTAAACAATGGAGACCTTGTCTTTTTGAAAAAAAATAATAATTTCAGCAATACAGT
ATATTAACATAGTAGTAGTAATTAACTCAGAATTTAATTAATAAAAAATTTTATCTTATA
GCTGTCCTAGTTTATACTGTAGATGGTATAATGTTATTTAAAGAACTTTGGTGAAATAAA
CTGGTGCTTTTAATGTCTCTGGATTGTACACTGAAGATAATTTCATGTGGTTTAAGCATG
CACGCCAGTCATAGTTGCTCTTCCACTGCCCTGCTGTAAGAAGGTGCTTTAGGGGTCTAT
TTGAACTGGCTTTCCGGGATGTTTGTGGGGTTTGTTTGGGATTTGGGGGGCGGGGTGATT
GGGATTTGTTTGTTTGTTTGAAGTTTCTCTGCACAACCCTGGCTGTCCTAGGACTCACTG
TGTAGACCAGGCTGGCCTCAAACTCAGATCCACCTAACTCTGCCTCCCAAGTGCTGGGAT
GAAGGAAGGACTAGTAGTTTCTAGAAAAGGGTTCTAGCAGAAGAGAGGTGCAACCATTTG
ACTTCAGCCTCCCTATGGACCCAACACAGTGCTGAACATGGTAGAAGTAAAAGTTTAGAG
AACATTTGGATTAGGATTAATAATCTTTACCACCTAGGTAGGAAAAATTGTTATTTTTCA
GAGGTGTTTTTCTTTCTAGCAATACATAACTGGAGCTACCTTAATAGCCAGAATAATACA
ACAGTCACTCATTCAAAAGGTATTTGTTATTACATCTTCTAATGAACGGTGTTAGAAGCC
AGGCGTGGTGGCACATGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGTGGATTTCT
GAGTTCAAGGAAAGCCTGGTTTACAGAGTGAGTTCCAGGACAGCCAGGGATACACAGAGA
AACCCTGTCTCGAAAAACCAAAAAAAAAAAAAAAAAAGAAAGAAAGAAAAGAAAGGTATT
CGAGACATTCAGGATGCCAGTATAAACTGATTTCTTGAATCCCCTGCATATACACATGCA
TCTGCATGAGACTCCACATCAGCATAGCACTGTCACTTCATAAGGTGCCAGCTTGAACAC
ATCTAGGAGGATACACCTAATCAGAATTCCCCAAACAAGGTGCATCACCCATGTTTCTAG
CTCCAGTACCTGGCTGTGATAAACTTGTTTCTGCTCAGTTGCCAATCAGATATTTATGGG
CACCCTTAGTTGCCAGATGATTTTAAATATAAACATGGTGATTGTACAGTTTGATTCTGC
TGATGAAAATAAACTGCTAATTTTGGGGTGGGAATGCATTACTATTTTTAGGCCTCTAGG
GTATCACTTGACAAGGTTTTAATGGATCTTCAGCAATAAGCACTGCTTTCTATTTTAGGG
TTAGGAACAGGGAAATGTGAGCCTATGTTTTTGTATTTTTTTTGACTTATTGAAGAATGA
ATTGTCCATTTAAAATGTAATATATATATTTATTTAACACATGAATAACCGATAAAAGAA
GGAATCCCTCTATAACCTTGTTGTTGGGCATAAAGATTAAGGCTTTTGTTTTAGGGAGCA
TGGGGGAATGAATTAGTAATGGACAACCTCATAGTTCTTTTGGTTAAGCCAGTGGAGATG
TATATCTCTCCATACTGTACAAAGGCAGAGCTCTTCAGCCTCTTAATTCACCCAGATGTT
GGCTCCAGGACACAGGGCTGTTTGGCTTGAAAAGTCAGAACAGACAAAAGAGAGTGTATA
GCCGTTAGTAAGGCACAAGCTGGAAGGCCAGCCTGGGATACATAGCAAATTTTAGCTCAG
CCCCAGCCTGGATACTGAGATCTTATCTTTGAAACAAAATGAAAGGAAAGAAAACAAAGT
AGGAAAGTAAAGTACATTTAAGGCTCTGACCTACTGGTTGAGCCTTTGACTGCTTCATAG
ATGATTCCTGTATTGGATGTGCTGAAAGGTAGGGGTTGGGACTTGGTTGGAGTTGGTTTT
GTGGACTGGGGGTATTCCTGTGGGTAGTATCTTGCCCTAGCCCCTTTCCCATATTCTCCT
TTCTGTGTATCCTGGTGGACCATTATAATGTTGTCCAGACGTTTTCATGCTGACCTGTAT
GGTGCCAAACAGCAGTGAGTTGAACCCTCTGAAACCATAAGCCCAACCAAGTATTTACTC
CTTTGTATTGTCCCTTATGTTGTTTTGGTCAACCACAAAAGTAACTATTATAGAGTCACA
TTTGGAGTCTAACTTTGGGGCTTCCTGAGCTGGATTTATGTGATTCACTTATGTGGCTGG
TAATTGATGTTGGAGCTGAGCCAGGAGCTCAGTTTTCAACTCAACCAAGAGTCCACATTG
GCCTCACCATTATGGCAGGTTCTTATGTTATAAGAAAAGTAAAGGTGTATGGCCTTTTAT
AACCTGGAAGTCACATAGTGTCACTTTCACTGTGGACAGAGCGTGTCAGAGAAAGTCAAA
GGCCACCTAGATCCAAAGGGAGGGAAAACAGACTCCAGTTGAACATGAAAGATGATGTCA
AAGAATTTGTGGGCTTGCTCTAACTGTGCTCACAGTGCAGCAGCATCAGGGACACATGGA
CATCACTGTGCAGTTGTGGAAGGTGTGAATTAGTGTCTATTAAGGAGAGATGTCAGATTC
TTTGTCCCTATGTTACTAGACTTTGGATATGACAGTTTGGTCCCTGACTAACATGTTCTA
TTATATGAGGGCCTCTTGTGTTTATAATTTTCCCTGCTTAGAGCACTAAACTTTAAACCC
ATAGCTATGTGCATGCTAGACCAGTACTATACATTGAGATACATTGTGTATTTCTTCTAT
GGGTTCTCACTGACTTGCCTGTGTTGGCCTTGAACTTGGGCTGTAGCTCAGGCTGGTATC
CAACTTGCCATCTTCTTGCCTTATCTCCCTGTATGTATTTTGGAATGTTGAAGGCTCAGT
ATTTCATAAATGTACATTTGGTCCCAAATGGGTTAGAAAGCAAACATCTCAAAAGCCATA
GAAAGGACAGGGTAAAAATGTAGAATATTTGTGTCATTTTGACACAATATGTGAGCAAAA
TTTAAAAGCAATCCACGGGGGAAAGCATTTATACTTTAGATTACATAATACTTTCTAAAA
AGATACCATCAAGTGAAATTTTAAACAAACTGAGTAAAATATGATCTAAACAACTGACAG
ATGCTAGATGATACAAAGTCTGGCTCTAGGCTCTAGATTAGCTTCTGGAGAGATGGCCCA
GTGGATAAAGTGCTTATCATAGAAGTATGAGGATACTCCAGAACCAAAAAAACCAAGCAG
ATATGGACATCAGCTGTAATTCCAACAGTTTGGAGGCAGACTGGGGGGGATCACCTAAGT
AAGCAGACTACCTAGACTAAGTAAAAATGAATGAACGTTAGGTTCAGGGAGAGACCCTGC
CTCAGTAAGCCAGGAGGAAAGCAATCAGGGAAGACATCCAATATCAGCTTTGGCCTGACA
CATGTGCACATGTATACATGCATACACATGTATATACACCATATACATATACTTAAGAGA
AATGAGAACGTGTTGAGTATAAATGATAGGTGTTAATACTTTTTCATAAATGATGCCTAT
AAATTATTTTTAGGAATGGCTAATAGAAAGGGGACATAGAGGAACAGTTGTTGAAACAAC
ATAACCAACAGGAAAAAAATATCTACCCAAGTCTTGATTAAATGTGTAAATGAAGTCTAT
GGTGAGTTTTCCTCAGCCCCATATATAAGATTATTTCATATAAGAAAAAAAAATGATACA
CGTACATTACTGCTGACAGTGGAGAATATTTTTCATGCTAGAGAGAATGGAAATCAGTAC
ATTATTTAGAGAAGAGTCCTCATTACTTACCCACACTCGAAGTCTGGTCTTTGACCTAGC
ATTGCTACCTGTGGACAAACCAGCCTGAAAGTAGGACGATAGATATACTGAAACACTTGT
GCACCAACAGCCTTTCTTGTATAGGAGTGTGTCAGCAAACCCTGGCCAGTCTCCATGGTA
GATTACCTGCAGCTGGTGAGCAGTGAGGTAGCTTAGAATCCTAGGAAACACTGGAAGTGC
AAGGATAGAATAGAGCAGGTTTCACAACTTTGTTTCTGACCGTGTTTTTGTTAGAAAATA
TTATGAAAATGAAAATATGATTAGAAAGACACTTTTGTAAGCAAATAACCAGAAAAACAG
TATCTTAAGGCCGTGAGTATGCATTAATGAGATCTGAGTCTTGGTGGAAGACTACAGTAT
ATATGCTAATTAGATATAAACTAAGAAAGCAAATAAGCGGGGGCAGATTGATTTACAACA
GTGGAGCAGAACCATTTGCTTTCATTACTTTCCCTGCATAGGCAAAAAGAAGCTAATTTC
TGTGTTAAATTTTAATTTACCTTCTAGGAAAATTATAGTAGAGTAAGCCTCAGTAAGTGA
AAATTTTTAATCCTGTGTCTCTCTCTTTTGTATTCTTTTTCTTTTCCAGAATATAGCAGT
ATAAAGGGTTCCAAACAAAAATGTCTTACCCAATAATGTTTTAATACTTAGGAGTTTTTG
TTAAATTTTGCATCTGTGCATGTGTGTATGTGTGTGAGAGCACATACACACATACATTAA
TGTGCCTGTGAAGGTCAGGACAACTTGAGGGAAATCAGTTCCATTTTCTATCCTATGGGC
CCCAGGGTTTGAATTCAGTCTGTCAGGTACCTTTACCTACTAAGACAATAAACCTTGGAG
GGTTTTATTGGTTGAGGTAAAAAAATTTTAATCAAAAGAAATTTCCTCCTGTGGAAAATG
AGTTTCTTTTGTTTCTATTGCTTCAGGGTAAGTATTTTGATGGACTAGTGACATAAATCA
CTAGCAAGTAGAGTACTGGTCTAGTATGTGCAAAGCCAAATAAATGAAGATGGATAGTGT
CGTACCAAAGAGGTATCTATAACACCTATTTTTAGTGCATATAAGTCTTTTTAAAAATAT
ATTTCACCCATGGAAGGAGTTACAGAGACAAAGTTTGGAGCTGAGACAAAAGGATGGACC
ATCTAGAGACTGCCATATCCAGGGATCCATCCCATAATCAGCATCCAAACGCTGACACCA
TTGTATACACTAGCAAGATTTTGCTGAAAGGACCCTGATATAGCTATCTCTTGTGAGACT
ATGCCGGGGCCTAGCAAACACAGAAGTGGATGCTCACAGTCAGCTATTGGATGGATCACA
GGGCCCCCAATGGAGGAGCTAGAGAAAGTATCCAAGGAGCTAAAGAGATCTGCAACCCTG
TAGGTGCAACAACATTATGAACTAACCAGTACCCCGTAGCTCTTAACTCTAGCTGCATAT
GTATCAAAAGATGGCCTAGTCGGCCATCACTGCAAAGAGAGGCCCATTGGACTTGAAAAC
TTTATATGCCCCAGTACAGGGGAATGCCAGGGCCAAAAAGTGGGAATGGGTGGGTAGGGG
AGTGGGGGGGAGGGTATGGGGGACTTTTGGGATAGCATTGTAAATGTAAATGAGGAAAAT
ACCTAATTAAAAAAGAAAGAAAGGAAAGAATATATATTTTTTTTTCAGTGCCTATGAATG
GCATGTGTGCATGTATGTATACCACATGCATGCCTGGTACCCTTACTGGCCAGAGAGTTA
GATCATTGGATCCTCTGAAACTTGAGTTACAGGCAGTTCTGAGTGCCATGTGGCTTATTG
GAACCAAACCCAGTTTTTCTACAGGAGTAGCCAATGTGCTTAACCTCAGGACCATCTCTC
TAGCCTTAGGTATATGTCTAGGGGCTACTACTGAGTTGTAGAGAAGGAGTAACTCTGAAT
GTTCTTTGGCTTCAGTTATGAATGTGGCTTGTATCTAGTTTTTTATGTTTAGAAGATACC
TGAGCACCTGCCATGTAACATAGGAAGAAACAGCGTTTGCTCATGTAAAACTCACCCTGA
CACTGTCATATCCACACATCCTAACGTAGCTGTCCTTCACTGTGCAGATCACGTGTTTTC
TAAGTAATGGTGTTTATGCAACTCAGTTTTATATAATGATGGTTTCCCTTTCATTTCTTT
TACTTTCCTTGAATTTCCTACAGAAGCCCTGGAGGGGATTTGGGAGCAAAAAAGAAAAAG
AAGAAACAAAAGAGAAAAAAGGAGAAGCCAAATTCTGGGGGTACCAAGTCCGACTCTGCA
TCTGACTCCCAGGAGATTAAGATTCAGCAGTCTTCTAAAGTGAGAGCCTGTTTCCTTGCC
ACAGCTGTTTCTCCCCAATGAAGAAGAGATGGGGTCTGGGTGGGGTAGATGTGTAGCTAG
TGTTTTCTTTGACTGTGTGTTGAATGACAGGACTAACTGGAGGGTGTTTACAGCCTCCCT
GAAGTTGTGGCATCCACATAACCAAGAGGTGCATACTCTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGCATCTCATTTCTCCTTCTCTTTGTAGT
AGTATGTAGATCGTAGTCATAAAAGTCTCTGGGAGCCTGGTAGTAGAAAGTTTGTTTTTT
TGTTGTTGTTGTTTAGTTTTTGCTTTTGTTTTTGTTGCTTTGAAGTTACACTTAATCTGT
GATTACTTTTGGTTCAGAAGATATTCACATTTTAATTTTTCTGGGTGTCTGTCTAATTAC
CTGCATAGCACAACGCCATCTGGCAGCAGATTTCAGCAGGAGCAGCCATGGGTAAGTCTT
CTGTTGACTTTGAATCGGCCTGGTCTGCAGTGGTCATCCATCATGCCATTGCAAGGGTGG
GGAACACCTTCTCATGTTCTTCTCCCTTAGGATATACCTATTTTAATCCAAACTAGTTGT
CCTTCTGGTCCTATGTTGGCAGATAGCCTGCTGAACAGAAGGCTAGTAGTGCTGTATGTG
GGTCTGGTGATGCTGTTGGCAGTCACCCCCATTTGTGGAGATTCCTTCTTCCTACCACAC
AGGACAACACAGGCTTGGTAGTTCAGGAAACCAGAGCCAAAGGAGCTGAGTTAGAAACAT
AACAAGAAAGATGGCTTTGATGGTTATAGCTTCAAGAACATCGTTCTGGTCAGGGTAGCC
CTGGGACCTGGCACTTGGCCCAGGCTCCATTACTCATCTCCAGACTGCATCTCTTTGAGC
TGATCCTTATCCTGGAAAGCCCATTTCCTTCCCCAAGTCTATAAGGCTGTAATGAAGTTA
AAATGAGATTGCTCTTATGAAGATTGCTTCGTACAGTGCACTCCACAGAAGGCAGTACCT
GCAAATTTTGTGGATTTCAGATTTTTTCATATGAAGTTTTTATTATGTCATATAAGTCAG
TCTGTGGGTAGTTTTGTCATTGGTGGTACCTGCTTTATATGAAACAACCAGCGTCTCTGA
GAAGGATAATTACTCGCCTCAGTGACTGAGGGAGAGAACAAAGTCGATGGAGCCTTCCTC
CCCAGCTTCCCTCTGGGTCTCACGTGATCAGTGTTCCACTAAACATAACTTCCAAGATAA
ATTGGGAAATCGCCATCAGCTTGCAAATATTTTTCTCATTTCTTGGTGTTGCTTCAGCAG
ATAAACGCATCACTTACCTGCAGTGTGGGTGGCTCTTTGCTTCTACCATGCCATTGGCTT
TACCCATCCCTTTACCCTCAGGGATTCTAAGCACTTCCTTTCCACTCTGGTCACTGAAGA
AACTGCAGCCAATTGAGTGGGAGGAACTACTGTTAGCATATATGGTAGAGAGGGAGTTTT
CTTTGGTTGGTTTTGTTTTGTTAATTAGAAGCTAGCCAACAGTGTTTTAGTGGGGGCTTT
TGTCCATTGTATTTTCTTTTTAAACTGGGGCACCCTCCTCCCATAAATTTATGGCAGTAG
TAGTAGATAATGTCATACTATTACAGTGGACTACACTTAGAAAATAATTGGTCTGTAGTC
AAAGATTAAAATTAAAATATTTGTCTGGATTCTTAACATTGGTATACGTGGTACTGGGTA
TTGAACCCAGAGCTTTATGCATGCCAGGCAAGCACTTTACCTGCCTGACCCATACATAGC
CCCAACCCTTTCTTACAGACTTTTTAGTAGCAGAAGACTTGGACAAATTTTTCCTAAGGT
CTTCAGTTTAGAAAGTAATGGGCACAGGATGTAGTTGGTATTTAGTATTCTTTAGGAAGC
AGCTTTACCAAGAAGGAATTCCTGCTGCTTCGGTAAGAACGTAGTAGTGGGCAGTTAACT
GGGGGCTAATGCACATTCTCGCCTTTCTCCCCAGGTGGTGATACTATGGAAGGTGAATGG
ATAGATTTAAGAATGTATCATAAGGTGAGCGTGGTGGCGCCCGCCTATAATCCCAGCACC
CAGGAGGCGTAGGCAGGATGATTGTGAGTTCGAGGCCAGCCAGAGCTACATAGGGAGACC
TTGTCTCAAAAAAGAAAAATAAAATTAATCCTCTGGCCCAGTGGTTGAGCATAATGTGCA
AGGTTTGCATTTAATCTCCAGCACCTCAGAAATAATCAGAGGTTCCAAAAAAAAAAAGAG
ATGAACTGAATTTCCTTAATTCGACATTATAGGTTTGAAAATTATTCTTATTTGCACCTA
TTTTTAGAACACATTTAAATAGTGAGCATTAGGATATAAATGTGTCACAGATGGCTGTTA
CTTGTAGCACAGCCTGGTGATAGGTAACACTATAAACTACTTTAGGGTCTTCCTGGAGCT
GGGATATCATTTGCTCCTTCAGGACCAAGATACTGCTTCATGATTACTGCAAAGGAATTT
GCTTTTAATGTGTCTTGAAAAATTTCACTCCGCTATCAGAAAAGAAAATTACTGAAACAA
ACTAGGCTCTATAACCAGGTATATATATATTTTTTTAAGCCTGGATTCTGCTTTGCATTT
TCAAGCCAGGTTAAATGTATCTTCAAGCATTGTTATTGAACTGTGTTGTAAAGCTTGGTT
TCTGTTGTAGGTCTCATAGTAGACTGTGCTAGAAGTTCAAGAGGCTATTAATTTATCAGT
TTAAAGTATTGGAGAGTGAAACAGACCCAAGATTTTAAAAAAAAGTTGTTGTTTTTTTTT
AAATTAAAGCTAAACACTTCACATGAAGTTATGGATATGAAATCAGCAGGCCAAAAGAAC
AACTGGAATTAAAACAATTTACATATATGAGCTAAAATTTCCGAGATACAAACTGTTGTA
TTCAGTGAAATGAACAATGTGGCTGAAAAAACTGCAGAGCCAAGTGCTGTGGTTCATGCC
TGTAACAGTTCCTATGGGAGAGGCCAATCTAAGAGGATCTCAAAGTCAGGGTCAGCCTGG
GCAGTGAGTGAAACCCTGTCTCAGCTTCTTAAAAAGCTGAGACTATAGCTCAGTGGTAGA
GCATTGCCTTTCTAGCATGTATGCGGCTCTAGGTCTAATTCCTAGTACCACTCCCAAAAG
TGAGAGGAGAGAAGAGAGAGAAAGAAGTGCAGTGTTTAGAACAGGAGCATTTTATCTTTA
ACTTGTATATGTCATTAAGGTATGGCTTCATGGGTTTCGTCCTGATTAGTGTAAGATTGC
TGAGTGGAGGCTGTGTGCCATTGGCCTGCTGCAGCGTAGTAAACAGGGAGAGCCCAGGAG
AGCCAGCCCATGCTTTGCACTTCACATGGAGACATTTCCCAGGTTATAATAGACTTATCT
AGAACACAGATTTCAAACTCAGAATTGAGCAGAAAGCCAAAGTTGCTGCTTTACCATGGA
GGGTTCATGGTCCCTTTGCTACATACTCAGAGTGCTGATAACACAGCAAAACATAAGGGC
TCTGAGATGTCTTCTAACCACTTCTAAATCACAATGGGAAGGGATTATTTGAGCAGTATC
AAAATCCTTAAACTCACTTATTTTGTTGGAAAAAAAAAGCCACTGATTTCTGTATCCAGT
CCCATGTGCAGTGTCTTATTTCGAATGTAGTCTCAGTTTCTGTGTATTATTTATTACACT
TGCAGAATTCAATACCTGGGAAATCTGCAAGGGAAAAAGCAAATACTAGCCTTCTTACAA
TTTAAAACTATCGCCCACTTTATCGATAAGAATCTGTTTTCCCTAAAAATGAGGCTAGAT
TTGCACACTTGTGTTGGGAGAACAAGCCGTGGGTGCCGAGGATCAGGATTTGCAGGAGGC
TTCTTATCTGCCTTCTGTCTCAGGGTTCCTCCAGTGAGAGAAAGGCTGGTGTGGTCCAGG
AGGGAGCAGCAGAAGGGTTCAGTGGGTTCTTCTTAACCATTTCCTTCCCAGCATAGCCCT
AAGGTTCTCTTTCTTTCTCTTCCCTTCCTTCCCTTCTAATCATCTCTTGTCTGTCTAGTT
TCTGTTCTAGAACTTGTTTCCTCTGCCCTTCCATTGCTGCCGCAGAGCATTAACGCTAAC
AGCACAACCGAGGCTCCTGGCTGCCTGGCTGCTGTGTGACAGTAATGCATGCCTGCATGT
CACCCTTTGCCTTCTTTTCCCAAAGGAACAGTGGGAGCAGCACAGATGGGCGGGATCCTG
AAGCAGAGGGTGCTTCTGTGTACTTAGCATTCCCAAACTGGCAGAGCCCCCGTTGAAACG
GCAGCCCACTGGTAACCTGCAACAGTACCGCTGTTTCATCTCAGTATACCCACAGCTAGC
CTTTAGCAGGCTTCCAGGAGGTGGGGCAGTGTTGGAGGCCAATACACACAGTTGCCCTGT
GTTCAAAGGCAGTGGAAGCTTCCTTATGTCGTGTGTCTCTTTATGTCTGCCCTTCTAGAA
TCCCACCATCCCTATTCAGAAGCTACAAGACATCCAGAGAGCAATGGAGCTGCTGTCTGC
ATGCCAAGGCCCAGCCAGGAACATTGATGAGGCCACAAAACGCAGATACCAGTTTTGGGA
CACACAGCCAGTGCCCAAATTGAGTAAGCTCATATGTGTGTTTCCACAAGTCAGAGTTAA
GAGACTTCAGTCTTGTGTCACTCAAAATTAACACAAAAGCTAGTATATGTCTTCTTAAAG
TATATATATACTAGGTAGGGATATTGGTTTTCAGTATCGTTGATTGTAGCCTAATTGCTC
TTCCTGTTACATTATCCAATTTTTCCATATTTGAAATGTATATTGTATATATTATAATTT
CCTATTAAACATTCCTATGTGTATGCATATAATATGCTATATAATACATTGTATAGTAAA
AAATATGCTATACATGATGTATAATATATAGCATATATATACTGCACAGAAGCAAAGTGT
TTTTTCTCTTCATTCTTATTCTTCTCTTCTGAGCTTCATGAAGTTGATTTTTTTTTTCCT
ATATGTTATATTTTTAAGATTTTTGTATTTCCATTGGAATAAAATGACCATTTTGCTTGT
TCACACCATATGTATGCTTGGTGTCCATAGAGGCCAGAAGAAGTCTGGATTCCCTGAAAT
TGTTAAAAATAATTTTGAGGGGGCTGGAGCGATGGCTCAAGCTCTTAAGAGCACTGACTG
CTCTTCCAGAAATCCTGAGTTCAGTTCCCAGCAACCACATGGTGACTCACAACCATCCTT
TTAGGTGATCTGATGCCCTCTTATGGCATGCAGGTATATATGCAGATACTTTTTTTTTTA
AAGTTTTGAAGTACCATGTGGATGCTAAGAACCAAACTTGGGTCCTCTGCTAGAGCAGTG
AGTGTTCTTAATCACTGAGCCATTGCTCTAGCAACCCTCTCCTCACTACATTAGTTTTTA
GGTTTTTCCATGCCTCAGGTATTCTAAAGGATTCAGAAAAGAACTTTCCTATAATAGCTT
ACTAACTGGATAATTGCATACTTCTAACCAGGATTCTGAACACACTGTAGTGACATATCA
ATCACATATCATAGGGAAGTTAGGGTCCTCTTTGAAAGTAAAGACTCTTGTTGGCTCTGC
TCATGTAAAGAATTATAACTGGGTCTTGTTCCTGGAATCAGGCCTGCTCTATCAAATACC
ATTTAAGACTTCTCCCAATTAACTTGCTATAGACATAATTTCTCTCTCATTCTGCATAGG
TCATACAGTTGTCATGAAAGTGTTCAAATTACATGGCAGTATGAATGTCCTACTTTGACT
TAGAACTGTGCGTACTTAGGTTTTGGTTATTTAGGTTCCAAATAGCATAGGAAGGGTCAT
TTGTCACCCAAAACTCTGAAGCAGCCCAATAATATACAGATAATCCATTTTGTCGTTATA
ACTCAAAGAGTAACATTTTTCTGAGCATTGAAGTATCAGTTTTATGCTTCCCAATCCTTT
CCTATACATAACTACCCCAACAGCTTAAAAAGAGTAAGAGTCTAAGTAGGGGAGGAAGGA
AGAAGAAGGGAGCGTTAGAAGCATACCTCAGTGGAAAGCACTGGCTTAGAGCGTGGGAAG
CCCTGGAGGAGTCATCCCTTGCTCTAGAGGGGAAAGTATGCTTTTTATCTTTCAACTTCT
AGAAATGTGTCTGCTAATGAAAGAATATTCTTTAGAATACGTTTACAAAGTCTTTAATGA
CACTGAATTAAATGAGTATTAAGTGAAGCATCTAGGTTTAGTGATCTGATGAACGAGGTG
TAGCTGAGTGGTTCACCAGATACTTTCTGCCCTCCAGAGAAGAAAACAGCTAACCTCAGG
CTTCCTTTTGGGAAGGATTGCTTGGTGCTCATCCTGCTTTTCTCCTTGCCCTAATTCTTT
GCAAGGCTCTTGGAATGCTGGAGCTCTTGGTGCACCTTGGTTGAGTCAGAGGCCATATCT
GGTTGTAAAACCTTATTGTTAGGGAAAGGAAGGACTGACTGAGATGCACATGTAATAGAG
GTGTCTCTAGTCCCATCTGTCTGAGGATTGCACAAACACACAGCTGTTCTGAACTGCCTG
CATGGGTTCATCTTGTAAGCCAAGCCTTAAACAGTCTTCATGGGAACACTGTCAGGGAAT
GGCCAGGAGTTGGGCCATGTGGACTTCCCTGAGGCTATCTGAGGAGCTGATATAGGTTAT
ACACATCTCATAGAAGGATTCTGTAACAGATGGACTAGACCCTGAGGGTCCTTACTCAGC
AGATAGAAAATGCCAGACACAGCATGGGTGCAGGTCAAGAAATGCTGATGGGAAGTGGAC
CGAAGTAGAAGAGACATATTAGGTGGCCACGCAGAGCAGGTTTAGATATCTTTCATAGGA
AAAAGCTTTAGTTGTTGAAAGATGCTGGGAGAAAATGACTTGTGAGCTTCTGAGAAAATC
CCAGGGACTGATATCTTGATGACCAGAGGACAAGGTTCAGGAAAAAAAGGAATACCCTGA
GCCACGGCAAGCTCTTAAGGTCAAATGCTACCAAACTGGCAAAGGAACGTAGAGGATATG
AGAGGCCATTTCTAAGGCTGTTTTATCAAGCCTGTATCACTTACAGTGTGACAGTATACT
GTAACCTAGGACTGAGGCTGAGAAATTATTACCATTTTTATAATGTCATCAGGTGACGTG
ACATACAGTTCCCCCTTGATTTAACTGATAAAATAACATTCCAAAGGAATCCACAAGGAT
TGTTAATTATTACTATATAGGATTATTAATAATATTATTTAATACCATTGTTATATAATA
AAGCATGTACTAATACAGCTGCTATTAAGATTACTATTATTAATTGGATTATTCTGAGCC
CAAGAATCCTAAATCTGAAAGTATTCTTTCACTTCTATTGCTAACTATTTGGGATTAACA
GACTTCTGTGAAATGTAATATCCTCTTTTTTTTCTCTATTTCTCCAGATGAAGTCATAAC
ATCTCATGGTGCAATTGAACCAGACAAAGACAATATCCGCCAGGAACCATATTCTTTGCC
GCAAGGTTTTATGTGGGACACTTTAGACTTGAGTAATGCCGAAGTGGTAAGACTTTAACT
CAACACCTGCATTCAAACACATTGTGTCTAAGGTGCAGAGCGCCTTAAATAGGACATTTG
CTTTGTCTTGTAGCTGAAGGAGCTGTATACGTTGCTGAATGAGAATTATGTGGAAGACGA
TGACAATATGTTCCGCTTTGACTATTCACCTGAGTTTCTGCTGTGGTATGCCTGGCTGGT
CATGGGCCATTGGTGGATTGCTGAATCAGGAGGTCTCCTTTTGTTCCTATGGTCTTAGAT
ATTAACTAGTGTGTTTCTCTTCTCTACTTCAGGGCTCTGCGCCCCCCAGGATGGCTTCTG
CAGTGGCACTGTGGAGTCCGAGTGTCTTCAAATAAAAAGTTAGTAGGTTTCATAAGTGCC
ATTCCAGCAAACATCCGAATTTATGATAGGTATGTGTTAAAGCTTGTGCATGTTTGTGTG
TCCTCCAAATTATAATTAAACCAGGTTTTTAAAAATTACAGTCCAGAGCTAGGTGACAGC
TTAGCAAAAAGTACACACTGTGCAAGCATGAAGACCTGAATTTGTATCCCTAGCACTCAC
TCCTATCCAACGCCAGGGGCTGGGATGCACGCCTGTAATCCTGGAGTTAGTGGGGCACAG
ACAGGAGGGTATGGGGGGTCCAAACTACCCAAATCAGCAAGCTCCAGGTTCAGTGTTCCA
TCCTGTCTCAAAGAAAAAATTATGGTGAGCTGTTGAGGAGATACTAGATAATGACCTTTG
GTGTTGTCGGCTTGTGTTATGTAGTACAATTCTGACTCAGGAAACCAAAGGACAGGAAAT
ATAATTTATTGTAGAGTGGCTGCCTAGTGTGTTTGAGGCTTTGGGTTTCTAGTGCCAAAC
TAAGTCAATGAATGGTAGATAGCTCAGTAGGACTACTGGGAGTAAGGTTGCTCAGAAGAG
CTGTTTAGGAGTGCGTTGTACTTAACAGTTGGAGAAGAGATGAGAGAGCAGTGCAGTCTG
TCTGTCCTTCTATTATCCTCCACTTTCCTACCCATCATCCTTTCCTGTCTTTTTTTTTTC
TTATTTTTCTTCCACTTTCTGCCTCTCAGTCTCCTACATGTACACACATGTATATATGTC
TGTATGTATGCATGCATGTATGTATGTACTATGTATAGAATAAAGCCATCAATAAGTACT
TCTTTAAAAATTAGCAATTTTAGAGGGAATTATAAACTCTCTGCATGATGACTGTGTTAC
ATTTTAGCTTTGGATTGCCAACCCTGATAGTCAGATACTCATTTGTGAAGAGGTCTAATA
GTGAATGTCTATTTATCATAGTGAACTGCCTAGCTGACTGATATGAACATGTGCTTTTAG
AATCTTACTCCCAGTAGTTTGGATCTGTTCTTTGGTTTCCTGAGTCAGAACTGTACTACA
TAACACAAGCCGACAACACCAAAGGTCATTATCTAGTATCTCCTCAACAGCTCGCCATAA
TTTTTTCTTTGAGACAGGATGGAACACTGAACCTGGAGCTTGCTGATTTGGGTAGTTTGG
ACACCCCCATACCCTCCTGTCTGTGCCCCACTAACTCCAGGATTACAGGCGTGATTTAAA
TAAAATACATGCATACCCGAAGTCAGGACTGAGCTTTGAAGCTCTGGGAGGCTTATAGTA
GCTTGGAAAAGTGTCAGCTCTATCTAATCATGGCCCTTCTTGGGTCTTGGGAAATCTGTG
TTATGTTCTGGCACATTACCTTGCCATTTCTACACTGGGCAGGCCCGGAGTGCTGGGTGG
GGTGGGAGTTTGTGTTTAGTTGTGGATTTTTCACCCCCTGCATTTATGTATGTTGCAGGA
AAAATAAAGGAACCTTCTGAGGCATATCTGATCCAACATCCAATTTAGACCATCTAAAAT
TGACCAAAGTTTTAAATTCTGATTAAGATCTTGGAGGCCAAGTCTCCCTGGCCTAGAGTT
GATCATTTTGGCAATGGATATGGAAAATGGTATCCGGTCTGAGCTTGCAAAGTGCCTACA
CAATGTGGTTTTTTTCTTGAATGTTATGTTACAGGATGTCTTTCATGGTCTTATTCTTTG
GAACTTTATGAGAGTGTTGCCTTGCTTTTTTTAAGTGTGAGCTGATTGTCCCATCTGTTT
GTCAGTGTGAAGAGGATGGTAGAAATCAACTTTCTTTGTGTCCATAAGAAACTGAGATCA
AAACGGGTAGCCCCAGTGTTGATTCGAGAAATAACCAGAAGAGTGAACCTGGAAGGCATC
TTTCAGGCTGTGTATACTGCGGGAGTAGTTCTTCCTAAGCCTGTGGCCACTTGCAGGTAA
TAGCATCACGTAGACATCAGTTGCGGGGGGGTGGGAGGGGTGGGATGGGGTGGGATGGGG
TGTTGCTTACTACCATCTTGCTAGATACATTGCTCTCCTGATACAATCCACAGGAATTTG
GGCTTGCTGGGGATAGTAGTTTGCTGGTAACTGAGGAGACAAAACTAGAACCATTGAGCT
TAATATTCAGTGTATCATATTTTAAAAGTAAACTTTACCCAATAATGCTGCGTAAATTTG
TCTCCATTTCTACTTCACTGAACGATGAGACCATCTGTGCATGAGAAATCTATGCATTGC
AGTCTTAGAATATGTCTAGCTGTTTTCTGTCAGCATCTAAACTCAGTTTTCTGCTGCTCT
GCGGTTGGTCTGAACTGTTGTGAGAACCTTACAATATCATATCAGTTCAGATCTGCAGAT
GGGCCTGTTGGCTAAGAAAGAAGGTTTGTGCTGTTTTATAAGACTTTTTAACTAGCCAGG
CTCTCAGAGTTACTGGAGTACTCTGAGAGCCTCCAGTTAGACTGTTCTTTGACTAACCTG
CTTTTAAGACATCAAAAATTATCTCCTTCCACAGTATCTCTTGATTCAAGTAGGACTAAC
CTTGGAATCAATATAGTACAAAACTATAAAATTGCTATAACTTACTAAATTATTACATTT
GTAAATAGAAAAATGGGCATCACATGTTTATTTTAGTACAAATAATATATATCAAAACTA
GAGTCAGCCAGGCGAGGTGGCGCATGCCTTTAGTCCCAGCACTCGGGAGGCAGAGGCAGG
CAGATTTCTGAGTTCTAGGCCAGCCTGGTCTACAGAGTGAGTTCTAGGACAGCCAGGACT
ACACAGAGAATCCCTGTCTCGAAAAACCAAAAAAACAAAAACAAAAACAAAACTAAAGTC
ACATAAATTTAAGGACTTCTTCAGAATTATTTTCTTCAGTGAGTACCCTATAACATACTA
TTTTATTTTGCAGGAATATTTTCATGATCTTAAACTTACTGATTCACTTCACATAAAATC
ATGAGGCTCATTAAGAATTTGCATATCTCTTTTATTAAGTAAAATGCAAAATATTAAAAA
TGCAGTATTCTTCTTTAGGGAAAGAGATGAAAGGCCAAGATTCCAAAGGAGCATAACTCG
CAATGCAAATCAATTTTATGAGTCAGTTTTGTTTTGCTTTTTAATCTTCAAGCCCATCAC
TGTGCTGGGTACAGTATTAGTAGATGCTTCTGAAACAGCTAAGACAAAGTGGAACCTTGG
TTGTCTTCCAGGTATTGGCACCGATCCCTAAACCCCAGGAAACTGGTGGAAGTGAAATTT
TCTCACCTGAGTAGAAACATGACCTTACAGAGAACGATGAAGCTTTACAGACTTCCAGAT
GTAAGTAAGGGGCATGTGCGACTTTCTGAGTTGGCAACCACCGAAACTGTTGATGCAGAA
GAGCAGTACTGGCCTCAGACCGAAGCTGTGCTTGTGGGAAAGGAGGCTGCTGCAACAGGA
ATGAACGCTGTGGGGCTCGATCAAGCTAGGAAAAGGGGGATTTCAGTCTTTTAAGTTCAT
GGGTTCAGAGTTGTATGAGATTAACTGCAAGTCAAGGGAGTTTTGCATTTTGGGGTAATT
TTTCATTTGGGGGTATTGCTTCTTAAGTAATGAAGAAGAAAAATCCAAGCCGCCCCTGAC
ATCTTACCACCATAGAACTCAGGGTTTGGATTTAAAGAAGAAGGTAAGGAGGTGGAAATA
ATGTTATATTCAGTTGTCACCTTAAAAGTTTAACTCCTGTATTGCTCATAGTGACTTAGA
ACTGACTGTGTAGCCTAGACTGGCCTCAAAAGCTCAAAATATACATGCCTTCGTGTCCCA
GAGGGTGTGATTATAGGCCTATGCACCAGTCTTGGAGGTTGTCTTGTGGTTTTTTTGTTT
GTTTGTATGATGTATGTAGTGTATGTTCATGTTAATATGTGTATGGGTGCCCACGAGGTA
AATCTGCATGTGAAGTCAGTGACATGTCAGCATCTTTCTCTGTCACTTTCCATTTTACTG
ATTGAGTCGGGGTCTTTCTCGCTGAACTGGGATTCAGTTAGCCTAGCTAGCAAGCTTACC
CTAGGGTTCCTATCTCTGCCTTCTGAAAGCTGGGATTACAGTTAGGCCACCAGACCCATG
TGCGTGCTGGAAGTTAAAACTCGGAGTTCTCAGGTTTGTGCAGCCAGTGCTATATCCACT
AAGTCACTACCCTTCCCCTTCATCTTTGTAAACTACTATGTTCACAATGGAAAGGACTGT
CTTAGTTTTAAATTTTTAAACTTTAAAGTATAGTTAAACAATGTATTGTGTGTCTCTTGG
TGATTTTCACAACTGAGCAGCTTCAAACAGTATGTTTAGGCCAGTCATATTAGCACATTC
CTGTGATCCTAGCACTTATAAGACTGAAATAGAATAGAGAGTTCAGGGCCAGTCTGCGCT
ACATGACTCAGCAGTTAATAGCACTGGTCCCCACATGGTAGCTCATACCATCTGTAATTA
CAGTCCCAGGGAACTTGACACCCTTTTCTGGCCTCTGAACTATATACATGGAGTGCATGA
ATGTACATGCAGATTTGTTGATTCCAACAGCTTCTTTCTCCTGGACTGGTTCCACTCTCT
GTTAGCAGCTTTCCTCAGCAGGTATGCCATGGCTAATATCTTGGGGTCTCCAAGGCAACT
TCAGTGTTAAAACTTCTTGTTCCAATGTCTACAATCCACACATGACTTTCTGGGCTCCTC
TAAAGGGCTTGTGTCACGTCTCCAGCTCTGCCCTCTGTAGCACTCTAAGATCAGGTTGAC
TCTACTTCACTGCTCCTACTGTTCTTGGTAGTCATTCTATGGTACTGGCATCTCCAACAC
ACTAGGGTCTTCTGCTGTAACTAGGCTTCATCAATAGCCTCTCATAGATAGACTCCCTTC
ATGGTGCCAAGCCTAAACTTCTTTGCATGACCCCTTCAGTCCTGGGCCATCAACTCAAAA
GCATTTCCCAGATTTCACCTCAGTGATGCTGGTCTCTTAATTACTGCTAATTTTTTAGCT
CAGGCTAATCAGCATTAATTGTCCCAGTAGTCTCTTTCTACTCTATAGCCAGCTTTCTGT
TTTCCAACTCCTTCACTGCCTAAGCTTGGCTGTCCTGGAACTTGCTCTGTAGATTGACCT
TGAACTTGGAGATTTTCATGGCTCTGTCACCTGAATGCTGGGATTAAAGGCGTGTACAAC
CATGCCTGGATCTAAGCTTTCTCTACTTGGAACTTGATTTGTACCAGGCTGGTCTTGAAC
TCAGAGATCTGCATATCTCTGTCTCCTTCATGGCCACTATTCTTCAAGATCCAGATCAAA
AGCCTGTGTCCTCCATTTCTGGATTGTATTTATTCCAGACTAAATATCCAAATGAAAGCA
ATAGCCAGGTAATAATAACACCTAGATAAAACAATTACTTGTTCAATGACAAATACATAA
GTAATAAGTTTAAGTGGGTGGGATCTTGTCACTACTCCCTCAATGTGTTTATCTCCTCAA
ACACAGGATTTAGCTCCATTGCACTTCCTGTTGCCCTTTTATTACTAGAACCACACATTT
TGTATTTGTTTTTTCTTTCTAAGCTTGCTATGGCTCATCAACATGTTCTTGAGACTAAAC
CACAGCACAGAGTCTAAACTGGATTTTTTTTGAGACCTCCTTTGCCAATGGAATTAATTT
GACTCTCTCTACTTAAACCTCAGGCAGTCTTTGAACAAGGGCAAAAAATAGCCACATTCC
TCACCAAAATATAACAGTTTCTCTTGGACACATATTAAAATTCTTCTCCTCTGAAACCTC
TAGAGCCAGGCTTCCATAGTTAAAATCACTCTCAGCAACAAAGTCTTCCACATTCCTACT
AGGATAGCCCATTAAGCCCCACTTTAAGCATTCCACTGCTTTCTAAATCCAGAGTCCCGA
AATCCACATTCTTCCAAACAAAAGCATGGTCAGGCCTATCACAGCAATACCCCAGTCTCT
GGTACCAACTTCTGTCTTAGTTAGGGTTTCCATCTCTGAAGAGATGCCACGACCAAGACA
ACTCTTAAAAAGGAAAACATTTAATTGAGGCTGGCTTACAGGTTCTGAAGTTAAGTCCAT
TATTGTCATGGTGGGAAAGATGGCAGCTTCCAGGCAAGCATGGCACTTTAGGAGCTGAGC
GTTCTGCATCTTGTCCTGAAGGCAGACAGAACAAGACTCTAGACAAGCAGCTAGGAGGAG
GATCTCAAAGCCCACCCCCACAGTGACGCACTTTCTCCAACAAGGCCACGCCTCCTAATA
ATGCCACTCCCTGGACCAAGGACATTCAAACAGCCAAGGTGTTCTACTGTGCAGTCATTA
CTATACAATTAGGAATAGAAAACAGTTATCAAGGTCCAGGCAGATCTCTTTGGCATGTTC
TAGGTGTCTTCCTTCTTTTTCAGGTATAAGAAAGGGATGTGAAGAGTAGCCTAGTTAAAT
TCTGTTGCTGGGGGCCGGGGGGTGAGGGGGTACACTCTGAACAACCAGCTTTGGAAGGAA
AGGTCTTAATTCACTCCAACTTTGGAGTCACAGTCCATCACAGTCCATCCTTGGGAAAGT
CAGGCCTAGAACTTGAAGCAGGAATTGCTGAAGCAAGAATCCTAGAGGAACTCTGCTTAC
TGGCTCACTTTCTGTCTCATGCTCAGCGTTCTTACACAGCCCAGGCCAGCCTACCTAGGG
ATGGTGCTGCCCATAGTGGGCTGGTCCTTCTCACATCAGTCATTAATCAAGATAATACTC
ACAGTGATAGGTAAAAGCCAATGTGATCTAGGCAATCCCTTGGTTGAGGTTTCCTCTTCG
AGGTCACTCTGGGTTGTCATGCTGACCATATAAATTAATTAGCATAATAGCTGGTTAGAA
AAAGAGACAAGAGAGCAAAAGAAATAAAAGTGCAGATAATAGAAAATTGAGGGCTGGTGA
GATGGCTCAGTGGGCAAGAGCACCCGACTGCTCTTCCAAAGGTCAGGTGTTCAAATCCCA
GCAACCACATGGTGGCTCATAACCATCCGTAATGAGATCTGACTCTCTCTTCTGGAGTGT
CTAAGGACAGCTACAGTGTACTTACATATAATAAATAAATAAATCTTTAAAAAAAAAAAA
AAAGAAAAGAAAATTGAAAGACGCCAACAGTAGTTACCCTGGCACCTCTTGATGAAAGGT
AGATGGTACAGCTGCTAACAGTCATGATACTTAATATTTTTGTACCACTCAGCATAAAAG
GAGCCTTCTAGGATAAAACATTTGTTCCAGGGCTCTGTCTCATTTTTTTTCTGGGTCAAC
ATTAGCATTTTATTTAGTTATTTAGTTATTTATTTTTTTTTACAGCTCTTGTTCTTGTGT
CTTAGGCACGGACTCCTGAATTTGGGTGCTAGCATTTATTAGGCTAACATTGTGCCATAG
AGTAAACATTTATAATCTCATGCACTAGATTGAGCAGTCAGAGGATATACTCACCCTATC
ACAGAGTTGACATGGAAACACAAGCTTGGCATATGGAGCCGAGCTGGCCTGACACTCACC
ATGGGTCCCAAGACTAGGCTTCCACAAGAAATACATCTTCCTATGTCTCCCTACCCTTCA
GTATGCTTGTGTATTCCATGTTGAATGTTTCCAAGCAAAACTGAAAGGAGGGGGCTTAAA
AGTAAAGGAATTTGAGTTAGATTAAAAAGCAGGATTAGTTAAGCAGCGTGCCTGAGCCTT
GTGCTGTTAAAAGGGATACGCTGGCTAGGGCATGAGAAAGTATGTGGCATAGTCTGTTTA
ATAACACTTGATGAGTTTAGTGTTTAGGAACCCCCTTCTAAGTCATGTAAGTAACATAAC
TAGTGCTCCCAGCTCTGCTCTGGAATGCCTGTGCTCTCAGTTAGCTTATGCTGTGTAGCT
TGACAGATAATACTTGCTTTTCAGTGGAGTTCTTAAGTTTAACTTAAACATTTACACAAA
CTTCAGATTACATGGGCTGAGATTTCTCGTTGAGGCTGGGTAAGTATCTTGTATCAGAAG
CAGAATTTACTTAGAAAATGTCACATGCTCCCATTAACTAGGAAAGTTTCTTTGCTTCAT
GTCGAACCCCCAGAAAACATGACTATTTTATTCAGTTCTGCAAAAGCATCCTATTTTCAG
CTATAAAGCTTCATAGCTGTAAATAATCTTGTCTTTTGTGCCACTGTTGTTGAAGTGTTC
TACACTGAGCTACATAACCCCCAGAGAAAGTAATTTTTACGTGACTTAGGTATACAGACA
CATTTTAGATGGTTTGGGTCTTCAGCATTCAGAAATGCATTTGTATTTTACTTATTTCCA
GGTGGGACTGGACGTTTCTTTTTGCAATACTAAGAGTTAATCCCGGGTCTTGTGCACACT
AGGCAGGCACTTTACCACTGAGCTACATCCTCAGTAGGAGTGGATGATTCTAATCTTTTG
AGAGCCACAGAAAGATTAATAAAAGTGTGAGTTGCATATTTAGTGCCAGGGATTTAGTTC
TCCAACTTTAGATAATTGAATGGTATTTTAATTGAAGTTCTGCATCTTTATAAAGACTAT
GCACCCCATCCTTTAATAGCTTGTTGTGAATGTTCGTCAGAGAACTGGGTCTGTCAGTGT
AAAGCATGCCTTACCAGCTTTCCTGTCATCGCCAACACTAATCAGCAATCAGTCAGTACT
TGGTCACAGAACCCTGGAAACCTCTGGTAACAGGTGATCACAGCTGCCACTGAAGATAAA
ACTGCTCTTCCTTCTTGGACATTATATAGGGTCCTTCAGAAATTATAATGATTTGATTGT
TTGGGTTTTTAAAATCTATTTAGTTGTTTCTGTGTGCATGCATGGTGCATGTGTGAAGGT
CAGAGGACAACTTTGTAGAGCTGGTTACAGATGCACATTACAGCATCTGACTTTTATAAA
CATGTGGATTCTGAGGACCAAGTCCAGGTTGTCAGGCTCACTTGGCAAATGATTTTATTT
GCTAAGTCTTTTCCTAGGATATAGGGATTTTTAATATAGAAATATTTACAAGAAATTGAG
AACGAAAAGTATATTAGCAATATTTGCGCTACCTCTAAAATTATCCAGTATTTCTCCAAG
GGGAAAAAGCATAAAATTTGATATTTCTCATATCAGTTAAATTCTTGGTATATAAATCAG
CTGATAATGTTCCATTTGATTTGTTTGGATAAGAAGGTGGGACACATGGCTTAGTAGCAT
TATCTTTGTGGGAGTGTATATCATGCATTTGCCAAGTGCATGAGTGGAGATGAGTTCCTT
GGACATGTGGGTCCTGGGATTGGAACTGAAGTGCTCAGAGTTGGCAGTGGGCTTCCCTGA
ACCATCTCACCCGCCCTCATCATCTTACTTTTTATTCTGAGAGTCAATTTCAGTAAGTTG
ACCAGACTGGCCTTGAACTCACTGTGTAACCCATGCCTTATCCTCTCCAATAGCTGGGAT
TTTGGAGGCCCAGCCACTAGAGGCAACTTCGGGCTTCAGTAAAATCGTGATTCTAATTGA
CAAAGCAAGTCTAGAGCCAAGAGTTTCAGTTCTAACAGGTTTCCTTAGGCAGGGCTGTGG
GGCCACACTTTGAGCACAAAGTAATTTCATTTACTCCTCTTCTGTTTAACTAATGGCTTT
GCTTGGTTTTTCTTCTAACAAGGTTACAAAGACTTCAGGTTTGAGACCAATGGAACCAAA
AGACATCAAAGCAGTCCGAGAGCTAATCAACATCTACTTGAAGCAGTTTCATCTAGCTCC
AGTGATGGATGACGCAGAAGTGGCCCACTGGTTCCTGCCCAGGGAGCACATCATTGACAC
GTTTGTAGTGGAGGTAAAATGATGAGCTGATAAGCTAGTCCTGAGAACAGGTTAAAGCTC
CTTTGAGGAGGATCATGGTGTGCCCATAGCTTTCCTCCATAGCTCTCTGCTTCTGCTAGC
CCTCCCACAGCTTCGGACAGTCCTGGACTAGAGTGTCTTCACTGGTTATTAAAGGGAAGT
TAGGCTGCATTTGTTTATTGTGCATTTGCTCTTCTCACTGTGAAAAGCTAATTAGTCACC
CTAGACAACTGTGTTTCAGAGTTTAATATTTTCGCTTTTGTGTAACTGGCTGGATATGAA
CTGCCATTAGCTTCAGATGACAAGCCACAGACTCGGCCCCTTGACTCTTGTTTAAGGGAG
GGAAGGAAAAGGAGCTATCTAGATACTCTGACCAGTGCTTACTAGATGGATTTAACATCG
TTGTTTGTTTTGTTTTGTTTTTCAACTTTGTTTTACAAATCTGAATTGGTTGTTCAGATG
TTGTCATGCTTGGAAGCTCAGTGGGTTGAAGTAAGGTTAGACTGAGAAAGTGGAACTGAC
TTTGGCAAGCAATTGAAGACAGAGGAGAAGGCTAGTGAGAAGTGACTGGGGTTTGTTTAC
ATCACTTTTGCACGGAACTGTTACTTGGCACTGTCAAGTATTGTTGGCCATGTGATCACA
GAACCAACAGTTAGGGCAGTTATGGAGAGACTGACCCATTGTAAGGATGACTCACAAGAC
ATTTCTAGTGACAAGTAAGCAGGCAGGCTCAAAATTTGTACTTCTAAAACCTCTTTGTAC
ACAAATCTTTACACACCTGTGTGTCTCCAGAGCCTTGTAAGTTGTCCACTCTAAAGAATT
GCTAAGAACCCCAGAGAGTTTCCACTCTGATAGGATAGATCAGTAGCTATTTACAGTGCT
CAAAATGTAATAAGATCTTGGTATTTGCCCCCACGTTATAATATAACAAAAGAAAGTCCA
TTGCATGTTACCTAAAGAACATCCTGTATATAAAAACTATTTTTTCTCCCAAAAATTAGT
GAATGAATAATTTCACATTTTTTAAAATCAGGGTCCTTTCCTTGGTTTTGCTTTTAATTA
GTTGTGACATACTGCCTTGATTTAAGTATATGAAGAAGATACCTCCCATGAAATATTGAA
GATTTGAAAGTGATTGCATAATTTAACCTTATTTCAGATCATTGTTGGTTTCTTCCCCTT
TTGAGATGGGATCTCAATATGTAGCCCAAGGAATATTCAGGCCTACCATGCCGCTCAGAC
TGGCTTCTGGCTTCTTTTTATTTTTACCTTACATGTATGGGTGTTCTACCTATATCTCTG
TCTGTCTGTGTCCTCAGAGGCCAGAAGAGGGCATCAGATCTCCTGGAACTATAGTTATAG
GCAGTTGAGATCGTTTGTGTGGATGGTAGGACTCTCCCTGGGTCATCTCCAGCCTCTGGC
TTTAAACCTAATGATCCCCCTGCCCGAGCTTCCTGAGAGTTGGAATGACTAATGTACACC
GCCACATACAGTTATTTTCAGATAATTATGAATAATGTTAACTGACGTTTTCTCAGTTTT
CTGTTGAACTAAAACATTATTGGCAAACAAATCTCGTCTGGTTTTCTTGTTTGGTTGGTT
GGTTGGTTTTGTTTGTTTGTTTTTTGTTTTTTTGTTTTTCCTGAAGTAACTAGCTCTCAT
TCACTTTTAAGAATATGTTCCAGACACCAAGACTGGATGGCCATGTTCTTTGAAATAGCG
TTCTGTTCACCACTCGGTAGCTAGCTCCACGTACTTCCGTTTCCTCATGACAGCAACCCA
GATATATGCTTCAGTGTGGATGAGAAAGGCAGCCTCTGGGCCTCAGCCTGGATGGCTTCT
GTCACTGTGGAGGAACTTCCCACTTAGGGCCAGCTTTGAAAGAGCTTGCAATCTCCCTAG
CCCTCCAGCTAAACTTCCAACTGTTTGCTTCTTAGTCTCCACCCAGCATAAAGGGCTCAA
GCTGGGTTACAGAGAGGGTGGACTCAGTTGTTTGGAAAGAAAGTTGGGTAGAGGTCAGTA
TCAGTTGATCAAATGCTTGTTCAAGGAAACATTCACTACTGTTGCTTCCCTCTGTCCCCC
AGAACCCCAGTGGGAAGCTGACTGACTTCCTGAGCTTCTACACTCTCCCCTCCACGGTTA
TGCACCACCCAGCTCACAAAAGCCTCAAGGCTGCCTATTCCTTCTACAACATTCACACAG
AGACACCCCTGCTGGACCTCATGAATGATGCGCTCATTATAGCCAAATTGGTGAGTGTTG
AGCCGCTTTTTTTACTACTTGGATTTCCTTAAGTGAACCAACTTACAGAAAGGTCTCCAG
CTCCCTCCCCAACTGTCTTTATAATACAGTCTTCTAAGATGGTGCTTAGTCAGTGGCTTT
GTATCATAGGTACTTAGCCTTATTATAAGTACCTACTTAAATTACTGTAGAGGAATTGAA
TGTTATACAGAATATATACTACAAAGAACACATTAAGCCCTTGGTGTGATAAACTTTTAA
ATTTTGTATTGGCAGAAAGGATTTGATGTGTTCAATGCACTAGATTTGATGGAAAATAAG
ACCTTCTTGGAAAAACTAAAGTTTGGTATAGGAGATGGCAACTTACAGTATTATTTGTAC
AACTGGAGGTGTCCAGGGACAGACTCTGAAAAGGTGAGTGAGCATGATACAGCAATTCAT
GCTGACTGCTGTCAGGATAAAGGGGCTTTATCTGTTTCTACTGTTGGTAATTCCTGTGTG
AGAGAGGGTCAGAGGGAGAGAGGAATTGTAAATGGACTCAATTAACCCAGACAGCCCCAT
ACAGACCCCATAGGATGAAGGCAGCTTTTTATTTCTTTACTTTTATTATGTGTGTATGGG
GATGGGAGGAGAGATAGAGGGATGGGTATACACATGCCACAGCATATACGGAGGTCAGAG
GACAGCTTTGAGTAGTCAAGTATTCTTCTCCCAGGACTCCAAGGACTGAACTCAGGTCAT
CAGCCTTGTGTGGCCGATGCCTTTGCCCTCTTAGCCAGCTTGGAAGGTCAAGGGGACTTT
TTTTGTAATTACTTATTTTTATTGTATGTACATTGGTGTTTTGCCTGCATGTGTGAGGGA
GTTGGAGCCCCTGGAACAGGAGTTACAGACAGTTGTGAGCTGCCATGTGGGTGCTGGGAA
CCGAACCTCAGTCCTCTGGAAGAGCAGCCTGTGCTATTTCCTGCTGAGTCATCTCTCCAG
ACCTCAGAGAGACTTTTTAAAACCCCAGTCGATAGACTGCCCAGTGTTATAATTCGATTT
TCTCCTCAGTTTGGTCTTACTGTCCCATTTTTCTTTCTTTAGGTTGGACTTGTTCTACAG
TAGATGAAGATGTTATTTCTAGAAGGCAACATTCTCATTTGTTAATATTCTATTTAGTGA
TGCCTGGAAATGTCATTCCAAAGAAGAATAAAAGCACAAGTTGAGTGAAATTGAAGTAGT
TGTTAACAATCAGAATAGATGGCCAACTGTATACATTTCTAGTTAGGGTGTTGGGAGCCA
GTCTCCGCTGTTGACTAATGTGGGAGGGATTAAAGGTGTCCATAGAGCTCTCACTGCAAA
GAGAAAAGTGGGACTGTCTCTGTGATCCAAACAGAAATGGCAGCATCATGTTAAGAAAAC
CTTTGCTGTTAGGAGAGTCACTGCTGCTTTTCTGTTTATTAAATGGTGATATACTTGTAA
AACAGAACAAGGATCCATATGTGTATCACCTTACATGATGCCACTGGAATGTTTATAGAA
TTGACATGTGGTAGATACTTAAGGAGCAATATGAAAATGTACCAGTGACTTAGCACATTT
ATTATTCCATAAGCAAATACACAGGTCTGTCCCATAAGCATAGTAGCCAAATCAGTACAT
TACAGGTTTGTCTTCTGCTCTTCAGCAGGCTAGTGGATTGTTTCAAAGGCAGAGTTTGGG
GCAGTTGTTCAGTGTGCTCACTAGAGAGTACACAGCTGACTGATGAGACCTTGCGGCTGC
TGTGCAATCTCATTCCTCAGCAATGTGAAGGATGTGTGAGGGAAAGGAAGTCACAGCTCT
AAGGTCAGATTAAATGCCCAGAGGAGTGGAGTCAGCACACAGATGGTCTGAATGTTTTTA
TTATGCAAAATTGCACATGTTCCTTTATGCTGACTTTAATTTATCATGAAAATTGTCATG
CTAATGGAAAATGTCTTACTTGTAAATAATAAGTATTCATAATTTTGTTACTGATGTTGT
TTTTACCTAGAATTTGAAAACCAAGTTTCACAGTGTACATATATGTGTATATGCTGCCAC
TAATCCAAGGGAAAATAAAATACTAAACAAGGCCATTGTATAGACTGGGCCTTTAAGTCA
GATGCCACAAAGTAGATACTTCCTGCCTTTACTACAGTGCCTCCGCTCCAGTCCAGACAA
CATGGCATTTCCTTCCCTACTAGAAAGGAGTCACCAAATGTGACTGTAGGCTGTCTCACC
TGTTGGCTGTTCTATACAGCTCACAAACTGAGAATGGTCTTTTTTTTTTTTTTTTTTTTT
TTTTTAAATCGTTGGGGGAAATAGTCCAAAGAATTGACGTTTTGTAGCATGCAAATCTTA
GGAAATCCAAACATTTTATCAGAATACAGACATATCTTCATTATGTCCTAACTATGGTTG
TCTCATGCTACAAAGGGAAATCAAGTAGTTGTGACAGACTGGACTGTATGTATTGCCTGC
AAAGTTAAAATGTTTGCTCTCTGGCCTCTTGTGGACAGGTCCTAAATAGGCCACAAATTG
TGCCATTCCTGATATTACCACGAGAGGGGGCACCTGGGCCCCACAAGTGGTGCAGAAGTG
GGACCAGTGCTGGACACAGGACAGATTTCTCATTATACATGTCCAACTGTCACATTTCTA
ACAGAACACCTTCAGGAAATGAAACTACCTATTCATTACAGCACTGTGTGGAAAGTCAAG
CAGTAGGTGAGTGAGTCAGTCAATCTGGATCTACAGCTCTTTGGCAATTATTGCACTCAT
TTTTATGTCTTATACAAATTGAATTTTCAGGTTAGAATTTTGTCATGGGCTTATTTATTA
TTTACCTCATGAGGAAACTGTTAAAACCATTCCTTTAGAGATTTGTTTATTGCACATTGC
AGTTGTTATAGAACTTTAAATACACTAATAGTTAACGGTGATGTCTTCATAAGTTAAGCA
CATGAGCAGTTGGTATTTTAGAGAATTAGTAGCCAGAGCAACTGCTTGGATATAAAATAA
CTGTTAAAACCAAATGTAAAAGCAACAATCTCAAGTTACACTGCCCTATGCTCTCTGTAT
CCATATTGTGCTGTAAGGTTTCTTCCCTTCAGAAACAGGAAATTTGTCAGCAAGTGGAAC
AAAGTGGTACAGTCCATAAGTTCATCCAAAACTTGGGATGAAAAAGTTTTGCTATCCCAC
TCACCTCCTAAATTCCACAATGACTTCCAGACAGAGTGGATTAGTAAAGTCCTGACAGCT
CCACTCCCAGCCAGAAAGACCCATCACTGTCTTGTCTGTCCTCGTGCCACATGTCAGCTA
AGTACTGCTGTAATAAGTTCTGGCTTAGGTTTTGTTTTTAGAGTTGTTAGCTTTGATTTT
TGTTTGTTTTTGGTGCTGGGGATCAAGCCAGGGATAGTATGTGCTGGTAAGCACATATTC
TGCCATAGAGCTCTGCCCCTAATGTACTCTTGATAGATGTTATATATTACAAGGAAACTG
ATGATGCGCAGGGAGAGAATTCTTATGAAACAACCTTATCAGGCTTTTGTTCTGTATCAA
TTAAGCCTTTCTCCCAAGCCTGCCTTGATGCTTACCTACAAAGAAAGCCAAATTACCACA
AAGTAAAAATGACATGCCGCTCTGAAGGCAGTGTACTGCTTAACATTTAGTGTCTCTCTC
TCTCTCCGTTGCAACTGAGGACTTTCTTCAGTTGCTTCACCCACCTTGCTAGACCATGTC
TGTGGCCCATTTTCCAAGTTCGGTAGAGAAATGTTAAGTGCTGTAGGAAACTGATGTTCT
TGCAAGCAAGCATTGTACCAGCCTTTAAAGCAGTGAATTTATATGCGCATGGACATTAGT
CTTAATAAACTTTGGTTTTGTTAATCATTGTTTTGAGTGTTTTCTGTACTTCATCTGCCC
CACCCAAAGAGAAAAGCACCTCCATGCAGGATCCTAAGAATATATGTAAGTTTTGATTTT
ATTTCTTTCAGTGCTCATTTAGACATTAGACATAGTGACAAGTCATACAAAACTACTTGG
AAATGGACTTTTTACTTTTGGGTGGTTTTCTTATCTTACTAGGGTTGGGAATGAGCTTTT
TTATTTTAAGGGGTTGTAATGTTGCAGCTGAAGCTTGTCCACCTTCAGCAAGCTTCCTCT
TACTAAGTTTTGTAAGGTCATCAAATGACGTGTCCAAAATCTCGTTGTCCTGGCTTTCCG
AGGGTTCAGTCTCTAAACTGTCTGTGGGACCTTGGGTTCTGTCTGGAAGCCATGGCACGT
TTAAGCTGGGCACCCTGGGAATGATGGCTTCTACTTCATCAGCAAAGTCCCTGGTGTTCT
TTCTGAAACCCAAGGCTAGCACACATTTTAAGCCAATGACAGGAGCAATTCTCTCGCTGA
GCTGAGGTACCTGACAGGCAGGAACAGTTCTGCTTAGACTCAGCTGAATCAGGTGTGAGG
TGATGATGGCAGGCTTGACTGACTTACACACTAGAACCAGGAGCAGTTCATTCCTCTCCA
GAGCTCTGGTGACTTCATTAACACCAATGACCAGCTGTTTCCTGACGTGTACAGGTGTCC
ACCCTGACACCAGCACATCCCCATCAGGCTCTTTTGGATCCTCGCTAATCTCAATATCTG
GCCGGCAACTTTGCTTTTTCATAAGAGCTGTTTTTTTCCTTTTCTTCTTATCTTCAATTT
TCTGAAGTCCAATCAATTTAAACTTGGCTTCGAGAGTCTGTAATATAAAGTGTATGTCTT
CTCTCTCCAAGGTGCTCCAGGAAATAACATAAGGGTTGTTTAGTGATGTTTTTACAACCA
GAGGTCTAGTCTTCCGAATAGATCCCCTCTTTGGTGCCTGAGGGGCTGCAGCCATCTTGA
AAACCCTTTGGAAAGAAACAAAATGATGAAACTCCTGTCAGCAATGCATGTCTTGAGAAC
ATTTTGGTTATAGTCTCCAGTCTCTGTTGTTTTGTTTTTTATTCCAGGCTGATATGCTAC
AGCAAGTCTAATTATATGGGCCCAACTAGATAACCAGTCAGAGAATTTCTGTGGCACAAG
GAAGACTTAATTCTCCCTATTTTTTCATGATGCTCAACAGGCAATGTGAGAGTGACTGGT
GTTAATCTTACAGATTTGTGAGCATCTTCCAAACTCTAATTGGAATTCCACTCATTTATT
TTAAAAATGTTAAAGACATTTATTAGGTTTGGGGTCATAGCACATGTGGTCAGAGGACAG
CTCTATTAAAATGGTTTTCTCCATGTGAGTCTCAAGGGAATGAACTCAAGTCACAGGCTT
GGTAGTAAATGCCTCTTCCCTCTGAAACATCTTGCCAACCCCTCATTCATTCATTTATAA
GCATACTTACTGAGTTACTGCAGTGGGCAGATGGTGTTCCAGACACAGATGCTGGTGGGC
TCTGAAGCCCCTGTGTCTGCCCACACAGAGCTTAACCTTCTGTAGTCTCTGAAGTTCATA
ATGAACCAGGTCAGATTTTAAGAAGCAAAACCGTAGTAATCTGTCCATGGCTAAAACTTT
AAGTCTCCCTCCTCTCATGATTCCCAAGTCCCTAAAACATTTGAAACATGCAGGCCCATA
TTTTCCCTCTCACATGATTATAAGATGACTGCTTTGGCGGGCAATTTCATGAAAAATAAA
AAAAATATGAAATTCAGAGATTAATCCATTAGGGAGAAGTAAATGGGCTGCGCTCCTTCC
AAAAGCAAATCCGAAACAAAACACTGTTATTTGTTCTTCCTATAATAATTAACCTTACAG
ACAAGTTAGGACGTTAACTGCTCTCTTGTCGGGCATTCATTCATTTAAACCCTGTTTATC
CTTCCCAAAGGCAACTGTATACCTCTGCTCTCAGTTGTCTCCTTCTTAGAGTTCATCTGA
GAACTATGAAGACCCAGTTGACAAACTTCAAATAAGTCCCCCCTGCTTAAGGTTCCTCTA
ATTCAGGGCACTTTCTCCACGCATCTTGTTCCTAACAAACTTACAGAGTTCCCTGGCATG
GATTAGGAAGCAGACTCACTGTACAACTCACAGCTAGTTTTTCTAAAGACTTCTTTTAAT
CATGGATCTATCTTAGAAATAACCTGTGGTTTTTAAGAACCATCAGATGGCTGACTCACC
CTAGAGCTTACTGAGCTGGAATTTCTGGGAGTCAACTGTGCCACAGGTGCTGGTAAAAAG
CTGCCCAACATTTGGAGATGTTGATGTGAGGCAGGTGGCATCTCCAGACTGCACGGCCTT
TGGAGATGGTGTTGCACTCACTCCCAGTAAGAGCTGCAATCTTGATTCTGTCAGTGCTGC
CCACTGCTACAGACACTGGCTATAGCTGCTTCCATAATAACTGCTTCCATCAATCCCCAT
GAGCTGCATGCTCCTCACAAGCTAAGAGATTCAAGAACAGGTCGTCCAAATCTATCGAGG
TGACCAGCAGCTGGTAGCTAGCTTTGAGTAAAATGACCAGGAAGCAAGGGACAAATGGTC
CCACCACAACGCTTGCCAAACTGCAAGTCAGCTACTGTCCCTGCCTAGCATGGGGGACAC
TCACAGATGCTCTGCAACCAAGGGATTGCAAGATTGGGATGTATGTCTCTGATTCACAAA
AACCTGGAAGGGGAGATGAAAAAAAGAACCAAGCCTACATAAGATGACCGCCATGCAATA
CTAATTTTTAAAATGCTGAATATTAACAGGTTCACAGAGCTTGATCAAGTACCTTGCCAA
CTATGTCTGCAAGCTGCTACTGCCTACAGGACCAATTACAAACTCAAAATGTTTACTCCC
ATTTCTCAAGCATTTCTCCTTTCACTCATCACCCATATTACAGATTCTGGCTATTTAATG
AGGCCTCTGGTTTCTCATGTCCTTATTCAACGTACACTGTGCCTGGTAGAGCACTTACAT
ACATTTTTTTCTATCAAATTATTATGAATTATCCTTGCTGTTGCAGGCCATTAGGCATTG
GGCAAAGCAAAAAGCTTCTGCGAGTAATAAAAACGGCTCACTCTAAAGCCAGAGTAGTGA
GGTTATCTTGAGGAACAGGCCTTAGTTGAAGTCTCTGGAGAAAACGACCATTAACCAACC
GCAATCTAAAATATTCCTCCTTTGAAGGAATTCTTTAGATAGCCCAAGAAGGAAGCGGGC
AGTGAGGGATTACAGAAGAACATTAAAGTTCAGTATCGCCCGAACAGAGATGCTGGAGTT
GAAGATACTGGGTAAGGACAAGATGGTGACTCTAGAGCCTTTCAAGAAGGGCGGCGCGAT
TAGAATCGCGTCACAGAGACCTTGATTTGGGAAGAGACCCTAGAAAGGCTGTCAGCAGCA
GAGAAGCTCCCGCGGTCTCGGGAGGACGAAGGGGTACCCGCATCACACAACACGACGGAA
GGAAACCCCCGAAGGCAGGGATCGGCTGAGACCAGCCGGAAAGAACCTCAGGGAGAGCGG
GCTCTGGATGACCCCCACCCCGCGGTGACCCGGGTGCCCACGGGCCGGGACTCGAGCCAC
AGGCACGCACGCGCCCACCTGAGCAGAAGCGCCCCGCGGAGACCACGTGACGGATCGCTT
CACTACAGCAACTCGGTCACTACCAGGAACCACTGCGCCCGCTCCACGTGCGCCTGCACT
GAGCGTGCGCAGAACACGAGCTCCGCCTACCTGCCTCTGCATTACGTCACTCCCAGTCAG
GGACGTCAGGCGTGGTGTGTGGACTAAACCTGGCACAGCACTGCGCAGGCGTGTATTCTG
TCTCGCGAGAGTCTGTGGTTGCTGTAGTAACCAGCCTCTCCCTTCTGACTGGTCGTCCAA
AATGACGATGCGGAACAGCTCGGTTCTGTGAGAGGTTCGTCTCTCCTTTTGGCTCTCCAT
TTTTAGCCCAGTTGCTTCTGCCTTGCTGTCTCTTTTTGTTCTGGGGATACAAAACTCCAG
CCCTTATAGCCACCCATTCCCCTGCACGCGTCCCTGGGAGAGGCTGGTTACTACAGCAAC
CACAGACTCTCGCGAGACAGAATACACGCCTGCGCAGTGCTGTGCCAGGTTTAGTCCACA
CACCACGCCTGACGCCCCTGACTGGGAGTGACGTAATGCAGAGGCAGGTAGGCGGAGCTC
GTGTTCTGCCACGAAAATCAAATAAATAGGGGTTATAGGGTTGCATGTACTTAGAGATTA
TGTGTAGAATCTTGGGCACACTGAAAGGAAAATAGGGGCTGCATTTAGTTCCACAGCAGT
ACTCCAGAGTACTCCGGCAATAGCTGTTGTGCCTTCTGACAAACGGAGACAAAAAATAAG
AAAGGTTATGAAACAAAATCACTGGAAAGTTACAACTGGTAAGCAGTGGAATAATGTACT
AAAGATTAAAAATTACGCACGCCTTTAATCCCAGTACTCGGGAGGCAGGCGGATTTCTGA
GTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGACATCCAGGACTATACAGAGAAA
CCCTGTCTCAAAAAAACAAAAAACAAAACAAAACAAACAAAAAAAAAAGGCAGGAGAGAT
GGCTCAGCGGGTAAGAGCACTGACTGCTCTTTCAGAGGTCCTGAGTTCAAGTCCCAGCTC
ACAACCATCTGTAATGGGATCCAATGCCCTCTTCTGGTGTGTCTGAAGACAGCAACAATG
TACTCACATACATTAAATAAATAAATAAATAAATAAATAAATAAATAAATAAAAATTACT
TGACAGGAATTACTTTCTGTTCTTATGAATTTGGGAGGATTCAGGTCCTTCTCTTTATCT
TCCTCTTTTTTCTCGGTGTTTTCATTGCTCATTTTAGACTAACATATAGGATCTAGCTTC
TACGTTTCCATTATTCACCACCTATTGAACATTTAAACAGAACAAACACTGTTGCTTGTG
GTCAAAGATTGTTGAAGTTTTTACAGGAAAAGCGTGCTGTGGTTTCTATCACAAGTAGAT
GAACTAGATTAAGTTCGGTCGAGTTTTGACTGTGCCATATAAGACGTCCTTTACTATTAC
CCGCAGTCATGTAGCGCTAAAGACAAATCGCGATGGTAGAATTGAAATACTAAAGGTTCA
CATAAAATCCTGGCTCGTGGAAGACTGAGACAGGAGGCTGCAGACTGGGCCTTCGGGGCC
AGAACTTGCACACACCATAACAGAAAAATAAATAAATAAATAAATAAATAAATAAATAAA
AATAAAAAAAGGCAGAAAGAGGGGCAAGATAAAGAAGTAAAAAGGTAATGGCTATGAGTG
TTGTCCCACCAAAGTTCCAGCTCTTACATTACAAGCCTCTGCCGCCAGGCTGCTATGTTG
ACACCCTAGCCTTCCCACTAACTAGTGTCCCTACACCTCAGGCAAGTTAATTAGCCAACT
ATGAAATGATAAAAATAGTGCCTATTCTGAGGATTAGAAGAATATTCTGTGTAAGATGCT
TACCACAGTGCCTGCCACATGGTACATGTCTGACAAATGGAACCACTATGACCCAGTGAC
AGCTGTGGCAGAATTAAGTTAATACAAATTATATATAGCCGCTACTATTTTGGGCCTTGT
TTTCTATTTGAGAATTTAGCAATCTTTCCACAAGGATTTTACCCAAAAGAATATATCTCA
AAGGTAATTTCTTTCCATTTGTGTAGCACAACTTTAGTTTATGTTCATATTTTTTTCTGC
AAACATATGCTTCCTGTAGTTTCCTAAGTAGTATATGTGTATATGTATGTATATATATAT
ATATATATATATATATATATACACACACACACCAAACCAAATGGTCAATTTACTTTTCAA
TTATAGCTCTTATTTTACATCAATTCAGTTTTTAATTTTTATTTTATTATTTTTATTTTA
TTATTTTTATTTTATTATTTATTTATTTATTTTATTTTTATTTACATCAATTTATGTTTA
TGATTATGTTTAATCAGTTTATGTTCAGGTTTTTTTTTTTAACAAATATATGCTTCCCAT
AGTTCCCTAAATTACTATGCATTTGGTAGTCTATATATACACTAAATGGTCAATTTACTT
TTCAATGATAGCTTTTATTTTACATTGTAAATAAGTTATGTTTGTGAATAAACAGTTTAT
AAATGTACCATTTATGATCATAGTTAATTTTATAAATATCTCAAAATATTTTAATAACTT
AGAAGGTTTATGAAAGTATTCTTTTTGTCTTAATTCTTGAACTGCTGGATTTAAAGGATA
CAACAATATAACATTAGCTTAAGAGTCTGAGTCAGAAATCGTAGCATTAGAGCTGACAAT
ACAGTCTGTCAACAAAATGTTCAAGAATTGAACACTAGATTCTTCTTGCTTGCATGGAAT
TCTGAGCTTTGCCCAGCATTGTATGCTATTGTGGTTTTGTGGAGTCTACAAACATACTGT
TAATAACGATTATTTTTAGTTTTTTAATTAGTGTATAGTAATTGTCCAAAATATCCACTT
CATTATGGCCTTTCCTGCATGTCTACAATCAGTCCAACATTTAAAAGTCACTTAACTGGG
AATGGACTTTAGTAACGAGATACCAAGTCAAAGCACAGGCTTCGAGTCTGTGCCATTGGA
GTGTCTATAGCCACATCTGTGTCCAGGGCAGCAATATGAATGGGAGGTGTCTTGAGCACT
CGGGCCACCCCAGGCAACAGTGGGTAGCAGTGCCACCCTTCCATAGATCAGATCAGTAAG
GAGAAAAGGCGCCTGGTAAGGTTCAGAACATTTGTGTATAGTCATGTAAGCACAAAACCA
ACACCATGTCTCGAATTCCCGAGAGACGCTATCGGCCATCCCTGAGGTCAGGTGACAGGT
GTTATGTGTATTCTCTCTGGGTTAAGGAACAACTCTGAAGAACTTCAGCACATACAGTGC
TATAGTTAACACCGCTACACCCAGAGGTAGAATGGAGAGGCAAGGAAAAGGGAAGGAAAC
AGCCACAGTCTCAACTGAGGAGAGGCAGCGGAGGCATGCGTGCACCTGCAAGTTCGCCTT
AGTAAAAGAAGAGAGAGGAGATTAAATGAGCTCCGAGACACTGGGCTGAGTTACCTCCCA
GACACTCCCTCCCGCTCCTGTGGCCAATTAGTCCTCCATGCCCAGAGAGCAACCAATAGG
AGAGACCGGAGGAGGAGCACTGCTCTTTAAGCAGCGGAGCCCGCTCCCCGGGGACTCTCA
CTCTGAGCTGGGAGAGTCACAGCATTCCGTGTCTCATCATTATGTCCTTGCAGGTAAGCC
AGATCTGGGAAGGCCATGCCAAAGCAATTATCCGAAGCGCTCTGATGGGGCGAGAGGAGG
TGTGGTAGCCCTGGGACAGGACAGGGGCAGGTAACCCCCAGGAGCCTTCTGCTGCTGCGA
CCCTGCAGTGACTCCCACACCTGCCTAAGCAGTGTGGGGCAGTATATTTCACAATATATT
GTACTTCACCATCTGTTGACAAGGACCCAGGATCTCTATAGCAACCTGTTTGGCCCTCTG
GGAAAATTACCCAGATCTGAAGAATTGACAAGCTCCTGGGGGCGGGGGCTTCTTCACCTC
TCTCTCTTAACAACTCCAGGAAGCAAGTGACATCCATTGGGGTCTCCACATCCCCTTGCT
CTTGGGGACCTCGGGAGATTTTCATAGATGTGTTTTGTTGAATAACAGGGCTAGATTATA
AAGCTCTGACTTTACTGTTTTATTGATAAGAGTGAAAAGAGAATAAATAGGAATTAAAAA
CCAGGAAGCCCTTTTCTCAGATAAACACATATAGGTTGCTTTTATATATAAATGCCCTCT
TTCTATGTGTGTATAATGAAAGGTGTGCGCGCGCACGAGTTCTATCTGCTGGCAAGCCTG
GAGATCAGAACCTTCAGAATGCACATGGTAGAGAGAGAGAAGTGTCCCTTGCAATTGTTC
CCTGACCTCCAAATGCATGCCATGGTACATGTGCACCCGCATATATGCCGTAATAAACAT
AGAGCAAATAAAAGAGGAGAGAGGCAGTTAAATGAGCTACCTCCATGGGCAGCATTTAAA
GCAGCATTGGAGAAGGGAATCTTTAGGATTTAAAAGTTAAAGAATATCACGAAGGGACAA
TGAGCTAAGGCATATGAATGCCACCCTGACAATAGGGCAGCATTGAAGGCTAGCCTTAGT
TCAATAATTAAAATTGATACAGGGTGTGGGTTTCTATTACTATCAGTGTTGAATGTATTA
AATCTATTATTGCTGTAATGAAAATGTTCTTTCATTTCGATAAAATAAGATTCTAGTTTT
AAAAAATATATACTTGCTAGATATCAGCATCAGTATGATCAAAGAAAACTGGAATTGCAG
TCACTGAAAGTTTAAGTCACTTTGTTTATGCTTAAAGAATAAATTGTTACAAATGAAAAG
TTCTTAAAACATATGTGTATTATTTCAATTTGAAATTCTTACCAATGTAGTAATATAACA
AAACATGCATTATATTCTAGATGTGGGAGTGTTAGTTCAAGTCAGGAGTGACAGTACACA
CCTGTCATCCCAGCACTCAGGACTCGGAGACAGGAGAATCAGGAGTCCTAGGCCATCCTT
AGCTAGGTGGCAGACTCAAAGCAGTGTGCTACATGAGACCCTGTTTCGGAAAACCACAAA
GTACTTCAAGCAGAAGAGAAAGATAAAGGCAGGTTAGAAACCCATTAAGAGAAGGGATGA
GGCATGTGTGGATCAGTCTGCAGGTTACCTAGCATTCGGGAGTCCCTGGGTTCAATAGAA
ACGTAGGGTGATCATTTAAGTGTGATGTTCCAGGATAGACAAGGCAACATATGCAAATCC
TAACACACCCACGCTCTCTCAGACACACACTCATTGCTCACACACACACACCCTCACACA
AACTCATGCTCACACACATACACACACAGACTCATGCACACTGACACACCCTCACACACA
CTCATGCTCACACACATACATACACAGACTCACACACACTGACACACACATCTTCACACA
GACTCATGGGTACTCACACATGCTCACACAGACTCATGAGTACTCACACATGCTCACACA
GACTCATGAGTACTCACACAAGCTCACACAGACTCATGCACACTGACATACACACTCACA
CACCTCATGCTCATACATATACACACACAGACTCACATTGACTCATGCACACTGATGCAC
ACACACACACTCACACATATACTGGCAGTTCATCAGCACACTGAGAGAACTGGTAAGTAC
TTGTTACAAACACCGTAACCTTGGGAACCCGGTAGATACCAAAGATGTGGTATTTTGATA
ACTTGTTCCTGGGTCTAAAATGATTTCGAAAATCCAAGTTTAAAATTATAATAAAAGTAA
AAAACATATTGGCAAGCCAGCAGCTAGTGCTGGCTAGGGTATTCAAATGCCTTTTCTCTT
CAGAATGGAAATGGCGTTAGGATAGACATTATGTACCTTCTGGGTGTTGTTAATGGCTCA
CTAATGGAAACGAAAGTGAGGGCATGTTCTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTG
TTGTTGTTGTTGTTGTTTTAATACTGGTATAAATGTTGGCAGATTGTTCTGGAAGTGAAA
ACAGAATTCCTTCTTTAGTTACAATCTCCCAATTTTATTTATAAATTATAACACAGATCC
TTTTTGTGTGGGGGGGTGGGAGGGTTAATTTTTCAAAAAAGAATCTTGCTATGTAGCCCA
AGCTAGCCTCCAGTTTCAGCTGATCCTACTGCCTCAGCTTCTCTAGTGTTAGTATTGCAG
GTGTTTACTTTCACACCTGGTCTGACGGACATTTTACTTAGACTCGTTTCCTTCCTAGAT
TATGAAGATGAAGCAGGGGGCTGGGGCTGGGGATGTGGATGTATCTCTCCTGGCCTGGAG
ATGTAGCAGTGGTAAAATGTTTGCAGGAAACCCTGACCTTGACCCCAAACACCACAGAAA
TGGGGGAGGGGAACATGCCTTTAATTCCAGCACTTGGGAAGCAGAGGCAGGTGGACCTCT
GAGATCAAGGCCAGTCTGGTCTATAGATCGAGTTCCAGGAGAGCCAGGGCTAAACAGAGA
AACCCTACCTTGAAAAACCAACCAGCCAACCAAACAAGAGTAGTGGTGTATGTGGAGAGG
TGATTTTATAATCAGAAGACACACACATACACACACACATGCACACACACAGTGTGTGTG
ATTCAAATAACTTAAGTTCTTTGACTGAGAAAATTATCTTCCTAGTTCAGTGTTCAGCAA
GGGAGAGCTGCTCAAAGGGCTTTATGAAGCTCATGTGTGGGCTGACTGCTCTCACTTTCT
ATAGGAGGTGACGTAAGTCAACTGTGCGTCACCTTCAGGGGCTGTCTTCAGAAGGGAGAG
ATTTGATCAGAAGTGTCCAGAAGTCCCATGCGGTCCTTTGATATGGTGTCCTGTGCTCAT
TGTGAATGTCATTCCTGACACAGGATGGGAACAGGAGGGCCTTAAAGCACACTCATGAAC
ATTCCATGGGCAGATGAAGGTCATACCCAACAAAGACGCTGTAATCTTACTCAGCAGAGA
CAGAATTGCCTGCCATAGAGCCCAGCTCCCAGAGCACAGGAATATAGGGAAGGTGGCATT
CTTTTGGCCCAGAATGCTTTGAGAGTCACTGTCAACTGCCACATATGTAAAGATGTTTCA
ACTGTGATAACTCTCTGATCCACTCACCAAGGATGTACATAATGGTCTCTGACTTGACTC
CTGCCCTAGGTCAGCAGATGAGGGCTTGAGAGTAGATACAAAGGTGAATGTAAAGTAATT
ACATAATTTAAGATAGTAACATAAATTAAATTACGCCTGCCCTTTATTCTGGGTATCTTG
GGGAACACACGATGGAATTCGACCCAGCCTTTATGTTCAGCCCTAGTGATTTCCATCCAG
AATGTCAGGAGCAGCTTTTCCAGTCTGTGCTGCACACTGGATGCCTGCATACCCTTACCC
AAGATTCACTGCAAGCACGGCTTCTGAAGCAGCCACTTTCCTGCAGCCACTCCCATTCCC
ACTTCTGTTGTCAGAACAATGGCTGCTCACCCACTCTTCTCTGTAAAGAGATTTCTCTCC
AGCATTTGTTATAGAGCAGGGAGGAGAGGGGAGGGAAGGGGAGGGGAGAAGAGGGGAGGA
GAAATTACCAAAAAAACTTTTGTTCAGGATGAGACACATTTTCTAATCAACTCAAAGTAA
GATAACCAACTTCATTTTCCTGGAAATCAGTTGACATGAGACATAATTTTAAAAAAATTA
GATTTTATGTGTGAACCTGTCTTGCAGGTGTGTATGTGCACCACACGTGTGCCGTTGGCA
TGTCCTTGCTATCTTTTACCCTAGGCTGATTTTGACCAGGCCGCACAAGACGTGAGGAAG
CTGAAAAGCAGACCGGAAGATGAAGAACTCAAGGAACTCTACGGGCTCTACAAGCAGTCA
GTCATTGGAGACATCAACATTGGTGGTACCCGATCTTTGTTTCAAACAGACAGATGTTCT
GGATTGCAAGCTATTCATAGAAGTGCAGTGAAAAGTAACACTGTAACTCTCCCCTTTTCT
TCACAGCATGCCCAGCAATGTTAGATCTAAAGGGTAAGGCCAAATGGGAAGCTTGGAACC
TCCAAAAAGGTTTGTGACTCTTAAACAAGGTTAAAACAAAACTTCACTTCTGCCCACACC
GGTTGGTGAGATAACATCTGTCTCTCTAGGGTTGTCGAAGGAAGATGCCATGTGTGCCTA
TATTTCTAAAGCGAGAGAGCTGATTGAGAAATATGGAATTTAGAAGGTGACGGAGAAATC
AGATCTCCTTTGGAAGCCTTCATATGCATCAATAATTCTCTAAACAAAATCATGGATCTT
TTCTATTAGGATGAGTTATGATACTTAGGACTGTCAGCATGGTTACCTGATTTTACTCAC
TTGAGCAAGATGACATTAAAAAGTTCCTTCCCAAATATTGTTTTGTAGTATGCACATGCG
CTTTAATAAATATACTTTCTTTTGCATTTATGTCTGTGTATGGATATTTATATGTGTGTG
TTGAGCATGTGTGAATGTGGAGGCCAGAGGACAGTCTGGGGTAAATTTTCCCTGGTACGC
TATTTACTTCCTGTGATGTGAGGTCTCATTGGTTTGGAGCTCAACAAGCATGCTAGACTG
ACTAGCCCAGGTGTCCTCTTATCTCTTCCTCTTCAGCACTGAGATTACAGAGGTGGCCCA
GCATTCCAGACATGTTATGTGAGACCTGGGGCTTGAACTCAAGTCTTTATGCTTACAAGG
CAAGCTCTTTACTGACTGAGCCATCTGCCCAGCCCCAGCACTTTTCTTGACTTTATCTGT
TACTCTACAATGAGTTAGTGCTACTGGTCCAATCAAAGAAGTTTATTCAAAATTAACAGA
AGTCAGACTCTTTCCCAGTGCTTCAGGAAAAGGAGCCCAAAGGGTCACAAGTTAGGACAG
CCTGGGCTACATGGTGAGCCCCTATCTCAAAAATACAGAAAACCCTAAAACTGAAGGGAA
AGGTACAGAGATCAGATAAATCGATGAGTCCCTGTGCTGCACCACATAGCTTCAGGCTCC
CACATCCGTGAGCACTATGGAGTGACAGGTAGACTTGGCTCCAGGCTGCTAGTTGATATG
GAAAAGTTACCTAACCGGGCTTTGGCTTGGCTACTCATGGAAGAGCTTTGAGTTCCAGCC
AATCACTGAGGTCTTCCTATCACCGTGAACAGTAATCCCTAAGAGCTGTTTTGATAAACC
AGCAATTACTCTTTCTGGTGAAATAGGTCTAATGTGTATCTTTAAAGATTAAACTTTGAG
CTACAGTGTACTATAAGAGAAGTCATGATTTCTCTCTGTCAATCACTCTTGCCACTAAAA
TTCTTCAAGAGGCTGCAGGTATAACTCTGTTTGGAGGCACTTTGCTGATAAAATGTTATA
TAAATGGCAATCAAATTAGATTCTAATGAAATACTGAAGGATTCTACTAGACATTTTCTT
TCTTTAGCAATATTTTTATTTATTCTTTGAAATTTTCCTAAGTGTAAACTGTGCATTTTG
ATCATACCCACTTCCCGCTGGCCTTTCCAACCCCTGTGACAGACATCCCCGCCCCCCAGC
TTCCCACGGAGTCCAATTAGAGCTGCCTGCATGTGCTACACGGTGTGGTGTCATTTACTG
GAGGCTGGGTAACCTATTGGTGGCAAAGTCTCCCAAAGAAAACCCACCCCTCTTCCCTCT
GCAACTGTCAACGCCCAACAATGCCGCTGCTCCACTTCAGCCCGTGTCCTTTCCCCAGAG
ATAAATGTTCCATGAAGAAATTCATTAATATGCATCTTTCCGACCTCTAAGAACTAAAAG
CTGGACTTGGAGGAACAGCCTGTGATCAGTTTGCATATTAGAAACCCCAGAGAAAACTCA
TCTAGAAGTAGTCAAGTGAGGAGAGCTCCAAACACTTGACTATGTAGTTCTTGATAAAGT
CCTCGTTGTTCGGTTCCATCAGATAAAAGTGGTCACCTGGCAGCTTGAGGACATCAAACT
TCCCACTGGTTATGTCTTTCCAGCCTGAGAAGTACACAACATTGTATTCAGTGATTAACA
GCATCGGCCAAAGACAACAGAAAATCTGCTTCCAGGTAATAAGAGCACCTGGTGAAGTAG
TTCACTGAGAGCTGACTCTCGATGATTGAGTTACATCCAGGGTCTCGGGTTCTGTGCATC
CTCTATTTTTAATCACTTGAAACCCTATCAGTATTCAGTGGTGTGACCTGGATCCTCATT
GTGCAGGAGACCAACATGTCTTTGTCTCTAGCCAGTAAGATTTGGGCAGATTTCCTATCT
GTTTCAGTGACTACTAGTTGGCATTTGCTCAGAACCGTCCAACACATATATTTCAATTAA
ATTCCCCCGAAATTATAAAAGTGGTTTCACCTTCTATATCCTTTACTACATCTTCAGATC
CAATAAAGCACGTGATGTCCCGAGAAAGGAGAGCTTTGGAGGGTTTGTCAAAGCTGTAAA
CCAGAAAGAGCTTGTTAGGAGTTTTCATCTTTACCACCCCAGAATCCTTTCCTCTTCCTT
GACTTCACTGAAATGAAGCCTTACTTCTTACCCTTTCTTCCACTAGTCCTAACAAGAAAG
ACAGGCCCAGGGGCTGCCTCTCTCCATCAGAACCGACCTGAGGTTCACGCAACCCAGGCT
ATTTTCCCATCATGAGCTAAGCGCTAGAGTCGAATGGACCTTCTAGAAATAGAGAATGAG
GGCTGGAGAGATGGCTCAGTTGTTAAAGGCAAGGCTCACAACCACAAATGTAAGAAATAG
AGAATAGCCTTGTCACAGTAGACTTGACCCAGCTGGAGAAAGAACCAGGGAACTTGGAAA
TGATCATTAGAAGTGACCTAAGCAAGGAAACCTTACAAAGACAAGACAAAATGTTTCAGA
GGTTGGGACACATCTGTAAGCAAGAGGTTAGTAAGTGTGGAATCCGTGGCAGACGGAAGC
TGGAACTGCACAAGGAGAGATGAGAGGGACCCTCAGGCATGTCATGAACATGGTACGCAT
CCACACATGCAGGCAAAACGCTCGTGCACATAAAGTAAATGCTTAAAGTGACTTCAGGTG
GGAAATGGGCTAAGCTGAAACATGACGTCATCCAGTCATCACAACCCCATGAGCTGTTAC
TAATGTTTTACTGCATAGACTTAAACACACATGATCAGAGCATCATAACTACTAAACACG
CAGGCAGAACATTTTGATCTTAAAGGATGGACTCTGGAGAAGACATGTTTATCCACTGAG
CACACCTTGATTATGACAAGCCTTCTCGCACACCATCTCACTGAATGTACATAGTGATGT
TAGTGGGCATAGTAATTCATGGGCATAATCCCAGGGACCAGGATGCTAAGGCAAGAGGAT
AGCAAGTTCAAGACGCATCTTGCCTACAGAATAAATCCACTGGTAACCTGGGCTATATAA
TGGGATCATATTTCAAAAAATGCAAGGGCTATCGAGCATCTCAGGGGCACAATGTTTGCT
TAGGCTGAACAGAGCCCTGGGTTCCCTCCCACCAAATCAACAAAACTTTTAAGTTGACAA
TTATAATTATGTGCGTGATGTTTTGACAACTATGTGCATTAAAGCCACTAAGCCAAACTA
TATGGCATCTCCCTTCTTGTTCCTTTTGATGGTGTGAACATTTAAAAGCCACTACTTGGG
TAACTGCACTCACCATGGTGTTCAGTGGATTTCCAAACTGTATTCTCCTTGTCCACTGAA
ACTCTCTGCTCTGCCTAGCATCTCCTGGCAATAGTCAAATAGTAAGCTGCATTGGACTCT
GGGTCTGTATGTTGATGTTTATCGGTTCCACATGTGGGAGGCTGTGGTTCACATTTATTG
TTATCATATATAATTTGTAAATATTTTCTCCAAGCCTCTGGCCTCATTGCTGATCCATTT
TCTTTGCTGTGCTTTAGGATCACAGTTTTTTTTTTAAAAAAGTCATCACCTAAAATAACA
TCATAAAAATTTTTCTGTATGTTTTTTTCCAGAACTTTTATTGTATTGGATATCTTGTTT
CTACAGTTGCCTTTTAATTCAATTTGAATTGATTTTTGCACACATATAAACCCACACACA
TATATTATTGACTAATGTATGTGTGAAGTAAAATTCCAATTTTCTTCTTTTACAATGGAT
ATCACTTTTCTAAAACTGTTTATTAATTAAAGAAACTGTGTCCTGGGCCAGCAAGGTGGC
TCAGTGGGCAAAGATGCTTGCCAATCCTCACTGCCTGAGTTCAATTCCTGAGACCCGCAC
TGTGGAAGGAAAGAACCAAGGCACAAAAATTGTCATGTGACCTCTGCATGTGCACTTTAG
CATGCACACACATTCACCCACACACAGGTAAGTAAATAAAACATGCTAAAGAGCATGTCC
TTTCCCCATAGCATATTCATAGAAATACATTTTGACACAGCGTAAATATATGGATTTATT
TGTGGGCTCTCTAATGCTGTACATCGGTTGGTGTGTCTCTTAATAAGCCAGTATGCTACT
GCTTCAATCCCTAAAGCTTATTTTTTAATTAATAAATTTTAAAAAGAATTTGTAGATTAT
GGAGAAAAGCAGATGCCATACCACTGTCTCAGGTGTCCCTGCTCTTGGCAGCCCCCTGTT
ATCCCAGCGGTTGTACATCACTGCTTCAACCAACAAATAAAAAGCGGCTAAATGGAGACA
GCTGCACACAAACTGATCCCTTTTGAACACTTTGAAACCCAGCTCTTAGTGACCCTCAAG
ACTGCAATACGTCAATACTGACTATAGCCACCATTGCCACCATGTACACAGAGCTCCTGA
GCTTGTTTGTCCCCAACATTAAGGTCTTTGACCCGTCTTTTGTTGATTTGTCTTTTTAAG
GATGTAAGGAGAATCTAGTTTCATTCATCCACATATGAATATGCAACTTGTCGAAACTCC
GACCCCCACAGCAGTGAAGGTTCATTTCTGTGCTCTCTCCCATTCCAGGAGTCTGCATGT
CAGGCTACGTGTTGCTTTCTTTCCTATGGCTCTGTACCATGATTTGAAATTAGGTATGAT
GATACCACCTTGACTATTTTTTATTTGTTTGTTTTGTTGGTTGGTTGGTTTTCTCGGAAT
TTCTTTAGCAATTTAGTCTTTTGTGCATCCACATGAATTTTAAGGATTTTGCCCCTATTC
TTATGAAGACTATTATTAGAATGTAAATGGACACTAAATTGATTTTTTTAAAGATTGTTA
CTGCATATTAGCTCTTCAAAATGTATTCTTTCCCTCCTCCCTTTCTCTCTGTCATTCATT
CAATGGATAGGTCTTAAATCTTGACTCTGGGCCTAATTCAGGAACACAAAATAGCTTACC
TTGGTGAGGAGATGGGTCAGATAGAAACAAAGAGAAGGGGGTGAACCTGGAGCACGTAGG
GTGTCGGGAAGAACTTTGTGAGTGAAGATGGGTGATGAATGGAGAGGCAGAGAAAGGATG
AGATTGTCTCAGTTCTCAGGATGCCTGTGTCAATTTACATACCAACACCCACTCACAGAG
AGACACACAGACATGCACACTCACAGAGAAAGACACACACAGAGACACACTTAGAGAGAC
ACACACTCACAGAGACAAACATACACAGGGTGCGTGTGCATACATCTCAGTTACTTACAT
GAATTTTTTCACAATGTCAACATCTGCCTTCAGCAAAGGAATGCATTGCTTCAGAAAATC
CTGGTCTTCGATGAGATGCTTGGGAGTGCCTCCAAAAATCAGAAGGTGATCTCTTATTTG
TTCTTCTGACAATTTGTTAATATCAGGAACTTGAGGCCGGAATTCTGACTTGAAACACCA
ACAAACACCAGGCTGAATGTTCATGAAACCCACTAACACAAAACCTCAAGCTACCTCCTT
AAATCAAGGAGGGTGAAGAAAATGTCATAGTAACCTTAGATTCATAGTGACACCCAAATG
GCACTCCTGATTTAGAATGCTAGGTCAGTCCCAGCCTGTATGGAGGGAATGGAGATGCAA
GTGCCAGGGACAGAAAGCAGAGAGAGGCAGCATCACCTCAGAGGGACAGGGACAAAGAGA
AAACAGTCTCGGAAAAGGCTGAAGTTCGTTTCGAGGAGGATGGAGAGAAACACGTTGAAA
GACCTGAGGGGGATTCACTAGTGCCCAGGATTGCTCGCCTGCCAGCCTGGACCAAAGGAG
AGCAACAGCCCAATCATTAGTACTCCACTCCCCTCTTCATTCCCCATCCCGGGAAAACCA
GAACTTACGTGAGGGGCAGAGGCACTGGACACAAAGATATGCAGCGGCTCCATTTTATAT
TTCTCCTTTAGGTGCAGTGCAGTAATAAAAGCAATGTAGGATCCGAAACTAAACCAGGAA
AGAGGCAAACATGATAACAGTGTTGGGAAAACTCACGGTAACCCTGTATCACAAACACAG
CGGTAACTGTTGGGTGGGCAGAAGCTAAACTGGATGTTATCTGGTTTGCAGAAAGCATAT
TACAGATGATGCTTGTAAGCAGTGTTTCAAGCCTGAGAGGTGGTTTTGTCTGTGAAGCAC
TTGCCTCACACTTGTGAGGAGGACCTGAGTTCCAATCCCCAGAACCAATGTAAAAAGCTG
AGTTCAGCTGCTCGGGCCTGAAATCTCAACAGTGCAAAAATGAGGGACAGAGATAGGAGG
ACCCCTGAAAAATCGTGGTCCTGCTAGCTTGGCCTCCGTGGTAAAATCTCAGGCCATTGA
GAGATCCCATCTTAAATAAAAGTTAGCCAATAAAGCAAGGACCAACACCCATGGTCACCC
CCCACCTCCCCATATATTTTAGGCTCATGCACACATCACACATACACTCACATATAACAC
ACATACACACAGAGAGAGAGAGAGAGAGAGAGACAGAGACAGAGATGGAGACAGAGACAG
AGCAAGCAAGGGTGGAGTGGGGAAGAGGAGGGAGAGAGAGGAGAAGGGGGGTAGAAGGTG
AAGAAGGGAAAGAGAGAGAGAGGGAAAGGGAGAGAGAGAGAGAGTCTTGAAGTTAGTTTA
TATTTCTGTTGGCATAGGTGATTGCATACTGTGTAAAGATTATTCTTTTATTATCCAAAT
ATGCTGGTTTCTTTATGATTACTATTAATTTAATATTTTATATGATTTTAATTATGTGTG
TGCATACATGTCTGTGTGTGGGTGTGTTCACATGAGTGCAGCTGCCTATGGAGACCAGAA
GCATCAGATCCCTAGGAGCTGGAGTTACAGGCAGATGTGAGCAAGTGATTGGTGGGAATC
AAACTAAGGTCCTAAGCAAGAGCAGAACACACTGTTAACCTCTGAACGTTCTCTCCAGTC
CTGCCTTCACTGGTCATTTAATCTCCATAGATAAGAACTACTCCCTCCAGCTAATTTAAA
GGCCTAAGAAATTTGTCCAAGACTGTGGCCTGAAATTAGGTCTTGGTAAATACATATTAT
TTCCATACATATTTTAATTTGAAAAATAAATAGAAGGTTCTGATAGAGTCTTCCTTCTAG
GTGTATCTCCTAACAAATGGAGAACTGTAACACCTGTGGTTGGTGATAACTATCCAATGT
TCTGTTTTAATAGAAGAAAAAGCTGTGTCTCAAAAACACAAAGTAGGAACTTGCCTAAGT
GTACTAGGAGAGTGCTTTAGCATTGAGCACCTATCCTAAGACTCACGCAGGTTGCTTACA
AGATCTAAATACCTGTGGCCAAAAAATGCAAAAGCTTTGTCACGGATGATGGGCAACAGG
GCAGTCACAACTTCCTCAGCTATCTGGTAGATGTCATTTGAGAAAGGTTCTTCAAATCGG
GTTTCTCTCCCAGCCAGTCTTACAGCATGCACTGGAAGTTAACAGACAGGTTACACACAA
ACAGAGAAGATGGTTAACAGGTTAACTCAGACAAATGGATGGAAAAGCCTTAGCCCTATA
TTACACAATGCGACCAATTTCAAAGAAGCAAATCGTAGTGCTCTAACTTGGCATGGGGTC
TGTGAGGCCAAGCTTGCTTGTCAGCTGGATTGGATCTGGGGTCCAGTAAGAGACACACTT
CTGACATCTATGAGAGCATCAGATGCTACATCCCTGTTTCACTTCCTGCTCTGACTTTGT
TCAACAGTGGTCTGTGATCAGAAAGTGTAAGCCAGATAAACTCTCCCGCCCCCTCAGTTG
CTTTGGGTCATGTGTTTTATCACATAAACAGAAATCAAACTAAACAGGCTCCATCTCAAG
TAAACAAAAGTATAACAATAATGTCTTTAAGATCCACTCGTACACAAATCATAGGGCTTT
CTTCTTTTAGTGAATGGACAATTTGAGGTCTGCAGTAAGTACTGGGGGAGCCATAAGTAA
AGGATTTAGAATTCTTGAGGGGACAGAGGCAAGCTGAGAAGACACTTCCAAGAAGACACC
TTCCTTATAAGGGTAAAATGTCAGAAGAAAGAAATGGCTGGGGCAGAAATTCTATAGAAA
CGAAATATCAAACCATTAAGAAGACTATAGAACCAGCAACCTACAGAAACAAGGTGCCAA
TGTTTTCTCTAAACTGCACTTCACTGTATCAACACAAGAGGACACTCCTGAACTAAGAAA
CGGAGCTAGCAACTGGTTCCATCCCGAGGATGCAGAAGTGGCAGATCAGAGTCTCTGGCC
AGTGAAAATACTCAATAAAGCTCTCATGGAGGAGGCAGGAGGGACAGGGGAGCAATGCCC
CAAAGCAAATTAACTCCAAAAAGAAATGAAAAAATAATCACAGTAATCTGGAAATTTAAA
GTTCTGACTAGGGGCTGGAGAGATGGCTCAGTGGTTAAGAGCACCGACTGCTCTTCCAGA
GGTCCCGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCGTAATGGGATCT
GATGGCCTCTTCTGGTGGGTCTGAAGACAATGACAATGAAATAATAAATAAATAATGAAT
AAAATCTTTAAAAAAAAAACAAGATAGAATAAAATTCTGACTAGAAACATCCAAATGATT
GGATGAAGACTGCCAGGAAATAAAATGAATAAAAATACAAAAGTTATTTCAAAACTGAAA
AAAAAAAAACCAAACCTAACCTCTCCCTGTGATAAACAGGGCAAAGTATGTATGGACCCA
GAAAAGAGAAAGGAAAGGACTCGGAAAAGAAAACAAGGCTGCAAAGGGCCTGGAGCGCTG
GCTGCCTGGATTCCCAGCACCCACACAATGGCTCACAACCATCAGTAACTCCTGTCCAAC
AACTTCTTCAGCTCTCCACCGGCATCTCACAGACATGGTGCCCAGATAAAACACTAACAT
TCAAAAAATAAAAACAGAAAAGAAACCTTAAACAACAACAATCAGAAAACATCTAAGAAA
AGTAAGAGAACTTCCCTGTGAAAGAACTCAGATGCTCAGAGGGTAAGGGCCCCTTCTGTC
TGATGACTTGACTGTGATGACTCCTGAAAGGTGTTCTCTGACCTCCACATAGGCTCTGCA
TCCACCACCCCCAAATAGTATTAAAAGTTAAAACAAACAAAATGAGCCTTCTTCAATAAC
TGCATCTCATCCAAAATCAGGTTTCTAGTGACTGGGAAAACTGACTCATGATAATTAAGT
TAAAACATTAGAATCTAGGAGCTAGGGATATAGTTCAGTTAGCAAGGTGCTTGATGTGTT
GTGCTAGGGAGGCAGGAAGCGAGAGTCCATGGGACTCGCTGTATACCAACCAGCCTAGCA
TTATCAGTGAGCTTGAGGTCCTGGTGAGGGACCCTGAGAAAAGAGGCAGACAGTTTCTGA
GGGATAACCCAGAGGTTGACTTCTGGCCTAAACACACACACACACACACACACACAGAGA
GAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGCACATTTGA
GAATTAAAGATAGAAAATATTTAAAACTTCAAATGAATACATCGTTTATAAGAGAGAACC
AATCAGGGTGGTATTGGGCTTGCTGACAAATTTGAAACAAGACAACAGCAAATCAAATCT
TGGCAGGGGCTCAAGAGGGTACAGACAGTAGTAACCTATGTCCTCTGTGAGAATGGCTCT
ACAGATGCAGAGATTTGTCTAGTCTAAAGTACTGTACTAAACGAAGGGCTCCTGTTCTTT
TTCATTCTTTCTTTATTTGGGGGTGGTTACGGTTTTGAGAAAAGACATTTAGATGGTGGC
ATGCCACAAAACCAAGTTCTATGTTGTAATAGAAGAGTTTCAGGGAACACCAAGGGATTC
ATAAAAGATTGGGAAAGCTCTACCAAAATATGGTGTGATGGCAAATTTTGGTTGTCAACT
TGACACACCTAGAAAGAATAATCTGAGTCATGACTTTCATCAGACTGCCCTATGGGGCAT
TTCAATGAAACATTTTCTTTTCTTTTCTTTTCTTTTCTTTTCTCTTTTCTTTTCTTTTCT
TTTCTTTCTTTCTTTTCTTTCTTCCTCTTCCTTCCTTCCTTCCTTGTTTCCTTCCTTCCT
TCCTTCCTTCCTTCCTTCCTTTCCTTCCTTCCTTCCTTCCTTTCCTTCCTTCCTTCCTTC
CTTCCTTCCTTCCTTTCTTTTTTCTGAGACACGGTTTCTCTGTGTAATCCTGTCTGTCTT
GGTACTCACTCTAGCCCAGACTGGCCATGAACTCAGAAATCCACCCACCTCTGCCTCCCA
AGTGCTGGGATTAAAGGCGTATGCCACCACTGCGCAGAGAAACATTTTCTTGATTGCTAA
TTAGCATAGAACGATTCAGCCCACTCTGGGCAGTTCCATTCTTAGGCAGATGAGCCTGGG
GTATAGAAGAAAGGTAGCTAAACATGGGCCTTAGAAGAGCTCCATAAGTTTCTGCTTAAA
ATACCTGTCTTGGCTTCCCTCAGTGATAGACTATAGACTCCTGTATGCTAACACAAACCC
TTTTCTCTTCAAGTTGTCTTTGGTCACTGTGTTTATCACAGCAACAGGAAGCAAACTGGA
ACAGGTGAAAACAAGAAAAAAATCACAGGTTGTATTTAACATCTGACAAGGTACCTTTGG
AGACAGAAGCTTCAAACATTTCTGAAATGGACTCTTAGTGGTTCTAAAGGCTGAATGCTA
CATAGCAATTGCCTTTAAACTGAAATGTTCCATCCTGGATAGGAACATCGTGGGGCTCCT
TAAGTCTAAGGAAGTCAATGGAACTTTCATGGCTAAAAAGGTCAGCAATTCACAAGTCTC
AGAAAGTTCCTTAAACTTACATGGCCTTTCCCAAAGATTATATAACCATTTCCCATTGCT
GGAGAGAAGAGACTTTTGAACTAAAAGAGTTGCCTGTAAGCCACACAGGGAGCGCCAGAG
ATGCAGCTATCACAAGCTATAGTCTATGCTGGGATGAGCACCTGGGAATGTGTTGACCTT
TGAGTCATTCATAATCTGGCAAGGATCCTCTCACTCAGAGTCTTGTAAATAACACCCCCC
CCAAAACAACTCACTAGCACATTATGTTAGGATTGAGTGGAGTTCTGTGGTGGTCTGACA
AATCTTGAACAAAAAGACATTTACTGAAATCTTTCCAGAGAAAGTCACAAGCCACCAAGA
TTCTCAGTTAATAAACAGCCCCAGTTACAAATGTCTATTCACTACATTTCCTTCTGTAAA
ATGGAAACACAGTGTGTGTAAGATGTAAAAAAAAAAAAGAAAAAAAGAAAAGAGAGAGAG
AGAGAGAGAGAGAGAGATGATAACACTATTAAGAAAGATTTCGCACGCCAAATGGAGAAA
AAGACAAACTTGATGATGTAGATCTTATAGCTATATAGTAAAATTCACACTCGATACAGA
GAATGCACATATCACGCTAGCAGTCACAGAATATCTGTGAACACTGATAATGGTTAAAGG
AAAAGTCACAGACAATTCTACACAGTAAAGGCAGAATCACCAGTCTCTGAGAACAAAGCA
AACTATCTGGGAACCACCAGTGTGAGCATCACTATGCTTCTAAAGCTCCTCTAGCCAGTT
TAACAGACAGACAGACAGACAGACAGACAGACAGACAGACAGACCAAACAAACAAACAAA
CAAACAAACACATCATTGCTCACTTCCAAACAAGCTGTTCACTGTTGGATGAAAAGGGAA
AGACAAAATAAGCCATAGAGTTTTAAAAAACAAGGATGGGAAAATATTGGGTAATGCTAG
GGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGCTGGGCATGTGCACATGAG
TGCAGGTCTGTGTGGAGGCCAGGAGAGGGCGCCGGATCTCACAGAACCAGACACAGATTG
ACTGCAGCAGGGCTCTTAACCACTTAGTCTTTCCAGCCCTGTATGGGTGTTTTTGTTTGT
TTATTCATTGCCACTTAAAAGTTGTTTTAATGGGCTGGAGAGATGGCTCTGACTGCTCAT
CAAGAGGTCCTGAGTTCAATTCCCAGCAGCCACATGGTGATTCACAACCATCTGTAATGG
GATCTGATGCCCTCTTCTGGTGTGTCTGAAGATAGCTACAGTGTACTCATGTAAATAAAA
TAAATAAATCTTTTTTAAGAAATTGTTATAATGAAGATCTCTCTATTGGTTACACATCAG
TGTATTCTGGAGAACATAGCTGTGGTTTAAGAGAACTGATTTTCAAATGCATCACATGCA
GTTGCTATAAACTGGAGAATAGTGGAGGTGGTAATGATCATGGAAAAGAAGTCTAGGCCA
AACACCTCCTGAGGCAGTTCAGACAGTGAAGACTGAGAGCCAATATGTCATTTTCCAAGA
CTTTCCAGCTTGTTAGAACCAGTTTTATGATTTGGGATAAGCCTGAATTTATAACAGTAA
ATAATTCATCTGCCATTCATTTGAGAAACTATTAATTTGTAAAACTTAAGCCAAGAAAAG
CAGGTCAGATTATGAAGATAACTCACCTTAAGGGAGGGAAGGAGAGGGAGAGGGAGAGGG
GACAGGGGAGAGGGGAGAGGGAGAGGGGAGAGAGGAGAGGGGAGAGGGAGAGGGAGAGAG
GACACATTAGCTGCATTAGAAAGCTACATTAAGGATCTTTAAATGAATTTGTTTTGTGTT
TTCTCAGAAGTATGGTGAAACTCCTGTGATACCCAAACACAGGAATCTGAGACAGGAGGA
CCACAAATTGGAAGCGATCTGGCCACCTAGGAAGACTATCTTGCAAGTAACTAATCACGC
CTGACCATAGATAGCATTTAGTTATCAGTAATGTTTGGATGCTAGCTCATCTTTCGTTTT
TGTTTTTGTTTTTAAGTAAAGCTTTAAATAATTTATATGGCTACCCCATCTTTAAAGAGA
CAGAGCTTAGGTGGGCACAGCAGTGTATCCCTATGACCCAAGTACTTGGGAGACTGAAAG
AAGAAGATCTTGAGTTTGAGGCCAGTCTAGGCTACATAGCAAGACCCCTTTTTATTTTTT
TTAAATAAAATAAAATAGTAGAATTTAACTCCTTATCTTTAGTGTCTTTTTCTCCAAAGA
GCATGGAAAGATGAGGGAAAGTAACTTTTCAGAGTCTCCGTGCTGAGCAATCAAGTTCAT
ACCACCTGTAATAGTCCTTGTCAGCCCAAGTGCATTCACTAAAGAGCAATAAGAGTGTCC
TTCTTTCTAAAAATCCTACAGTCTTAGTCTATTAAAATAACGTCAGAAAAACCCAAACAC
AAGACATTCTACAAAACATGCAACTGGAACTGGTCAAAACTTGCCTAGGGCCTTGGGCAA
TGGAAGCAAAATAATCCTAAGTTCAAAACCAGCTCGATCTTTTGAGATCTGTCAAGATAA
TCAAAAACAAGGGACCCCTGAGGGCTGGCCATAGACTAAAGATGGCTGAGGAGGGGTGAG
AGCTAAGTAATGCGGTAGCCTGTATGAGACAGAAAGAGAACATGGCGGGCGGTATTTGCT
GCTCTCTGATTCTGTGATAAAATGCCACGAGGAAACATGACTTATGGAAGAGGGAGTTTA
TCATGGTTTACAGTTCTCGAGGAATAAGAATCCACCATGGCGAGGAAGCATGGCAGGAAG
CTGAGATGACATTTTTAACTGTAAGCTTGAAGCAGGGATAGCAATGTGGAAGGTAGCCTA
GGCTTTAAACTCTCAAACCCCACATCCAGTGCCTTGTTCCGCTCAGCAAGGCCACACCTC
CTATACTTCCCCCAACAGTGCCAACCAACTTCGGACCAAGTGTTCAAGTGCTCCAGTCTA
TGGGAACATCTGTCATTTAAACCACCACAGGGGAAGCCAATCAAATCTGAACTCACCTGA
CCATGGCATTTAGTTACAGTGATGTTTGCATGTTAGCTCATTAGTTGTAATGGAAGTACT
GTAATAATAGTACACACTGTTCAGAAGTGGGGGAACAAGGTGAGGAGCTAAGAGGACACA
CCGCACTGCTTCTGCAGCTTTTATTCTCTGGAGCAGGAGAGATGACTTACAGTCAAAAGC
ACTTGCTGCTCTTGCAGACGACCCAGGTTTAGTTCCTAACACCACATTGTGGCTCACAAC
AGTCTGTAACTCTGCTTCCAGAGACCTGATGCCCTCTTTTAGGTTCCATGAGAACTGTAT
GCACATGGTGTACATACATACATGCAGGCAAACACTTATACGCATTAAAGATAAAAAGGT
CTTCTGAAAGTTACATTTGAAATAAAAATTAGAGTTCCTAGTCAAAAATATTTTTTAAAA
AAACTAAACATGTCAAAATGTAATATGTGAATTGCCTGATAATTTGTCTAGTGATTCCCT
GTGACCATCTTCTGCTTGCGGCCATTAAGGACTTTCTAACAAGTCCTTGCTGATTTCTGA
ACTGACAAGACTAGTTTACATCCCACCGTCTGTGCAAATGTGGTCCAGCCATTCCACTCT
CCTATATTTACCTAATGGGCTCCAAGTTTACCCATCACAGAGATATTCACACAGCAATGT
ATTTTTTGGCACCAATCACAACGCATGGGGATTCTAAGTGTTCACCAAACGAACAGATAA
TCAAACGTGGTCTCTTCACGCCATGGAAACATTTTCAGCCATAAAGGAGGAAGTCATAGT
GTTTGGAAAAATGGATATAACTAGAGATAATCATATTAAATGAATGAAGCTAACCTTTGT
TTTATACAGATACATAAAGTCATATATACATGACTAGAAAGCAGAAGTAAAATTGCCAAC
CAGGACAGAAGTGACCAATGAGGGCAGAAAAAGAAGGATCGAGGATATAAAAAAGAATAT
GCATGACATACAAAATAAACTTGTATGACAATGTGAAAAGTAAGTTACTTAGGAAGAAAA
AAGTGTGTAGTAGATCAACATGTATTTTTTTAAAAAGGAAACACAGGATGAATTATGCAG
CTGCACACAGATGAGCAGCTGAGGACATGAGGACTTACTCAGAAGGAGGGGAAGTACGTG
AGTCTGTGGGAAGTCCAGTTTCCTCCTCTATTTATGCTGCATCAGTGGTTTAATACAATG
CAGAATTGTGCATGCATGTGCGTATGCATGGGTGTCTCTGTGCGCATGCGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGCGTGTGTGCGCGTGCGTGTGAGCATGCATGCACA
GGTGGATGTGTTCATGTGAGTGCATGTAGGCCAGAGGACAATTTCTAATGTTATCCTCAG
TAATGTGGCTTACCTCCTCTGAGACAGGCTCTCATTGACCTGGAGCTGAGCAATTAGCCT
AGACTTGCTGTTGACCTCAGGGGTCCCCATACTTCTTCTGCCTCAGCACCGGGATTACCA
GTGTGCACTGGCATTTTTATGTATGTTCTGGGGATAAGACACAGGTCCTCTGCTTGCAAG
GCAAGCACTCTAACTCAGCAGTCTGCCTAACTCTGAGATCTACTTTTGCTAGAACAAACA
GCCAGGAGTGTTGGCAACTTTCACAGAGCAAGAGTACAAAATTGCATAGCACTGTAAACA
GTCATAAATTAAAAGTCCAAGATTGCAGCAAGAATTTATGGCTCGCTCTTAGGACATTCA
GCTGTCTCTTAGGACAGTTGACTGAATTATACATGTCAAGATCTTAAGAAGATAGAGATA
ATTGCCGGCCTGGTAGAGGCACATGAATCTCAAGGAGTTTGAGGCCATCCTGGTCTACAT
AGTGAATTCCAGGCCAGCCAAGGCTACATGGTGAGACACTGTCTCAAAAATAGCAATAAC
AGAAAGGACAAAATATAGGTAAGATAGGCATGGTGACTCATGCCTGCATTTCCCAGAACT
CAGAGGGATGAAAAGGAGGGTCACAAGTTAGAAGCCATCCAGAGTAACATAAGACTCCTA
TCTGTCTGTCTGTCTGTCTTTTATTTATCCATATCTAATCCCTTTATCTCTTTTAAAAAG
GAATATACAGAAAGGGAAGATGTCAGATTCTAGACATTCAGAACACTCCTGCATCTCCAC
AAATCTGAACATGCATAGCTACAGGGAGGCGTGGGTAGCACGGAACGGCTTAGGTGTACA
ATAAAAACACTACAGACGAAATGAAACCCAGAAACCTTAGATCCGTACTAACATCAGCAA
ACATGGCAAGGAGGGATGGGCTATCAGCAAATGAGAAAAGGAAAACTTCACAGGTGCGCA
CAGCCTTATTTACTGACACCCACTGGGGAGGTGACCTGCACAGCAAGAAGGAGTTGCAAA
GGCTCCCTGAGCTTCCCACTGGGCACAGTGACACTGCCGTGAAGAACATCTTAAGAAACT
TTTCCTCAGGGCGTGGTTGTGCACACCTGTAGTCCCAGTCTGGAGAGGCAGAGGCAAGCA
GATCTCTCAGTTTGAGGATGGCCTGGACTACAGAGTGAGTTCTAGGGCAGCAAAGGCTAT
ACAGAGAATTTTTTTAAAAAGGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGGAGGG
AGGGAGGGAGGGAAGGAAGGAAAGAAGGAAGGAAGGGAGGGAGGGAGGGAGGGAAGGAAA
GAAGGGAGGAAGGGAGGGAGGAAGGGAGGGAGGGAGGGAAGGAGGGAGGAAGGGAGGGAG
GGAGGGAAGGAGGAAAAAAAAAGAAGGAAATAAAGTCTTCCTGGAAAATTCTTCAGTAAG
AGCCCCTGGATTCCAAAAGCCACTGTCCTTGACTAGCTAAGCTGTTGATCACCCCAAGCA
TCAGGAAACTGGATGTGACTTAGACATTGAGTTGTAGACCCTGTCTGCTTGGAGAAGTGT
GGGCTGAGCTGGGAGGATATGGAGTGTGCTTAGACTTGGTAACTGGGACCCTACCTCGGG
GAAGAGTCTCAAGCCTACCTGAGCAGGAACGGAGCAAGGGTTGGATCTGAGAACAGCATG
GCACAGCATAGGAGCCTGTACCCTGCTCTATCAGCAGAAACTGGTTAGACCTGACTGCTT
CCAATTGTCAGAACTCCAGAGGTTCCTGGTGGCAACACCCTGCTCAAGGCCTTTCTCACT
CCCATGTTCAAAATGGCAGAGTGACGTTGTGAGGCAAAACCCAAGCAATTGGTCTTCCAT
ATTGGCTAATGACAAAAGCCCAAGGCAGCTCCTACACTTACCACATAGCTCTTAGAATAA
ATGTGGAAGGAAGTCAGCCAAGCTCTCCTCCTAGTACACGCCTCAGCAGTTAAGACAGGG
TGGAGTCCAGCCTGCAACAGTGCTTTGGTCTAACTTGTATGTCCCCTGAACTAAGTAAGT
GTCAAAGAGACGTGGATGTGAGGACATAACAGCCACATCTTGTTTCTCCTAAGCCAGGGT
AGCACTGAGTTTTATTGCTCTCTGTTGGTTTTCTTGTCTTTTCCCTTCACGGTTATGCCT
GATACTCCCAGTTTGTAATCTCTCCCATCTTGTTCCTTTTTGTTCCTTTCCCCTAGTTGC
GCTTCTTTTTTAATTTAATTATTAATGTTTTTAATTTTATTTTTACTATTTTTTAAACTC
CCTGTTCATCTGATTAATATCCTCACCCCTTTTCCCTATTTCTTATTGGGGAGGTAGCTG
ATGTATTCAGTTATTTTTCTATCACCTTTAGTTATCTGACTTGTTTTTTAATTGTCATTC
GTGAGATCTACATTCACCCCTTCTGAAGGATAGTGAGGACTGAGATGTAAAACTGCACAC
ATGCCAAGCGAGGACCAACTGCAATGGAGAAAGAGAATAACTATGAAAGGCAATCTGATT
CTTAAAAAGGCTCATATCCACTCAGCAGTTGAATCAAGCTCCATTAACATGGCAGACAAA
TGCTTCAAAGTCTACATAAGGGAAAGGCCCAATGTCTCAAAGATGACACTCATAAATGCA
TGAATGGAGCAAGGAAGACAGCTCAGAAGAATGCTGAACTGGAAGAGAGCTTCAGCATGA
ATGAAAACCTTCATTGGAAAGAGTCACCAAGGAGCGAAACAAAGTAGGCAAGGGGACATG
AGTGATGGTGGAAGGAGTGACCTCATTCAGAAAGCATAAAAAGTAAGCAATCAGGACCAG
AACATAAGAACTGCTGCACACAAATCAAAACAACCCTGAGATTCCACCTCACACCAGCCA
GAATGGCTAGGATCAAAAGTTCAGGTGACAGCAGATGCTGGCGAGGATGTGGAGAAAGAG
GAACACTCCTCCATTGCTGGTGGGATTGCAAGCTGGTACAACCACTCTGGAAATCAGTCT
GGCAGTTCTTCAGAAAACCGGACATAGTACTACCGATGCCCCTCAACAGAGGAATAGATG
CAGAAAATGTGGTACATTTACACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTT
ATGAAATTCTTGAGCAAATGGATGTATCTGGAGGATATTATCCTGAGTGAGGTAACCCAA
TCAGAAAAGATGTCACTTGATATGCACTCACTGATAAGTGGATATTAGCCCAGAAACCTA
GAATACCCAAGATACAACTTCCAAAACACAAGAAAATCAAGAAGGAAGACCAAGGCGTGG
ATATTTCATTCCACCCGAGAATAGTGAATAAAATATCCATGGAAGGAGTTGCAGAGACAA
AGTTTGGAGATAAGACAAAAAGAAGGACCATCCAGAGACTGCCCCACCCGGGGGCCCATC
CCATAATCAGCCACCAAATGCAGACACTATTGCATACACCAGCAAGATTTTGCTGAAAGG
ACCCTGATATAGCTGTCTGCTGTGAGACTATACCAGTGTCTGGCAAATACAGAAGTGGAT
GCTCACAGTCATCTATAGGATGAAACATAGGGCCCCCAATGTAGGAGCTAGAGAAAGTAC
CCAAGAGCTGAAGGGGTCTGCAACCCTATAGGTGGAACAACAATATGAACTAACCAGTAC
CCCCAGAGCTCGTGTCTCTAGCTGTATATGTAACAGAAGATGGCCTAGTCGGCCATCATT
GGGAAGAGAGGCAAACTTTATATGCCTCAGTACAGGGGAACATCAGGGCCAAGAAGTGGG
AGTGAGTGGGTAGGGGAGCAGGGTGGGGAGAGGGTATAGGGGACTTTTGGGATAGCATGT
GAAATGTAAATGAAGAAAATATCTTTTTTTTTCTTTAAAAAAAAAAGAAAAAAGAACTGC
TGCACACAAATAGGAGACCTCACGCAAGAAGCCGTGGCGTAGAACACTGGGCTAAAGTAC
AAACTAATGGCATGAAAACCTGTTCAGTAAAATTAGAGCAGATTTTTTTTCTCCTTCTAG
GGAAAGACATGTGCATCCACGTAGAGGAGGAATTTAAGCCCCTAAACTGGCATGACTGAA
AAGGAACCCCTTCATGTCATGTTATAATTTAAGAGTTAAGAGTTGGGGCCAGAGAGATAG
GGGGCTCTGTGGTTAACTGTGCCTTCTGCTCTTTCAGAGGACCCAAGTTTGATTGCCAGC
ACCCATGTTAGGGTGCTCATAATGCTCTGTAACATCAGTTACAGAGGAACCAATACCTTC
TTTTGGCCTCCTTGGGTACTATATGCACATGCTCAAAACCATATGCAGACATACACATAT
ACATATAATTAATTTTTAATGTAAATTTAAAAAATTAAGACTACAGAACAAAAAAAAAGT
TTGAAAGCTGAAAGAGAGCCAAGTACTTTACAATGACCAACTCATGCATGTGTGGGTGGA
GACCACTTGTAAGACTCAGTTCTCTCCTACCATGTGAATCTCAGGGATTGAACTCAGGGC
ATCAGACATGGATGCAGGTGCCCTGACCTGCCAAGCTGTCATTCTGACCTGAATGTTATC
ATTTATAGGAAAAATGGATGGAGCTTGAGACTCTTATGTTCAGTGAAACAAGTATCTTAT
GTTTCCTCTAATATGTGAGATTTAGGAGGAGAAAACCCCTACAAAAGTTAAGGGAACTGT
TATGGGATGTGAGAAGGAAAAGGGGTAAAGAACTAAGAAAGGATGAGAAAAGGGACAGGA
ATCAAAGAATACTGTTTGTATAGGAGGAGACACTGCAACAGAACCCCTTTGTAATTAAAT
ATAGAGTGATTTTAAAAAGAAAGTGACATTATTGTTCAGGAAAGGAATCATGGGAGAGAA
AATATAATTGGGAAGTCACTGAGAAGATGGGTTTATCTCATGATGCTGCGAGATAAAGCC
TACTGACAGGAACACTGAGAAGCCAAGTCAGTGGCTGAGAACAGAAGCAGAAATGCACAG
AGAGGTAGCTCAAGATGTTGACTCAGCAACCAGTGGCACAGTATCCATGACGTAAAAAAA
TGACAGGGGAAGGGCTGGAGAGGTGGCTCAGTGGTTAAGAGCACTGACTGCTCTTCCTGA
GGTCCTGAGTTCAAGCCCCAGCACCACAGGGTGGCTCACAACCATCTGTAATGAATCACG
ATGCCCTCTGCTGGTGTGTCTGGAAGACAGCTACAGTGTACTCATATGCATAAAATAAAT
AAATAAATCTTTTTTAAAAAAAAGAAAAAGAAAAAATAACAGGGTAAAAATTATATTGAA
AAAACAATGACTTGAAAACATTTCCAGTTTGATAAGGGTTAGAAATCCACAAATCTAGGA
AACTCAATGAACTTGAGTTTCTCTGTGAAGCAGTTATCTAAGCTTCTTTATTGACTTAGG
ATGAAAGTCAACATACCTTCCAATAAGCCATTAATCTTTCGGCCCCACTTGGCAAAATGA
GTGGAGCCGCCTCCTGCCCAGGGAAAGCAGATCAGCTTGAAAAGTGCATCCGGCTTTTGA
CACAAACAGTTCAAAACCTTCTCATTCCTAGAAATAAAATTCAAATACATTTAGCATTAT
ATAACACGATTGGAAAAAGTTCAAAATTGCATTAGGTGAGTTTTAATAACAAGTCTCATT
AACTACTAGGTGCATGTGCTCAGATATGAGTTAATTGCCTTTCTTTCTCCAAGAATCCAG
TTTCCAAAGGTTTGAATGGTCTGTTTTATGATTTCAACCCATAAACTCTTAGAGACTTAG
ATGGCATAGTGAATTATCTATGTACTTTGTATGTCCAATAAGAGAGATGTAACTATTGAT
GCAGACGCCTGTTCTTTCACAGCAAAGGAGATAGTTTATCCAAAAAGGCTTTAGTCCTCA
GGGTCATCAGCAACATCCAGTGACACTGTCTCCTTAGACAGCCATCCTATATGGATATGT
TTGTATTCTCCACAATATAAGTGTCTCTAGGAAAGTTTCCAAGTCTGTCTTTAAATTTCT
TACAAAGATATCTAAGCCTTCCAAATGAGAAACCATCGCCATACAATCATGATTTTAAGT
CTGTTTTGCCATTTTCAAAAGTATCAGTTTTATAGTTTAGATTGTATTGGAAGTGAGGAA
CCTTTAAGAAGTAGTCCTGGTGGAAGAAAGAGAGGTGACTAGGGTACATGATTGGAGCTT
TGGCCTGCTCTTTCTCTCTGTGTCTCTGTCTCTCTCTGTCTCTCTGTCTCTCTCTGTCTC
TCTGTCTCTCTCTGTCTCTCTCTGTCTCTCTCTCTTTTCTTCTTCTTCTTCTTCTTCTTC
TTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCCTCTTCCTCTTGCTCTTG
CTCTTGCTCTTCTTCCCTTTTCTTCCCTCCTAGGGGTCTTTAACTAAGTGCCTTCAGTCT
GCTATGCATTCCCTAGAACGTACACTTCTCTACAGGACCAACATAGCAGGGCTCAAGGAC
TATGGATTGAAAAGCCATGATTTTGATATAACTGAATGTTTTTCTGCACACATGCATGCC
CCTTGCATACAGTCTCCACAGAGGCCAAAAGAAGACATCAGAAGCATTAGAGCTGGGGTC
ACAGGTGGTGAGCACCATGTGAGTGCTGGGAACCAAATCTGGCCTCTTGGCAAGAGCAGC
AAGGGCCCGAAACTGCTGAGCCATCCTCTGGGCCCCCAATCAAATCTTCTCTCCTTCATG
GTTATGTTTTGTCATTTGACCAAAAGGAACAGATTGAGATCTTTTTAGATACTCTGTTCT
CATAAGGGGACTTTGTACTTTATAGTAAAATAACTGAGAACATGCATGAAGTGAGATGGC
AGGTCTCAGATTGCTGAGTCTAGACCACAGAAGCTCTCCCTCCCTGGCATCTGTTTGTGT
CCTGCACATCCACCCTATCTTCCCACTCTAAAAAGGGAATCAAAGACCCACAGCTAGCTA
AACACATCTTCTCTTTCTCTTCCCTCAATGTTTGGTATTGAAATCATCTATAACTTCAGA
GTTGAGGGTAAGCAGACAAATTTTTTAATCCATTTGTACTGTGTAGTGATGAAGGCTGCA
GAGGAAAAGTTAAGTGTCCAGTGTAAAGCCTAGCTAGAGCTCTTACCATGGGACACTAGG
CAAACTGCTCAGGTGCTTCACATTCTCAGTGGCCTCGATGTAAACAGAGGGCAAGACTTG
GGTCTTCCTCATTAGCAAAAGTGAGACCCAGAGACATCGTCACCAATCTAGTTAGTCATA
AATCAGAATCAGGGTGCAAATCCTGCTCACCATTGAAACTATTTGACTATTGACCCTTTC
CCCATAGTCTCAGCATCAATGTCACTAAGACGCAGGACGTAGAGGACATTCTGAGATGCT
TTGGGTTAGAGTTGAGGCAAGAAGGGGTTCTCCAAGATAGTGTGCTCTTCCAAACCATGT
AAGGATTTTAGACAAGCCAGAGATATAAAATTTAACTTTAAAATAGTACCAAAGGGGATG
GCAAGGTGGCTCAGTGCATAAAGGGAACATGATGTCGAGCCTAATGGCATAGGTCATATG
ACAATCACTGCTGCTAGACCAAGGTCCAGCATACAACATTATGGCTCATAATTCTCCAGC
ACCTTTTACTTTCAGCTTCTCACTATGTTATGAGAGGTCCCTTGTGTGTCTCCCCCCGCC
CCCGCCCCTTGGGAAATTCTGTATGGGCTTTGATGGTGGATGTGAAGGTATATAATGGCA
GACCCTCAAAACAAAATAAATCTTTGGAAAGGTCTCCTCCACTGTGGAACTGTATATCAT
AACAACTCTGCTTACTCCTCCTACACAAGAATCCTCACTTTGCACCCCTTATTGTACTGA
GAATAGAGACGTTAAGGAGTTATGGTTCCGGGAACTTCACACCTGGCCCCAGGGATGAAA
GCACACAACTGGGAGAAATAATGGGTCCAGAACCGGAGTCTGAGGCCCAGGTAGCCGAGG
GCAAGAGTTCAGTTAATAAGCACAGAACAGTATCCACAGCTGATTCCCTGGGTACATGAC
TTACAGGAAGCACAGCAAGACCTGGTATGCCCCCACAAGGAGCAGAGTCTATTAAGAGTT
AGTCATATACAAGAGCATACATTGAAGGAATTAGAATTTTCTGGTATACTGGAAGAAGAC
TAAGATATTCGGAACTTCCCTTTGGAAAGTATATAAGGCGAACAGGTCCATATCGTAAGG
CTGAGGGACACAGGAATGAAATTAGGAAACTACTCAATGCTTCTTATGCGACATGGTACA
CACGCTGCATCATGCCCCTTAAGGAGTGAAAATTGTTCTTATGGCTTGTTTCTCAGGACT
CAATATCTGCCACCTTCTGACCACAAAGGGCCACCACAAAGGCTAAGAATGTTCAGGAGG
GCACCTGGTGGGCTTGCTGAGCCTTAGAGAGCAACAGCGACTTAGATGTTTGCTGAACTT
ACTGCCTTTGCTTTGAAGAAAAATGCTGTAAAAAGTTGATTACCTCTTTCATTCTGGATA
TTGAAAACTAGGGCCAAAATAGGTTAAAAATGGTCTTTGAAAAGATCATACACATCTTGG
ATTCATTAAGTCTGCTTTCTATTTACCCGTGCAAATATGGAGTATAAAAGGTGTAACCTC
TTTTCAATAAACATCCTGATTTGCCCTCAGATTCTGTCAGTCTCCTTTCCTCGCCAAGCC
CACATCTCTTCTTTGGGACCTAAACCCCCTCTGGAGCTGGACTCTGGTACCTAACAGCTG
ACATTTGATCACCCATGTGATCCAAAGAGAAAGCCAACTCCTGCAGGTTATCCTGTGTCT
CCACATGTTCGCAGTGACACACACAATAATCAATCAGATGATTAAATATTAGCTTAGAAC
TCCAAGCTAGTAGCATTTTATATACAAGTAATTCGTACCACCTTTCACCAGAGGCAGTGG
AAGCAAATTCAATTTCAGAGATGGGCCCCTTTAAATGTAACAAGGCAATCCAACAAATTT
AGGGTGCTGAAGCACCAGAGATGGGGAGCGAGGAGTTCCCGGAAGCAGCCTACCTGGTAC
TCTTAGCATAGACTGCTGTCTCCATCCTGTGAGTTGATTAGGAATTGCTGCTCTCAGAGA
TCTTCTGCGACTGTGTTGAAATTAATTCCCCTCTGGGCACAAAAATCTCCAATAAGCCTT
TTGTACACCAAGTGGCCAGATTTCTTTTTAATCCGTTGATTATGGCTGTCAGTCAGAATC
CTGCTTTTGAAAGGCAGTGAAGCAGAGGAGAAGAGCAGGAAGAAAAAGAAGGAAAAGTAC
AAGGAGGAGGAAATGGATGGGGGAAAGAGGAAGAAAGGGAAAACAGGTCAGACTCATACA
GCGCATAGCATCTGGGTGTTAGTGGCCTCCGTGTATAGATGGCTGTCACTGTGCACATCA
GCAGAACTTCCAGATAATGCCCATAAAGAGAGAAATGCAGCCTTTGTACTACTTACACCT
CAGCTGAGTAGTGCCCAGGTCACAAGACAGAAAACACCTGATACCTACTGCGAAGTTAGA
CAGAGATATGTGTTTTGAAAACACATCTTAGCTTTCTAGGTATTTATAGAGTTTTGTTCT
TTTAAATATTAAGAGAGAATTAGGAAATGTTTAAAAAAGGAGTGGGGAGGAATTTATTAC
TAGAACAGGTGATTAGAAACGACTTTGGCTAAAACAAAAAGAAAAAAAGAAACAAACAAA
CAAACAAAACCAAATACAAACACACACACACACACAAAACAAAAAACAAAAAACAAAAAA
CAAAAAACAAAAAACAAAAAACAAAAAACAAAAAACAAAAACCTTCTGCCTGGAAGAACC
AGAACCGAGACAATGATCAAACAGACAGCGCTCTGACCAGAACTCCTCCTTAAGTCTCTG
TCCTGCCTCAATTCTTCCTTGCTTAAACCTAAAACTCCATCAACACCACGCAGAGGGACA
GGGGGAGAGTCACTGGACCTCTTCAGTCCACAGGAATGGAATTTCCCTCCTCTTCCTTAC
ACGTTCATCCATCTCACTAACTGGCACAATCGTACAGCCTAACCTGTCTGGGCATCTGAA
ACCCGGGGTTTTAACCTTAAGACTTTAGTAATGCTAGCGTTATCAAGCTACTAATCTTGT
AAGCTTCTAACATTCAATAAAGCAAGTAAAAATTACTATAGTTTATAAATGTATAAAGGA
TGCATAACATAAAGATTTTAAACTCTCTTACCACCTAGAAGTCCCCTGAATCCCTGGCAG
TCATGCTAAGACCAAGGTTTAATTCACGAACTCGATGGTGAATCTCAGGAGTGTTCTGGA
GAAGCGAGGCTCAACTTTCAGCGATGCTCCTTCCAGAGGAGAGACCACAGCACACCGAGA
GGCACGGAAAGCCTGCTCAAATAGGAGAGGGTGGAGAAACAGCCTTTTATCTGTTCAATC
AGTGGCTCGGAGCCATCCTGTGCCTCAGATGATTCACCTTGACAATTTACTAGGCGGTCA
CTGACTCTGTGAGCAAGGTTTTGCTTCTTAGATAATGATACAAAATGCAGCAGAGCACGG
TGGTACCTGCCTACAATCCCAGAACACAGGAAACTGAAGCAGGATGCTTGGAAGTTGGAA
GTTATCCAGGGCTAGGGAGAAAGACTATCTCAACATAAAAGCTAAAACACAAAGTAATGA
CATAAAATGCAGAAAAATATGTTTACTTCTTCCAAGGAATATGGGCAGGCAGAGGTGGGG
TACAGACATATATCACAACATCTGAGGCTTGCTGACTACAAAGCCTCAATAAAAGTAGGT
TGCATTTCTCCATCTCTTTTATTTATTTATTTATTTATTTATTTATTTATTTATTTATTT
ATTTATTTATTTATTTTTACGTGACAGAGCCTGTGGCCAATTATGTTTGGGGAGATCAAG
CATTCCTAGGGCTCAAATGTATTAATCAACAAATATTCTCTTAAGGTCAAGGGTATCTGC
ATCATTTGTCAAGAGCATCAGGACCTAGCTGTAAAGCAGTAAGGATTCTCCTGAAGGGAA
ACCACAGGGAGCAGGATTTTTTACTGGTGCAGCAGAGGCACAAAGGCAAATGAGCTATAT
TCAGGAAGCAAGGGCTCAGATTTTATCAGAACTAACACAAGACACCAGGCTCAAAGTAAA
ACATGTCCAGCAGAATTCCGAGAATAGATGATAAAGAAAACCTGCATACAGCCGCACAGC
AAGGAAACTGAAGAAAAACAAAAATACAATAATAATAGTAACAATGACAGATAAAATAAA
CAGAGGAGCCAGCTGGTGCGAATGAAGACACGGGATGTAGTCGAAGAAGTTAGACTGCTG
GCAACGTAGACAAGCCACAGAAATAAAATAGTAGAATTTACTTTCAAGCAAAGTAAAGAA
CCACACAGGAAGGGGTGTGTGTGTGTGTGTGTGTGTATAAATCCAGGGCCATGCAAATGT
TAAGTGTGTGCTTTAGCACTCAGCGACAAAAGCATCTCAGACCCAGCAAAAATGCCTCAT
AAGAACCCAAGCATCTAGAAGGATTTCCTTGCTCTTCCTCCCATAGACGGGCCCACAGTC
AGGCACCTATGGAAACATTGACATCAACAATAACCTGCCATTGGTGGGTCACAATAAAAA
AGACAAGAGAACATATGGGCTATGGAGAAAGTTGGAGAAGGCAAAGGCAGATGTGTTCAT
ATTTTCATTGTATATCTATATGAAAATTTTAATAATAAAGAAAAATTAGGGCTGGAGAGA
TGGCTCAGTGGTTAAGACCACTGACAGCTCTTTCAAAGGTCCTGAGTTCAATTCCCAGCA
ACCACATGGTGGCTCTCAACTATCTGTAATGGTATCTAATGCCATCTTCTGCTGTGTCTG
AAGATAGCTACAATGTACTCATATACATAAAATAAATAAACAAATCTTTTTTTAAAAGGA
AAAATTGATTTTAATTTTAATTAACATGTGGAAGAAGAAGCCATTATCTACATAAAATAA
TGCTGGTTGAAATATGATTTACAACACTGTTTTTGCTACATTTGCAGTATATTTTTAGTA
TTTTACAATTTCTTCTATATTCCTAGGAAAACTGTAAATCATTAAAAGGATAAACAAACA
AACCAAAAAATAACTATGTACAAACATCTTCACAGTGGTGAAAACATAGACTGTCCCCAA
GTTCTAAGTGGAAGACTTTGGCCAGAGACAAAGTAACCCACAGGAACAATATGGGATGCC
TGAAGTGACAAAAGGCATGAACAGGGGGAAATAACTGAGTGAACAGAGACACTGATATAA
TAAAATATAATTGTAACGTGTCTCATATGAACTTACCGTACCAGATCAAACAAGAGTCAG
TCAGCAGTATGTGAAGAAAGAGCCCTCCCCACATTATAAAATATTTAGACTCTGTAAGTT
TGTAAGTTCCAATTTCTAAGCAAGAGACAACCAGTCACCAAGAGTTGAAGGGGAAAATGT
TTAGTCAGTCAAAAAGGAAGGAAGATGAAAACACATAGGAAGCCCAAGCCAAGATTCCAG
GTTTAAAACTGAGTTCTGTCCCTAGGTAAGAGAGGGATCACTTCACAAATCTATCCTCTG
GCCTTTTCACGGCCTCCGTGGCACATAAGCACCTGTATGTGTTTCCACATGCATGTGTAT
ACGTGCATGTGTGTACAAACACAAGAATAATAATAACAATAACAATAATAATAAATTAGA
AGATGCTAATATCAGAAACACCTTTCATTTAAAATTTTAAATCACGTTAATTTATGTGTG
CATGAGTGTTTTGAGGGGAGGTGTTCTAGTGCCACAGTGTTTGTGGGCTTCACCTTGGTT
TGGTCTCTATTGCTAATATGCCTACTCAGACCACCGCCTCTTTGTCTGTCTGGTGTGGTC
CTGCATTGCACCCCCATAGTCCTATGGACCAGCACCCTGTATCTGTAGACTCCAAAGTTC
TACACCTTGCCTTTCCAGCTCGTTTCAAACTTGCAGCCTCCTGGCTTGGCTCTATAATAG
CAGATTTCTAGCTGGGTTTGCTACCAACCTTCCCAGCCTCAGCTATCTCCCTCTGCCTCC
AGTAAAGCCTCTTGGATTTCTGCTATGGCCTTAATCCATGTGTAGCCATTCTCTGATCTA
CTTGCATACATAAGTTACTGTGTGTTGTGGACTGTGTATCCCAAGAGTTAAAAGTTCCTG
CATTTGTCTCTATCTCCAGATATTGCACTATAAGTAGGTACTTTATGAATTTCTTCTTAA
AATAAATGTTTTTATTATTTCTTTGATGATTTTATACATTTGTATCACTTTTACCCGTGA
CTCTTCCCCTTAAGTACTTTCAGGTACACTACCATATCCCTTCCCACCCAACTTCCTGTC
TTCTTTTTCTTTTCAAATCTAACAACGCAACAACTCCAATTACTGTTGTCTATATATTTC
TGTGTGGGGTAATTTCCTGGAGTATGGTTAACTTACCAGGAGCTATAATTGTAATAAAAT
CTGACTCTTGCGGCTCTCAAGCCATCAACAGTGCATAGCACCTCAGTTAGGACTGGGTTC
TTGAACTCCTTCCCATTCCACACTCCAATGTTGCCTGGCTTGATCTTGTGCGGGTCTTAC
ATAGGCAACCAGTTGCCGTGAATTTGTGAATGTAACAGTCCCACCTTGCCCATAAGAGCA
ACAGCATCAGCTTGTATTGCTTTGCAGCTAGTGAAAATAACATAGCTTATTGTTAATCAA
TTCTGACATTTTGGAAAGATTAAAAATATCCATCTACATTTCTAACATAGAGAACTCATG
ACAGTCGAGAAGTTCCACATCTTGCCTTGATGATTTTGTGTATAACTCTCTGTGAAGATA
GGCAGGGAAAAGCAATCACTTATCCAAGCAATTATCACTCAAAATAGCTACGGACATACC
AAGCTGAATCCTTGTAATAACTTTGTAAGCAAATAATGTTAATATTGCCAATGTGGAGGT
ACAGTGTAAACTTCTGAAATGTTTCCAAGTTATTGAATTCTGGAATAAGAAATTGAGTAG
AGATACACGCTTACAGCAGAAGCAAGGACAGTTTAGTAAGAAAAATTGCACTTTCTAGTC
AGGAAACAGGCAGAGGGAGTGAGTTTAGATGTCTCTGATACAAAGAATTAGGGCTTTTAA
GCCACCTCAGCATAAGCTTTTGGGTCATTTGTATAGTATATACTTTTGCCTCCTTTGCAT
AGATTTTTTTTTCTGTGCAAACAAGTAGTAGTTCTACATTCAATTTCATGAATCACATGA
CTCATTAGCATCTTAAATCTACACCGTGGTTTGCACAATTGGCTTTGGATGAGTGGGTAT
CCATATTTCTTCTTCCACTTTGCTAACTTGATTTTTTTTTGTACACTAATTTTGTAAGGA
TTTACACAAAGCTTCCCAGATCTCACTCTCTGCCTCTTTCTCCTCCCTTAGTATTAAGGG
GTTTAGACTTGATTCTAAGAATGACAACTCAAGATGTCAGATTAGTGTCACAACCAACTG
CTGCTGTCCTGTAAGATGGGTAGGTGTGGGCAGGCATTGAGGTTTTGTTAGGAAGAAGAT
AGACGTAAGATTAGCTACAAGGTCAGCTACAAAACCATGACTGGTCTCCAAAAGAAATAA
ACAATTTCCAGTTCAATTTATGCTAAGTCCACACATGGAGAGGGAAGTGTGTATCATGCC
CATCCATCAGGAGGCAGGAAGAGATGATGTAAACAAGACCAAGTAGAAGAGATAAGAGTT
GAACCCAGGACCCTGTGGGACAATGCTTAGTCAGATAGGTGGCTTGTGTCTAAGTGAATG
TATCTACCCATCCTGAATTTAATATATTTTGCTTACTGCATTTTTTTTCTTCCTTCCTTC
CTTTTTTCTTTCTTTCTTTTTCTTTCTTCCCTTTGCATCTTGTTGAATTAATCTTGACAA
ACATGTAAGCATCAAGGTAATCCCATGGCACCCTGGTGCCTTGACTCAAATCACTTAAAA
GCAATTCTGTCTTTGGTGAATAAGGGTCTGTTTGAAATAAGGCTCACTTTTGCTCCTTTT
TCTCCTCTCCCCTCTCTCTTTCTACTCCAAGAATCTTTACTGCCTCTTTCTTTTCACTCT
TCTTGCCTCTCCTCATGAAACCCTTTAGTGTCCCCCCGAGTGCACAGGCAAGATATACTT
GGAACCAAAGTTCAACGGGGATGCTGATCTTGCTCCTACTGTTCCTGAGTCATTAGCTCA
CATTTTTTGCCTTTTCTCTCCCTGTTGTGGCCAAGAGTGGCTGCCCCAGACTACTTCCTA
CAACTGGTATTTCCCATTTTCTCTCCCATAGTCCACTTTCCCTACTCTCCTCCAGCCTTG
GGCTCTGGTTCACTCAAGTCCCACCAAGGCCAACTCTCACTTTGTGGGAGCCTCCCCCTC
TTCTAGAAGCTGCCTCTGCTACAAGCATGTCAGACAAAAGTTTGGAATGTTATCTTTCCT
TTAGAAGTTAAGATGAACTGTTTTGCTTTCTGAAACATCTTTAGGCATAACACATACTCA
GCAGGAGCAAGTCTTCCTCTGGTTGTCCTGTTGGTACTGGGTGTGTCCCAAGATCCTGTA
ACACTTGATTATATAAATTTTAGGAACCTCAGGGGCATCCCTTTTTACTTTGTATCAACC
TGGCAGTGCCTCTATGGGACCAGAACACCAACTAAATTACTAAATTAAGGGGAAGAGCCC
ATTTGTATGGATTAGCAGAGAGAATAGGGGAGCTGCTGACTTTGGGGGCTTCATCTTAAG
TCACCTGTCCTCTCCTCCACCATTTTCCTTAATACTCTTCTTTATCAGCTTATTAATTTA
TTTACTTATCAAAGTGAAAGTACTTTTATTAAGGAAAAGTGAAAAAGAGCCCTGAGGGTG
GGAGGGGCTCCAAGAGGAGAATTCTGGCAGCTCATTTTAAGCCCTGAGATCCAAACTTCA
TTTTCAGACTCCTCCCTTGGTTCAAATACATGATTAATAAGATTTACTTGGGAATGGAGC
TTGTTTGTGGAACTGCCCAACCTCTGGATGCTGAACACAGAACATAAAGTTGCTTCTAAG
CTACACACATCTTCCAAGTAATAGAGGAGACACAGGAAGAGATGGGGGCCAGACAGACTG
AGTACTCCTCATCTTCGGGATCCCACAAGTATCTCACTTATCACAGTTTGTTTTGGAGGA
ACCCAAACTGCAGTGGGAGCTAGAGTCAACCTAAAAGACAAATACTTCACTCAAAGGTAG
CTATGATGGTAATTTCTTGTGTTCTTCCAGATGGGAAAGCAGTTCTTTGTATCAGTGCAT
ACCCCTTTGTGGAGCAGTGCAAGGATTTGAGACCTATGTGGTTCTCAACCCACTGCCTCC
GTTCTCAGAAAAATCTTACGTTTCTTTTGTAACACCTGAGTCTCTGTACCATCTAGAGGA
TGGTGAAGCCATTCCCACAAAGGAAACTTGATCTATAACACTGTTCTCCAATGAGATCTT
TTCTATGAGATGGTACATGGCCTGAAGTTGCTCACATAGAATAATTCTATTTGAAGGCAT
CAACAAGCATGACTGTAGGAAACAAAATGAAGCTTTCTATTTTAGCCTTAATAGGGTCTG
CCCCATGAACTCCCTTCAAAGCTTCAGGAAGCTTTCTTCTTTTGACGTACCCTACAGGGA
ATAAATAAATATGTCTTTCACCTCTCCAGATGCTCCTTCCTACCCACCACTACCCGCTCT
CTACCTAGATTCATAGTCACTTTCCCAAGCCACCAACCACCTTATCCGAAGTCCTCTACT
GGACCCTGGAAGCCACTTTAGGCATGCTTCCTCACAGGACCACCCAAAGAGATGCTTCCT
CATAGGACCACCCAAAGAGAGGAACATTGATGGAAAACATTTTCCTTTCAAGATTTAAAG
GAAATAAGAAAAGACTTAGAGAAGTTTTTCTGATGACTAATAAAAATATCTAGATGAATT
CTAACAAAAACCTCAGGCCTTTGAATTCTCCTGAACAGACATTACTTTGGTAATTGGCAA
ACCATTACTCAGAGTGAGAACCAGACTCACAGAGAACTCTTAGATCCTTTGTGTCAACAG
CTGACTATCCGTCTAGATCACAGGTATCACTGTCATGAGTCCTGATTGGGATCTTAAGAA
CCTAGTAGAGCGATGACAGCAGCATCACAGATTGTCAATCTGATGGTGAGAGTTAGAGCT
GGTAGAGATAAGCCTTTCAATTGTGATAAAGTATCTACCACTGAGATAGCCAATGAAAAT
ACTGCTGCCTTCTATGAGAAGCTCAAGGAAAACTTACTGAGGCACATATATTTGATACCA
GAGTCCTCAGAAGGAGGATTAAAAAAATGAGTGTATCATTCAATCTGGCCTAGATATTAG
AAAACAATTACAAAATATCTTGCAGAAACCTGAGATTTTCATCGATGACCTCATGAAGGT
TAGCTTCTGTTTTCAATGTTTGAGATCAGAAGGAAGATAGGCAAGTCGGAGAAGATCTTA
TGCTTGATGGTTTGTTGAAACCTGTCTTAGAGATTAGCAGAAAACTTGGCTATCATGGGG
GAAGGCCTTCAATGACATATGATAACAAACTCATAGATGGTTACCGTTCTCAAGAATGAA
TGAGCCTTAGACATATTAACTGCTGCTCCAGAAAGAACGTGCTTGATGTTCCAAGAGGAA
TTCTGCTACTGCATTAATAGACCATGACAGGTTCTCTCTCTTCCTCCTCTTCCTCCTCCT
CCTCCTCCTCCTTCTTATTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
CTCTCTCTCTCTCTCGTGTGTGTGTGTGTGTGCATGAGAGTACATGTGCATGTGTGCATA
GGTATGCATGTATAAAACAGAATAGTCCTTTGAATTCTAAGAACAAACAACCTAAGCTTC
CTTGGACTGAGAGTTTTAGATGCCATAGTTATTCTCATTTCAAGAGTTCTAGTCTTGATC
CTCTTACGATTTATAGGACCACACCCCTTAGCCTCTTTATCAAGACATGTCTTCTAGACT
CTAGGCTGTAAAACTGTAGTGATGATGACTTCAGGGTATGAGTCACTGTCGCTACTACCT
CCTTTAAAAAAAAATCTAACTCGGAAGGCAGAGGCAGACGGATTTCTGAGTTCGAGGCCA
GCCTGGTCTACAAAGTGAGCTCCAGGACAGCCAGGACTATACAGAGAAACCCTGTCTCGA
AAAACCAAAAAAAAAAAAAAAAAAAATCTAGACTCCACTAACAGGCATTGAGAACTGGGA
AGTCACACTCCCCAAGCCTATGTCCCATTTCAAGAGAAAAGAGGCACAGAAGATGTTATT
TTGTGGCTCCTAAAGAGTTTAGAGTCTCAAGTTCTACAGGTTAAACATGAAGTAGAAAAT
ATACATGAGATAAGCTGTCAGGAGCCCAACCATGAGGTTAATTAAAGACACTAAGTATCT
TAGAAGAGGGTGACTGATGTCTAGGGATGAGAAGGGCTGAGACGGAAGCTTCAGGGGCTC
ACATGATAGTCTCAGTCACAAAGAGATCTTTTCCTAATTAAAAAGAAATGTCTAGAATCT
TTCCACCCATTGTAGTTTTTTCAATTTATTGGAATATAAGTTTTAAAAATATTTTTACTA
AGTTGCTTAGCAGAGAGATTTCAAGAGAGCATACCATACCATCCAAGCTACGGTACTGTT
AGTACTTACTGCTCTTAATCAGAGCCATGGAAGAGTGGGAGAAGGAGGAGGAGGAGGAAG
ACATTACAATATGTCATTTAGCAAGGAAAAGGCTGAATCTAAAGTTGTAGACAAGGGGGT
TCTGAGAAAGCAGCTGCATTATTAGTGAGAATGGCACAATTATGGAGAAATCTTTCACTC
TATAATGAGAGCATATTCAGAGGTATCCTGAGGGCAAGATCCTACCTACCTATCAAATGC
TCTAGTTTTTACCAACATAAATTTATCAGAGAGGGAACACTGAACTGAGAACTCAACCCC
AGAGATTCCCTGCTCTAAATGCCTATTTCTCAGGGTAAATCTCAGAGCTCACAGTATCCC
ACAGATGAGGTCCACATGACCAGCATGCATCCTGACTGGCAGCAGAACTTGGCAACTGTC
GCCTCCGATTCCGTCGAGCAGAAATAAGCGACGACACCGCGTTCTTCTCAAAGCAGTTTA
TTCAGGAACCTTTCAACATGCATGCGTGAATCTCTCTCTTGGAATAGTCTCTTGTGTATA
TCTCTTGTGTATTTCTCCACCCCCAATTGCAATCCCTTATATAACCCCTCAACCACGCCC
CATCAGCCCAGTCCATGTAACAGCAGTCCATTGGCCAGAATCATCACTCGTCATATGGTC
CGATCTTGCATCATGGTGCACCTGCGCAGTTCTCACAATGGTTGTGACTTATTTTCAGGT
GTATGAGGAAGTCAGGTGCAAGTCATAAGACTTGGCTGCAATCCCGGGTGCCATCTTGGG
ACTGCTGCCACACCCGCTCCTCACAGGCAACATCATCCACACGATACTGGTATTTCAGGT
ATTGGTAAGAGTGAGGGAGTCCTCAAGGCATACATGAAGATTCCAGATTGCCACGGAGGC
TAGTCACTATGTGGCAAGGTTGAATGCCCTGCAATGAGGCCCAGAGAGGGGAAGGGGCTG
GCAAGATGGTTCAGCGGCTAAGAGCACTGACTGCTCTTCCAGAGGTCCTGAGTTAAATTC
CTAGCAACTACATGGTGGCTCGCAACTGTCTTTAATGGAATCCCATGCTCTCTTCTGGTG
TATCTGAAGAGAGAGACAGAGCACTCACATACATAAATATTTATTAATTAATTAATAAGG
AAGCCCAGAGGGGTCTCTGTATGAAGCAGTGAAGTGAAGTAAGAGCTACAATAGAGACTC
AGGATTGTGAAGATGGTAGGACCATAGGATGTCTTTCATGAAAGCTGCAAACCTGGAGTA
GACAATAGAGTCACTTATGATATCCATGGGGCTGCACGAAGCTAATAAAGCCCAGGTGAT
TCCAACACAAGTCTTTAATGCCAGACATGGCAATTGGGGATCGTTGTTTGCCCTTCTGGG
TTTCAGTGTTCTTCTATTTGATCTTTCCTTGGTTATCTTCCTATCCCTTCCTTTCAGAAC
AGGAATGCTTAGTCTGTGCCCTTGTACAGTGGAAGTGTACAACATGGGTTTTCATTTTAT
AGAGGTCCCCAGCTAGGAGTTTACCATGAGTCTCAGATGAGACTTTGGACTTTTGGGGAG
AAACTATTTTTTTATTTTATTTTGTTTTTTTATTAGGTATTTATTTCATTTACATTTCCA
ATGCTATCCCAAAAGTCCCCCACCCGCTACCCCACTAACTCCCCCACCCATCCATTCACA
CTTCTTGGCCCTGGCGTTCCCCTGTACTGAGGCAGATAAAGTTTGCACGACCAATGGGCC
TCTCTTTCCACTGATGGCCAACTAGGCCATCATCTAATACATATGCAGCTAGAGACACGA
GCTCCGGGGGGTACTGGTTAGTTCATATTGTTGTTCCTCCAACAGGGTTGCAGATCCCTT
TAGCTCCTTGATTACTTTCTCTAGCTCCTCCATTGGGGGCCCTGTGATCCATCCAATAGC
TGACTGTGAACATCCACTTCTGTGCTTGCTAGGCCCCGGCATAGTCTCACAAGAGACAGC
TATATCTGGATCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCAGCATTTGGAG
GCTGATTTTGGGATGGATCCCCGGATATGACAGTCTCTAGATGGTCCATCCTTTCATCTC
AACTCCAAACTGTGTCTCTGTAACTTCTTCTATGGGTGTTTTGTTCCCAATTATAAGAAG
GGGCAAAGTATCCACACTTTGGTCTTTGTTCTTCTTGAGTTTCATGTGATTAGCAAATTG
TATCTTATATCTTGGGTTTCTGGGCTAATATCCACTTATCAGTGAGTACATATTGTGTGA
GTTCTTTTGTGATTGGGTTACCTCACTCAGGATGATGCCCTCCAGGTCCATCCATTTGCC
TAGGAATTTCATAAATTCCTTCTTTTTAATAGCTGAGTAGTACGCCATTGTGCAAATGTA
CCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTGGGTTCTTTCCAGCTTCTGGC
TATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTCTTACCGGTTGGAAC
ATCTTCTGGATATATGCCCAGGAGAGATATTGCGGATCCTCCGGTAGTACTATGTCCAAT
TTTCTGAGGAACCGCCAGACTGATTTCCACAGTGGTTGGACCAGCTTGCAATCCCACCAA
CAATGGAGGAGTGTTCCTCTTTCTCCACATCCTCACCAGCATCTGATGTCACCTGAATTT
TTGATCTTTGCCATTCTGACTGGTGTGAGGTGGAATCTCAGGAGTGTTTTGATTTGCATT
TCCCTGATGATTAAGGATGTTGAACATTTTTTCAGGTGCTTCTCAGCCATTCAGTATTCC
TCAGGTGAGAATTCTTTGTTTAACTCTGAGCCCCATTTTTAATGGGGTTATTTGATTTTC
TAGAGTCCACCTTATGAGTTCTTTTTATATATTGGATATTAGTCCCCTATCTGATTTAGG
ATAGGTAAAGATCCTTCCCCAATCTGTTGGTGGCCTTTTTGTCTTATTGACAGTATCTTT
TGCCTTGCAGAAGCTTTGCAATTTTATGAGGTCCCATTTGTCGATTCTTGATCTTACATC
ACAAGCCATTGCTGTTCTATTCAAGAATTTTTCCCCTGTCCCCATATCTTCGAGGCTTTT
CCCTACTTTCTCATCTATAAGTTTCAGTGTCTCTGGTTTTATGTGGAGTTCCTTAATCCA
TTTGGATTTGACCTTAGTACAAGGAGATAGGAATGGATCAATTCTCATTCTTCTACATGA
TAACCGCCAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTTGCTCCCTTGTCAAAGACC
AAGTGACCATAGGTGTGTGGGTCTTCAATTCTATTCCATTGCTCTACTTGTCTGTCACTA
TACCAGTACCATGCAGTTTTTATCACAATTGCTCTGTAGTACAGCTTTAGGTCAGGCATG
GTGATTCCACCAGAGGTTCTTTTATCCTTGAGAAGAGTGTTTGCTATCCTAGGTTTTTTG
TCGTTCCAGATGAATTTGCACATTGCCCTTTCTAATTTGTTGAAGAATTGAGTTGGAATT
TTGATGGGGATTGCATTGAATCTGTAGATTGCTTTTGGCAAGATAGCCATTTTACTATTG
ATCCTGCCAATCCATGAGCATGGGAGATCTTTCCATCTTCTGAGATCTTCTTTCTTTCTT
CAGAGACTTGAAGTTCTTATCATACAGATCTTTCACTTCCTTAGTTAGAGTCACGCCAAG
GTATTTTATATTATTTGTGACTATTGAGAAGGGTGTTGTTCCTCTAATTTCTTTCTCAGC
CTGTTTATCCTTTGTGTAGAGAAAGGCCATTGACTTGTTTGAGTTAATTTTATATCCAGC
TACTTCATTGAAGCTGTTTATCAGGTTTAGGAGTTCTCTGGTGGAATTTTTAGGGTCACT
TATATATACTATCATATCATCTGCAAGAAGTGATATTTTGACTTCTTCCTTTCCAATTTG
TATCCCCTTGATCTCCTTTTGTTGTCGAATTGCTCTGGCTAGGACTTCAAGTACAATTTG
AATAGGTAGGGAGAGAGTAGGAAGCCTTCTCTAGTCCCTGATTTTAGTGGGATTGCTTCC
AGCTTCTCACCATTTACTTTGATGTTGGCTACTGATTTGCTGTAGATTGCTTTTATCATG
TTTAGGTATGGGCCTTGAATTCCTGATCTTTCCAAGACTTTTATCACGAATGGGTGTTGG
ATTTTGTCGAATGCTTTCTCTGCATCTAACGAGATGATCATGTGGTTTTTGTCTTTGAGT
TTGTTTATATACTGGATTACGTTGATGGGTTTTCGTATATTGAACCATCCCTGCATCCCT
GGGATGAAACCTACTTGGTCAGGATGGATGATTGTTTTGATGTGTTCTTGGATTTGGTTA
GCGAGAACTTTATTGAGGAATTTTGCATCGATATTCATAAGGGAAATTGGTCTGAAGTTC
TCTATCTTTGTTGGGTCTTTTGTGGTTTAGGTATCAGAGTAATTGTGACTTCATAGAATG
AGTTGGTAGAGTACCTTCTGCTTCTATTTTGTGGAATAGTTTGTGATGAACTGGGATTAG
ATCATCTTTGAAGGTCTGATAGAACTCTGCACTAAACCCATCTGGTCCTGGGCTTTTTTT
GGTTGGGAGACTGTTAATGACTGCTTCTATCTCTTTAGGGGATATAGGACGGTTTAGATC
ATTAACCTGATCTTGATTTAACTTTGGTACCTGGTATCTGTCTAGAAACTTGTCCATTTC
ATCCAAGTTCTCCAGTTTTGTTGAGTATAGCCTTTTGTAGAAGGATCTGATGGTGTTTTG
GATTTCTTCAGGATCTGTTGTTATGTCTCCCTTTTCATTTCTGATTTTGTTAATTACAAT
GCTTTCCCTGTGCCCTCTAGTGAGTCTGGCCAAGGGCTTATCTATCTTGTTGATTTTCTC
AAAGAACCAGATCCTTGATTGGTAGATTCTTTGCATAGTTCTTCTTGTTTCCACTTGGTT
GATTTCACCCCTGAGTTTGATTATTTCCTGCCTTCTACTCCTCTTGGGTGAATTTGCTTC
CTTTTGTTCTAGAGCTTTTAGGTGTGTTGTCAAGCTGCTAATGTGTGCTCTCTCTAGTTT
CTTTTTGGAGGCACTCAGAGCTATGAGTTTTCCTCTTAGGAATGCTTTCATTGTGTCCCA
TAGGGTTGGGTATGTTGTGGCTTCATTTTCATTAAACTCCAAAAAGTCCTTAATTTCTTT
CTTTATTCTTTCCTTGACCAAGGTATCATTGAGAAGAGTGTTGTTTAGTTTCCACGTGAA
TGTTAGCTTTCTATTATTTATGTTGTTATTGAAGATCAGCCTTAGTCCATGGTGATCTGA
TTAAGATGCATGGGACAATTTCAATATTTTTGTATATGTTGAGGCTTGTTTTGTGACCAA
TTATGTGGTCAATTTTGGAGAAGGTACCATGAGGTGCTGAGAAGAAGGTATATCCTTTTG
TTTTAGGATAACATGTTCTGTAGATATCTGTTAGATCCATTTGTTTCATAACTTCTGTTA
GTTTCACTGTGTCCCTGTTTAGTTTCTGTTTCCATGATCTGTCCATTGGTGAAAGTGGTG
TGTTGAAATCTCCCACTATTATTGTGTGAGGTGCAATGTGTGCTTTGAGCTTTACTAAAG
TTTCTTTAATGAATGTGGCTGCCCTTGTATTTGGAGCATGGATATTCAGAATTGAGAGTT
CGTCTTGGAAGATTTTACCTTTGATGAGTATGAAGTGCCCCTCCTTGTCTTTTTTGATGA
CTTTGGGTTGGAAGTCGATTTTGTTAGATATTAGAATGGCTACTCCAACTTGTTTCTTCA
GACCATTTGCCTGAAAAATTGTTATCCAGCCTTTCATTCTGAGGTAGTGTCTGTCTTTTT
CCCTGAGATGGGTTTCCTGTAAGCAGCAAAATGTTGGGTCCTGTTTGTGTAGCCAGTCTG
TTAGTTTATGTCTTTTTATTGGGGAGTTGATTCTATTAAGAGATTTTAAGGAAAAGTAAT
TGTTGCTTCCTATTATTTTTGTTGTTAACGTTGGCATTCTGTTCTTGTGGCTGTCTTCTT
TTAGGTTAGTTGAGGGATTACCTTTTTGCTTTTTCTAGGACGTGGTTTCCATCCTTGTAT
TGTTTTTTTTTTTTCTGTTATTATCCTTTGAAGGTCTGGATTCATGTAAAGATAATGTGT
GAATTTTGTTTGGTCATAGAATACTTTGGTTTCTCCATCTACAGTAATTGAAAGTTTGGT
TGGGTATAGTAGCCTGTGCTGGCATTTGTGTTCTCTTAGTTTCTGTATAACATCTGTCCA
GTATCTTCTGGCTTTCATAGTCTCTGGTGAAAAATCTGGTGTAATTCTGATAGGCTTGCC
TTTATATGTTACTTGACCTTTCTCCCTTACTGCTTTTAATATTCTATCTTTATTTAGTGC
ATTTGTTGTTCTGATTATTATGTGTCTGGAGGAATTTCTTTTCTGGACCAGTCTATTTGG
AGTTCTGTAGGCTTCTTGTATGTTCATGGACATCTCTTTCTTTATGTTTGGGAAGCTTTC
TTCTATAATTTTGTTGAAGACATTTGCTGGCCCTTTGAGTTGAAAATCTTCATTCTCATC
TACTCCTATTATCCATAGGTTTGGTCTTCTCATTGTGTCCTGGATTTCCTGAATGTTTTG
AGTTAGGATCTTTTTGCATTTTGTATTTTCTTTGATTGTTTTGCCGATGTTCTCTATGGA
ATCTTCTGTGCCTGAGAGTCTCTCTTCCATCTCTTCTATTCAGTTGCTGATGCTCACATC
TTTGGTTCCAGATTTCTTTCCTAGGGTTTCTATCTCCACTGTTGCCTCACTTTTGGGTTT
TCTTTATTGTGTCTACTTCTCTTTTTAGGTCTAGTATGGTTTTGTTCATTTCCATCATGT
GTTTGGATGTGTTTTCCTGTTTTTCTATAAGGACTTGCAACTCTTTAGCAGTGTTCTCCT
GTATTTCTTTAAGTGAGTTATTAAAGACCTTCTTGATGTCTTCTACCATCATCATGAGAT
ATGCCTTTAAATCCAGGTCTAGGTTTTCGGGTGTGTTGGGGTGCCCTGGACTGGCTGAGG
TGGGAGTACTGGGTTCTGAAGATGGTGAGTGGTCTCGGTTTTTGTTAGTAAGATTCTTAC
ATCTGCCTTTCACCATCTGGTAAACTCTGGAGTCAGTTGTTATAGTTGTCTCTGGTTAGA
GCTTGTTCCTCTCTTGATTCTGTTATTCTCTACCAGCAGACCAGGGAGACTAGCTCTCTC
CGGAGTTTCAGTGATCAGAGCACTCTCTGCAGGCAAGCTCTCCTCTTTCAGGGAAGGTGC
ACAGATATCTGGCATTCAGACTTGCCTCCTGGCAGAAGATGAAGGCCCGAAACAGGACCT
GTCCCAGAAGCTGTTAGCTTCTGTAGTGCACACTCTCACCTGTGCAGACTAGTCTCAGTG
GAGTCCGGGAGCCAAGATGTCTCCCTCAGATGCTCAGGCAAAGCCCTTCTGGGCCGGTGG
ACACCTATCCTCTGGCAGGGAAGGTGCCCGGATGTCTGGAGCCCGAAAAGGGGGCTGCCT
CAGAAGCTCTGTGGCTCCCACCTGTCCCAGAAGCTGTTAGCTTCTGTAGTCCACACTCTC
ACCTATGCAGAGTAGTCTCTGTGGAGTCCGGGATCCAAGATGTCTTGGGGAGAAACTATT
AAGAAACTCCAAAGACTTTTGCAGTTGGGCTGGATAGGTTTTTGCATTATGAGATAACCA
TAACCTATGGATGTCAAGGTGACAAGGGGTGGACTTGTGATGGTTAATCTTGATTGTCAG
TTTGATGGGACTCAGAATTACCAAGGAGACACAAATGTGGAAATGTCTGTGAGGGCATCT
CCAGTAAGGTTTAATTGAAGTAGAAAGATAAAGCCTCCCTGTGGGTGGCATTAGTCCATG
AGGTGGAGTCCTAGACTGAATACAAAGGAGAAATCAAGCCGAGTACTAGAATTCACATTT
CTTTGTTTCCTGACTCTGACACAATGTATCCATTACCTCACATCCCTGTTGTCATGCCTT
TTCAGCCGTGATTGACTGTACCCTCCAACTTCCATCCAAAAATAAAACCTCTCAATCCTT
ACTTTAGTTGAAATTTTCAGGTACTTGCAGTGAAAATTAGCCAACATGAGTTCCAAGTCA
TGAGGAAATGTTTAACGTATTTGGCCAGTATGGAAATGTAAATCAAAGTTGTGCTTACTT
TACTGAGAATGGTTGTCATCAAGGGGGAAAAATGCTGGTTGGAGGCTTCTCAGAAAATTA
AAAATAGAACCTTCCTATGGTCATCTATACCCAGAAGAATAAAAACGTCAAGAGATACCT
ACATACCCATGTTTATCATGGCACTCTTCATGATAGCTAAATTATAGAATTATCATTGGT
GTTCATTAATTAAAGGTGACGAGCACACACATACACACACGCACACGATGGAGCGTTACT
CAGACATACAGGAAAAATAAACAAATCTTGTTAGTTATAGGAGCAATGGTTGGAACGTGG
ATATCACTATGTTTCATGAAATGAAGCAGTCATGAAAGACACGTATTTGTGTATTTTTTT
TCTGTGTGTTCTTTAGGGAAAGCAGTGAAAGTAAACATAGTCATACTAGAGATGTGGGAG
AAGGTGAGGAAGGAAGGGTATGAAAGAGTAGTCAGGGGGCTGCTCTTCCAAAGGAGCAAG
GCTCAAATCCCAGCACCCATATGGCAGTTCACAACTGTCTGTAATCCCAGTGCCAGGTGA
TCTGACATCCTCACACAGACATACATAGAGCCAGAATACCAATGTAAATAAAAGTAGAGA
AAAAGGAAAGAAAAAGAAAAGGAACACTAGCCAGGGGACTGGCTATAGTCAACCCATATT
TTGTACATGTATGGAACTGTCACAATAAGATATCTTACTTCATAAAATTAATATACACTA
ACTAAAACATGTACTAAACACACCTACAAAAAAAGTGAGGAGAATCCAGGAGCTAAGGAA
TATACTTCTGTGGTAGCATCCTCACCCAGCAACAGAGTCCCTGGATTTTACCCTAACAAT
GGGAGTTGGGGGAACAATCATCCAGAGATTAGTGACAAATAACCAAGAAGTAGAAGCAGG
TCTGATTTGGTAAGCTTGCTTTGTAGGACTGGAGCAGAAAAACAGAATCCAGAGTAAAAA
ACAATGTCAGCCAATTTACCATCATTTCTTTTGAAAACATTAAAACAAAGGCACAGCACG
AATTCCTAACTGAAACTCCTGCATGACCATATGCGGTGGTGCATACCTGTAATCTCAGCA
TGTAAGGAATTCTCAGCTTCAACCCGGCCTGCTCAACAAAAGGACGCTGTCTTTAAAAAT
AAAAGAAGAAAGAAAAAGGAGAAAAGGAAGAGAGAAAAAAGAAACAGAAGCAAAGGTGAA
AGAAGCTGAGGAGTTAGGAGAAAGAGGAAGACATATCTCTGTCTCCTGATACAGAAGCTC
AAATAACAAATTGATTTTTATTTGGGAACTTAGAGCCTTAGCATAAGTGACTCCAATTTA
ACCTTTAATTCAGTTGGTTGAGGCCCGGTGCAGAAGCCTAATTGCAAACAATGGCCTTCT
ATAACACATCTAAGAAATCAGATAGGGCAATCAGTGTCCCATTGTGGCCTGAGATGGAAG
GTTGTAAGCAATTGTCTTTTGCACATGGGCAAAGCTCCAGGAAGGGTCCTCAACACACCC
TCATGCCACAAACACACATGGAGATGGGGAAGAAGGGGTTTGGGTAGAGCACCAATAGCT
ATGTTTAAAAGGGACACTTTAGGAGAGTAAGAAAGATTGATAGACACTAAGTGATCAAGT
TAAAAAAAAAAAAGCCTGCAGTTAGATGATGGCCAAGGGTCAAGGAAAGGAGAGGGTACT
TAAAAAGGAGGCAGAATTTAAAAAACAAAACAAAACATCATTTGAGACCAAGAGGAATGA
ATCGATGAAGTAAAGTCTCTGAATAAAGAGAGGATTTTGTAATGTCTATTACTATTCCTC
CCAACCCTGGCAGATGGGAAACTTTGAAAGTAGGGGCCTCTGTGAACCTGTTCATTGTGG
TATTTCTCTGCTGTCTTCTACTACCCAGTTGTTTGGTAAATTGAATGGACAATGAAAAGT
AGGTTAGAAGATAGGCTGGGTAGTTGTCATTAGAAAAGCACAGAGAGGCCAGGTGGTGGT
GGTACCAGGTGGTGGTGGTACTAGGTGGTATGGTACCAGATAGTGTGGCACCAGATGGTG
TGGCAACAGGTGGTATGGTACCAGGTGGTGAGATACCAGGTGGTGATGCACCAGGTGGTG
TGGTATCAGGTGGTTTGGCACCAACCACATCACAGCACTCAGGAGGCAGAGGCAAGTAGA
TCTCCACTGAGGCCAGCCTAGTCTACAGAGTTCCAGGACAGGTAGCTAAGACTACACAAA
GAAGCCAGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATTCCTAAGAGAAGAGA
GAAGGGAAGATGGAGAGCATAAGAAGAAAGCTAGAGGTTAGACTTACAGGCCTTTCCCCA
CTGAAGCTGAAGAACACATGGGGGCAGGGAAGAAGCTGATGATTGACTAGGGTGACAGCT
TTGGCAGGGTTCCTCCTTAGAGACTGTGACTTGGTGAAGCCAGGCCCTGAACTACAAGAA
AGAAAAGAATTTCTGGTTGTATAAAACTAAGCAAAGTTAATGAGTTTATAAAACAGAAAC
AGGAGATAGAATGTGTGTCTGTGTGCATGTGTCGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTTTATGTGTTTGCATGTGTATATGTATGTCTGTGTGTATGTG
TATATGCATGTATATGTATGTGTGTGTTTGTATATGTGTGTTTACATGTGTGTGTGTGTA
GATGTGGATGTGTGTGTTCGCATATGTGTGTTTGTGGATGTGTGTGTTTGTGCATGTGTG
TGTACATGCGCATGTTTGTGTATGTGCCTGTTTGTGTGTGTATGTGTGTTTGCATGTGTA
TGTTTGTGTGTGTGTGTATACACATGATGTGGAGGAGGCAGTGGTCAAAGACAACTGTGT
GGAGTCAACTCTCTTCTCTCCTCTTTCTATGGGTTTCAGGAATGGAGCTCAGGTCATGAG
GTTTGCACCAGGAGAGAGTTTACCAGCTAAACTATCTTGCCAAGGCCACTTGCCATCTTT
ATCATCCTTACTTAGCTTTAGAAAACTGAGCATTGTCCCTACACAGGCTTTCTTTACTGG
CCTTATCGGTTGTGTTGGAATTTTCTTTTTTTTTTTTTTTTTTTTAACAGTACTTGAGCA
TTGACGTTAAGGACTAGGAAAGATGCACCATTGAACTAACCCACAACAGGTGCTGAATTC
CTTGGTTCTCGGCCAGCTCTGAACATAACCGGGCTCTAGAATAAGAGACTCTTCCTTTTC
ATGCCCCCTAAGATTTCCTAAGATTCTTCATTGAGGGGGATTTGAATGGCTAAGTTCAGA
GTTGCCAATACCTGAACTACAAGTCTGCATCTTTTAACACTAGCCAAGACTCCAGAGTTT
CTGAAGTAAAAGGCAGTCTAAGCCTGAAAACAGTCAGGGTGGAAGGCCAGAGAGCCAAAG
AAGAGCAAGACTTAAGGATGCCCATGAGGACAGAATGTATCACGGGGAGCATAACTAGAC
AGTGTGAAATGAGAGCAAGTGGAGTCTGACCACAAAGGCAAAGACCTCAGAACTGGAACC
TGCATAAAAATGAGTAGCAAGTTTCAATGGGAAGGGAGGGAGGGAGGGAGGGAGGGAGGG
AGGGAGGGAGGGAGGGAGGGAGGGAGGGAGGGAGGGAAAGAGTGAAGAAATCTGTCACCT
GCAATAGGAAGATAAAGTCGCAGGCTTTGAGACATATAGGTGAGCTCCTTCCAAGTATTG
ATCAATGAATGGAACCTTGTGAACCTTTGAGGCTTAAGCTTTGATAGTGAGTTAAAGACA
ACCGACAGCACCCAAAGCCCTGCAGACTCGCAGTGTCTCAGAGCTAAGGAGTAAATCTAA
CTGCACCATCCTAAGGGGCGTGCTTTTTTTTTTTTACAACTCAATGCAAACTTAGCTTTA
AGGCCATGCTCATCACTGCATAGCCAGGGGTGGGGGTAGGGCATTCTCATTTTGAGGCAA
TGTCTCCCTCACTGACTTACTGTCCTGTATTGTTCTTGGCCAGCTTCAGAATCATTGCCT
TTGGACAAAATACATGCAGGCCCTGTCTCAGGCCATTTTCCATTTGCTAAAACAAAGCAG
TGCCTTGGGCTGAGTGATTTACAAAGAATAGAGGCTTATTTAGTTCATAGATTTGAAAGA
GGCTCATAAGTCAACCCAGGTTACTCTCAAGACCAATCCTGACCAATCTACTAATGCCAA
AAATCTCAGCAAGCCCTAACCTTGAAAGTGATCAGTTTATGAGCTTAGAGATTCAGTTTC
GTTTAAGGCAACGGTAATGTAAGAACTTGGCTTTGTGCTCTGCCATTCGAGACAATGGGA
GGAGGAGGAGATGCTGAAGTTAATACCATGCACTTAGAACAATTGTTTTACCACCCCCTG
AATATTAGTGACTCATTAGTAGGCCACAGCCTCCATTCGCTCCATTTCCCACATCCCTCC
CCAGTGAGTTTTAATACACCCCACCTTTTCACCTGATATCTCCTACATCTCACCCGTTGC
CTAAGACTTCTGACAATGCTCTTCCTCATCCATCTGGCAAAGTCCCTGGGCTTTGGCTTT
CCGTCTTGCCAACACAGAGGACATACTCTGCTATATTTGTTTCTGGGCCAAAATTGCTCC
AAAAGATATAAAGATCAGTGTGTCCAGTGTCCAATGTCCAATGATGAGACTTCAATGTCC
TCAGGGCTCCAAATGTAGGGAATCTGGGCCAAGGAGCAAATGTCAGCGTAGGACATTTAG
GAGATGTCTCAACTACCCCTTGCCTTTCTCAGATACTGTCACATGTGGGTAGCTCATGAA
AAAGGCTGTGTACAGTCTAAGAAGACATTAAGCGTATCAGCTCAGTCCATGTCTGTGCCT
TGACCCCATGTGCAGTTGGACCCACAATAACTAACTAATACTTGTTATTCTGAAAGAGTC
ATAGAGGGGGCTGGAGAGATGGGTCACTGGTTAAGAGCACGTATGACTTTTGCAAAGGAC
TCCAGTTTGAATCACAGTGCTCAGGCTGGGTGGCTCATGACTACCTGTCTTTCCAGCTCT
GGATATATTCAGCATCCTCTCCAGATCTCTGAAAGTGCTTGCACATGTGTACACAGACAG
CCCCGCCCCTCCCCAGCTTAAGCATAATTGAAAATAAAAATAAATCCTATGAAAAGAGGA
CTGAGCTTCCCCGGAAATCAGTGTCATCAGAACATAATGGAAAGGCACTGGTGTGATTTA
CCTGTGTCCTTGAACTTTGGGCTAGGGTCTCCCTAGAGCTCATGTGTCATCCTTTCTTAG
ATGATTTCTCATTGCAGACAGACAGCACTGTGCAGGACAGAAGGATTCTGGGTTGGTTTC
TAGCATGACTCCATCGCTTTAAAGAACAAACCACGCATCCCTCAAAGCTTGGATTCACAT
GGCTTCTTTCCAGGATCGCTGCGAGACCAGAAGGTGTCAGGCCACAAGAACTCTGCAATG
TGCTTTATATACCCTGTGGTTATAAACACAGAGACTGAGCCTGGCTTGAACAGCTAAAAC
CTCAAATCCCACCCCAAGTGACACACTTCCTCCAACAAGGCAATAACCTCATGCTCCAAT
AGCACACCTGCCCCTCCTCTACTGCTTTCTCTCCTAGGAGGTACAACTAGGTCTCTCATC
CCATCTACCTTTAAATAGATTTATTACATTTAAACTTACTGGGTGGAAGATGGAGGTCAG
AAGGCAGTATGCAGGAGTTGGTTCTTTCCATCTATCTTGTTATCCTGGGTGTCAAACTCA
GGTTGTCAGGATTGGCAGCAGGGGCCTTTACCCACTGGGCAATCTCACTAGTCCACATCC
CCAGCTATGACTGCCTAGTTTGGGATGTGAACGATGCAGAAGCTTCCTCCAAAACTGATT
TGTCCACTCCTAGGGAACAATGGGCTCTGAATTCTGAAAGACCAGAATCTTCACTAAAAA
GTGTTAATGCCTAGGTAACTGTTACCTGTCTAGCCTGCCATTTTGTGCTGTGACTAATGT
CATAAGGAAACTTTCCCATGAGCTGTTACTGGGGTTACTAGGATGTTCTGTGCTTTGGTG
TTCTTGGAAACCAATCACAACAGAAGTCAGTCAGACCTGCTCTGTATAGTTAGTCACAAG
AAGCTTGGACCCGCACCAACCACCCAGCAGCACTTCCTGCACTTTTGTATGAGCTTTTGT
GGGTTTTGCCTTTAGAAGTTGCTCCTGGGATGGACCCCAGCATAAGAGAATTCTGTACCA
ATATAAGAAGCTATTTGGAAAAGGACTTCCATTTTGAGTAAAGGTCAGGTAAAGTTTAAA
TTCCCAAGACCTCCCTGGAAACAGATATTTTCCTTGGCAGAAAGAGACATATACATGGAT
AACTGACCTCCTGGATAGCAAGATAAGACATGAATATTAGGCAAGGCAGGTCCCCTGCCA
CAGCTGAATACCCCAGCCAGTGGGAAACAGGGTAAGTGTATTACAGAGACATGTTCCTAA
GGAACTCCCCTATCTCTAAACTGATTGGTGGAATAATGTGGCACAGATGTTTGTGAATTT
TAGACTTAAATGCCCTATAAGATTTTAACTCAAGGTCCCAGACAGCTGGGAGTCTGTTCT
ATGGTCCTGACGGATCAGTCTTAGGATGTGGCATTCAAGAAGCCATCTCTGTTTGACTGA
GATCAGTGTCTGAGTGTTTTGTGCCTCGACCCCAAGACCCCAGCAAGAAGATCCCCAAAG
AGAACCACAAGTGCTGCCTAGTGTGCAGACACACAAAGTGTCACACAAAGAAACATGGGA
AATATGGAAAATAAGGCACCATTAAGGAAGGGAAATATATTGATTAACATATGAAAGAAA
CTGATGGGAGAGAAAGATGGATTGCAACAAGCCACCCAAACGTCGCCACCGCCGCCACCA
CCTACATGAAACAAAATAGAGAATATGCAGAAAAAGTTTACATACATAAATGACTCACAG
AAAGCTTTCAGGGCCCTTGGCTCTTTCCTTTGGAAACCTTGACCTGGCCCACAGTTAAGC
TCAGACATCTTCTCTTTAATAAACTGTCTCCTTTCCTGTTACAATATATGCGCCTCTGCA
AAAAATCTTTTCCTAGGACACGAGGAACCTAGTAACCAGTGCAGGTGCCTCCAAACTCAG
ATCCATGCCTATAACAGTTACCAGGCTGCCAGCCATGTGGTAAGACTTGCATCTAAATGC
TTTCCAATTTCGCCATCTTCCTCAACAAAGACACCCATGTCACCAGGCAATATTGTTTTT
TGTCCCTTCTCTTCCTTCTTTCATTTTCTCCCATGGCATTTGTAAATGGTGGGCAAGCTC
CCATGGAAGTTGTCCTAGATGGCTTTGTCAACCTGGCAGATCCTAGAGTCATCTGAAAGT
TCTATTAAAGAGTTGCCTAGATCAGATTAGCCTGTGTGCTTGGGTGTGTGTGTGTGCGCG
CGCGCACACGCGCGTAGGGTTGTTGATGACTAATTGATGTAGGAGGACCCATCCCCCTGT
GGGTGGCACCATCCCCTGAGGTGAGTGGCCCTGTATATAATATCTAGTAATAAGTGTGTC
AAATAGAGGACCCATGATTGAGCCAGCAAGTGTCATTCCTCAAGTTCTTGCTTGACTCTC
TGCTCTGACTTTTTAAATCACTATGACCTGGAAATGTGAGCCAAATAAATGCTTTCCCCA
TTTAAGTTGGTTTTGGTCAGGGTGTTTTATCAAAGCAACAGAAAAGTAAATATAGCAAGA
ATCCAGATGCCAGCCTGTGGACACCGGATCCAGGCTGTGCGTTCCCCCTTCTTTTGCCTC
CTCAGCTTATGGTGCCCTATGACTCAGACACTTCCATATGCATTACTGCGACGAGGGCTG
GGCTTATGCTGGTGCAAAGAAGCGTGTGCACCAGCAGCTACGATGTCTGCATTAAACCCC
GAGGCTCAAGTAGAGCCACAGCTGCTGGACCCCTACAAGCCTAGCCGACAAGATGTGTGG
ATCCTGCTAGGGACTTCTCTCTGCAAACTGAGTAAAGGAAAGAATGACTAACTGTGTAAA
TGGAGGTAGCGTGGAGCACCATACAGTAGGGAATGAGAGTTCATCTAGTTCCTACTGCCT
ACTGTGAGTTAGGTACAGACAGGGCTCATTGATACATCAGAGCTGTCCCCCTTTGCCATT
TCTTCACATTGTCCTATCTATCTTTGTAGGAAATCATGAAGGGATGAGCATAGGTGCTTC
AGACCATTTTCTTTGAATCTTAAAGAAGTCCAGCTGCATGATGTTCCTTCCAGCTTCTGA
CCAACATCCTTGTCTTCCAGCTTGTACTGAGGCCAGATTGTGTTACAGTAAAACCCTGGC
ATCTTTCTTTAAGATTTCCGGATTGAATCTGTTCCAGTTCTGGTGGGTACAGCACAGCAG
GAGTCCAAGGGAACTGAAGTTGAAATTTCCAGCTTGAATTGCTACTCTCCTGGGACCAAG
TCCTATAATACTGAGATGTAAGTACTCGCTGTCAGCATATCTGAGGTAATTTCCTCTACA
TCTGTGAACCTGGGCTTCTTCTAAAAAATAGGTCCAACATTTTGGGTTGGTAAGTTCAGA
GATGAGGTTACTTGTAGAAACGGTTCTAGTTTTGTTTAGATTACCACTCAAGTTAAAAGT
GTATATGGATGAATGGTTTCACTATTTGTTGGCTTGTCTTCTGGAACCATGCTCAAGGAA
ATTAAATGACTTACTACCAAGGGAACTAAGCCCATATTCTCAGAAATGGCACTAAGTACA
GTAAACAAACAGGAAGAATTTGTGAGCAAGTAGGATATGGTGAAGCCTAAATAAATAGCA
TATAGCAATAGAGCAAAGTTAACCAGAGAACTGAGGGGAAGAGAAGCTGTTGACGAAGCC
TGATCCTTAGCCCTTTCACCCAATGGGCTGCTTGTCATTTAGGCCATGGGCCATGTTCTT
TGTGGCTTTGGATGCCCATCCTGTCGGGTTGAACTGGTACTGGTGGCTTCACTCTTGAAC
TCCCTAGTAATACAAGGCCCCAGGTATAACATAATCCCTGTGTCCCCAGATGTTAGTCCT
GTAGGACAGATGGGAGCCTGGAAGCAACTGGTTGGATGAGTATGTAGAACTGGTGGTGTT
GGGAAGCTGTAGGTGGCAGTAGAGCTGACCTCAACACCCACCCAGCCCTCCCCTTGAACT
TCAGAGCAGGCAGGGGTGAGGCTCTAAAGAATTACTTCTGATACGAGTTGGGAGAACTAC
CATTGCTGTCCTTTTTAAGAAAGCCCTAATCTCAGGGTCCTTGCAGATCTCCAGGAAGGT
GAATAGAAAGAAAAGAAAGGAGAGGTGTGTGGTAGGCAAGCAGATGTTTTCTGTGTAAAA
AGGTGTGGTGGTTTGAATTTGCTTGATCTAGGGAGTGGTACTATTAAGAGGTGTTGTCTT
GTTGGAGGAACTGTATTACTGTGGTGGTGGGCTTAGAGACCCTCCTCCTAGCCATGTGGG
AGTCATTCTTCCCCTGGCTGCCTTTCAATCAAGATATAGAACTCTTGGATCCTCTGGCAC
CATGACTACCTAGACACTGCCATGCTTCCTGCCTTGATTATAATAGACTGAATCTCTGAA
CCTGTAAGCCAGCCCCAATTAAATGTTATCCCTTATAAGATTTGCCTTGGTCATGGTATC
TCTTCATAGCAATGGAGACCCTAATTAAGACAGAAAGTATAAGGTTATTGTGGTGTTTGG
GTGAACATGTTATCTGGATGCAGTGTAGACCCAGAAGAGCAATATGGACATCATTATCCT
TTTTTTTTTTGGGGGGGGGGGGACATTGTGGTCATCCCTATATAGACTCTGCCATCTTAG
TTATCCTCATAACTACTGTTGCTATAGTTGATTAATCTGCTCTATTTGCCCAGTGGTGGC
AGCATGAGTTCCTTGCTACTGTTCCAATGTTGTAGATTCTCCAATGAAACACACACACAC
ACAAACACACACACAGCCTTACTTTTAATATGCCCTAAGCAGATCAGTGGTTGGGCCACT
CCCTAACTGCTACACGGCTAGCACACTCTCCCCTCTGATATTCCTGAATTATTATTTAAT
AAAACGTATATTCCATCCTGGCTGCCCTAGTCTGCAGCCCTCCTGGGCCACAATCCCCAG
TTCTTACATTATGACTGTCTCTCTTGCACTTCTCGGGCCTGATCTTTTTGCTTCTCCAGC
ATCGTGATTCTAAATCCTCCTTCTTCCCTGGGTTTTCTTGCCTGAGAAAACCTAAGTCCT
ATCCCTGCCCCACCATTGGCTGCTAGCAACTTTATTGGCCAATTAGAACCAGCTTGGGGC
AGGGACCCTCAGTGTCTCACATGCAGAATTCTCGTGCAATTTTGGAACCCATAATGCAAG
CATTAAACCAAATCCAGAAATAAACTACTGAGAGGGTTCAAGAATTGCTGGAAGAAGACC
CCAGACTCTAAGAGAATGCAAAGAATGTTTATTCTGCAGAAATTACCAGCATGCAGGGGT
CAACCATTGATCAAAATGGTGTCCCTAGACAAAGGCACACAAGCAAAGGTTAGGTAGTCT
AGAACTTCATTGGTGGGTGCAGGGGAAGTTACATGAGTCGGTTTCTGATTGATTGCTATG
TTAGTTTTGCTACATTTGGTGAGGCCTTGAGGAAATTCCAGGAACCAGCTCAGCTCTGAG
CTCATCCTCCCTTTGTCAGAGCCATCAATGATTGCCTGTTTTCGGTAAATCCCTCCAAGG
GGAGAGAGGAGAGAGAGAGGAGAGAGAGAGGAGAGAGAGAGAGAGAATGAGAGAGAGAGT
GAGAGAGAGAATGAGAGAGAGAGGTTTCTCTACGTAGTCCTGGCTGTCCTGGAACTCACT
CTGTAGACCAGGCTGGCCTTGAACTCAGAAATCCACCTGCCTCTGCCTCCCAAGTGCTAG
GATTAAAGGTATGTGCCACCACTGCCCGGCCCAAGACTTTTCTATTCCCAAGGTTTCATT
ACTATCTTTGCTGTCCTTACAGTGTCTGCATATTTTGTTGGTGTCTTCCACTTTCTGTGT
AGCTGCTATCTTGGAGGTTCATCTTGTCAGTGGGGAGCTACACACTGATGACTGATGTGT
TAGTGTTTGTCAACTTACAGCAAACTAGAGAGAGCCTCAGTTGAGAAATTCCTGTTATCA
GATTGGCCCATTGGCATGTATGTGGTGCATTTCTATTGATTAAGGACTAATTTGGGAGGG
CACAGACCACTGTTGGTGGTGTCAGCCCTAAGCAGGTGGTCATGGATTATATAAGAAAGC
AATTTGACCAAGCCATGAGGAGCAGGACAGTAAGTGGTAGCCCTCAGCAGTCTCTGCTGT
GGTTCCTGCTTACAGTCCATGCTCCACCCCCACCCCCGTGACAATCTGTAATGTAGAAGG
CTGAGTATAAAAATGTTTAAAAATTAAAAATAAAAAATAAACCTATCTCACCAAATTGGT
TTTGGTCAATGATTTATCCCAGGAACAAAACGTAAAAACTAACATGGAAATCAATGTCAG
AGAGTGAGGTATTGCTGTGAAAGGCCTGATTATGTCTGGTTTTTTCCCCTAGGGTCTGTA
GATGGATTTTGGAGCTGTGAACTGGAGTTTTCAGAGCTTACTCAACTATTGTGAGATCTT
GGGAGGTAGGAATGCTGCAGGATAGATAGACTTTGGACGCCTGGCTTGTAAGATCTCAGA
AGGAAGCAAAGACTCTATTAGGGTCATTTGTATGGTTTGACTTGAATTAAGAATCCCTGG
AAGTCAAGCCTTTGCTAGGGACAATCAGTGCTATTTAGCTGGGCCTGGAGAATCAGCTAA
ATAGAATCAGAATTAGGAACAGACTGGAACAATTGAGGTGAAATCGTATGGGACATATTC
TCAGGGTCAGCACATACAAGTTGTGGTTCGTGAAGAGGCCAAGGACACCTTTCAAGCCGA
TAGCTGAACTTGGTAATGTGTAAGAGAAAGCCTTCCACATGGGACTTGTTTTGAAGGCAT
AAAAGAGTAATGGTGACAGCGGAGGTTTGTCACTGTGTTACAGTGGAGTCCCTGCAGAGA
GGCCAGTAGGCCAATGGTGAAAGTACAGCGTTAGTTGTAGTGGAAATCTATTGGTTGAAG
GGGCCTTGGAGAAAAGCTGTGGCTTGGCACCATAGGGCAGGGTCAGAGACCCTGGACTGA
ACCAAGAGGAGCTATGGTGACCCTGGACAGAACCAAGAGGAGCTATGAATGAAGCCTTGG
TTACAGTGGAACCCCCTGTATATTGGAAATTCCAGGACTATAGAATGACCACCAAGGACC
TCAGCAAGTGGGGAGTGGAGTCTGCCTGAATCTGTTAGATAAATTTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTTGTGGATAGTAGATCAGGAATCCAGAGATCATACATTGAGCT
ACAGCATTTGGAGCTGCTGGACTTGGCTTAAGTGCGTTGTTTTTATGCCCTGGTACTTTT
TTCTTGGAATAAAATATATAACTTGTTTTATTTTCAAGAGCCCACAATAAAAGAAAACAC
TGGATTATTAAAGAGAAAACTTTAACTTTCAAAATGATGAAAAATTTAAAGACTGTGGAA
CCTTTAAAGTTATATTATATTGTTGTTGGTTGGTTTTTAGTTTTTTTTTTTTAAGATTTA
TTTATTATATCTAAGTACACTGTTGCTGTCTTCAGATGCACCAGAAGAGGGTGTCAGATC
TCATTACAGGTGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCAGGACCTTCGG
AAGAGCAGTCAGTGCTCTTAACCACTGAGCCATCTCAACAGCCCTGGTTTTTAGTTTTTT
GAAACATGGTTTTTCTTTGTAGCTCTGGCTGTCCTAGAACTTGCTCTGTTGACCAGGTTG
GCATCAAACTCACAGAGATCCACCTGCCTCTGAGTCCTGAGTGCTGGGATTAAAGGCATG
TACCACCATTGCCCGGCTTATACTATGTTTTATATTGTGTTGTTAAAATAAGATCTTGGA
AATAAACAAGAAAGGAAGGATTATGGTTCAATAGTGATGTGTCTGTATGCCATGTTTAAT
GGTGCTTGCAATTTTTATTTGTTAATTTAACACAATAGAGAGTTACTTTGGAAGATGGAA
CCTCAATTGAGAAACTGCCGCCATCAGATTGGCCTGTGGGCATACCTGAAATGTATTTTC
TTGGTTAATAGTTTGTCGTTGAAAGGCCCAGCTCAAGGCGAAAGGATGGACCATCCAAAG
TCTACCCCACCCAGGGATCCATCCGATAATCAGCCATCAAATGCAGACACTATTGCATAT
GCCAGCAAGATTTTGCTGAAAAGATCCTGATATAGCTGTCTCATGTGAGGCTATGCCAGT
ACCTGGCAAATACAGAAGTGGATGCTCACAGTCATCAATTGGATAGAACACAGGGACCCC
AATGGAGGAGCTAGAGAAAGTGCCCAAGAGCTGAAGGGGTCTGCAACCCTACAGGTGGAA
CAACAATATGAACTAACCAGTACTTCCAGAGATCATGTCTCTATGTAGCAGAAGATGGCC
TAGTCGGCCATCATTGGGAAGAGAGGCCCCTTGGTCTTGCAAACTTTATATGCTCCAGTA
CAGGGGAACGCCAGGGCCAAGGAGTGGGAGTGGGTGGGTAGGGGAGCAGGGCAGGGGGAG
GGTATAGGGGACGTTCAGGATAGCATTTGAAATGTAAATGAAGAAAATATCTAATAAAAA
ATTGAAAAAAAAAAAAAAAGGCCCAGCTCACTGTCAGTGGTACCATGCCTGGCTAGGTTG
TATAAGAAAGCAAACAGAAAAAGCCATGAAAAGCAAACCTTTAAGCAGGACTCCTCTGCG
ATCTCTTTTTCAGTCTTTGCCTCCAGGTTCCTTCCTGCTTGCTTCCTGGTGTGACTTGAT
GCAATGGCTGTGATGTGGAAGTATAAATCTAACAAAACCTTTCCTCCCCAAATTGTTTTC
ATCCGTGGTTTATTACAGCAGCAGAAAGTAACAAATACACTGGCCTGTAGGGCACACAAG
TGTGAGAAGCGGGTGTGGCGGCAGTCCCAAAGGCGCCAGGGACTGCAGCTAAGTCGTATG
ACTTGCACCTGACTTCCTCATATAAGCCACAAACATCTTGAGAGCTGCGCAGGTGTACCA
GGATACCGGTGAATCCATTTTGATGGAGATTTGCCCCTGCTGCCCTAATTAGCTGAAGCT
GCGTGCCTGGTGAGGTGGCGTGGCCTGCTGTGCGTGGATGAGAACTAAGAGTATAAAAGA
GTGAGAGGCCCAGGGTTTGGGAGAGATATAAACAAGGGAGATATAAACAAGAGAGATATA
AACAAGGGAGATATAAACAAGAAGAAACAGGACTGAATAAACGTGTGCAGAAGGATCCTG
TTGTAGCATCGTTCTTCCTGGCCAGTTGGGCACGCGCAACACACAAGGAGCTGGGCTTCC
TATCAACCATCTACCCCTATGCATAAGCATTCTGTACATGCAAAGTGTATGGACCTTTAG
GGATAATTAAGAGTCCATTTCTCTTTTTCAATCATGAACCCTCAACAACACAAGGCAAAG
ACAGGGTGCTTCTCTGATTTATACTAGCAGTGAATTGTCCTAATTTAACAGTAACTGTCA
GACTTCACTTTGGCTTAGAAACTCATCTAGAAAGACATATTTAGTCATGGCTCTGTGCTG
TACCTCTAAGGAAACACGGGATCTGGGAGGAAGCTAATAGAGATGAAAATGAGGTATTTG
ATCAAAGTCTTAATGACCATTTGCTTAGTGTATGGGTGTTCCCAGATCAGTAACCCAATG
TTTGGATTATAACAACTCACCAGGAACCCATCTGTGTAGGGCGATGATAGAAATATCGCT
GCAGGAGTGAAAGTTGCACTAAGAAACTGTCGACTATGATGAGATCATGGTGGCTAACCA
AGGAAAGAAGAAAAGCCTGTCTTATTTGTCAGTAAAACAATGGAGCTTGTCCTATTGGTC
AGAAAGACAAAGGAGTCTGAGCTTCCTTTCAATCTCAGCCTGTAGAATGGTGGCATCTAT
AGGGAAAGGTGAATCTTCCCACCTCAATCAACCTAATCTACATAATCACTCCTAGACATC
CAAGAGGATCATCTAATCTAGATAATTCTTCACAGTCATACCCTAAAGCTTATTTCTTAG
GTGATTGTAGATTCTTTTAAGTGGGCAACGAATATTAACCATTATAATGACGATGAACTA
TCTCCATCAAAAATAACTTCCACTAAAAAGAGGAGCTAAGTGGTTGGAGAGATGGCTCAG
TGGTTAGGAGCACTGAATGCTCTTCCAGAGATCCTGAGTTCAATTCCCAGCAACCACATG
ATGGCTCACAACCATCTCTAATGGCATCCGATGCCCTCTTCTGGTGTGTCTGAAGACAGT
GGCAGTGTACTCATATACATGAAATAAATAAATAATTTTAAAAGGGGTGGGAGAATAAAT
CTTAAATCATGACTTGATGTTTTCTTACCACCCCAACCCTGTTACATCCCAGTCCTTCCA
GTAGTCAAACCAAGCAGACAGCTATGTAAATCAACTTGCTAACTGGACTTCTTCACCCTA
GACCAAGCATAATGAAGCTTATTAATGAGATTCTTCCATCGTGGGTGCCTGACAATGTTA
GACCTGAAAGATATACTTGATTCCTTTACATTCTACTCTTGGTACTCATTTGCTTCTGAG
GAGAAACACCCAGGTACTAGAGTTAATCAGCAGTATCCTTGCCCATGCCTTCCTCAAGAT
TTGAGGGGCACATCCCAGACTTTTGCCTGGGCATCAGAAAAGGATCTTAGAGAGCTTGTT
TTCACACAAGGAGTCATTCTAGGATAATAATGTATTATATATTTATTCCTATTACAGAAA
TCTCAGATCAAAATACCATCAAAGCCTTCAACTTCCTGGCCTATTAGGGCTCCAAGATTT
CTCCCCCAAAAGACCCAAGTAACTTAACAGGAAATATAATACTTAGGATATGTCTTGACT
ACTGAGGTATGGTAACTATCCTTGCCTTGGGCATAATTGGCATAATTGAATTTGTTCTAC
CAAAAACAAACAGCAAAGCTTCAATCAATTCAGGGATGGCCAAATTTTATTGAATTTGTT
TTTCTCTTTGGGTTAAAAGCGACACCTCTGCCTGTGCCTCAGCACCATCGAGTCTCCAGC
TCCACCATTCGCAAATGTGTCTGAACCCTGCACCTTCACTTTCTCCTCCATCTCTCCACC
ACACACTCCATCTTTCTCATTTCTACATCACACATTGGTTCCCTGTATTGGCACCCATAG
TATGCTACTCTAGTGTCTTTTGGGGGGGGCACCCCTGACCCAGCAGGACCCAGGCAGGCA
CTTGGGTGTCTTTCTTCTGGCCGTCTCAGCCAGCAGAAATACAGTACTATCATCCCAAGC
CCTACAGTGGAAAATAAGGGAAGACGTGACTCCTTCCATGTGGGAAAAAGATGCTACTCT
CTACATAATAACTCAACTGTTCTTCCAAGAAGACTGATCGACACAGTGAAAAATATCTAT
CAGGATAGGATCAATGTTTATTCTGCATACATAACAGCTCCAGCCAGCTTCATCCTCCAT
TGATCCATGAACCAATCCCAAGGAAAACACCTAGCCACAGGAGAACTGACAAATACATTT
GACTCGTATGCCCTCCTGTGCCAGGTACAAGTATCTGTTGGCATTTGTAGACACTGTCAC
TGGCTGGATTGAGGCTGACTATAATGGTAAGGGCTACCCTAAAGAGAGTTGTATCAAGGA
TTGACCTTGCCTACTGAGGTCTGACCTTGCCTAGTGAGGCTTGACCTTACTGAGATTTGA
TCTTACCTACTCAACACAGAGTGACAACAGGTCATGGGGTGACAGAGGGTGACAAATGCC
CATCATTTACATCAATACTTGGTCTATACCTATGGCTCTGGAAATAAAATATTATTTAAA
TTCTGCTTGGAGATCAGTGTCTTCAGGAAAAAAATTGAAATGACTAACCAAACTATTAGG
CAGCTTCTAGAAAAGCTTTGACAAGAAAGCTCTGGGGGAAAAACCAACAACAACAAAGTT
GTTACCCATCCTCTTAAGAGTTAGAACAACTTCAAAGTCTAATGCCTGGTTCAGCCCCTA
GAGTTACTGGCTAGTAGGCCCTTTCTCATAGGAACAGGTATAGAATAAACTTAAAGCAAA
TCCAGTAAACCCTATACAAAAATGGAAACTAGGCTGTACTCAGCCAAAAGTGTCTAACCT
GAAAGACTGTGGACCCTAAACTGGGTCCTCCTTAATATCTAAGAAGACAGACCTATAGAA
CAGTGGGGTCCTCAATGGAGCAGACATTTCCAAGTGGCCCTAAGTGCTGGGGACAGCACA
CCATGACAAGGGGCTACCTGCAGCAGGCCACGATAGATCTTAGAAGTCTGCAGCAGCTTT
TTGTGAAAGAGGATGGTTTCTGGGAGCCTGGAGACATCCCTCCAGGGGATCCACCATCTG
AAATAAGGGACTGCCTGCAGTAGGCCAGGTTGGAAACATCTCTGTAGTTCACAGCATCTC
CCATCTCTCCTAACTTTAGCCTGGACTACGGCTGTATAGATTTATTTCATTTGTGCGTGA
CTGCTTTTCAGTTGGCCTTGGTGTGCATAATTATTCTATTATATCTGACTTTCCTATTTC
TTTCTCCTTCTGCTCCAGTGAATTCTGTGAAACTAGATCCTCCTTGATGTAATGATTCTT
AAACAATTAAAAATTGAGGCATGGGCACATTGTTTCCAAGATGAGGCACAGCACAGTCCT
CATGGTCCAGGTGCATGCCGTGCGTTCTCTTCTTGGAAACAATGCAGTAACTGCACAATG
GTAGTTCCAGATTAATGTTTGACTTGCAGAGAAAGTTTGAAGAAATGATAAGAAAATTGA
AATACAGCCAACATTGGGACCCCAAGAAAGAAAAAAGTTATTGAAGTTATGAAATAAGTT
TTGCATAACATTTGAGAGTGGATCCTGGATAGGCAATTATAGAATGCATAAAATTATATA
TTAGTAAAACTAATTCAAAACACTAGGACTCTTAGGAGAGTCATTGTGTGCAGTGTACAG
AATCAGAAAGCTAGAATAACTGCTGAGTTAAGGGTTAACTTGATACTTTCTGGCCATTGC
CCATGTCATTTATCATTAGAGCTTCACAGGAAAATTCAAGTAGTTGATCTCAGAGCTCTG
AGCATTGGAGTATAATAAGTTAAAAGTTAAAGTTTAAATAATGATGTTTGCAATTATTAT
TTTGACCACAGGCCTGGGAATAGGGTAAGCTTGAAACTTTAGGGACCTATTATAATTCTT
AATTTTTTGTGGGATGTAGTTATTCTTTTGAATTTGATTTGGCAATGATTATACAATGTC
TTCTTTTCTACCTGTTTTTGGAGTATCAGTGAAAGACTAGGGCAAGAAAAAGGCTAGGAG
CAAGTGGTGGAGAGCGAGTAAGGTGGCATGAGGTGAGTGAAGAGTGAGTGGAGAGAGTGT
GAGGAGAAGAGAGTGTGGGGAGGTGTGGGAGAGAGAGGGGACAGAGAGAGAGAGCATGTG
AAAAGTGAGAGAGGAAAGAATGTGAAGAGTGAATGAAGAGAGAATGTGACGTGTGTATGG
AGTGTATGTGTGTGTGTGAAAGAAGAGTGCATGTGGTGTGTGTGAGATGTGTGTGAAGAG
AGTGTGTGAGAAAGGGGAACACACAGAGGTGTGTAGGAGTGTGGGAGTTAGAGAAAAGAA
AAGTGCACAGGAGAAAAACAGAGTGCATAGGAGAATGCAGAGTGTGTGCAGCCTCAAGCT
GTGAGCATGTGAAAGAGAGAGAGGAAAGCAACTTTAAGCCTTAAAAAAATTGCCTGTCAG
TTTGTACCCGAAAAGTAGTTTGTGTCTGTTTATTATGTGCCTTCCAGATATCCCTGCTTC
TAGTTGGGAACTCTGATCCTGTGTTGAGGCTGGACCCCGACACCTAAGTACTCTCCATGA
TTGCCAAATTGTTTGCAGTTAACAGCGGGGTTCATATCTCCAGCATGAAACCAAGGGACC
CCAACCCCAAGACCTAGAAGAGAACACCCGTGAACCATGAAGGCTCTTGAACTTCTCTGG
ACAAACAGTGTAGCATCCTCATGACTGGTCTGGGGCTGTTCTGAAGTACGCCCTGCTCTG
GATCTTCATGCTTCTCTCAGTAGAGGCTGAATCCTGAACTAACGCATGGAGAGCCATGTA
CTCGCAGGAGAATGGAGTCATTTCCCCTGCCCAAAGCACAGCTTACCTAAAATTGCCTCT
CCTGCTTTGGTTTTGGTCTTTGCTTTTCCCAAGAATAAGCTTCCACTGGTTCACATTTTA
AACAAGGTGGCTGAGTTGCCAAATCCTCTCATTGTTAACACTTTCTTACCCTGCAGGAAC
CACACAAGGAACAACTTTCCCTGAGTGTCTTTCTTCTCAGTAAGATGTGGGAAATGGTAC
ACACTAAGGCCCCATATAAGGTCATAAATATACTCTATACCATGAGAACTCTGGGAAGGT
GTGGAGAGGCAGTCCCAGACATAAGGGTCCAAGTTGGAAGGCTGTTTCCTTGGGATGTAT
CTCCAAGCAAGACAGCTGCATAAACTTACTTGGAAAAAGAAAAGCTAAGGTTTTACTTTT
CTAGTTTTGATGAAACTGACCCAATTCATAGTTATTCAAAGTTTCTCTGAGCACTTCCAG
TTTGCAATTTGTTTTTTTGTTTGTTTGTTTGTTTGTTTATTGGGTTATTTTTGTAATTGG
AAATGCTTTTTTTAAAAAATCTTTCTCTAACAAAATGAATGTCAAAATAGCCCAATCATA
CTCACAGGAGGTAGAGGATTGGAGGGACTTGGGAGGAAGAGAGGAGGGGAAGGGGACAAA
AGGGGGGCAGGATTAGGTCTGGGAGGAGGTGGGATGACATACAGAGGGTTAGGAATTTGA
ACAGAGATGTGTAGCAATGGAGGGTTGAGGAACTGGCACCGGAAAGTCCCAGATGCCAGG
AAAGCAAGAGGCTTCCAGGACTCAACGGGGCATGAGATTATCTGAAATGCCCAACAAAGG
GGAGGGGAACCTGTCAAGACCATATCCAGAGGTTACTCAAGGCCCCTGTGTAGGGGATGG
GGCCACCCACTCATCTCCAAATTTTTTAACCCAGAATTGCTCCTGTCTAAAGGAAATCTG
GGGACAAAGTGTGGAGCAGAGACTGAAGGAAAGGCCATCCAGAGACTGTCCCACCTGGGG
ATCCATCCCATATACAGACATCAAACTCAGATACTATTGCAGATGCCAAGAAGTACTTGC
AGACAGGAGCCTGATATAGCTGTCTCCTGAGAGGCTCTGCCAATGCCTGACAAATACAGA
GGCGGATGCTCGCAGTCATCCATTGGGCTGAGCATGGGGACCCCAATGGAAGAGTTGGGG
AAGTGACTGAAGGAGCTGAAAGGGTTTGCAACCCCATAGAAGAACAACAGTATCAACCAA
CCAGACTCCCAGAGATCCCAGGGACTAAACCACCCACCAACCAAAGAGTACACATGGTGG
GACCCATGGCTCCAGCTGCATATGTAGCAGAGGATGGCCTTATCTGGCATCAATGGGAAG
AGAGGCCCTTGGGGAGGTAGGAGGCAGGAGTGGGTGGGTGGGGAACACCCTCATAGAAGC
AGGGGGGAGATAGAATAGGGGGGTTGTGGAGGGAAAACTGCGAAAGGGGATAACATTTGA
AATGTAAATAAATAAAATAGCCAATAGAAAAACAAACAAACAAACAAACAAACAATCCAA
AGACTGCATGGATACACTCTAAAGTCAACACTTATCTTGTTTGGAACTCAAGGTGGTGCA
CAGGATTTGCTGGAGGAGGCAGAAGCAGGAGGATCACCAGTGTGCAATTTGTATGCAAAG
AAGGACCAGACTATCTTGAAGATTGGATACACCAAATGCAAACTCATCCATGGATAGGTA
CTGCCCATATGAGTACCTCAGTCAAATGGAGAGAGTAACTGCTATGAGAGGTGGATAATA
CTTCCTCCTCAGTAGAGAACAGTAACAATTTTGGGTTCCATTACATATGAGGGCATAACA
TGTGGTGGAGTTCTCTGTGAACTACCAGACTGGACACACCTGTAGGTGAAGAGAAAAACC
CGTTAAAATAGAGGGCAGAAATCTACCTTCCAAAGACAGAGAACTTCTGCGATGCTGAGA
TTTAGGGCCACAGCAATCACTGAGCCAAATCCCAATCCGTATGGATCCTAGTAACAAGGG
AAGAAGACCCTAATTAATTCAATGCATTGATAGTTGGGTCATTTTCAAGAGCCCTATACT
GTAGGTTCCTTGGTAGCAGACTCAACAGTGGGTCCCTTAATAGTTACACTCTGTGGGGGC
AAGGTTTGTGGAAACTTCATGAGATAACACAAACAACTTGTGTTAGATTCTGTTGCTCAC
CAGTCTTTATAATCACCTAAAAGTGGCCCTGCTGCTTGGCTTGGCTGGAGGATCCAATGG
CTTGAAAAAGCCCAGCTGAAGGTGTATATTGCCTTCTGGCTGCAATGCTGAATCTAACAC
GGAAGCTAGAGAAATATGTGGGCCAGTGCTCTGCACCAGGGGCTCACTTCAGCATGACAG
ACAGTACTCACTCTTGTCAGCAGTGTGTGCTCAGTGGTACCCAAAGTGCTTGGGAGTTAT
AGAGAGTGACTTTAAGACAGGAAATATGCCCGTGCAGTGGTAGCAGATAAGATCACACCA
GTCCTTTAAGCTAAGAGAAAGGTCAGCACGCTAGAACTACCTTAAAGAAAGTCAGAACTC
ACTAGGTTGAACTTGATGTATAGACCACCCCCCCATAATAGAAAGTTACCAAAGGACTCA
TTTCACAAGTCATGAGGGATGACAGTGGGCCTGTGACCAAGACATACTATGGAACTGCTG
TATAATCATGCAGGAGCAGGGCTCATTCAGTTGCGAATTCCTAAAGCAGGCTTTACAGAC
CTGTGCACACTGTATGAAGAGTGAACCAAGCCTTGAGATGTCTTAACTGAAAGCCTTCAA
CAAGACAAGCTAATAGCAACTCCACAACCACCCAACTGCAATTCCAAAACTACAAGTCAA
AACGGACAGGTTCCTCAAGCAAGGGCAGAGACACGACTGCAATTCATCATGTATGAATAC
AGCCAATATAATACTAGACACAGAGCTGGGCAGAGGTGGTGCATGCCTTTAATCCCAGCA
CTTGGGAGGCAGAGGCAGGTAGATTTCTGAGTTTGAGGCTAGCCTGGTCTATAGGGTGAG
TTCCAGGACAGCTAGGGCTACACAGAGAAACCCTGTCTCAAAAAAACCAAAATAAATAAA
TAAATACTAGACACCGAATGCCTGATTGTCCCTGGAGGTTTAAACCAGCCCTTGATAGTT
CACCATATCAGCTCCCTGAGGGGAGGGGGGGATTAGATATGATGTTAACTGCCCTCTAAT
ATGTTGTGAAAATGGTCTATCAGGATTTAGGCATGTTGGAGGGAATTATTCTTAAAGAGA
TATATACAATATTATGACAGTCACACCTCCCTGAGGTAATCTTTTCCTGTCTGTCACAAC
TGATTTAACCTTGCTTTTCTAGTGTGAGGAATTACAATTGCTGTGGTATCTAGTAACACA
GCAACATACCTGGTGCCTTGTGTCAGAGACGCACAAGAGGCATCAACCTTTGAAGGGAAA
CATGGGACACATGTCCGTGTCTGAAGTAGTCGTGGAGACCTTGTCCTTGTAAAGGTCTCT
GACTGTAGTAATTGATGCCCATGTGGGAAATAGATTGCTGGCCGCTTCCTTTCTTTGAAG
ATGGTGATATGGAGAAGGAGGCTAAGAGATAAGAGGCAGAGAATGACCATTTGAACTTAG
TTAATACAGCCTGGAGTATTGAAAGCCTCCTCATTCTGATTATGCCTGTGACTGCATTGT
AAGTGCTGTGTGGATCCTTTCCTTTCCAGCAGCCATGGCCAAGAACTAAATAAAACATCC
AAACACCCACAGAGTCTTCCTCATCCTTTCTTTGCTCTTTTGAAACATAGACTCGAAGGT
TTCTGAAGCCTTAGAATAGTTGATAGCCAGGCAGACAGAAGCCAAGGAGAAATAAGGAAT
AAGAGATGATACCGGAATAAATTCCGTGATCAGGATGCAAGCTGGGGGGGAGATCTTAGA
GTCACCTAACTAAACTAATTCTGACTCTAGTTTTTCCTGTGACAATGGGGCCCATGGATT
TCTGGGGCCTGTTGGGGAAGGCACCAATGTATTCTGGCCTATTTCACAGAGTAGGTGGAA
GCCTCATACGAGCACTCTTGCAGAGAACATCTTAGGACACGAGGTCAGAGAACGGTTGTT
CCCCCCACCCCTTTACCTTGGAGCCTGGCACTCCATCCCAAGCTGATTGGGATGGGCATC
ATGGTGTCCAAAAATGAACTGTGTAGCATGGACCAAAAAAAAAAAAAAAAAAAGGCACCT
ATTGGAAGAGCAGGGAGTGAAGCCATTAACTGGTCAGCTCCATCGTGCAACAAGCATGAA
AACAAAAGCCCCAACTTTCCTATACTCAACTGTCAGTGTGGTAAAACCAAACAGCAGACT
GAAAAGATATGGAGAGGAGAGAGAGAGGAGAGAGAGGAGAGAGAAGAGAAAGAGAGAGAG
AGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATGGAATTAGTGTTTTCTCAGATTTAC
TTTAGGTGTCTAGAAAGTTGACCTGTAAACAGAGTTGGTTTTCTGCAAGTTAAATAATCC
TGGTTAAAGGCTGCCTGAGTGATTCTAACCTCAGGTCAGAAGTTGAATCCACAGCACTAC
ATCACTATTCATTAGTTCCTTTACGCATACATTAGTCTGCATTTGTTACATTTCCATTGT
TGTGGTAAAATACCATAAGCAAAAGGAACTTGTGGAATTTATTTCTGATTATGGTTCAGA
GGAGGAGTTCCCAAGGATGGAAGGAGGAGTGGCAACGGAAATTCGGAGCAGGAAGCTACA
AGATCGAGTCTTCAAAGCAAACAGAGAGGAGGTAACTGGAAGTTGGGCAAGGCTATAAGC
TCGCAAAGCCCGTGATTTGCATCCTCCAGCAAGGTTTCACTGCCTAACGTTTTTATAATT
TCCCCCAAATGGTGCTATCAACTGGAAACCAAGTAATCAAATATCTGTGGTCAGAGGATT
TTTGTCGTTCTTACTTAAGGGTAAGATGAGGTGTCTTACATCTGCTGCCAGCACTAGATA
AAAATTATAGTTTGAATATGAAATCCCTCACAGATTTTTATGCACGGGGTTCCGTTGTCT
CCTGGTGGGATTTTAAAAAGTGGATCCTAAAGGTTCTGCCTAGTCAATGAAGTGATCCCA
TTCATCATGGAGTCATACATACTATGATGGCATTATTGGGAGAAAGTCACCTTGTCCTTT
GCTCTTTCCCGGCTTCCCAGTTGTTACAAGGTGAACTGTGTTGCTCCATCCATGATCCCC
ATGGTCCTGCCCAGAAGCAATGAAGCCATTTAACCTCAAAACAAAATCCTGTAAACTATG
AACCAGAACAAACCTTCCTCCTTTTGGATGACGTGGGTGATGTAATTTCCTAGGGTCACT
GTGAGCAAATACCACAAATCAAACAGCTTCCACAGCAGAGAACGTCTTCTCCACGCTCTG
GAAGCTGGTGGGTCATCCAGTCAGTGTGTCTGGAGAGCCAGGCTCATTCTCAATGATCTG
AGCAACAATTCCCGCCCACTCCCTGTTATTTCTGTTTGCTGGCAATGTATGATTGACCTT
CACTCGAGATTTCTTCACTCCAACTTGTCTCTCCGTTGATCCTGTGACTTCCTCCCTAGA
TTTCTTTGTCTTCAGACCTCAATGATAGCAGTGCCAGGGCCCACTCATTAAATGATCTCG
CTTTAACTTGATTTCTCCCCTGAAGACCTTACTCCAGTTTCCATCACACGCACAGGTGCT
GAGGGGGTGGAGCGGGGTTTAGATGAATTTGGATATACATAATTCAGCTGAAAGCATGTG
ACAGGATGCTTACTGGGTGCCATCAGCACAAACCTTCAGGCCTAACTGCTGAGAACCTAT
GGGTTAGAAATTGTAGTGTAACCCAGAGCTTGTGGGGGAGGGGAAGGGTGAAGCAAGAGG
ATCATGAGTTCAGAGACAGCTCGGGGAGCACAGGGAGACCCTGTTTCAGGACTACCTAGC
CTACTGACTAAGCCAACGCCAGGGCTATAGCTTGGCGGGAGAGTGATTGGCTACAATTTG
TGAGGTCTTGTATTTTATCCCCAGAACTGGTAAATGCATCATTACATGTTAACTTTAAAA
GTGTTTTACTCTCTCTGGCTCTTTGGCTCTCTGTGCGTGTGTGTGTGGGGGGGGGGGGGG
GGGGAGGTCCTGTCTATCTTCTTGTGTTGCTGGGGGCTAATCCTATACACACAGACGCAC
AGACACACAGAACACACAGACACACACACACAGCGACATGCATGCTTTCTACATTTGTAG
AAGGCTCCTCCAGGGTGTGCCTCATTCTTGCAATGTAAAATGACATTCTTTGTATTTCCA
GTATGTCCAGCAAGAGGCAAAGGACCTGAGAGGCAAAACCAAAACCACCAGGCCAAAAAA
TGCAAGTACTGTTGTAGGCAGGGAAATGCCAGGAGGGGGGTGCTGCCTGGAGCACAAATG
TGCTCTAAGGAAATACAGTCCTAATTCCAAGCTGCTTCTAAGCGGCTGGTTTCCCAAGAG
AGTCACCAATGTGCTCCGCAGGAGGTGGAGGGGAGGGCCAGATCCTAAGGTTCTCAGTAA
TTGCATTTCACAACTAGACAAGATAACTGGACAATTCAAGGTTTCAAGGTGGGTGTTTAT
GTTGTGTAAGACACCATGAATTAAAGACAGAATTGTGAATTGTTTTGTAAAATGACATTT
ACACGATGGAAGAATGTAAACAACCAATTCTTAAAGGAGCATTGCCAAGCCGAAGAAAGG
AAAAGGTCAGTAGACGTAAACCTTCACTTTGTGGACCTCCTTGTCCTCGCACTCCCTCTC
TTTGTTGTAGTAGAAGAAAGTATTGTCCCTCCGCTGAAGTTTCTTCACGTACCCTGTCTC
TGGCCATCGGTCGACCTGCACCGGGAGGAGGAGAGGACCGATGAATTCCACGCTAGTATG
ATTTTACGTCACGTTTCACCGTCTGACAATTTGCATCAAAAATTAAAATCCGAGATTAAG
TTTTAAAGTCCTTGCCCTCTTGGAGCGTGGAGTACACGCGTAACACAAACTCAGTTTCCA
ACTTAATCTGGAGAGCTCGTACTAAATTGAGTGCTTCTCTCTAGAGTCGAGATTTAAGGT
TTTAGTGTCTACGTTATAGCCAAGACTGAGGACATGTGACAAATAAATCAAAATTCATTG
TTCTTATGTTTCTAAGTGATTCAAAACACTGTCATTTCTAAAATAACAAACCCAAGGAGA
CACTGGGAGGAGTCCAGGGCCCTTGCTCAAACACCTATGTCGATCACAGGCTTCAGAGGC
AGGGACTAAATCAGTGGCTCTCTGCCTGTGGGTCGGGACCCCTTTCACAGGGGGTCACAT
GTCAGATATCCTGAACATCTATATTTACATCACAACCCATAACAGCAAAATTATAGTTAT
TAAGTAGCAATGAAAATAATTTTATGCTTGGAGTCACCACAGCATGAGGAACTTTTAAAG
GGTCTCAGCGTTAGCAAGGTTGAGAGCCACTGGACTAGAGGAAGGTACTCTCCTTGAAGA
GGCAGCAATGCACTTCCAACCAAGCTTCAAGTTCAACACTGAGCCCAATTATTGATGGAC
ACTTGAAACCATAAATACAGTCTTGAACAACCCCTTTCTTCTCCCTGCTACTCTTTGTTG
TGTTTCTCTGTGTGTTTGATCTCTCACGTGCCGTGATTTGTATGTTCGCTTTACTTTTTC
TCCAGTTTCAGTGTTCTGCTTTCTCAGCCAGGTCGATGTGTGGTGGCTGTGCTGTGTGGG
TTTGTTTCGGTGTTTCATGGAATTTGCTGTTGGTGCCACACCGCTCAAGGATGATCTTGA
ACTCCTGACCTTCTTGCCTCTGCCAGGGGATTATAAGACATTGACCGACATGCCTAGTTT
ATGTGATGCTGGGAATAGAACCCAGGGCAGGGCAGGTTCTCGCATGCTAGGAGAGCCCCA
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTGTGTCTGTGTGT
GTGTGTCCTTTTAGGAACTTGTCAAGTCTCAAGAAATAACTTTTCTTTGGTTCATGACTT
ACCACAATGTATTCTAGGATCCAATGTGTTCTTATTATTAATAAATTTTTTCTTTCTGAA
TTTTGTGTGATATAACTTATTATCAAAAGTCCAAACCAGATATTGGAAAATGGAGCCCCT
TTCTCCAACTACCACTCCAGAGTGGTAGTATTCATTTTCACTTTGCTCTTATAAATCACA
GCTTGCAATGGAAGAAAAGATGGTGCCTATTGCTTGAGGAACTATGCCTGTTATTTTCTG
TTAATATTTTTTTTTCCTTTTTCCTCTCTGTTCCTTTCCTCTCTCTTTGAGACAAACTCT
CCTTATGTAGTGCAAGCCTGAAACCCTCAAACCTAGTATCCTATTTCAGTCTACAGGGAC
CTCAGGCATGGGCCACTAGGCATGGATTTTACATTTTCTCTTGAATGGCTTATTTCTGTG
TCACTAGAACCCAGCTCAGTTGATCAGCGTGGCAGGTCCAGCTACATTTACTCCCTAGGA
AAATAGCAAATGTTTCTGGCTAAATCAAAGCTGTTATCAGCAGGACAGAGGAGTGTCCTC
AAGTCTCTGGGATAGCTTCTTATACCTTTTCCTTGTTCCAAAGATAATTGTGCTATTTAT
AAACTGTGCACTAGATCTTCAGAATATTCAAGGCCACCTGATAAGCATCAACTGGAAGGT
TATTCTGGAGGGAAAAACTCATGGTAGGACAGGTAGATGGTCAAACAGGGAGGTACTCAG
GGGTGTGAGTTTTCTAGCTTGGTATCCATTAATGAAAGCTAGTTGATTGTAGAGTGTAGC
TACATCGGACAGAATGCTTGCATCTGTAATCCCACTGCTTGGGAAGAAGAGGCGGGAAGA
CAGATGCTCTCATCTGTGCACTGAAGTCAAGACCAGCATTGGTCACAAAGTGGGATCTTA
TCTCAAGAAACAAAACAAAACAAACACAGAACACCTGAAAAGGAAAAGAAGAAAATAATA
TATGCAACTTCTTTCTAATTCACAGTCCAGATAGTAGAGGGGAAATGACATCTTGCTACA
AACTGAGCATGTGATAATAGAGCTACCAAAGTAAGAAAAAGGACTGTTTTTGTGGTCTAT
GGAGAAAGACTCATCCTGTGTGTGAGAACTCTGTAGTTCACTGAGTGTCCAGCCAAGGAA
CCACATTGTTACCAAGGGGCAGACCACCTGGATAGGCCTGTCTCCCTCTCTTCAAATAGT
GTCAGAGACGTCCCTTCAGTTACATTTTGTTGCTGTTTTAAAAATATTTCACCATCTGCG
AATGCTTATCAAAAGCAAAATGTTTATCAAAACAAAGGAGTTTATCAGCTGATATTATAA
AAAGCAGCAAGTTTACCATGGCAACTTGTTTCACTTGTTTATATTCAATTTCATCCCGAT
ATCCTGCTTGTTGAAATCTGTACAGATTTTCTATTTCCTCTGACCATTTCTTGGCACGAC
TTATTGATTTTGGTTTCACGTCAGAAGTAGCCATGGCTACAGAGGCCTTATTAGCAATTA
TTTCTGAAAGAAGTTAGAACAATATTAATAGGCAACATGATGATTACAGTTTTCAAGACC
TTTGGAATGAACAAAAATGATGAGAGAGTGAGAGAGAGAGATCCTCAGAGTGAACACTTT
ACATTTTTAACATTCATTTCCAATACTGTTATTTTTTGGGAAACAAACTGATACACATTA
AACTACTTCTAAACCCTGGGAGGTACAGAGAATAGCTAATTTCATCATCAAATAAAATTG
CATTTGGAGTTATTTAGTAATGTTCTAACATTCCCGTTCTGAGGCTAGGCAGTAGGTAGT
GTACATTTAAGAAAATATACTGTCATTTCTATCTGCTTAATATATTGTCAAAATATTCCA
CCACTATTCCATTGATTTATATTCTCACTCTCTTCCCCCTCCTTAAAAAAACAAAAACAA
ACAACAAACAAACAAACAAAAAACCAAACCAAATGTGAAAATAATGATTCTCATCAAGGT
ATGGTGATGGCTTTGGGAGGTCAGGGCAGAAGAATCTGGGGTAAGGCTGTCCTGGGCTGC
TTAGAAATCAAAAGAATAGACACTCTTCTCTTTCAGTTCACTTTCTTATAAGGTCTATTT
TTAGGTTTCTGAAGACATCATAACTTATTTTCTTGGGTCACGGTGTCACACCGTCCTCTA
GCAGAGCAACGTTTGAAGACAACTGCACACGTCCCACACTAGTTGCTTGGCTGTTGTGTT
AGATCAGTGATTTAATGACTCAGGTGGTTACTGTAGGTCAAGGACATTCAGCTCTTCGAG
TCCAGTTCACATTAATTATTCTCTTACCAAACTTCTATTGCTTCCTTTTCACCCTGGTTA
CTGGCATTGAACTTGAGACCTTTTTGAGGGTTAGGCAAATATTCTACCATTGAGCTACAT
GCCCAACACCACAGCTAGCTTTTCAAAGATATTGTCTTGTATTTGTTTTTCTCATAATAC
TTATTTTGTTACAAAAAATATTCCACATAAAGTACCCAGAATTTCCCCCATGATTCCTTG
AATCCATTTTATTAAACCTATATCTTTTGTTTGAAGCATAAAGGAGTTTGTCACTTCATA
AAGAAGTTCCAGAGGGAATTTATGTATTCTTCACTGACTGTAACAAATTCTCATTAGGTT
AATTTATTTAAAATGCAATGATAGAAAAGATAAAATCATTCTTGCATCAATTGGAAATAT
CCCTCCCTGCCACTGGGTGAACATTATCCCAAACATAGGCTAAATCAGGAGTGTATGAGC
AGATTCACAACAAATGCCTTCATAAATGCCTTTACAAATGCATTAAATTTACTTTTGTGG
AGGGAAAAATAGGAAAAGGAAAAAATACAGACTTGCCGAATTTCCTTGAATTTCCTCAGT
GTGAAAAATGTAGCCTCCAAGTTTCTTCTCACAGTTAATGAAAGAGAGAGAGACGGTCAG
GAGGCCAAGCCCTCCGCTTAGCTCTGAGATCAGTCACACACAAGTATTAACGATGGGCCT
AGGAAGGACAAACAATTTGCCCAAGCTCCTTCTCTTCCCTCTCGACTTGTTACATTACTT
ACACCATCACATCCCAAATAGAAGGCTGTTTCCATTCTATTTGCAAATCATAGTCTAACC
TTTTCTAATTTAGCTCCAGATTTAAATTAAATTAAATTAAATGAGTTGTGTAATTTCAGT
TCTGATGAAATCAGTGACATGTCAGACAAATCACTAGAATTGCTTTTGGCATTTTTTTTC
CAGTGTGCAAATTGACGCACACTTTGGTTAGACTAGAGAAAATGAAATTTTTGTTAACAT
GTGGGTTTTAAACTTTTGCCTCTCAGTTCTGTTAGATTCCAGCTCATGTTGTATTTTATT
CATTTTATTGTTACAGGATTGTAAGGATTTTGGAAAGCGTGACAAAACAACAAACCAGTT
TCTTGTTTTGTAATTTCCTTCATTTCACTGTGAAGCCCCTCACATCACCAGTACACTACG
CACTAGCTATGACTAACAAGTGAGTTAGACATACACTTGTAGAGGTTGGTTACCCCCCTT
ATATAGGGGAGATGAATTATATATAAAAATAGAAAATATGATATGAAGAATAACAAGGAA
AAGTGTGGAGTCACTATATTAAAAATACATTCAAAATGGGTGTAGTGGTGTGCACATTTC
ATCCCAGCACTTGGTGGACAGAGACAAATCTTTGTAAGTTCAAGGCCAGCTGTTCTACAT
AGGGAGTTCCATCCAGGACAGCCAGAGCTACATAGTAAGATCCTTTGTCTCAAACAAAAA
CAAAACAAAACAAAATCAGTCAAGTGGCTAGAGAGATGGCTCAGGGCTCAAGTTTTTAAT
TGTCCTTGCAGAAAATGGAGTTCCTTTCCCTGCACCTAGCAAGCGCTCACAACCACCTTT
ATGTCCAGCTCCAGGAGACAAGATCACCACTGCCCTCTACTGGCCCCTTGGGCACTGCAC
TCAGTTGTACATGAACTCATAGACACACATGAATACTTCATTGGAAATAATTTTAAATAA
TAAAGCCTTCTAAAATACTCAGACTTCGTCGTGTCTTTCTATGGAGTTAGTGGCTGAGTG
GCTTCTGTGCTTCTATAGATAAAGTGGTTTCATCCTCAGGGCAGTGGCTCGGGGCTCAGT
ATTCCTTCCCCCATCATGCCTACTCTAGGCTCAGCTGTTTGATGGATAACAAATATTTTG
ACTTATTTGTATCATTCAAAAATACTCTCCTGAGGGTCATGCCGGGGTCGCCAAATCCCT
TTGATGTTAAGCAATTACATTAACTATGCATATAAAAATGCCACATGTTATATACGGGTG
GGAAAGACGTTACCTTTAGTTGAAGTTACAGGAAATTACTGTTTTTCTCAGTAGGAGTAC
CCACCCATCTTAAAGACACGATCAGACATTTGAAACTTTAATGTGAATCTCACCATAACA
GAAAAGGCAAATTTAGTACCTGCGGTGACCATGCTATGACTCAAATTCTATTCTTTCTAG
TTATTAAAAATAATGAAAACCAACAATGACGTGAGCCTTGTGAGCCGAAGCTCCCTGAAG
CTCCTGTGCTGGAGACCTGCACAGCCAGTCACCTGGGGCCCTCCTCGGGTGCACACATTT
ATGGCTTGGAGGAAAACCTATCAGATTGTAGTATTTAGCTGACTACTACTTTCACCAGTC
CTGAAGCTAAGAAATTTCACATCAAACATCCGCAGAAGCCACTATCCTGCTCTGTACTAA
CCTGCCTGTCTCACGTCCTCACAATATAATTGGCAAATGCATCGAGTTATGACTGTTGTA
CTTACTTATGTCTTCTCATGCTGCACTTAAGATGTCCATGGCTCCAAACAAGTATAAAGG
CCAGAAAGCAATCAACTTTATCTACCACTCTGACTTTTAAAATATAAACATATGTGTGTG
TGAAGTGTGTGTATGTGTGTGCTTGTGTGTGTGTGTAATATAAACATTCTATAATGCGTT
AAAAATAAAAAAGGGGGTGGGGAATGTCAGAACACACTCAAAAGAATGTCACAAGGTGAG
CCATGCCTTGGGGGAACTGTGTGAGAAGCCCCAGGAAGAAAGACAGAGGGCCTTTTACTT
CAAGTGCATTGGGTTTCCTGAATTGTCCTTGGACCTGATTTCATGCCTCTTGTGTTAAAT
ATCTGCATTCAATTTATAAGACAACTTACTGGAGGTTGGTACCTAGCTATAGAACCCAGT
CTGGTGAAAACATACAGCTGAGTTGCTGTCCTTAATCTCCCTGAATCTGAACATGGCCTT
CTGCATTGCTTTCGTGCTAGATATAATTAATAGCAGGGCCAGGCTATTGTGTTTACATTG
CTCTGTCCTGAAAGAGTTCTGGGAAAGGGCTACTCTGTTTATTTACATAAACTTTTGTGC
TTACTCATGTTTCTTTACACAATTTTCTGATCATGATTTTTCTGAACTCAAATGACCTGC
CTTGAATCACTACTCTCTTTATTACATGTATGAAAAAAAAGGCACACTGAAACTGAAGGT
ATCTACAGCATTGACTCTAGTCCAGTCCCTTCTTTAAGATCTTCAAATCCCAGAAGACAG
ATCTTCACAAGTCAGTGAAAGCCAAACATCCTTAAAGCTGTTACAACTGCAGACACTGTT
GGCAGAGTTATTGACCAGACACCTAGCATGCTGGGACAGAAGCATATCTTGTTGAAGAAG
TCCAACTGATAAAAACATATCACAGCCATTTCAGAGGAAACCTTGGGAAGATAACAGGCT
ACAGCACTGCACAGTGAAAGAAGAGAACAAGGTGGCCCTGGGGTAGGTAGCCTATGGTAC
TAAAATAGTGGACCACAGCACAGGTCTTCATTGCACCCAACATTGCATTCTGGGCAACGA
AGGAGTTCAGCATGACTGGTGTGCATCCTACTCAACTGGACGCTACAGGGAGTGGTTTTT
AAGTCTCCACCAAGGTATTTTTATCATATTTTTTTTTCAGTTCAGTGGAATCTTCTGGAA
CTCCTTCAAAATATCCCATTGGCAGGTTACAAACAGATGAGTAAGAAAATCACAACTGCT
GAGCCCGTGCAGATGAGCCTCAGCGTCAGTGTAGTCTGCTGCATCCACTCCTGCTAAAGT
TACAATGTATGCAGGGAGCTAAGGTGCAGAGAGCTCCGGAGGCTTCAGGAGGCAGAGGCT
CGCCTCGGAATGCGATGCTGGAAACCATGGGCAACTCCGACTGTGGCAGTGCTGCTGCAG
CTTCTTTCTGACAAGGACGCTCGCTGCTTTTGGACTGGTTGGTGTCGCTGAATTTAAACC
TAATAGTCTGAACTGGTTGCACAAAAATAGGAAGAATGAAAAACTGTAGTGAAACTTAGC
TGTGGGCAGTTTTATTATGCTAGAGATATGACTTGTAAAATTCCAGGTAGGAGCTTTGTG
TGCAGATTTTGACGCAGGGTCTCATGTTGGCTAACCATGGTCTCGAACTCCCTGAGGATG
AACTGAACTTCTGGTCCTCCCGCTTCCTCCCCTAGAGCTGGAATTTCAGATGTCTGAATC
ACACCTGGTTTAAGGGATGCTGGTATCAATGTATGCCAATAAATTGGGGGCCATTATTTA
GTTGTCTTCTTCTCTGGCTAATGTTCAGGCATGATGCATCTTTAAAATGGCTATTCCCTC
AAATTCTTTAGTGAAGTATTTTTTGTTTTTTGGTTTTTGGTTTTTTTTTTGTTGTTGTTG
TTGTTGTTTTTTTAAGATAGGGTTTCTCTGTATAGCTCTGGCTGTCCTGGATCTCACTCT
GTAGACCAGGCTGGCCTCGAACTCAGAAATCTGCCTGCCTCTGCCTCCCAAGTGCTGGGA
GGCATGTGCCACCACGCCGGCTGTGAAGCATTTTTTAAAAGCCATTTATGCTATTGCCTT
TTATAATGAATGGGTGTATTTGAAGTAGCACAAAATCATTTTAAAATTCATAACTGCAAA
ACAAGACTAACATCCTTAATGGCATAAGATCTAAACAATATAAAAATATTGATACTTTAA
TAGTTAACTTGTTGCCAGAAAAAAGAATTCTTTTGTGAAAGACATAACTTTTTCATTAAT
TTTTACTCTTTAAATAGACACTAAATTACAATTACATATTTCTTTCTGTTTTTGTTAAGA
CTCTGTAAATCAGTTTTCTAATTTTGCTCAGATAAAGTACCCATGCATACTATATGCATA
GTAAATATAATTATATAATAAAACACACTTAATTTCTATCATACATATGTGTGTGTACCA
CTATAAACAGGAAGTGGCAAGGCTTGAATGTCTACTTTTTAGAAACTGAATTTCATTAAG
CACTATTAAGAGTTATGTATGTACTTAGGTCCCTGACATTCAGTTCTAATGTAACCGTAG
TCACCTATGCTGGAGCCAGCTACTACCTCAAGCCTTCAAACAGCCATTTAGAAACGACTA
CAAAAACATAACACAGAAACTCTTCATTTAGACCCACAAGGTAACCCAAAAGGAGGCTGA
AGCCTGGTACCTTCGCCTTGGTTTTGTCTGACCCCTTTACTTTGGGTCAGAGGAATGCCT
ATCTGCACCGGGATGTTAACCATCCAATCATGGTCTGTCTATTTAAACTATCTCACCACC
CTTCAAAGCTGAAGATCTAGGCGGCCAAGAATTTGAGAAATCTTGGATTTCCACCAGGTG
CCTTGTAGCATGAGAGTTGACACCACAGGGGTGAAGGACACTACAACCTGGACTCACAAC
TTAAATGAGACCGTTATGAATACCTTTTATGCCCTGTTTAGTTTCTTCCTCTACTTAACC
CTTACGCTCATACCAGCCCCCCAAACACAAACCTGGGGCCCCAGGATTTTTTTCCTTATT
ACCCTCGCTAGTGTACCATGTTAATTACATCTTTCTCTACTGTTCACTTTGTGTGTCTCC
TTAATTGGTGTATTTGGGATGGGTGGCCAAGTCCAGCGTGTTGTCGCTGGAGCTTTTGCC
TTGTAACCCGTAATTAGATAACATGCCTAATCTTCCAATCCCCATCTCCTCACCTTATAT
CATGATTTGTGCTCCTAGCAGGTGGCAGGATCCCTCTAACTACGTGTAAACCTTGTTCGA
GATAACGAACATACTGGGACTGTATTCTGAACTCAGTTCTCACATTGGGTCCGAACATCG
TTTTCTGAACACAGTCCTCAAAACGGATGTTCATTTTAAAGACGAAAGTACCCCCCACCG
TCAAGCACTCCCTTCTGGTCTAGGTGTGCCACGTTTGTGTAAAGCCACCCCGTAAGAGTG
TTCTCACAGCTAGCATGCTGTCTGCCAGAAACCGCTTTCTTCCCCCCATATATCACGATG
TTTGTAAGGTATAATCTGCTGGAAGAAACTGAACTAGCATCTGAGCCCTGGCATCACATA
CACATACATACAGTGTGTGTGTGTGTGGGAGGGGGGGGACGGCTCCCGCTATCCGCGATT
ACCCTCGTTCAGCCGGCCTCGCAGGAGGGCGCAGCGGTGTTCGTGTTCTCTACTCGGGAT
CTTGAGCTGAGACAGCCAGGGGCCAACTGTTACGGCCGGTGTAACCGGCGCGTCTCCTAG
CAACGCCGTGACGCCGCTCGGCCGGTCCACGTGAGCGAGCCAAGCCCAGTTTCCTCCGAC
CCCGCCCCCCGCTTCTGGGTCTTTGTGCGCATGCACAAGGGCCAGGCTGGGCGAAGAGTT
CTCTGCAGAGGGGATTCCCCGGTTGGCGCTGCTCACTAATGCTCGCTGTTGAAAGCGTTT
GAGAGAATAGACATTTTACAGGTTCAGAATCCTGATAGAAGTGTGTGCTTGGATCACTAA
ATGAAAACGTTACCATCTATAGATTTTTTTCCCATTAGTATCTAAACGGATAGTTAATAT
ATCACCTATTTCGGTGAAAAGTGATTAACGATCCGTATTTTGAGTCGAGAGTCACGATGA
TTGTCTAATAAATCGAGGGTGAAAGGGAAAAGGTCAACGCCAAGTCATTGAAAAGCCCCG
GAACCAGTACTTAACAGTGCAGGGATTCTGTGAACTAGTTGTTAAACACAAGCCATATTT
TTTTACAGATCAAATTCAGCAAGGTCCTAGTTAAAAGTGTCATTTAACACTAAAGAGGTT
TTAAGTTTAAAAAAAAAAAACGGATCTATAACTCTCTAATTTCCTTAGCCAAGATGTATC
TCTGAACTTTAGACCTATCTAAACAGTTTATATTCCATATCCAAACAAAGGAAACTCTAC
TTACACATTTTCCTCTTTGACTAGCTGTTACCTACAATCCTCTGTTTCTATTATTCCATC
CATCAGCAAGACCTGTTGGCTTTAATAGCTCCCACCCAAGTCCAAAAAGCCATCTCTTGG
CAGTCTCTGGCCACCACACTAATTCCCAACCTTGATCCCCACCCCCATAGCCTGTTCTCC
ACACAACAGTCAGCACCAGACACTTAAAATCTAAGTAAGATTATGTCAGTCTTGGGCTTG
GGCTGTGACCCTGTAATAGCTTTCTATTTTATTCACAGTAAACAAACAAAATAAACAACG
AAAGCTTCAGAGGTTTATAAGGTCAGTAAAGCCTTGAAATTTCCATATGACTCTTATAGG
TTTGTTGTCTTCCTCGGTAATCCTGGGTCACTTTGCACCAGCCATACCTAGCCGAACAGC
TCCTAGCATGCAAATGTGTATGCAGCATGCTCAAAGTGAGGAAATATATTTCACCATCAC
ATTGCCGCTGCTGCCACTATGAGCAGGAAAAGCAAGGTAGCTACGAGGAAGGCACTTCAG
AACACAGGCCTTGAATTTAAGTCTGGACTCTGTTTACTGAGAAGACCTTGTGCAATTTAC
ATAACAATGTAACAACTGAACAATAAGAGCCTGTCTGCTTGGGTTGCTGTGAGACAGAAA
TACTAAACACAGGACACTTCAGACAGCATCTGGAACTCCCCAAGTGCTGGCAACACATTA
TGCGGGGTAGTCATTCTGTGAACAAGGGTTCTTTGACTGCTTTACACTGTGCCTTAGTGT
TCTGCCCAGGAGCTGTAACATTGTAGAGAGCAGATAACTACTTGTTGAACAAATAAATGA
GTTTTGACCATCAGATTTCCTAGAGTATGGCAGTGGGCTTCTTTGGTTCCTTACCTGAAA
CCTCCATAGAATCCTATATTCAGATTTCATGCATGTAAACGTTGTAACTTTTTTTTAAAA
GTCTGTCTCTGTCTCTGTCTCTCTGTCTCTCTGTCTGTCTGTCTGTCTCTCTCTTTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTGTGTCTGTACATGCATATACA
TGTGTATGTCTCAGTGAGTATATGCACCTGTGTACAGATGCTCATGGAGGCCGGGGGTGT
TGGATCCCCTGGGACTAGAAAGACAGGTGATTTTTGAGCCACCCGATGCAGGTGATGAGA
ACTGAAGGTGGTCTCTCTGCAAGAACAGTACAAAGTCTTAACTACCAAGCTGTGTCTCCA
GTCCTAAACAATGTCCTTCAATTATAGCCACACCCACCTCTCCCTCTCATTCTCTCCAAA
CACCCTAGCAGTTCCCCTTCACCCTCCATGACTTGTCTCCCTGTCTTAGTTTGTAAAGAG
AGTAAACAATTTCTGAACCCAAAATGGCCAAAAATGAACTCAAAAGCAAACACATAATTA
ATCTGAGGAGATCATACCACAGTGTATGTCTGTATCAAACAACACAGAAGTCTCTGTTCT
AGTGTTTGCTGTAGTTGTTTAGTGATGGGTCTCCCTATGTAGCTCTGGCTGACCGGGATC
TTGATATGTGAACCAGCCTGGCTTCAAACTCACAGAGATCTACCTGCCTCTGTCTCCCCA
GTGCTGGGAACAAAGGGTTTGTGCCACCACACCTGCCAGGCTCAATTCTAAACACAAAAC
ACACTCCACATTGCATAAGCTGTCATGGCACACAACACTGACAAACACTGCTTGAAGTAC
CTCACATTCAAGAACTCCAATTATTTTTGCTGTACATGCATTTTTTTCTTACATAGAAAC
AATGACTTAATTATGGAAAGCAAAGACTTTTAATATTTTCCTACCATTATCCTTCAGCGT
GTAAGTATATATGGATGGGTTGTATTGTGTTGAAATGTTCAATTTCCAAAATTATCCTTT
TAGATGCTGATTTGAGCTTTATAAAAAAGAAAAAATTGCTGGGCATGGTAGTGCATGCTT
TTGAGTCCAGTACTCGGGAGGCAGAGGCAGGCAGATCTCAGAGTCTGAGGTCAACCTGGT
CTGCAGAGCAAGGCCCAGGATAGCCAGGGCTACATAGAGAAACCCTACCTCAAAAAAAAA
AATCAAATTTACTTGGAAATAGAACAGAATTTTCAACAATTTCTGAAATGGTTGTAAATA
TCCATCTGCCATTTTGTTTGTTGTCTCATTTGTGCAAGGCCATAGTCTCTGCACAGATGA
TTATAAAATTAGTATCAATTGACTCTAAACAAAATGCTAAAGTTATTCTGCATCCTGAAG
CACCAGATATTGTCAAGATTTAATTCTTTCTGTAAAAAGAAACAGACCTGCCCATCCATT
AGTAGACTGATTTGGTTTTTAAATATATGTATACCAAAGACTTGTTTTCAAATAGATCTC
TTTAGGACTTATTACCAGCAAACTTTTTATTTGCATGCCTGTTTTATATACTTATGTGTC
CAGTGTTGTGTAAAACTTCTCAAAGGAAAGGGGTCTCGAACGGAAAAAGTTCAGTCATAA
GAATATAAGCATGCATGTTGCTTACAGTGACAACTTGATTCTCACAACTGTTTCCTACTG
TGTACGTCGTAACGAGAAAAGCAACGAACAAGTAAGTAAGAGTGAATTTTAGTTTGCCTT
GCCTCTCAAGGAGCTCCAACTTCTGAGAAATTCTGTCGACGACCAGACTCAGTGCAGAAT
GTATTGTCCTGTAGAGACAACCCATCCACAGCAATTGTCCTCCGGTAGTCTAGGAAAGAC
CATCTTATACAAAACCAAGGCTTTACCGGTACTACTGTGTGGAATGTATAAGTTGGTGTG
TATATCCAGAACACTTCCCTCTACTTCCCTGCTTCCTCCTTATGAATATCTGAATGTGAA
TAGAACCAGGTATTATGACTGCAAGAGTAACCAGATGTTCTCTGACCCTGGCATTCCGAC
CCCTCTGCTCAGAGCTTACTCCTGGCATCATCCCATGATCACTTCTGCCTCTGTGAAAAT
ATTCTTGTCATATTCTTCATTTTTGTGGCTTTTCAAATGTGCTGAACTCGGATGGCACAT
CAGAGTTAGCCATGTAACCACTGTGGATCGAGAAACCTCATCTTAAAGGGAAAAAGAGAG
TTTATTCTGGGGCCATTTTTAATAACCTTGGGGCTGGAACAGAGATTTGGGTCATCCTAA
ATTCCATGTTCCAACAAGGAAAGAGTTTCACAGTTTTATAGAAGAAAGTCTTAAGTCAGG
TCATATTTAGTGTACATCGGAGAGCAAAGATGAGAAAGCTTTTCTATAGGCCCGAGATGC
TATCTGATGACGTTCTTAATTTTTGGGTTAGGTGAAAATAGTGGTCTGCTAAACTAGGAG
ATTCCAAAAGGTTTTCATCTGTTACTCACAAGATGTTAATTCCAACAGAGATAAACAAGG
GATGGCTATTCCCAAGGGCTAGAACTAGCTCAAGATACGATAATTCGCTTCTGGATCTGC
AACATTCTAATCTCCCCACAGTACTAAAACCAGTCGCTCAGTTTTTGCAGACACTGCTTC
TTTTCAGTTTTCCTGTTTACCTCCACAAGGCTTGCCAAAGTGTTCTGCATAGCAGGGTTT
GGAGGTTCCAGTTGATCAACAGTGCTGAGTATCTGAGGAGAACTTGCTAGGAAGGAGAAA
ATAAATGCCACTGACAAAGTCTTTGGTGGATCTTAGTATGATTACTACACACTTTCCCAC
CCTGCCCCCCATCCTCTCCCTCTGTCTCTTTATATATCCTTCTGACTTCCTCAAAGTACA
ACTTAAATGATTACTGGAGGCCAGCAGATCAATGGAATCTTTACTCCCCCCACCCCTGCT
CTAAGAATCTATGTCTGAATTGTAGCCTTCAAAATATAGTTAGCTTATATAATACAGAAG
AGGGAGCAACTACCAATGGAATCTACTAACCAAGAGTCAGAGGCAATGACTCATCCAATC
CTCGTGGTTACCCTATAAAATACAAATTGGGATAAGATTTTTAAAAAAGTGAAAAGAACT
CGATCTTCACTAGATCTGAGGAAATGCAAGGCAATATGGTTAAGAAAAGGGAAGCTCTCT
GGCCTCCATTCTCAGTTGTGTTTCGTTTCCTGCCTTGGTTCCTCCACAGATGCGGGCAGA
TCTGCATTGCGCAACAAACACTTCGGTGTCTTTTCTTGCTTTCTGGCAGGAACGTGACTT
TCCATGACCAGCCAGTGCTACCCACAAACTACGCACAGCTGTTTCTCCGTGCCCAGCTGG
TGCAGTTATTTAAACCAAGGGACTTGGGAGGCTGGATCAGGATTGGATGCCCATTGGCTC
CGCCCCTACCTCAAGGGTCCTTTGATTGGATGTGGCTGAGCTCTGCCGGCCTATGGGTAG
GCGGTGCGCAGGTTCCCGGAAGTGGCGCCCAGGGTCAGTGTGTGCTTCTGTTTCCGAGGT
GGGCTTTGGGTCTAGTGTTCCCGGGTGCGATGAGCTCCTTCCAGGGACAGATGGCGGAGT
ATCCAACCATCTCCATTGACCGCTTCGACAGGGAGAACCTGAAAGCCCGTGCCTACTTCC
TTTCGCACTGTCACAAGGGTGAGTGAGCTCCTCTCGTTACCTATTTCAGGGGCGCTATGG
TCTGAAGAGGCAATGGCAGAGGTCGGCACCTGGTGAGGGGAGGACAGGCTGGGACTCCGC
GAGGCACTGGGAAGCACTCCTAATGCCAGTTGGCGCTTAACCTCTGGCTTTATTGAGCTC
CTGGTCTGTACCACCTCTGTAACCCCAGCTCCTAACCCCAGCTCCGGTTGCAATCAGACC
TGGACGCTGTGGTAAGGCAGAGCTGTTAGAAGTGCTGGTTGCTGTCCCAGCGGAGGGTAT
GTTTGGTAAGGCTTAATTAATTAGCTCATGCCCAAACTTCCCTAATTCTCGTTTATCTCG
AGTAAGGAAAACACGTTTCAGAACGTCTACACCCAAAGACATTAGGTAAGAGCGAAATGC
CCCTCTCTCACACAGGCACGTGTTTCAGAAGTTCTACATCCCGGAGATATTTGGCAAGAG
CCCAAGATCGATCTGTACATCTATCTCTGTCTCTCTGTCTCTCCTCCTCCCTCTCCCTCC
CTCCCTCGCTCCCTTTAACCCCCCCCCCCCCACACACACACAAATGTTTCTCACACTATA
CTCTTGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTACAACCAGTCGATAAGCTTGGCCAA
GTGTCCCCCATTTTTCTTCTTTATTATTTACTTATTTTAGGTTGTGGGGCAGAGCTTCAC
GTATCCTAGGTGGAGTCATATCAGCCCACCCAGGTTCTCATACTCGCACTTGATCTTCCT
GCGTATGTCCCCTGACCCAGGTGGGACTTGAATAGCTTTCATCAGCTCAGGGTCTAACCC
TTTTTAGTGGTTCCTGTTCCCTACTCTGAAAGGTTCGTCATGTGCAGAAGAGCCAAAGGC
CTGTGGGAATCTATTTGCTCAGAATGGTGAGCCTTAGGTAGTTTCTCACAGTAGGAAGCT
TACAAAGACAACCCAGCTGTTGCAGGGAAGAGAAATCCTCTAAAAAACCAAATCAAACAA
AACATGGTTATGATTTCTAATTCTTTTCCTTGTAGATCACATGAAAGGATTAAGGGCTCC
TTCCTTGAAAAGAAGGCTGGAATGCAGGTAATTGGCTTTGTTACTTATTTGTATTTAAGT
AGATATCTTAACTGAGAGATAACACCTAGGCAGAACAGGACATACACCCTAGCAGGGTAG
CCTGTATAAACTTTATGAGCTTATATAAACATTATGTGGCTTCCACACAGATAAGAAGTT
GAACACTACCATGTCCCAGACCCCTGTCTAGTCTTACCTGCTTCTTCTCCAAGAAGTATT
TCCTATTTTGAGTTTTTGTCACAATGAGCTAACTTTGGATATTCTTGAATTTTAATATAA
ACAGGTGGCTTAATATGGTGGTCTAATCACAACATGGAGGAATCAGGAGGATTTGTGAGT
TCAAGGCCAGCTTGAGTTACATAGTGAGAACTTGTCTTAAACAAATGAAAATAAATAAAC
AGGATCATATACTGGATAGATTAAGACATCTTCAATATTTTTCAAAGGTTTATTTATTTT
TTTATTTTACATGTATGCTTGTTTACCTGTGTGTAGCTGTCCTATGAGTGCTAGGAATTA
AACCTTGGCCTTCTGGAAGAGCAGCCATCTTAACTACTTGAGCTATTTCTCCAGCCCTGT
CTAGCTCTTACTATTGTATTTCTGTGATCCGTCTGTGTTGCTAGCTGATGTACCTTTGTT
TTTTTTGTTTGTTTGTTTGGTTTGGTTTGGTTTGGTTTGGTTTGGTTTTTTGAGACAGGG
TTTCTCTGTATAGCCCTGGCTGTCCTGGAGCTCACTTTGTAGACCAGGCTGGCCTCGAAC
TCAGAAATCCACCTGCCTCTGCCTCCCGAGTGCTGAGATTAAAGGCGTGCACCACCACAC
CCGGCTGTACCTTTGTTTTTGTAAGAGTATGTTTATGTGTGTAAATGGTGGTTCTGCTAG
CAAGAATGCTAGGCCGGAGAGGTGGCTCAGTGGTGAGCGATGGCTGCTGCGATGGGCCAG
ACATGATAGAGGTTGAGAATGTAGTAGTTCACTGTCGGACAGAGTTTTGAGTCAAGGGTC
AGTCAAAGAGGGTCACTCCAGAGTGTAATCAGGCTCTGATACAACAGGGAGGAGCAGCCT
TGATGAACAGAACGTCAAACAACCTCACCGGAAGCACGTTACGGATTACTACACAAAAGT
TCCTCCAACCAAAGCCCCTAATCTAATGTAGATGTTTTGTGAAGGAGATCATCCTGCCCT
TCGGCTTTTACCCTTAGGGTGCACTATTTGCAGTATTCAATAATGCAAGACACTCCAGGC
ATGCAAAGGATGGAAACTTCCTTCAGAATAATAACTATAGATAACAGAAAACAATCACTG
TTTTCTACAGTGATTTCTTCTAGGTCAAAGTACTTCTAGGAAACAAGTCTTCATTCTGAT
GCCCACCCTGGGTATAGGAAAAAACAACTATTTCATTCTAATGTTTACCCTAGATAGAAT
GATCCTACGAGAATTCTACTGCTGTCTACTTGGAGCTGGTGTCCTCATTAGAACTGCTTG
GTAACTTTTAAAATACCTGTTCTTATTACTTCTAATTTACAGATGAGGAAACAAAGAAGC
CAGGCAGGTTAAATTAGTTGCCCAGTGTCACAGAAGCAGGGTGTGGCGAGACCAGGGTTT
TAACCAGGTCTGAGCCTATGCATCCACTCTATTGCTGTGTGACACATTACCTTGTAACAG
AGTGTTTTCAAATGATACCCAGCCTCCAGTTTCTCTGGGGAATTATGACAGTGCATAGTG
GGAATTTCTTGTTTCTGCCTGCCTAGCATCAGGCAAGACTGAAATTATCTGAAGATAATT
CTGTAACCTGGGAAGACACACATAACAGCAACAAGGCCTAGAATAGCCGGTTTCTTGAGC
TTGTCTGTCTCTGAAAGGTTTCTTTAACCTGGGACGGTTGGTTTTGTTAATAGAGAATTT
AGGTTTTAAAACTGTTCGTCCTGGGACAGACATGGAGGAATGTGCTTTCAGTGAAAGTCC
TCACGAGAAAGATGCACTGACACATCTCTGTGCATTAGGAGCCAGCCTGGTCTACATAGC
AAGTTCCAAGTTAGGGTGACATAGTGAGTCAGCATTGAAATAAACAAACATACAAGCTAA
ACCCCAAGAGAGTCAGGAGGCAGGCAAATTCCCCTAAGCAAGCTTTAAGACTCTTGCAAT
TCGCTGGGATGGCAGTGGCTCATGCCTTTAATCCCAACAGTCAGAAGGCAGAGATATAGG
TAGTTTGAGACCAGCCTAGTCTACAGGGCGCGTTCTAGGATAGAGTGCCATACAGAGAAA
CTCTGTGGTGAAGAAATCCTACAGCTGCTGGGTGTGCTAGCGCATGCCTTTCATCCCAGC
ATGTGGGAGGCAGAAGCAGGTAGATCTTTATGAGTTAGAGGCCAGCCTGGTCTACAGAGT
AACAGCCAGGGCTACACTGTCTCAAACCCAAAAAAAAAAAAAAAAAAAAAAAAAAATCCT
GAACTTACAGAGATCTACCCAGTTCACATGAGGGGATATAAGTCCTCTCTTCCTGTTCCT
GGGGGAATGTGTGGGTGTATCAGACTTGCTATATAGCTCTGGCTCAATCAAACTTGCCTC
AAACGTGTAGCATGCATGTGCTTACCACACAGTTTTTTACCTTTTTTTTTTTTTTTTTTG
GTTTTTTGAGACAAGACAGGGTTTCTTTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTG
CTGTAGACCAGGCTGGCCTTGAACTGAGAAATTTGCCTGCCTCTGCCTCCCAAGTGCTGG
GATTAAAGGCATGCGCCACCACGCCTAACACCACACAGTTTTAATGAAGGATTTTGCTGT
CCATTTTCTAAGAATATAAACAGATGTGTTTATACTGGTGTGGAAATATAATCTACCGTG
GTGTATTCCTGATCTCCAAACTATACCTTTTTTTTTTTAGAATTTAATGTGAAATTAATT
CACTGGAAATATGAATACAAGGACTGGATGTATAGCACGGTGGTAGAGTACTTGACCAGA
CTATGCAAGGCTCTGGCTTTGCTCTTTTGCATACATAAATAAGTAGATTTATGTGAAGCA
AAAAGCAGACTTTTCTGTTGTCAGCACCCCTTTTCTGTTCTCTAGAAGCAGATTAGCATT
TGGCGGTATCCTTTCTAGATGTACCTGAACTCACATAAACATTGTTCTTTTTTACTTTCT
TCTGATGCTACACTTCCAGCCCCCAGTACATATGTGTGCTTACCAGCACGGCATAAGACA
AGTGGTGGTATTTCTTAGGAAGCAGAAGGCCCCTACGTGTCCCCTACTCCTGAACCATGG
ACAGGGCTGAGAGAAATAGTTGATGCTGTACTGGTACTGTGCTTGTTGTGGCAAAGCACC
TTAGAAAAGCAATCTAAAAAGGCGATTTACTTTGCCACAACCAGGCTGTGGTTGCCTGGT
CCCATTGCTCTTAGGCTCCTGGTGAGGTGGGAGCATAGCAATGGGCAAGGCAGATGAAAA
CTGCTCGCCTCCTGCAGACATGAAGCTGAAAGCCAGAGACAGAAGGGACTGGAGACAGTG
AAGTTTGTTCATTCCACCTCCAGGAACGCTGTCAGTTCATGGCCTATCACAGGATTAATG
TATGGATTAGGTCAGAGGCCTCATGTACCTCCAAAGCGCCACCTCTTTCTGAACATTACA
CTGGAGATCCAAGCCTTAGCACTGGGTTTTGGAGGGGATTTTATTTCCAAATCACGGCAG
GTGCGTTGGGAGCCACTGTCAGATTGTTGTCAACTGATTGTTATTTGCTGGAGAAAAATG
ACATTCTGCACAGAGCATTGCAGACTCAGCAAAGTGGCTTGTTTTGAATTGTGCTGAGAC
AAGCTTTTTTTCCCCTCTGTTTCTGTGTTTTGCTTTCAGCTTGAAGGTCTTCCTGTACTG
TTCTCCAGTCACTAAGGAGCTGTTGTTAACTAGCCCAAAGTACAGATTCTGGGAAAACAG
AATTGTAAGTCAACTGTAATTCAAAAAGTTGTAAGTTTTGAATAGCACCCCTTTGTTGTA
TACATGGGGAGTATTTTTAGAGGCATCTTTTGAAAAATCATTGGAATTACTCAAACCACC
TTTCTTCATGCATGTGAATTCATCATGAATTAGAATAGTGTCTGAGGTGTGACTCAGCAG
TTTAGGAGGTAGCAGGTTTTCGATACTTGTTCCTCAAGAGTGTGATTTAGGTCTTAATTT
ACTCTCGGGACTTAAAGTACAAACAAGATGTGCTTGATTATAGTTTTTAAATCACAGGTT
AACTCAGGAAGAAGAAACATATTTTAAAGGTTATAATAAAAAGGGTCGGAGCTGAGAGAT
GGTTCAATGGTCAAGAGCACTTGATGCTCTCCCAGAGGACCTGTGTTTGGGTACCAGCAC
CCACGTTAGGCATCTCACAACCCCCTGTAACTCCAGTTACAGAAGATCTGACTTTCTCAG
TCCTCAACAGGCTCCTACACACAGGTGGCATTCTTACACACATGTGCATGCACAGACACA
CACACACACACACACACACACACACACACACAAATAAAATTAAATCTTAAAAAAAGGGAA
AAAGTAACAATACTAAATATTAAATAAAGATAGAATGGAGCCAAACGTGGTACTACAGGC
CTGTGGTCCCAGTGTTTGGAAGTTTGAGGCAAGAAGATCACAAGTTTCTTTTTCTGTGGT
TCTGTGGAGTGAACCTAAGGCCTTGTGTGTGGCAGGCAAGTGCTCTACCACTGACCTGTA
TCCCAGCCCCAAGAACAAAAGTTTCATGTCATCTTGACCTACATAGCAAGAAAGAATGAG
AAATAGAATGGATAACTTAGAGTGTGTATGTGTGAGTACGTGCGTGCGTGTGTGCATGTG
TGTGTGAAAAAGAGAGAGAGAGAGAGATGGAGGGAGTAAGAAAGAGAGAGAGGAGAGAGA
CTCTTACTATATAGCCTTGACTAGTCTGGAACTCACTCTGTAGACCAGGCTGGCCTCAAA
CTCAGAGATCCACCTGCCTCTGCCTCCCCAGTGCTGGGATTAAATGTGTGTGCCACCATG
CCTGGTCTAGAATCAATAACTTTTTATTGTGGAAAAATTAAATAGATCTCTCCTCCAGAA
AGTAGTCAGAAGAAAATTGCTGCAACATATAAAATGCCAATGTGACAGGAAAAGCCCTGT
TATGATCCTTCCTACTTTAGGTAGGACAGACATCTCAGTTGAGGCGCCTTAAAAACTTTA
AGAAAGCCCAAAGGAAGACCAGTGCTAATCTAGATATAGATAAAGCAAAAGGATTGATTT
TAAAAAGAAAGAGGAAAAAAATGAAAGAAAGGGAAGGAAGAACATATACCAAACAGAAGT
CCAAAGTGCCAGAGTAGCTGTTTTCCCATCATATAGACTAGAACCTAAGGTCACAACCAA
CCAACAAAATACAACAGCCAAACAACAAAAATAACAGAGCTGCGTAACATCCAAGGAGGA
TGTTATCTCCTGTTTCGAGAGGGTATGAACATGTATGAACATGGAATCCCTCAACAAAAT
GCCTCTGACTCCTAACGTACTGACTGCTGCAATCCATCTGTCTGCTGCTCCACCAGAGAA
GGATTAGAGTTAGGACTTAATAAAAGTCTGCATGAAGGGTATCATCTTGCTGATGTCTGA
CAGATGACAGCCTAAATCCTTTCTCTTCTGTCCCCTCTGCCCCACATCTGGCCTGCCTCT
GGAAAAAAAAGAAAGTAAGATCAAAGCAAGCAAGCAAGCCCAAGCGCACTCCTTTACCAC
AGGCCAGGTGTGCAGCTCGGAGGCGGTGCATGTGAGCCTTGGGCGTCTGATCCCTAGTGC
TACCAAAGCAATGGAACAGTACGACAGGAGCCTGTACGACAGCTTAGCGGGTAAAGCCAG
CAAGCCTGATGACCTGCATTTGATCCCGGGGTTCATACAGTAGGAGAGACAGACTCCAGC
TTTGACCTCAAAGTGCTCACGGGCCCCGCCACTGCACAGTCACGGATTAAATAGGAGGAG
TCTTTTAAAAATAAAAGACAAAATGACTTTCTGTAGACTGAGTCTACTACAGTCTGTAGT
GATAATAGAGTCCAAAGGATGACTAGGTAAGGAGGTGAATTCTGATAACTGGACTTGATC
ATGACAGCACAAACCAAAGGTGACTCTGTATCCAATAAGTATATGTGGACATTATGTTTC
AACAAAAACAGCTGCCAATACCCATCTCTAAAGCCACAGAAGCCCCCTCATTCTGCTTGG
GTGCTGCTCCCAGAGGATCCTGTGCTAGGAGGAGCATTTCATCATGCATGTTTGGTCTCC
ATATCCCATCTGCCAACTGAAGGATGTCTGTCCAAACCTGTCATGGCAGCTAGGCTGCTC
TTCCTTTGCCTCTGGGATTGGCCCCGTAGTTGCCATAAATTAATCTGTCTGGGGCAGTCA
AGGAGTGAGGAAGACCAGACACAAGCTGGAATTCAGACATCTAGAGTCTGGGGGAGCTGC
CCTGTCAGAGTCTCCCTCGAGCCTCGATGCCGATTGTCTGCTTTGACCCTGCGTATGAGT
TATACTTACATTGGCCCCTGGCTGGGGAAGTGCAATCCCAGTACTGGGGGACTGGAGACA
GGGGGATTTCTGGTGCTCACTGGCCAGCACCAGGTTCACTGAGAGAGGCTGTCTCAGAGA
AGAAAAAGATCATCAAGAAAGACACCTGACATGAACCACTGGCTTCCATAGCACAGGCAC
ACGCACAGGCACACGCACAGGCACACGTACAACCCAGGAGTTCTAGCTAGTTCTGCTGCT
TTAGCTCAGTGGCAGAGTTCTTAACATGCCCATGCGTGTCACCACACACATATTCATGCA
AATAGAAAAAGTAGAGAAAATTAAAGTTATCAAAAATCTCTTCAAACCACATCTGAACAT
TAGTCCCCTTTCACCTCCTATATAGTCAAGATTTTTACTAGGCTGTCACTGAAAGTCAAC
CAATAAAAATCTCTAAACACCTCAAAAAAAAAAAAAATCACTTCAAAACCAGTCTCAAGC
CCGGGTGGTTTCATGGTGCATCATGAACTCAATGCTTTTCATGTATAAGTGTGATATGTT
ACTAGTGCGTGTGTGTGTGTGTGTGTGTGTTTACTGATTGTGTTTGTATGCAACTCACTG
GATATGTGTGTGCTGAGTATGTGTGCTAAGTGTGTGTATGCACCAAGTATGTGTGTGCTA
AGAGTGTATGAGTACTGAGGATATGTATGCTCTTTGTGTGTGTGCTGAACCTGGAACCTA
TGGCCTTGTGCATGCTAAGTGCTCCAACCCTGAGCTGCAACCCCACTGTAATAAGTGTGT
GTCTTATTACAGCATTTTTCACTGTGAATTCTACTGAGATCAGGAATGGTTATATGAAAT
CAGAGTGTATACATGGAATCAGAGCGTATGCATGGAATCAGAGCGTATGCATGGAATCAG
AGCATATACATGGAATCAGAGTGTATACATGGAATCAGAGTGTATACATGGAATCAGAGT
GTATGCATGGAATCAGAGTGTATATATGGAATCAGAGTGTATGCATGGAATCAGAGCATA
TACATGGAATCAGAGTGTATGCATGGAATCAGAGCATATACATGGAATCAGAATGTATGC
ATGGAATCAGAGTGTATGCATGGAATCAGAGCGTATGCATGGAATCAGAGCATATACATG
GAATCAGAGTGTATGCATGGAATCAGAGCATATACATGGAATCAGAATGTATGCATGGAA
TCAGAGTGTATGCATGGAATCAGAGCATATACATGGAATCAGAATGTATGCATGGAATCA
GAGTGTATGCATGGAATCAGAGCGTATGCATGGAATCAGAGCATATACATGGAATCAGAG
TGTATGCATGGAATCAGAGCATATACATGGAATCAGAGTGTATGCATGGAATCAGAGTGT
ATACGTGGAATCAGAGTGTATGCATGGAATCAGAGTGTATGCATGGAATCAGAGTGTATA
CATGGAATCAGAGTATATGCATGGAATCAGTGTATGCATGGAATCAGAGCATATACATGG
AATCAGAGCGTATGCATGGAATCAGAGTGTATGCATGGAATCAGAGTGTATGCATGGAAT
CAGAGTGTATACATGGAATCAGAGTGTATGCATGGAATCAGAGTGTATGCATGGAATCAG
AGTGTATGCATGGAATCAGTGTATGCATGGAATCAGAGCATATACATGGAATCAGAGCGT
ATGCATGGAATCAGAGCATATACATGGAATCAGAGTGTATGCATGGAATCAGAGTGTATG
CATGGAATCAGAGTGTATACATGGAATCAGAGCGTATGCGTGGAATCAGAAGTGCTTCTC
TGCTTACTCTCTTTTCAGATAACAATTGAAATTGAAACTCCTACGCAGATATCTTTAGTT
GATGAGGCTTCGGGTGAGGTAACTGTATAATAAATATTTTGTATTTTCTTCTTAGTGTTG
ATATGATTAACTTTCTCTTTAATTTAGAGTGCTTGTTTATTCATAAGGAATGATTTATGA
GTGAAGTACATTTTAGAAAAATAACTACAACATTTGGGAGTGTTTTGATCCCTATATACT
GGGTTCTCTCACTGTGAGCTGGGGTTCTCTGACAGTGGCCTGGGGTTCTCTCACTGTGAG
CTGGGGTTCTCTGACAGTGGCCTGGGGTTCTCTCACTGTGAGCCGGGGTTCTCTGACAGT
GGCCTGGGGTTCTCTGACAGTGGCCTGGGGTTCTCTCACTGTGAGCTGGGGTTCTCTGAC
AGTGGCCTGGGGTTCTCTCACTGTCTCTCACTGTACGTTCTTAGCTATCATTTCCTGGTG
TCTTCACACAGTGGTTAAAGTGAAACCCTTAAGGGAACTAAGCAGTAGGAACACCAATCA
CAGTCAACAGCTTCTTCATCAACCCCAGGCTTCAGGGGATGGAGTCATTCAGCCATAGAG
TGCTATAGTTATTTCCAACATTACAAGGATTAAACATGGTGTATCTATTTTTTAATTTTT
TGCCTTTTTTATTTTTAGTTTTACATGCTCATGATGAGAATGCTATTTGTTAATAGTACA
CAAAGTCACTGTCACATTTATTAAGTTTCTTATATCTCAGATATAAAGTAGTGGTTAGTT
AATGTTTCTTGAAGCAAATTCAAGTATAATGGTTATCTCCTTCTAAAATAATTTCCTTAT
TCTAAAATATAGTCTTGGGCTGCAGAGTTGGCTCAGTGGCTAAGAGCACTCACTGGCTGC
TCTTTCAGAGTCCTGAGTTCAATTCTCAGCAACCACATGGTGGCTCACAGTTATGAGATC
TGGGGCCCTCTTCCAGCACACGGGTGTACTTGCAGATACTCATACATTAAATAAATATTC
TTTAATAAATAAAGTCTCTGCCCAAGTCAATAAAATTTATTTTTCAACTTTAAATTTAGT
ACTAGAACTTTTTAAAAAAGATTTATTTTATGCATATGAGTACACCGTAGCTGTCTTCAG
ACACACCAGAAGAGGGCATCAGATCCCATTACAGATGGTTGTGAGCCACCATGTGGTTGC
GGGGATTTGAACTCAGGACCTTTAGAAGAGTAATCAGTGCTCTTAACTGCTGAGCCATCT
CTCCAGCCCCCGTACTAGTACTTTTTTAATGTATTGTTTTAATAGTAAATAAGACTGCAG
ATCTACCTTAAACAAAAGGCCCCCACCCCCACCCCCGGAGATGACACTGAAGTGTAAAAG
GGATTTTCTGTTTTCTGGCAGCTGACTTAGCATTTGCTCTGTAGTCTCATAGCACCGCCA
TGTGTGGCTTTACTGTGTGCAACTCTGTGGGTGATTCATGCTTGTGACCATCATCAGAAG
AGAGGTGACCTTTTGGATGCTTCTCCTTCGGAGAAGGTCACAAGTATTTGTCAGAATTTC
ATCCTGATAGAGCCAGGTCTAATAGGGAGTGGGGATGAAATGTGAAACAAGGAGGGAAAG
AGAGAGGGGGGAGGGAGGGAGGAAGGGAGGACAGGCAGACAGGCAGGGGAACAGGCCTGA
ATCTTTGTGGCTTGGGAGGGATATTTTTATTGGCCTTGTCACCTTCAGATGGTTCCTCCA
AACCCAGCAGTGAGTGGTAAGGCAAACTCTTGTGAGCAGTCTTGTGCCAGTGGTTACGTA
CCTTGTCCTGAGCCTGGCTTTTGTGCAGTGTGTCCTGCCCCAGCTGGAAGACCTCTGTGG
AAAGGGCCTGCAGGATGAGTAATGGGAGTGGAGGGTGAGGGGTTATTATTGGGCAGTGAA
CTGTTACAGACAGAGCTCTGTCCCCTTCTTGGAGGGCTGGAGAGTCCAGGCTCTGTCCTA
AAGGGACAATGCCATGTACCGGGTGACTGGAATCAGGCTGTGTCTACTCCCGTAGTCAAT
AATAGCACCATTGCAGTATTTATCGTCATACAGTTCACCCATTTGAAGTCTTGATGGCTT
CAGTACATTCACAGAGCTATCTCTACAGCACCACAGTCAATTTTAGAGTAATCTCATCAC
TCAGGACCCCTGGACCTAATCCAAGCACTCCTACCCCTCCTGTCCCAGCTCCTGGTAACT
GCCATTTCCTCTCTGTCTCTTTGGACTAGCCTATCTGGGGAATTATTCTCCACCATGCGA
CTTCTTTCTCTGAGTGTTTTTCAAGAGGCATTCGTGTATATGGGTGGCATACTTGTATAG
ATTTATCTTTATGGCCAAATGGTATTGCATGGTGTGAACAAAGCTCATGCTGTTTATCTG
TTTATTGGCTGCTAGACATTTTGAAGTGTTTCTGCTTTGGGGCTGGTGTGGGTAATCATG
CAATGGACATCTGTAAAGAAATGTCTGTATGGGCATTCTCCTGAGTGCATACCTAGAAAG
AGACCCGGTCCTGTCATAGCTCTGTTACGGGAGTAGACAAGGGTTCCACTTTCTCTGGGT
TTGGATCATGAGGGAGTAAGAAAGAGGTATGTTCTTGTGATACGTTGTGAATTTAGCCAC
TTCCTAATGATAACTTCCATTCCTGTTTTGTTTTGTTTTTTTGTTTTTTGTTTTTTGTTT
TCTTTTTAGAAGGAAGAGGTTGTTGTGACTCTCTTACCAGCTGGTCACTGCCCAGGATCA
GTTATGTAAGGGGGCCCATCTGTTTTTGTTTCTTTCTATATATATATATATATATACATA
TCATATTTGTAGAAATAGCTTTTTAGGATTTAAAGGTATTATATGAACAGAAATAGATAC
TCTTTTTCTGGCAGTGCCTTTAATCTTTATTTCAAAATTGAGCTCAGGAAACTGAGATGA
AGGCCATATGGAGTGTGGATGCCTTTAATTGATATTTCCCCTGTGACTTTGGCCTGTCTT
CTCATGGGCATGTCTCTCTCCCTGGAATGCAATGATCTGAGTGTATGTATGAAGTGTTAG
ACTATTACAGGCTACACCTAGTGCTCGCCCACCCTGCCATTTATTGTATTTATCTCATGG
GGAAAGGTGGCATTACTTGGGCTTAGCTCCACACTGGAAGGGACGTGTTGGGCAAGGAGG
CCTTTGCTGCGATTTTAGCCTTTGCTTGCTTTCTTAGGACTTTGTAATTTGGAAGTCATT
GAGATTTACTTATTTTTCAGGTTTTTATTTCAGGGCAGTAATGGAACTGTCTTATACACA
GGAGACTTCAGACTGGCAAAAGGAGAAGCTTCCAGAATGGAGCTTCTGCACTCTGGAGGC
AGGTATAGCACTTTCTGTAATTCTTGGCTGTGTACCTTGAGTTGAATAAATATGTGTGGG
TGCATGTGTGAGCACACAGGCCCCATCATTCCAAGCTTTTGTCGGATTAGATATCAATTT
GATTGTAAAAGTTGTAGTGAAGCTGGTGTGGTGGTGCATACACACCTTTAATCTCAGCAC
TTGAGAGGCCGAGGCAGGCAGACAAATCTCTGAGTTCCAGGTCAGCCTGAGTTCCTGGAC
AACCAGGGCTACGAAGTGTGACCCCATCTTTAAAAAATAAAAATTGTAATAGTAGCACAA
ATTTCCCTCTTTAAAATGAGGTCATGCAGTGTTCTCTACGCAGAATGGAATGATGGCGAC
ATAAATCGATATAAGTCACTGGATCAGGTGTGCAAAAGCCAATATTTTTACGTTTTATTC
ATTTGTGCATGGGTACTTTATTGTATAGAAATTGTTTATCAGTAAAGTTGATGAACAAAA
TGTTTGCAAGTGAGATGGAACACCTCAAAAATAACTGAGGGTCTATCTCATTTTATACAC
AATTATGTCCCACAAAATGGTTAACACTATTTTTTTTTTCTTTTCAGAGTAAAAGACATC
CAAAGTGTGTATTTAGACACGACTTTCTGTGACCCAAGGTTTTATCAGATCCCAAGTCGT
GTATGTTTCCCTGGGGTGACAGATATGCCTGGGGTGATGAGTCTCCTTGGGGTAGTGGGT
CTGCCTGGAGTGGTGACCTGGGGTGTGGCCACTGTCTTGTTGGGAGGGTATAGCTGTCCC
CTGGGGTGTGATTACTTCTGAATGTCACAGAGGAAACAGGTTATGTGCGTTTCTTCACAG
TATCACATTTTGTTGGTGTCTAGGAGCAGTGTTTGAGGGGCATTTTGGAGCTGGTTCGGA
GCTGGGTCACTAGGAGTCCGCACCACGTCGTGTGGCTGAACTGTAAAGCAGCTTATGGCT
ACGAGTATTTATTCACCAACCTAAGCGAGGAGCTGGGAGTTCAGGTACCAGTTCTTTTCC
AGGCCCTTCCCATCCCTTCCTCTCCCCTCCCCCAAATCCCCCGAAACCAGGGATGTGGGA
GCAGCTTGCCTAGACACAGCTGCAGCAGAGGCTGGCCCCCTGGGGCTCTTCTCATCTTTG
TAGGGGCCTGTCCTCACAAAAGGATGTCACAGCCCACAAAGGGCAGAACAGGCTTCAGGG
CCCAAGAGACAAAGTATTTTTTTTTTCCAAAGTGTGGGTTGTGAAATAAATACAATGATT
TGTGACCAGTATCAAAAGTAAATTTGAACCAATTAATATCTGAGTGTATTGCATACAGTT
AAGGTATTAGCAGTATTGTCCTTTAAAATTAAAGTCACAGTAGTGATAATATTCACACAT
CTCTCTCTCTGTCTCTCTGTCTCTCTGTTTCTGTCTCTCTGTCTCTCTCTCTCTCTCTCT
CTCTCTCTCTCACACACACACACACACTTATCTGAATTACTTGTCTTTTACATTCTTTTT
TCACACCTTGTCTCTGTAATGTATAAAGGTGGCATTTGCCTCCCCTAAACTTGCGGTGTA
ATTCTAGGGGTGTCTAAAGAGTGGAAGCTACCTCTCTGAACCCTAGGAGAAAGACGCCAA
GGGCAGAGGAGGGCTTTAGGGAGAGGCGTTTGATGGTGATCCAGAGTTTCCTTAAGTCCC
TTTGCCAGAGATGGGCACAGTTCTAGATCAGGCAGTCACAAAGAGGAACCCGTGATGTTT
ACAGCTAGGGTAGCTCAGGAATGGCCTGCAGCTGCCTTTCCAGGCATTCCTAGGAGGGTT
CTCTTGGGCCGCTCACTCTGCCTCCTTCCTCTTCTTTGTAGAGAGTCTGGGAAGTCATAG
TCACTGTTACTTCTTATTTCATCTTTTTCTGAGAGGAGCGGGTGCATGGCCCAGGCTGGT
CTGAAAATTCACTCTAGCTACATTGACCCATGATCTTCCTGCCTCAGTCTTCCAAGTGCT
GGGTTATAGTCCGGTCACTATACCTGGCGTAACTCTTAAATTTTCTCTGTATGTTTGCTC
TGTGTGTGTATGCGTAAATAATGTGCATGTGACTGTATATATATTAGAGACCAAAAGTTA
ATTTTTTTTTTTAACCTGGCTGGCGAGTGAGGACCAGGGGATCACCTCTCACCTCCTCCC
TTGGGATCACAAGCACAGGCCACCATAGACAGGATTTTTTTTTTTTTTTTTTTTTTTTTT
TTTGGGGCATGGATTCTGGGGGTTAAACTTAATTCCTTATGCTTGCAAGGAAGTCTTTAG
TGGCTATCCCCCCTCCACCTCACCCATTCCTTCCCTTCCCTTCTTATTGGTCATAAGAAA
GTCAGTTGTAAGCTGAGCGGCCATGTGGTAAGTGAGTGGCTGTGCTGAGTACTTTCTGCA
CCCTGCCTAGGTATAGGCCAGTGCAGCAATTGGACATGACTTTGTGTGTTTGCTGGCCTC
ACATAACATAGAGCGTGGACATGACTTTGTGTGTTTGCTGGCCTCACATAACATAGAATG
TGGACATGACTTTGTGTGTTTGCTGGCCTCACATAACATAGAATGTGGACATGACTTTGT
GTGTTTGCTGGCCTCACATAACATAGAATGTGGACATGACTTTGTGTGTTTGCTGGCCTC
ACATAACATAGAATGTGGACATGACTTTGTGTGTTTGCTGGCCTCACATAACATAGAATG
TGGACATGACTTTGTGTGTTTGCTGGCCTCACATAACATAGAATGTGGACATGACTTTGT
GTGTTTGCTGGCCTCACATAACATAGAGCGTGGACATGACTTTGTGTGTTTGCTGGCCTC
ACATAACATAGAATGCTACTATTTTAATTTTGTTTCATGATCCTAGTATCAGTTTAAGCT
AATATCATTTACTTTGAAAGAACTAGAAGACAAGTTTTTAGTCAAGCTGACATAATTGGT
TTTAATATTTTAAATTGTTATTAGCCGTAAACTTCTTAGGGGCAGCCCGATTTGGGGGGT
TTTTGTTTTTTGTTTTTTTCTTACATCTTTCTCTCCTCGCACAGTTAAGTTTTGTGAGAC
AGGACAGTCCAGGTCCTGCTGTTCTGTGTGGCATGTTGCATGCCATTACAATGGGCTGTA
CTTTGTTGGGGGTGACATGCACACCAGAGTGCTTGTAGAGGTCAGAGGACAACGTAGTAA
TAGAGTTTGTCTCCTTCCTCCTTTCTGTGGGTTCTGGGCCTTGAATTCACATCACCCAGC
TGAACACTCCTCTCTCTACCCGTTGAGCTGCCACACTAGCCCAGTAAGCTATTCGTTACT
GCTTCTGTCTTCCGTGTTCCCTGCTATATATATTACTAGGCTTTAGAACTGAGTTTGATA
TCCAGTAGATGCATAATCAATATGAACCAAGTGATTCTTGAAGGCCAGTATTAACACAAC
CAGATGGGGTTCAAACTTAATTCTTTATACTTACAAGGCAGACTTTTCTGGCTGCCCCGT
CTCCCCATCCCTTTTCCTAGTGACATCCTGGCAGGATACTACCACTCACTGAAATAGTCC
AGAACTAAATTGCAAGAGAAAATTGAAGATTTATTCATGCTGGACAGTGCACCTGACTAA
TGATCTCAGAACTATTTATTCTTAGGAATTCATTTCAGACAACGTGCTTTCCTCTGCTGT
TATGCACAGGTTCATGTGGACAAGCTGGACATGTTTAAAAACATGCCTGATATCCTGCAC
CATCTCACAACGGACAGAAACACCCAGATCCACGCCTGCCGCCACCCAAAGGTACTGGGG
AAACACCCGAGAGATTGACAGCAAGAAGGCAGCCCAGAAATACTCTTCCAAGCCTTTTTG
TGATCTAGACTGTTAGTTAGAGTCATGCAGCTCTGCGTACCTGTATTCCATGATCATGGA
CTTCAGAGTGAGGGACGGGCACGGGTTCTTAGATAATTTTTTTTTTTTTACATAAAATTG
ATTCTTCAGCATGAGAAAGACAATTTACTTATAATGAAGTTAGTAATCATCCTAGCTTAT
AATTTAAGCAAATTATTAATTCTTTGAGAATGTTACACAATGTACTTTGGTCATATTTAC
CCTTCCCTCCTCCCCAGATCCTCGCAGATCCACCCCCATCTCCCTACTGACCCACCGTCG
TGTGCCCTGATAGTTTTATTTGTTGGTTTTAATATCCCATAGAGTTCATTTTGCGCTCCC
CATATATTCCTGGCTGTGGGACCACCCACTGGAGTGCAGTTGACCTGCTAGAGCCTCACC
TTTAAAGAAAACTGACTTCTCTTAGAAGCCATTGTCTTTTCATAAGCGTCTCAGAGTCGG
GGCTCGTGAGCACTTCTCCCTCTGTGTTAAAGTGTTGTCTGGCTTGCTCTTGTGCAGAGA
ACCACAGCTGCAGTAAGTGTGCAGCACTTTAGTCATGTCTACACGACACTGCTTGGCCTC
TGGCTCTCACAGTCCCTCTGTGCCCACTTCTACGATGACCCTGAGCTTCAGGGGTGGGGA
TGAGATATAGATGTCTCCTGTGTAACAGAACACTACTCCTTCACATCTCCACATTCGGAC
CAGTTGTCAGTTCTTCTGTTAACCATTGTCCACTGCACAGAGAAACTTCTCTGATGCGGT
CTGAGAGCTGCCCTGGCCTATGGAGGGAGGTAACTGCTGTGGAGGCCAGTGTGTGCTATG
TCCAGCTTATCGTTTAAGCATATGTATTCATAGTGGGTTACTGTTTGTCACTGAGACTTG
AAAAATGTGCATGCTTATAAACTGTATTTTTCTCCTTCTTGCTTAAAATACATGTCTAGA
CATAACCTCCGTCCAACTTCAAAGGCATTACCTTATTGGTGCAATTCCTAAGCACTTCAG
TCTCTTGGCTGCTCGCTGGTAATTTCTTTGTAATTCTCCCATAGCCTCTCGAGTTACTGA
GTGCCAGACTGCCTTTTGAATTTGCCTTTGACATTTTCCCCCTGTTGATAATGCCTTTCA
TGTATACATTTTCATGTATGTGTACAATGCATTTTTAATCACATTTACTTCCAGTGTCTT
CTGCCCCTCTCCTACTCCCTCTGATTTGTAGCCTCTTCCCAACTAGAGTCTTTGAGATTT
AATAAAGGCAGTTAACCTAGTCACCTTCAGATACATTATGAGCCTGTCCACAATTTTCCC
CTAAAATGGGAAGCGCCTCAGCATAGTCCCCTCAGTGACACGAGCTTACATATGTAGCAC
TCTCTTGAGATGGCAGCCTTGCTTCATCTATGTCCTGACAGAAGCCTTTGTAAGAGAAGG
GCCTCAGAAGGGCCAGATGGCTCAGTGGTTAAGAGCTCCCGTTGCTCTCTCAGAGGACCT
GGGTTTGCTTCCCAGCTCATGACTGCCAATTGATCCAACTCCAGGGATTTAATGCCCTCT
TCTGGCTTCCTTGGGTACTCACACACATATATGCATATATAGACACACTCATATAAGTAT
AAATAAAAAGAGATCTTTTATTAGAAATTACTCCTAGTGATAGGTAGACTACATATTCTA
ACATGCATGCTTGTATTTAATCATATGGAGCTACATATCCAGTAGATTCTTGGATGGCTA
AAAGAATGCAGGTAAAATGTAAACTGAGAGGTCTGGGTATATTCAGGCTATTGGAGCATA
AGCTAGGCTAAAACTTTCTATCCTCCTGCCTTTGTTTCTCAAGTCACTGTTGGGTTTCAA
ACCCAGGACAACTGGATGAGATGCCTATTTAATGTTATCAAATTGGACCTGGAAGCCAAC
TTCTCCCAACATCACTCAGACCCTACCTGTTACAGGGCCCTCCTGGCTGGCATATACCAC
CCCCCACCCTCAACTCTGCAGCCCAGAGCGTGGCATGGGCTGCCCTTCCTATATGATCCA
TTTGGGTTACCTGCTCTTCTTGTTCCTTTGGGCCTCCTGGCTCCTGCTCTCTCCCCACTT
GATTCCCTTCCCCTCTCCCCCTTGCGGCCCAGCTTAGTCTGATCATGTCCTGGACTTTCC
AGGATGTCCCTGCCTCTGGCTCTGCTCTCCCACGGATCTACAGTAAGCCTTCTCCTCTAG
CATACCTGGGACCCGTCTTCTTTGCTTTCCTTTTTATTTACTTTTTTTTTTTTTCATCCA
GTCATGTGCCACCTTACCCAGCTCAAAGAGTAGCTTGCTTTTGATTTTCTTTCTTGAGAG
TCTTCACTCTAGACAGGGTCAGGTTGCTGTAGTCTAGGCTGGGCTCAAACTCATGATCTT
CCAGCCATGTGCCTCCTCCTTCTTCGCCATGAACCTGAGGATTCTCTTGCTACAAACCTA
TTCTCCAGCGTTCTGTCTCTCTTCCCTCATGTGGACTATGGTGAAGTGCTCAGGTCCCGT
GTTCTGTAGGCAAGCTCCCAGGCTCCCAGGCAAGCTGACCTGCTTCTTTTCTTGTCTCTT
TATTTTTTTAATGTCCAAAACCTCATCTGCAATTGCTTTTAAGATTCATTCTATAGAAGC
CTTGCTAAAAATATGTAACTGCAAGTTAAAGCAAATATGCTTTGGGGGGTTGTTTGTTTG
TTTGTTTTGTTTGTTTTGCTTTCAGGCAGAAGAGTGTTTTCAGTGGAATAAACTACCCTG
TGGTATAACTTCCCAAAACAAAACTGCACTCCACACAATCAGCATCAAGCCATCTACCAT
GTGGTTTGGAGAGAGGACCAGAAAAACCAACGTGATCGTTAGGTAAGTGCATCGCCCTGG
TCTTCTGAAACTAGAGGTGAAGTGTTGAGCTGAGTGTGGTTTACACACACATCAGCACAA
GCCCAAGGAGAGGATGTGTTAGAATTGTGGAAATACCCTTTTCACTTAAACATGACTTAA
AGTCCAGGGGTGTTTCTTCCAAACTATGGCAGTACATTGGCTGGTATAGCCAGGGGCTTC
CTCTGTGAGACAAGACGGCTGGACTCTTAGCCAGACCTCCTTGATTTGGGCTCTTCAGAA
TGCCTGTAGCAAGTTTCTACATCTGAAGAAGCTGACTCCTGTTCAAGCAGCAGTTTCTGA
AGCCACGCTTCCCAGAGCAGCCCAGTCGAAGTTCAAGCCTGGGCCCCATTTAGTTTTGCT
CAGCGTCCTTTTGTGTTCTGCTTTCCCCTCAGGACTGGAGAGAGCTCATACAGAGCTTGC
TTCTCTTTTCACTCCTCCTTCAGTGAGGTAAGTGTTCCTGTCAGCTTCTAACTCGGGCCA
GGCTATGTGTATGTGCGTGTAGGTGGGTGAGTGGGAGTGGGGGCCAGAGGACAGCCTCAG
GTGCCATCCTCAGGAAGGCTGTCCCACCGTTCGGCAACAGCTTCTCTCATTGGCTCCAAG
CCAGCTCACCATATGCTAGGCTCTCTGGGATTACAAATGTGTACTACTGTGCCCCACGTT
TTTTACACAATCCCGGGTATCAAACTCAAATCCTCATCCCTTTCTGACAGAAGTATCTCC
CCAGCCCTCTTTTCACTGCTTTTTAATGATGGTTCTTACTGGTCCAGTCCACATTTCTGT
GTTTGCCTGCTCGCTACTATAGTCATAATGCTAACATCCTGTCTCGTTCAGGAAAACACA
AATGCCTGGTAAGGTTTGTCAGACTCGAGTTACAGTGGTAGGCACTGGGTCAAATAGTCA
GCTGAAAGTGAAGTATTTGTATACAGGCAAAATAGAAGGATGGTAGGAGAATCAATAAAA
CACAACCTCTTGAAAATGTCATAATGATATAGAATAGTTTATATACTAATTTAAAGAGTA
ATTTTGAGCTGGGCAGTGGTGGTGCACGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCA
GGCAGATTTCTGAGTTCAAGGCCAGCCTGGTCTACAAAGTGAGTTCTGGGACAGTCAGGG
GGTGTCTTGTAGAAACCACGGCAACAAGGCTTGAGGGTGTTTATGTACGCTGTTTAGGCA
AGTGTTTGGTGGTAGGTCACCTTGAATGATGGAAAGAGGATGTTTCTCTATTGACTGTCT
CCTGTCTTCCTGTGGCTCCCTCTTCTCTAAGGTGTACTGAGTCATTCTGACAGAGGCTTG
CCCTTCCTGTGTCAGTCCTTTAGAAGTCACAGTTTTCTCTAAGTCCAGCAGGAGGTGGGT
GGGGGCAGGTCATTGTTTTTGTTGACATATCTCCCTAAAGGTATAATTAGGAATTGTGAA
AAGTGTGTAAAGGATAGATATTCTGCAGTTAGACTGTTTTCTTGGTTACTGGAGATCCCT
GGCGGTCTGTCTTCGTTTGATCCTTTGAGTTGGAGTTAGATACTGATTCCTTTGTATCCC
TCACCCCCTCTGCAGCGGATGGAGGTCTTTGCATTGTCACTATCAGCTCTGTTCTGGAGC
CAGCATTTACATGTATTTATATGTAAGTGAAGAATCTGAGCCTTTGACCTGATTGAGATC
AGTTTACCAAGATCTACTAAGTGAGCTTTGCCTGAGTTGTAGAACTGACAGGGTCCCTCT
GCTTAGCATTCTCAACATGGCAAACAAAACAAAACAAAAAAACCAAGATACTTGTGAATA
TTTTAAACTATCATTGTTGAGAATTGTTAGGAAATGAGATTGTATTTATAGTATTTCAAG
TCACACATACACACACATTCACACTTACGCGCGCTCGCTCACACACACACACACACACAC
ACACACACACACACACACACACAGACGGTCTTGGACCTGGAACACTTCCAACCAATTGCA
AGTTTCAGTCAGAATACACATAACCTGCCCTGCTAGCAGCCTTGTGCTTCAGACTAATGG
TAAGGGGCCCTTTGGCCCTAGGAACGTGCACAGGCAGGTTTGTGCGAAGGCAGGAGAGAC
CTGCACCCTTTCTGTCTCTGGGCTCTGTATGTAATGTGCTCTTGTATCAATCAACTGTGT
TGCTTACCTCAATGACTCCAGTCTAAGATTGAAGGGGCAGAAGAGTTTAGTGTCCCCGCT
GTGTGCTATTTGACTCCAGAAAAATAGGCATTAGAACGAATCTCCAAGATGCAGCTGCCT
TCGTAATGATTAATGGTCCATGGAAAGAGGTGTGGTTAAAGACCTTGTCGTCTTGTGTGT
ATAGTGGTCACAAAGAGGAGGAGTTGTGGAATAAGTGGACCATGCCACCAGACAGAAAAC
CTGTTAAGGTTGAGGAGACTCAGGAACCCTGGCAATTCTCATAATGGAGAATGGTAGGTG
CTTAAATCTACTCCTGACCACCTTCCTGTCCTGGAACAGGGTCTACTGCCCCACAACAAG
TCAGCTGTTTTCTGACTCACATGGAAGCAGCTTTGCACATGTAGGCAATTGGCCTTGGAC
AAAAGAAGAAAGGAGTGGACGTCATGGTGTAAAAGACAGAATCTTTAGATCCCATTTACC
TGGAACCCAGGAACTTTCTGTGGAGCTGGAACCTGAACAAAGTTTCAATGTGCAAGTGTC
CAGCCCCACCATAGCCCAGTGCTGGGAGGCTCTAGGGAAGGAGGCCTAAGCATTGCATGT
GTCCCTGGGTGGTCACATACAATAGATATGTTCATATAAATAGGTCTTCATACTTGTTCT
TATATGCTACCATTACCTTCTCCTCCTCCTCACTGGTCCCCTTGCTCTCCCCCAAACAGT
CCCCATCGGTTCTCATTATATATGGTTAAATCTAGTTCCCACCGGAGAGAAAACAGACTA
GACTATCATCTGATTTCCCATCTGATCCTCTCATTCCTCCTTCCCTTCCCCCACATAGTT
CCTTGTCTGCTTTCCTGTCATGTGTGTGTACATGTATGTGCCTGCCACATATCTGTACAT
GCATGTGTGTATTTATATAGGATCCCCATGAGACAAAATGCTTTCCTTATAACCAGAGAA
AATGCCATTGTTTCTGCATGGTGTTTCACCATTCATTCACCCAGAGATAGGCGTCTAGAC
TGGTTCTGTATGTTGGGATCTGTGAATAGACACACACTTCATTTCCTGTCATATAGGTAA
CTGGTATGTTCTGTATTCCTTCTAGATTAAAGATTTTTTGAGCTACATCTGCCCAGTGAA
TGTGTATCCAAATGTCATCCCAGTTGGCCTCACTGTGGATAAGGTCATGGACGTGTGAGT
AGATTCTAGGTTGGGGGGCTTGTGTTGCTGGTGGTGGTGCTAGGGGGAAGCATGAGAGTG
CTCTGAAAACTTGTGACCCTAGAGCCCATCTGTGGTAACATTTCTTTGAGCTTCCCTTTA
TTTCCACTTCTTCCTATCATTTTTAGTGGGCAGAATGTATGGGTACTGTCAGTTTGTCCT
AGGTGGAATCCTGTTCACCCATCACTTGCAGTGTGAATTTGGTCAGATCACTTCAGAACC
AGTCATATCTAACCCACAAATCAACAAATATTCAGTGGATCAGATGAATCCAAAAAAAAA
AAAAAATCAATGGATATTCATTCTTGCCTACTTTTGGAGTTCTCAGGGATCTATAGATAA
CTATGAGAAGCACCTGGCAGAGAGCCTATAGGTTCAGTCAAGGTATCTGTGGAATGGGAG
AGCAGGCAATGTAATAGTTAGCTGTCTTTTATTGGTACCACTTTATGTGACTTTTATATT
TCATGTTACGTGTGTGTGTGTGTGTGTGTGTACATGCATGTGTGTGTACATGCATGTGTG
TGTGGGGATGCGAGTGCCAGAGCTGTGACGGAAATCATCCTGGTGTTCAGGATTCTCCCT
GAGACTGAGGAAGACTGTATCACCATGCTTAGATGGAAAACAGGCTCCAGTCTCTGGAGA
GAGGTCTAGGAGGTGAAGGTGTAAGGGTCTGAAAGTCGAGGAAGGAAGAGCCAGACTTAG
ATAGTACACCAAAGCAAAGGGCATTTATTCTGCAGAACCGTCCAGCATGTGGGGTCATCC
ATTCTCTAAAAGGATGACTCCATGCAGGCCTTCTCACAGGGAACTGGCTGGGGAACCTCC
CAAGCAGGATTAGGTAATTTAAAATTTCATTGGTGGGTCCTGGGGGTGGGGGGCTGTCCA
CAGGTGGTCTGCATTCCAATGTCATGAACATTTAACTATATGATAAAATAGGGCTGGCCA
GCACAGATGGCCCATCCTGAGATAAGGTATTTCCCCATTTTTGTGGTTATCCCCAGGGGG
TTTTATGGTCTTGTTCTGGAATTTATGGTCTGTTCCTGGAACTGGTGCCTTAAGGTCTTT
TTCCCAAAATAAGGCCTGGTGCTTTTTTTTTTTCTTTCTTTTATTATTTTCTTTATTTAC
ATTTCGAATGTTATCCCTGTTCCTAGTTTCCCCTCCAAAAATCCCCTATCTCCTCCCCCT
TCCCACTGCTCCCCAACCCACGCACTCCCGCTTCTTGGCCCTGGCATTCCCCTATACTGG
GGCATAGACCCTTCACAGGAACAAGGGCCCCTTCTCCCAGGGGGCCCCTTCTCTACTTAG
TTTGATGACCAAACTAAGGCCTGGTTCTTAAATGGAGACAAATGGGGTTTATGTTGTCCT
TTCAAATGAAATAGGTGCAGTGAAGAATCCAAAATGCTACTCCATAAGTAAAAAAGAAGT
TTATTTTGAACAAGCAGGGCTGTCTGTCTCTAGGGAAAATCGAGAGAAGGGACAGGGGGT
GAGGATACCCAGGATTTTAAAAGGAACCTGGTACCTGGGAGGAAGGGACTGTGACTTGTT
GACTAGAGACTGAGGAGAGGCCAGAAGCCAGCATGGACCTTGATGTGCTAACAAGCACCC
AGGTGTGTTAATGGAAGAGCCAGAAGTGCCAAAAATCAGAAAAAAAGCTTCCTTTTAGCA
AATAGAAGCTATGGCTTTTGTCTAAAAGCCAAACTTTGGGAAAAGGGCTTTCTTGGGACC
AGACAGGTAGGAAGCACAGATTTAGAGTCAGTACTGAGGGCAGTAACTGAAATCCAAAAG
ACAAATCACCAGGAAAGCATGAAGAATGCTAACCACTCTGAGAGCAGAGCTCCAGTAGGG
AACCAGAGAAGAGCCAGAAAGTGAGATGCAGGTTCTGACAGTGGGGGGAGGGGAGGGGTA
GGAGGGGCAGGGAGGAAGGAGGTATTAGTGGCCAATTCTGGTAAGCTGGAGAGATGGCTC
AGGTTAAAAGCTCTTCCTGAGGACCCAAGTTTGGCTCCCAGCACCCACATCCAGAGGTGT
ACAACTAGCTGTAACTCCAGCTCCAGGGGACCCAGTGCCCTGTTCTGTCCTCCATGGAAC
ACATGAATACAGAAATAAAAACAAAATCTTTAAGAGTAACCTAGTGCAGGGACTGTGATG
TCTCTGGTTACCTTGGTAATGAGATACTTGTGAATGCTCACAGCAGCTTTAGTAGATTTG
TGAGTTAGAAGCCAAAACAGCATGGTAGTCCAAAGAAAGCAACATGCTGGCTAGCAAGGC
AAGAGTTAAGAACTTGATCTGCTAGCTGAGATTTAAGATTGTCTTGTAGATCTAAATGGG
AATATACTTAGAATCATTTGGAGTGCTTGTTAAAATGTATATCCTCCTATATTGGATTTC
TACTGGGGCAATCTGTTGTAGGCAGGTGAGTGGGTGGGTGGAGAGTTACCCAAAGAGAAC
GCATGGAATGGCTCCAGAGAGAAGCAGTACCAGCAGATTCCAGAATCTCATAGACATGGG
AATAGATGACAAATGGAAAGAAGTCTGGCTGAGTTAGGTGTCAGGATGGGAGCTTCAGGG
CTGTCATCATCTGCTATGTCAGCTGTGATCCTCGAGGCTTCTGGCAGAAGGAAAGAAGGG
AATGCAGCCTCAGTGAGGGCAAACCCTTCAGGTCTCATTTCTGTGTCCTAGCCTTCAGCT
TGTGGCTCTGCAAGTAGGAGATGAAGTTTGTGGGATTCTTCCAAGAGGGAAATAAGCTGT
GAACAGGGAAGAAGCACCGCCTCTACTCTGCACGCCAGGTGTCACTGGGCACTCAACCCT
GTCTTGGGGGAGTTCTTTCCTGACCTGTAAGAGCAAACAATCAAGTTTGCCTTTAATCTG
CTAAGGCAGCCCCCTCCATAGATCCGAGATCTATTTGCTGTCTCTAAGCGCTTCCATGGC
CCACTTTCCTGTTTTGCAGGCTCTTTATTAAGCAGTGCCCCTGTCTCCTACACGCTCACA
TGATCCCTATGGCTTTGTTGTCATCTCTATAAGTAATGCGCATGCTTTATCGGCTTTCCC
CAGTAACTCAGTAGAAAAGTCAACTTTTCAAATGTTCTGATTTATGGCAGTTTAAAGCCT
CTGTGCCGGTCTCCCCAAAGTGTTGAGCCAAAGTACAAACCGCTTGGAAAATTGAAGAGA
GCCAGAACAATCCATCTTGACTCGGGTAAGAATGGTTCTGGGCTTCCTGACGTAAGCCCG
TGATGGGTGTGGGCTGTGAAGTAAGCTGTGTTGTCACCCTGGGGCATTTTTGCTACATTA
GCAGATGAAGAGAGACCTGGCTGCCTTTAGTTCTGATCAGCCAGAGCAGTGAGGATATAC
AAGCAGCTCTTCCGTCCATTCCTCCTTTCCTATAATGCTCTTTCACTTGTAGCTGAGAAC
ACAGATAGACCCTGACTAGAAATGAGAACTTCAGACTCTGGACAAAGCTTTGTTGGCTTA
TAGCAGCCACACTTGGTGGTTACAACTTCAGATTTTCATCCTTTGGTGGAATGCCGTAAG
TGAATCCTCATTGGAGAAGGATGTTATCTATAGAGCAAGCAACTCTTAAAGCTCCATCTT
CTCCAGATATTATTTAACCTGTAAACAAACAAGTGACACCAATCTGGCTTTGCCAAAAAG
AACACTGGACTTTAGATCCCCCAACCCCTCCGCAAGTCTGGCAGGAAGTGATAGGGCTGG
GATTTAAACCAGGCCCTGTCTTCCAATTTTGCTTTTATATTTGTACTCTAACTTCAAATT
ACCTTGGATATTTTTACGTGTATGACTCTTGCTTGCAAGTGTGTCTGTCCATGTATGCCT
GGGGCCCTCGAAGGTCAGAAAGCATCAGGCTTTGGAACTGAAGTACAGTGATTGTGAGCC
ACCATGTAGGTGCTAGGAATGAAACCTGGGTCTTCTGCCAGAGCAGGTGCTCTTAACCAC
TAAGCTACCTCTCCAGTCCAACAGATTTCTTATAGTTCTGGAGCCTGGAAGTCTAAGAAC
AAAAGACTGGTAATGTAGGTTTCAGTGAGGTGGTTCTCATGGTTTGTAGTTGGCCACCTT
ACATGGCCTTCCCTTTATGGGTGCACACAGTGGAGAGAGGCTCCATGAGAGCTGGAGGCC
TCTGCTGCTTTATGAAGATTCCACAGGTGTCCGCAGGTCCCACCTGAGGTCTCCAGCAGC
TCCTAGAGGCGCACTGGACCCAGCAGCCTTCTCCTTAAAAGGAAAGCTGTTCTTTTTAGG
CACCTGCCGGATCTCTTAATATTTTTTAAAAATTTTGTTTGGAATGAAATACTGGCTTAA
GTATTTGATTAATGCTCATTTCTAGTTGTGGTTTTTCTTTTCCATGTTTATTGCCTTTGT
TTCTGCCCGTTCTAGACGCCTATGCTTATCATGCCTTACTACTGTGTAGTACAGTGATAA
TTCACATCACTTCTTTACAGGTGCTAAACAACCTAGTGGTATTCTCTACTAGACACTTTA
TAATACATAACAGAAGCAATATGTGTAATTTAGGCCATGCATGCCATTGATTTTATTGAG
TAGGTTTTAAACTGTATTTTTAAAACATGCTTTTAATTGGAATTGCATCACTCTCCCTCT
CCTTTCTCCAGCCCTTCACGTATCCCCCTCGAGTTGATAGCCTCTTATTACACATACACA
ACTATGCACAAATATATAGAAATAAAACTTGGTTTTGTTCATAGATATGGTGTCAGGGCT
GACAACTTTGCACTGGATAATACGGGGGCTGGCTCATCTCTGGAGGCTAATTATCCTTCC
TAGTAGCCCTTAGTTGTCTGTGGTTCTTTGTCTAAGCATAGGACACCACAAAATCTCCCC
ATCCACATTACCATGGAAACTGATATTGCCATCCCATCTTGCTCACACAGCCATTTCTAG
GAGAGACTATTTCACAGCAGACTTTCTGGTATTTTGGCTCATTTACAGTCTTTCTGCACC
CCCTTCCACATACTCCCTGAGCCAGAGCTGCAGAGCTGTGATGTAGGTATCTGATGGGGT
TGTGCTTTCCATTATCTGTTATTTCTGCATTGTGTCCAGCTGTGGTTTTTCTGGGATGGT
CTCCATTTGCTGTACAGAGGTTTTTTTGATGGGGTGGGGGAAGCTACACTTACTCAGGAT
AGGGGGCACATTCACAAAAAGGGCTCAAGAGCAGAAGGACTGGAACTAGACTCGTGGGCT
TACAGCTCATTCTCTACAAGTTTGTTAACCAGGCCTTCATATCCTTTAGTTCTTAAAATG
TTCTATGGGTCGGCCACACAGGTGGTCTTAAGTCAGCATGCACACAACAGCCTCTGACCC
CAACTCCAGGGATATAGCACCGCAAGCCTTCTATACACACATACACATAATTAGAAATAA
AATCCCTTTTAAATATGTCACCCTGTGAAATCTAGTGGTTACTCAAGTTTGAGAAGTTTG
GCCTATATTCTCAGCAGATAGCAGCCTCTTTGATTGTTGGCACCTGTGTTTTACACAATT
CCCAGACTAAAATCCTAGGTAAATGCTACTTCCCTGTTCTGTACATGCATGCCTGTTTCA
TTTGTTCTTCCCCTCTCCCTGTTCTGTGCATGCATGCCTGTTTCATTTGTTCTTCCCCTC
TCCCTGTTCTGTACATGCATGCCTGTTTCATTGTTTCAGAGGAAGACGATGATCTCTTTG
ATGACCCTCTACCGACACCTTTAAGGCACAAAGTTCCGTACCAGCTAACTCTTCAGCCTG
AGCTGTTTTCAATGAAGGCACTGCCACTAGACCAGCCTGAACTGAGACAAAGCCCAGGAG
GCTGCAAAGCAGAGAGTGTGTGGAGCCCTTCTTTGGCTAACTTCATAGACTGTGAAGAAT
CCAACAGCGACAGTGGAGAAGAGCTAGAAACCCCACCACCCTCACTGCAGGGAGGTCTGG
GCCCCTCGACACTCGTCCAGCAAAATGCTGATCCGGATGTGGACATACCACAGTGGGAAG
TCTTCTTCAAAAGAAGAGATGAAATCACAGGTGAATGTTTGGAACACTTACCTTCCTCCA
TAGAGACAGGGGGATCTCAGTCACCAAAGCTCTGCAGTGACTCACCAAAGCTCTGCAGTG
ACTCACCAAAGCTCTGCAGTGACTCTGATGGAGACTCCACCCATATCTCTTCCCAGAATT
CATCTCAGTCAACCCATATAACAGATCAAGGAAGTCAAGGCTGGGACAGCCAGTGTGATA
CTGTTTTGTTATCTTCCCAAGAGAAAAGTGGTGGGGATAGTACCTCTTTAAACAAGGGTG
CCTACAAACCAAAACTCAAAGAGAGTATTTCTGCCTCTCAAATAGAACAGGATGCACTGT
GTCCACAAGATACTCACTGTGATTTGAAAAGCAGAGCTGAAGTAAATGGAGCCCCTTGTC
TTGTAGAACTAGACACCCTGAGTGGCAGGAAGTCTCCACCTGAGAAGACATTGCTAAGCA
GCACACGTGCAGACTCACAGAGCTCCTCTGACTTTGAAATCCCCTCAACTCCCGAAGCGG
AGCTTCCTACGCCAGAGCATTTGCAGTGCTTATACAGGAAACTGGCAACAGGTCAAAGTA
TAGTTGTCGAAAAAAGAAAATGTTCACTTTTAGATAGTTAACAAATAAAACTCTACACAG
AGAAACCCTGTCTCGAAAAACCAAAACAACAACAACAACAACAGAAAAAAAAACCCTCTC
ATTCTAGCAAAGATGTCCAGCCTTTCGATGTTGCAATACAATGCTATACATAAAAGTCCT
GGGCAATATCCATAGCTGTGGATGTATGTGGCCTGGAGGGTAGACACACTTGTTAGATCA
ACCACAAGAAATCTGCAGAGTGACACATCTATATAATAAGATCAACATGAAATATTAAAG
GATGCTCAAGTGACCTAAAAGAAAGAGAAACAGGCTCAAAACCAGCATTGCATGAGATGG
TAGAACTAAATCTAAACATATAATCACATTAAATGCAAATGATATAAAAAGATTTATGGT
GAGATGGCTCAGTGGGTAAGAGCACCCGACTGCTCTTCCGAAGGTCCGGAGTTCAAATCC
CAGCAACCACATGGTGGCTCACAACCATCCATAACGAGATCTGACTCCCTCTTCTGGAGT
GTCTGAAGACAGCTACAGTGTACTTACATATAAATAAACAAATCTTAAAAGAAAAAAAAA
AAGATTTACAAAAAGACAGAGTACAGGAAAAACACTGCCCAACTATGTGCTGTTTTTAGA
AAACACAACTCAAGTGATGTAAAAGTTGAAGGTAAAGGGCAGACCACATAAATAATGTTA
AAGCCAGAATGATACAGTAGGAGCAGGCACCTTCCCCAACATAATGTCTACCTCACCAAG
AAGATGTAATGGTAAGGTTCTTGCCTAGATTGTATGAAGGCCTAGCTGCAGTTTCCAGTA
CAGTACAGTGCCATGCCCTCCACAAAAGAGCAAATAATACAGATACAAGCCATGGAACAC
GCTTTCCTAGAGAACCAGTGCACACAGGAAAGCAGTAAGACGAGAACTGACCACCAGTAA
CTGGATCTGATAGACAAGAGTATTTTACTTCATAGCAGAATACATCTCTTCAAATGTACA
AGGACCATTCCTCCACCAAGATACACTGTATCTTGAATCACTACAAGCAGTCTAGAAAAA
TAAAGGTGGGCTCTATTTTAGTAAACTGGTAGCAGGGGGTAAACCAGGACCTTATTAACC
TCTATCACATAAAGACCTGGGTGGGGGGGCAGGGCTGGAGCAGTTTAGAGCACTTGTCGG
TTTTGTGGGTTACCCAGATTTGGTTCCCTACACCCATATGGTGGCTCTTAACTGTCTGTA
ACCCCATTCCAGGGGATCCATGCACACATACATACATACAGGCAAAAGACTCATATATAA
AAATAAACCTTAAAAGCTACCAGCAGGCTAGGCAAGGCTGTGTTCTACAAGCTGAGACTA
GAGGGACTTGAGTTGGAGGTCAGGCCTGGGCAATGTATGTAGCAAGAGCTTGTTTCAGTA
CATGAAACTGTTCCCAATGCAATGATGTAAAGGAAAATACTTAAATATTTAACATACATG
CTCTGTGAATTATTAAAGTGCCTTAAGGTACAATGCTTTTGTATTGATGTGTATGGATTA
ATAAAGCTTTATAAGCATTTTCATAAGTACTTGAGTATGATGACATTTTACAAATCAAGG
GAAAAGATGTAGGCACACCACATAAGTTTAAAAGGCGTCTAACAATTTGACAGTTAAACT
GCATGTCACAGATCATAACTGCTACACAATTAGATCCAGAATTACTGGACCCAACCTGCT
GGGTGATTGGACTTAGAATATCTGTACATATAACTCTCCATTTGTGTAGTCACTAATACT
CAAAACTTAATTTTAATTTTGTTTCCTTTGACCTGAGCCACACTCAACCCAACTTGGTTT
TAATAGAATATTTCATGATCCAAGGTAACATGCCTGTAAACATTGTTCTCAATGTATTTC
TAACATTTTATCATTGTAATGTTCATGTTTTAGATCTTAAGTCTGGCATGAACACTGGCT
GGCAAAGGTCAAGAGCTAAGAATACATGCTTATCAGCTTAGGTTTCAAATACAGAACAAC
AGGAAATCTTTACATATGGTGTTTATTCTGTTATTAAAAAAAAAGCCCACTTTATAAAGC
TTTAATCTATGAAACCATACTTTGAGGTAGGCATGAAACTAAGGCACAAAGGTTAGTTCA
CATAGCTAGTAAGCAACACACACACACAGACACACACACCCCGAAGCTTTTAGAGTCCAT
GCTCGAGCACTCTGCTGTATGAGGAAAGCTCTTTACATAAAGCATTAAAACGGGCAGCAT
TGATTGTAGTGGCTACATCATTCTTCAAGAGTTCTAAATTAGCAAAGTTAAAAACATTTC
AAAATGCCAAGATACATCACAAAATCCTAAAGGCTAGCCACTTTTACTTCAGAGAAGAAT
CAAATGCAAACTGATTGTATATACCTTCTCATACAACTTGACAAGCCTAGGGTCACCTGG
GAAAAAGTAACCTCATTTGAGAAACTGGCTCCATCAAAATTGGCCTGTGGCATGTCTGTG
GGGATTTCCTTAATTGTAATTGATGTAGCGGGGTCTAGCTCACTGTGGGCAGTACCATTC
CTAGGCAGAGGGGCCTGGGCTATCTAAGAAACCTAGCTGAGCATGAGTCTGGCTGAGAGT
AAGCCAAGAAGCAGCGTTAGCTTTCCTACATGGTTCCAGCCTCTGCTCAAGTTCCTGTCA
TGATTATTTCCAAGGACATGTTGCTGAAGACACTACATACTTGGGACGTGTGACGTGAGG
AATCAGGCTCCAGCTGAATTGATCACTTTTATCACAACAATGTGCACACACATACACATA
CCCTGTATAAATAGCTAACATGAGGTGACAGTCTGAGAGGGATGTAATGGGGGAATGTTG
AGAGGCAGGAAAGAGTAATGGAATAGTGAAGGGAAGCAATGACCATTACATGTGTGGCAC
TCAGAGTGAAGTCTGTTTGTGTTTAAAGGTAAAAATCTCCAGGCTGGCATGGTGGCACGT
GTCTGCAATCCCAGCGCTGGGCCGTAGGGGGGCAGAGCTGAGGAGTTCACGATAATACTC
AGCTACACAGTAAATTCAAGGCTAACCTGGCTACAGATACTCTGTCCAAAGGCCTACCCA
CTCCCCACAAAATCTTAAGGGCACATTAAATTTCTATTAGTAAGGACAAAACAAAGCCAC
ATATTTATTAAACAGTATTTTCCTTCTTGCCCTCCTAAGTTTCCTTTTAACCTTAACAGT
AAATAAGACCAAATATCTAGACAGTCAAACACTGGGTTTTGGTTTTGTCTGTCTTTTTTT
AATCTTTAAACCTGAGAATAATTCAAGGTGAGCTTGGCCAAGGGGTTGTTAGGGGGTGGG
ACGGGGGGATGGGACGGGATACCCGTGTTGCTTTTAAGATTCTCAAAACAAAAGAAATGC
CATTTAAAATTATACTTTTTTCTTGACAAATTCGGAAATCTTTGGGTAGCAGACATACTA
CAAGGCCTCAAATATGCACACTGAATACTATGTACTGTGAACAGCAGCCCCATGAAGGCG
ATATTCTGCATGTACTGTTGTGAACAGCAGCCCCATGAAGGTGATTTTGAGTAATACTGT
AGCTTCTCTCAAACCAGGCCAAGAGTTAGGAAGATAAAGGAAATGCTGAGCTCCTGAATT
CAGTTCATTTTACTGACGCTTATCATAGTCTATTAAAGCCTGGAGCAGTGAGCCGGGGGA
ACTCTTAGGAAACCAAAAGCTTGCTTTATTTGCTGCATTTGTTTTGTCTTCACAGTGGAC
ACCATGATTAGAACTCCCAGACCCAGAAAGATGAAAGTAAGTTTTTTCTTTATTGGGTTT
TACTACACAGGGAAAAACCGCATCTAATCCCCAGAAGTTAATAAAAATTCAATCAGACAT
AACTCTGGCCAAGCTAAGTTTTATCTTATAAAAAAATTCTTGTATAAAACAAGTATCTGT
TCAAAAGGGCATGCACAAAATACAAAATTATTTAAATGTAGTGGATAGTAATTAAAAGTG
CCTGCAAGTGACCTGAATTACACTGTCATCGGGGCTTGTGTCCCTCACGGATCTCACTCC
TGCTCAGATGAGATACTCAGTGCGGACCTCCCACTCGCTGAGTGGCTCACTCTGCCTGGC
ACTCCAATGGGCCCTCCTAGTCACTGTTCTGTGTGTTCAAAGAAGCACAATGGCCAGCCA
CTATAGACTTCTAGAGAAGGTGATTAGGGGCTTTTCTTCTGTGCAACTAAAAAAAATCTT
TTAAGAATTTCAGGTTCAGATATACAACCTTTGTAATGGTATCTATTGCTTCAAAATAAG
ATCAAGCTAGAAGTAAGTCTTTCACATTTTTACACCTGAAATATATCATTAAGATGCCAA
TGTTTTTATGTAAAAGTAGAAAATATAGTAAAAAATTCAGCACTTATTTGTCTCTGATCA
GTGAGTATTAAACAGAAATAATATAGTAAAAAAATAAAATTTATACATTTGCCTAAATTG
GATTATCTGTTTGAGTCAAGATAAAAGGTTTCATAGTAACTGTGGTAGCCTCACTTTTCA
AACACTAAAGGGAATAATTGTCTATTCCGACTTCTCAAGTAAGCAAACAGTGATTTATAC
ATAGTTCACTTTCCATTTAACCACCAAATATCTACCGTTTATGTGCCCCGCAGTCCTTTT
CAGAATAAACAGTAATATACTTGGCAATGACTTGAGCCATGAACTGTATATTAACATCAT
ATAATACAATATGTAGGTAATAGAAAGGAGTCCCAAATACTTTTTCAATTGTTAGTTTTT
GTTTTGTTTTTCTTCTAATGAGCTTTTTCTTCATGAGCTCCGTTTCCTGACACTTCAGTT
GAGGTAACCTCTGCAAGTCTCGGCTCCACATTTACATTGGGTTCTGACCCTTTTTTTGGC
AGGGCTGTGGTCAATGGAGTCTGAAGATGCTTCTCCAGAACCTGGAAATACAGGAAGAGA
AACATATATTTGAGAACAGGGGCTGGAAGATGGCTGGGCAGGTAAAGGGTAGCTGTGGTC
TTTTGGAGGGCCAGAGTTCACTCCCAACATTCAAGCTAGCCACCTCCCTAGCCTCAAACT
CCAGCTTCTGGCCTCCATGGCACCTGCATTCACATGCGCACACACAAATCTTTACCTTTA
AAAAAAAAACCAAAACTTTACTTTAGTTGGGCATGATGGCATATGCCTTGAATCTCAGCA
CTTGGGAGGTAGAGGCAAGGCAGGTGGATCTCTGAGTCTGAGGCCTGCCTGGTCTAGACA
CTGAGTTCCAGGACAGCCAGGGCTACATAGTCAATGTTGGTTAACTCCCAAGGAAATAGT
TTTGTATTTCTGTGAATATTCTGAGACATTTCGTTCTGAGCTTTCTTGAAAGATGGTATG
CACTAGTCAGAATGCCTGCCATGATGACATTCATTGAGAAATCCAGTGCACAAGCGTTCT
TTTTACACATCACCAAGAGCACAATGATGTGAAATGGTCACAGCAGGAAAAGCACAGTGT
TTACAGAAGATATTCACGATCACAATCAGCCAACAGAATTAAGAACTTTAAAAAGCCAGA
TTCAAGAAAAAATAGAATTCATATTGATTGAAATGATACTTCTAATCCTGTCAACATATC
TTTTAGTAAAAGCTCAAAAACTGTAGTCCATATTTTTATTAGTGTTATTATAAGTCAAGC
TTCCAAAGTGGAAGTCCTGAGAAAAGTCAGGCTGAGATGACTTGGAAGAAAGACCAAGAG
CTAGCTTTAGTTGTTGGATGGGCTCTGGACCTTAAATAAGATGACTTATCCCACAATTTC
TTTCATGTTTAAAAAGATTTTTATCCTCTCCACACATAGTTTGTTTTGTTGATCCGCCTC
CGTACTGATTTCTTTCATCTTCAATGTTAGTTTGCTCCATGACCCAAAGACTTGCCTGCA
TTCTTGTACTGAAAGCAACACCAGTAAGATTATTTTTAAAAACCATACCTTTCATTTGAT
AGTCAAAAGTCAGCTCTTCTCCAGCGTTTATGGTTCTTGTAGAGAACAATGCTATCCTGG
GCAGCCGAGTATCAAGGTTATCGATGAAAACACTAAACACCTGAAGATTTGGGTCACACT
AAAAAAGAACAATAAAATCTGGTCAAGTAAAATTGCTAGGAAGGTGCCCGCCTTGCATGA
ACCATATACATCTGTTAACTGCCCACAGGATCATTTTAAATACAATTTTCATGTATAAGA
AGATCTTAATCATCCATACAAGAACAAAAAGATACAAGAAGTCAGATATCCAATATGTTG
CTTCCACAATTAATGAGATTTTTGTCTCAGCTTTTTTTCCCCTGGAGAATTTTAATCCAA
TTTCCATTTATAACATGGGCATTTCACTTATAACTATTTCAATAAGGTATGTGTGTGTAT
ATATACTTTAATTATTAGAATAATTTTTGGTTTTGGAGACAGGGTTTCTCTGTGTACCCC
TTGTGCTATCCTGAACTCATTCTGTTGAGACCAGGCTGGTGTCAAACCCATAGAGACCTA
GCTACTTCTGCCTCAAGTGCTGAGGTTAAAGGCTCACCATGGCTAGAATAATTATTTTAA
AATAAAACTAGCACCATGGAACTCAAATTTTATACTGCATAATTTCATTACTTAAACTTT
GATTTGGAATCGTTCAGTATTTCAATAACACTACACACGTGCAAGAAACTGTAACAAGTC
CGGCCAGGTAGGATGACGTGTGTGCTGGGCAGTAGAGCTGCCTTCTATCTAGATTTCAAG
GATCCCACATCTGGACTCAACCAATTGCAGAGTCAACTAACTATAGATTATAAAAGTATC
TATTGAAAAGAAAATCACACCAGAGTCCTGACCATGTACAGACAGAGTGTTCGTGCCCTT
AGTCCAGTATAACTTTGTATTCCATCGGGCATTAGAAGTAATTTATAGATGATTTAAAGT
ATAAAAGAGGCTATGTGGCTATGAGGTCTCAAGTTGAATGTAAGGAACTTGTAAGAATGT
TGTATCTGCAGCAAGTGCTGGAATGAATCCCTGGGATACAGGAGAAATTACTTAAAACAA
GCACTTAAATCACACAACCAAAGAGGGAGTCCTGACGGTCTCTTACATTTCACTGTGATT
CACACACAAACTTTTGGTAAACAATCTACCAGACAGTTAACTTGGCTACATCTTTTAAGA
TCAGCTTTGTGATATATCCTCTAAGCTATATCTCATTATCTGTCATGTAGATATAAAATG
ATGATAGTACCAACCTCCTGCCCTTATTGCCTGGTACTTGAATGATGAAACTATGCAATA
TAAAATTTGAATTCCACTGTGCCAATTTTATTTTAAGATAATTACTCTAACCACACATAC
ATCTTTAAAAAGACTGCAGATCTAAGTTTTCCAAACATCAACTAAAAATTAAAGAATATT
AATTTATAATTTAGGGAAATAATCCTAAATGCTCAAATGATCTAGAAATCCTTACATTTT
ACTTTAAAATGTTAACACAATGACATTAAAAACAAAATCAAACAAACACAAAAGCTCAAC
CCTGTTACTTTTAAGCTGTATCTATGGGAGGATTGTCCAAGATCTTCAGTAGATGCCTGA
AACTGTCCTGAGTATCAAACACTATATATGCTAGGGTTTTGTTCTATACATACATACATT
TTTAAAGATTTATTTATTATTATATCTAAGTACACTGTAGCTGTCTTCAGATGCACCAGA
AGAGGACGTCAGATCTCATTAAAGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGA
ACTCAGGACCTTCAGAAAAGCAGTCAGTGCTCTTAACCACTGAGCCATCTCTCCAGCCCA
GGGTTTTGTTCTATACATATATATTTATAGTAAGTTAACTTTACTTCAGACACAGTAAGA
GATTAACTACTAACAAAAACTGAATTATTTAAAGCTATATTAGTGGCCTGACTCTATGAA
AATATCTTATTGTACTTTCACCTTGTGGCTTCAAGGAAACATCTTGGCAAATCCAAATTG
CTAGTATTACTAATCTTGTGCTTATGAACAATTACTGAGTAAAACAGGGATACTTGACCA
CATGTAACTCTCTGATGGTTGGCCTGATAATCCAGAGGCTTGCTAAGTGACTGTCAGGTA
GCATACCGAGTGAATATACACTAGGGATGGATGGATCATATCTACAGCAGGAGACTTCAA
CTCCTAATCAGAATAACAAACAACTTAAAACTTAGAGTGAACTATTTCTAGAAGTCTCCA
CTGGTTATTTTTGGACCAGAGCTAAGTAGGCAAGTGAAACTGTGGAAAGTAAATTGTGGG
TAAGGTGAAGGACTACTAAAAACTTAAAAATTTTTGTATTAACCTCATTAAGGTAACTTT
ATTAATATTCTTAAAACATTTTACTTAACTCCCTTGCTTATTAATCTCCTTCTTCTGCTA
TTAAGTTATCTATTTATCCTATAAAGGGCCTGGAAAATGTAACTGAATTGAGATACAAAC
ACTGTTATAGAATGTAGTAATTGTCAATCACCTCAATAAATAAGTTCCTATTACAGCGGA
AATACCCCAATTTAACAGAAGCCCTATACTAAAATACTGTGAATGGCTGTGTAAGTGATT
GTCCTTCAGTTGAGGAAAAGAATCATGCAAGCAGCACTAATCTGAACCATCTTATCTCTA
AGTGCTCCTTACACTATGATTCACAAAATGGGATACGTTTCCATATCGAGCTGCATCCAC
TGTGAACTCATCAGACTCGTAGTCCAGGTCAAAGAGGTAGGTGATCCCTTTGTTGTCATA
GAACTGTCCCCGTCTCTCGGCCTCTTCACTTGTGATCACCTAAGGAGAAACAAAACAACA
GAACAAAACAGGACAACTATAGCTTTACAGTGTCTCTTTTTATGATAGGATCTCTCTAAC
CTGTGGACTCAAAAGGTCTTTCTCCCTCAGCCTCTCACATAGGACCACAGGTGACCCTGT
GTTCTCCAAAACCACAGAATAGTACAGTAGTGTGGAACCAAAGAAACAAACTATTAACAC
TGATACAAATATTTAAAAAGAAATTCAAGTTTCTTTTTAATCTATCTTATATTATTTATC
TATTTATTATTTAAATATTTAAATAAAAGATATATAGGAAAAAGTATTAAAAATGAGGGA
AAGTGATAGGATGAGAGATTAAAAGTATAATTTGAGGTAAGTTGAAATATGGTACTTCAT
TATAATCAGACTGTGCAAGCTCTCCACCTCTGCTATGCAGGACAGAGATGAATAGAAGAC
CACCTTTATAAGAGTATACACTCTCAATATGCTCTAAAGCACAGGTTCTCAACCTTCCTA
GTGCTGCGGCCCTATACAGTTCCTCATGATGTGCTTGCCCCCAACCATAACATTATTTGT
TGCTACTCCATAACTAATTTTGCTACTGTTATGAATTGTAATATAAATATATGATGTGCA
GGACATTTGATATACGACCCTGTAAAAGATCTGCTCAACTCCTAAAGGGATAACACCGCA
CAGGCTGAAAACAACTGCTCTAAAGGCATACGGTTCCTATCTGTGGACGAGAATAGATGG
AGGCTGGTTAGATAAGAGGCGTGCGGTGAACTGTCTGGGAAGCTTTACTGTTCACAAGAG
AGTCGGGAGCTGCTTCAGCTCAAAACTCACAGCGCAGGAGGACATCCAGGCCCATCCCTG
TCACCACATTACCCGCGCTGCTGTCCTTATGACCACAGCTTCAGTTCAGCTGAAGACTCC
AACAGTGCTCAAGTGAAACATAGCAACTAAATCTGGGTGCTGTTTCTGTGCCTCAGTTTC
TTCATTGGTAATAACGGAGAGAACTGTTCTTCCATAGAGTTGAAGACTAGAAAGTTAATG
TACTAAGATGTTCAGCTGTGTCCCATCCTGAGTACTACTTTAGTATCTATGCATATAATA
TTTATCAAAGTAAACATGCTAGTATTTGGTAATTAGAGAATGGTCTGCAGCTCTAAGTGG
CCAGAGTTTAGCTTAGTGGTTTTTTGATATAATAAATGCTTTTGTACATATTTCACAATA
TCCATAAAGCATGTTTTACTTAATAATGCCCATCGTGTTGATACCAAATAGGAAAAGAAA
TTTCATTATATTGGGCTAAGTAATGAAATAAATGTAACTTCTAAGTTTCAATGTCACCAT
GTATGTAGGTAGCATGTATGACTTCCTTCTTAGGACTTTTGCATAAATATAGTTGTTATA
TTTTAAAATTATATTTAAAAAATATGCTTTGGTCAGTGGCTATGAATGATAACTATTACT
ATATTATCTATTTGCTCATATAAAGTTTTACATTTCTAACTATGCCAATGAACCCTTCTC
CTAAACGTGAAAATGGATTTCTACATATCCGCAAATGACAACATCAAAATATATCAAGTA
TTTACATTAATAAGTTAGAAAGTACAAAGCTCATAAGCATAGGATGAATTTAATGTACCT
CTCCAACATATTCCATGACAAAACTCATTCTTTTAATCTTCACAAGGGTTTTTACACCCC
AACCACAGCCATTGCTAGTTCTAAAGATGCACAGTGAATATTGTGTGCCTTTTTGTACAA
TCCTATTGGGACATTCAGGTCCACATCGACACCTTGAGTTGCATTCGTAGATGGGAGTGC
CTGGTTGGATTTTAATTTGTTGCTTCTTATTATAAGCCAACACAACTCCAGCTTCAGCAG
GACAACACTTGTCAAAGAAGCAGTCTGTACATGAACATCCAAAGGTGGCTTCACTGTTTA
TGCTGATCCCGGGAGCTGGCCTGTACTCGTTAATGTAGTAGAAGTCTAAAGGTGGGCCCT
CCAAGTCAACAGTGTTTTCAACAAATATCATCCCCTTATGGTTCTTTCTTCTGTTGAGGT
AATCTTGCCATCTCTGCAGAGCTATTCTTTGCTTAGCTTTCTGTACAATATACTCAGCAA
TTGCAGGTTGCAAGGATTTTGAATTGACAGCCTTGCATTTCCTTTCCTGAGCTAAGTAAG
TCTTCTTGTCATCAGAGAACTGCCGCAGGAGCTGTGGACACCTGAGGTTTCTCAAGGGCT
CCCAGGTGTTTGTAGAATCTGGCCATCCTTTCCATTTTACAAGATAATATTCCACACCCT
TAAAGTAGAGAAGAAAACACAAATCAGATTATGGCAGTCTCTATAATGGCACTTCTCTTA
ATTCAAACTGCACAGAGTCACAAGTTTCTAAGAGAAAAGTGCGAGTCATACAAAACAAAC
TTTTGTATGCTATGTGAAACATAGAATTTAGTGGACTGTAACAACTAACAACAGGCCAAC
GAGTCCTAGCCAGGGAGAGATAAAGGCACTGAAACCTATGACTGTTTTACCAACAGTATT
AGGTCAAACAAAGTAGTTACCTTGGTCATGGAAACAGGTGGTCCCAGAGCAAACACTAGG
CTAGTAGCTCATGGCTAGCACAGTTCCATGCATTCTCTAAAGGTGTGGCAACTTCTATCC
TTCAGTGTCACGGCCAAGTATCCCTTAGCTGTTCTAAAGATAAGCTGGGTAAGTTACTGC
TAGCCACAGGTAGCTAATGAGAACCTGAAATGTGGCTACTCTCAAATGATAGACTTTGTG
TATAAATAGTGTACTGAATTTCAAGAAAATAGATGGGTGAGGGCAAACTATCTTTACCTT
TAAAAATGACTGTATGTTGAAATATTTTATAGATACTGAATCAATTACTGAAACCAATTG
CTACCATAAATGTGCACTGCAGTACACATGTTTCTACAAGTCATTAATATTCTAGTGAAT
GCTGACTAGTAAAAGTTATGAGTGGCTTAAGTAGCTAGCAGGCATGAAGGACAGCAAAGA
TCCACTTTTTATCACCTATGTACTGGCCATTATGGTTTCTGAAATCTCTTTACACACAGT
GGCTGTTTTCTTTCCTCAAGGTCAGCAGATGCCATTGCTATTTAGAATTCTAAAGTGATG
TCTTTCAGTAATCAGTTCTTCATCTCAGGATAGCAAGCACATATCCACAGGACCAGAGTA
AAGCCAGAAATGTTCTTGAAATATCAAAGTGTGTATATGGGGTGGGGGAGGGAAGGCTCA
GTGGTTAAGAACACTGGCTGTTCTTCCAGAGTACCTTGGGCTCAATTCTCAGCACCCACA
CTGCAGTTCACTGCAGTTCACAACTGAAACTCCAGTTGCAACACCCTTACATAGACACAC
ATGCAGGCAAAACACCAATGCACATGAAATAAATATCGAAGTGATTGAACATCATTTAGA
TTTTTTTTTAACATGACATCTATTTCTGTGTATATACTTATGTGGGTGCTCGTGTCCATG
GTATGGGAGTGCAGGCTGATGGTAAGATGTAGTTCTCTACGTCCACCAGTGGGTCTCAAG
GATTAAATTCAGGTTGTCCACCTTGGTGGCAAAGGCCATCCAGCTGGTGGCTATTTTCTG
AACTTGTAGATATTTGTAATACATTTGCCTATGACAATTTCAGTAACTTTTACCATAAAG
CAGGGATAGACAATAGCTTTTTTACTATTAATTACCCCACCCCCACCCCTACCCAGCATA
CACTCTATTACTAGAGCTTAAACTCTGGGCCTGACACACATCCATACTGAGGTATAACCC
CAGCCGTAACCCAAATTGGGTTCACAAATAGTTGCACAGCCGGGCATGGTGGCGCACGCC
TTTAATCCCAGCACTCGGGAGGCAGAGGCAGGTGGATTTCTGAGTTCGAGGCCAGCCTGG
TCTACAAAGTGAGTGCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAAAAAC
AAAACAAAACAAACAAAAAAAAAAACCCAGAAAAACAAAACAAAAAAAAGTTGCACAGAG
GGCTGGAGAGATGGCTCTTCAGTTAAGAGCTGGCTGCTCTTCCAGACGACTCAGGCTCAA
TTCCCAGCACCCATATGGCAGTTCACAACTGTCTGTAATTCCAGTTCCAGGGGATCTGAC
ATCCTCACACAGCATGCATGCAGGCAAAACACCACTGCACATGAAATAACAATAAATAAA
TAAATAAATAAATAAATGTTGCGCATCCACAAGTGAACTTACTTTATCGTCACTATCAAT
ACCTTAATGTTTATTATGTCCTACTCATCCGTCAGTAATTCTTATGAATTGAAAAACTCA
GTTTTATTTGGGAAACTGTTCATAATATATTGGGTTTTTTTCTGTTAAAATGTGTTTAAG
ATGTGAGTATAATGTAGCATATACATTATATTTACATAAGTATGTATGATCATCTCTGAG
AGAAGAAATGGAAAGCCTCACTATACAACAGTGTGTCAAGATGAGCCTCACTAAGGCCTA
AAGAGTTCTTCCTCTAGTCAGGTAATGATAATTTGGAACTGTTGGTACTAGATCTACTTA
CACGGAAGTAGATATGAGCGCCAACTGGCATTGTCTTAACTCTCTGTAATTCTTAAGGTT
TGACTTTTGACCTCAGAAGAAGGCAGTGACACACTGGTTCTTTTACTGCAGAAAACAATA
CAAGTTAAGTGCTGACACCAAGTTCATAACTAAGTCACCACCTGAATCAAACTTACCACC
ACTGAGGCTCACTGCCCAGATGACTTCCTCACTGGTTAATCTTGGATAAGGCACTTGTAT
TTAAAATGACCAAGGCTTATATATTACCACATTGGTAACTATTCAATTTCTGTACCGTAA
ATATACTTATTTATACTTATACAGAATAGATAAGCATAAGAATACAGAATTGATTTTGAC
AAACACTTTGGAAATTTTTTTTATCTCTGGTTTGTAGCCTTATTTTATAAGCATATTTTG
TTTTTAAAATCTGAAAGAGATTTCTAACTTTGAAAAATAAAATTGCTTTATAAAAACCAC
TCACTTTTAGGCAAATTTAATTAATTCAGTAACCTACAATTCCAAATAAAAGCTAAAAAA
CTTTGGCTTTTATCAGATCTAGGAGGTCTGATGAACTACAAGGTGTAAAATCCCTCTGGG
AGGTAAGGCAGTATGTGAAATAGACATTAATGCTTCCGTTTCAATATTAAATACCAAAAT
AACATAGCCATACCATTAAAACAGTAAGAAGAAAATCTAAGTCACATAATTTTTAAAAAG
TACAGAGGAAAGTAGTAAAAACTATACTGTCAAAGACTGACGGGTTATTTTTATGAATGG
AACATAGTAGGCTAGATAAAAGCAAAACCTGTGGCTTGTAAGGAAGCATTAAAAAAAACA
AAAACCAAAGTTAAGAGATGGTGTGTCTAGTTTTCAGCTGAGAATGTGAAAAGGACAATG
CTATGCCAACAAGTAACTGTGGACAACCGTAGGCACCTGCCTCAACTTTACTGCTGGCCA
CGCCAGTACTTCTTACAATTCTTAGAAAGCATGGTCCCTGAGAACCTTAAGTACAAGTGC
ACTTCACTCCGCTTTACAATCTAACTGCCAAGCCAACCAAGTCTTCTGACCTGACCTCTC
TACAGCAGTAGCCACAACCTCACACTCCTTAGGGGCAATGTATGATTTTTCTCTGTATTT
TTGTTTTTGTTTTTTTTCTACTTTCTTTATGGCCATGGCTTCTTGGTCCCTCTTTGTATT
AGATACTTGTTTCTGTTTTTGAGACTCTGAGAAACACTCTAAAGCCATATGTCACACAGG
CAACTCGGGTAACTCCAGGTCACTGAGATTCCAGCTCTAACACTCCTTCTGGGCAGCCTT
CTCACCTCACTATGATACAACAATCATATGCTGATGATTCCCAGACTTTACCTGCTGCTC
AGATAGTCAACAGTCTCCTGACGCCCAACCATGCTCAGGAATTCACCTGCTTTTCCTAAA
CCCTCTTCTGTATGACTCATCAAGGTGACCCTTATCTACCTATTGACACAAGCTGAGAAG
CAGGTAGGCTATCTTAATTCCTTCTCTCTAATCTAGTCTATCATCAAGTCTCATTAGAGA
TGGGCTTCTTCCTACCCATCTCCATTACAGAAGATTAGTTACTTTTGGCTCTCAGTTCTT
ATCTGGATTATCATACTAATCTTCCAGATTGTCTCCCTGCCTCCAAACTGGTAATTCTCC
AATCTGTCCTTCATGATGAAAACATAAGGTTTATTTTATAAAAACAAAAAATCCATAGAA
CCACTTACTGCTCTATTGTGCTTTGCTTGCAAATTCCCCTGCTGCCTACATAGAGGTTCA
ACCTTCCATTTATAACAAAGTCTGGCTGCTGGGGCAGGGTAACATCATAGTAGAATGCTT
GCCCAACATATCCAAGGCCCTGAGTTCTATTCTCAGCAACACAAAACAATCCCAAATACT
CCCTCAGTTGGGTTTAGTGGTTCACATGTATAGTCTCAGCTACTCCAGAGATAAAGGTGT
GAGGATTATTTGAGATCATAAGTTCCAGTCTGGACAACACAACATCTATTAAAAAAAGTC
AGGGCAGGAAGATGCCATAGCAGGTAAAGGCACACCAACTCCAGGCCTGACAACCTGAGT
TTGATCTCTAGTCCCCACATGGTGCAAGGAGAGAACCAACTCAAAGTTGTCCTCTGAACC
CTACATATTGCAACTCTAGGTTTGGAAGGGCAGAGAGGCAGATTCTGGGAGCCCAATGGC
CAGTCAGCATAACCCAAATGGAATTCATCTGGCTCAGTGAGAGATCCTGTCCTAGAGGAA
TAAGGCTAAGATGGATGGTCTTTCTGTAGCTTCCACGCGTGCTCACAGAACCCCGCCCCC
CCCAATATAAATAAATATATGAAAATTATCTTTAGAATGAGCAAAGGATCTGAATAATTA
GTTCATCACAACAGATACAAACGTCCAGTAAGAGAATGATAAGATGTTGAACATCATTAA
CCTCCAGAGAAATGTAACTAAAGGCCACAATGAGATGTACTTCTCACAACAATCAGCTAC
AGAGAAACTAATGCCCATACTCTGCTGGGGTACAAGCATAAGGGTGCAGAGCTCTGGAAA
AGGTTAGCAGTTCCCAAAAAGAGTTCAACAAAAATATCTAAGGACCTAGCAATTCCACTC
CAAGAGAAATGAAAACTATGTCCATACAGTAGTTTGCATATGAACATCATAACAGCATTG
TTTATAACAGCCCCCAGATGGAAACAACTCAAAATTTGTCTGTCCCACAATAAATGTGAT
GCCTCAACACAACTGAACATATCTGGCACAGAAAGGGAAGAAGTAAGATCTTACACTACC
TGAGAGAGCCTTAAAACATTATTCCAGGCCAGGCCTCTGGAACCAGAGGCAGGTGGACCT
CTGTGAGTTTGAGGCCAGCCTGATCTTCAGAACAGAAAAGGCTACCTAGAGAAACCCTGT
CTTGAAAAACCAAAAGAAAAAAGAAATTATTCCAAGGATGAGTCCAGTGGTGCAGACTTG
TAATCTCAGCTCCTCAGATGGCTAAAATGAAGAGGATTCCATGTTCAAGACTCTTCTGGG
CTTCAGAGTGAGCTCAAGGCCAACCTGTGCTACTTTAGCAAGGCTTCATTTCAAAATGAA
AAATTAAGGGCTAGGGACTATAACTCAGTGGTAGGGCACTTACCCAGTTCATGCTCCATC
AGTGAAACTGGTAACTAAGATGCAGGTATTAGACATACACTGAGAATGACAGGAACACGA
TGCATCACTGTGGAAGAGCACCTGCTCCAGAAAGATGAGGACCCAAGTTCCAGTCCCAAA
GGTCATAAGAAGCCAAGGAAAGTCGCATGCACCTCTAATCCCAGTGCTGCTGGACACAGA
CAGGATTGCTGAGGTCTGCGGTCTCCCAGCCTAGCTCAGGGTTCAACTAAAGACCAGGTC
TCAAAGCAATCAGGCAGAGTGACAAAGCAGAACAACAGAGGTCCTTCTCTGGAACACAGA
GCTGGAGGAGAGGAAGAAGGGGATGGGACAGCCCCAAAACTCTACAGAAACAGAAAATAG
ACTTAGCAGTTTCTTAGGGTCAGTAATTGAAATTTGGGCAGCAGTGGTTAGGTTTGGAGA
TTCTGTTTAGAGTAATGAAAGAATGCTCTAAAATTGACTGACTCTGTGAATAAACCAAGA
TTTGAACTGTGTACTTTTAAGCAAATTATATCTCAATAAAATACTATTTTTAAATGAATT
AGAAGTAAAATAAAAGAACTAGCTGTGCGAGTAGAGAAGGAAGGCCAAAGGGACCCAAAG
GTCAGAAAAGATGTAAATACAGTTTACTGATTCAGAAAGAGCTTAGTATTAAAAAGACAC
TAGCTGGAAATATACGTTATGCAAATAATGCCCGCACTGACGAGGCTAGAGCATGGTAGC
TGTGAGTTCAAGGTCAGCCTGGGACTAAATAGAACAGAAACCAGAGGTTTAGGCAAAGCC
CTAAGGAAGTAGACAGTGAGAAAATGGTGACATTTTTGAGAGACTGAGGACAGGGATAAC
TAGTGATGGAGGTGAGCTGAATGTTAAAGGTTACACTAATGGAAGGAGGGGTGCCTTCAG
CTCAGTGTGAGAAAGTAAGGGGAGAGGAAAGAACCAAAATAGTAACAAACACTGGGAAAA
CCAGGCACAAGAAAAAAGCAACAGGGAAAACCCTGTCCAGTAGAACTGAGCAACATGAGA
ACAGGAGAAATTTGGGGGTTTGCTGTTTTTCTTTTTTCCACGTGTGGACTGAAAGCATGA
TTGGAGCTTTATGTTTGCTGGGCTCTAACACGGAGCTGTAGTTTCCTTTAAAAACGTTCT
TAAAACTAAGTTTTAAGGAGCCTAAGTTGCGCAAGATGGGCATGAACTTATGAGCTTCCT
ATTTCAGCCTTGCTAGTCGCTGGGATTCCAGGGCTACCAGGTCCAGCAGGCACAGCTTAA
TGGAGTTAATGCATATGATCAAACGATACTCTCAGCTGGACTGCTCAGTCTAGGGCTCGT
AAACCACGATGGCACATGATTAGGCTCTTTTACTTACGAGCAGGATGCTGAGGGTGTTGG
GAGAGATGCTAGACCAAGATCTCTGTGCTGGGGAAGGCAATGCTACCACAGGAAGACAGC
ATTTCAAAGGATGAAATGCACTTAAGCTCAGCAGAAATGAAAAAAAAAAAAAAATCACAT
AATTTATGTAGGACTCCTGATTATTTATCTGTAAGATCTTAGATTACTGGCCAGTTCTCA
GAGGAAGGCTACAAGTAAATGGATTATGGAAACTATAACTATGGGATTTAGGTAAAATAG
ATTCTTGGAAGAACTAATTTGCTCACATTGTAAGCTATGAAACAGTGGACTGAAATGATC
ACACAAGTCAGTCCATCCTATCACACCACACCTGTAGGGCACCGAGTCAGACAGAATGCA
GGATGCTTGCTGCTTCTCCTAGAGGACATTCAATATTCTAGAGCTGGCTTGAAACCTGGG
TTCCTGCCAGTGATAGGAAATAGGATTCAGGAACAACACGAATTGCAGGACAAACCAATC
AGGCCTAACAAATTTGCTCTGGGAATCCATATGCAAACAGTCAAGAGTTGGATGCAGGAT
ATAAACACCCTAAATATTCTAATGCAAAAGCATTTGACGGTTCAGAATCCCCTCAGTGTT
GACCGAGTAACTCTATATCTTACAACGTTAAACAAGAAGAGCTTCACTTATATTGAGGCT
CTTTTTATGTTAGAGAAACATGAAACACTGCAGTGTGGACAGGTCTCTGCCAAGGGGCTG
GACATTGCCTTACCTTTGCTACCTTGTAGTCACACAAGTACTCCACCTCATAATTGTTTA
GATTCCTTTTGGTGATTCCAATCGATTTACATGTGAGCTTTTCTTTTCTACATAATTCCT
GGAGAGTATCAAGTGAAACTAGGCAAGGCACACACCAGGCTACAATAAGAAAATAGAATT
CTTTACCAATAAAATAGCTACTAGGCTGAAACAAAAACTTAAAACCCTCTCAACTGACAA
TGTTATAGTCTAGAAACACATATAACAAGAAGCTACATATGTGTGTTTAAGAAAAAGTTA
TAGGATAAAGAACTAGTTTTGGTAAATTGGTTTACTTTCCAGTGGACATCTATCCCACTT
TTACCCACATTGCCTAATTCTTGCTTGGCTAATTAAAATATTTCACATCTAAAATTTCTT
AGGGTTACATATAAATGCGAAGGTAAAATGAAGTAAATTTTTTTACACAGAATAAAACTG
TTCTCCTAATAAACAGCTAAGACATTTTGTTAGAAATATATCTAAAAGATATTCTAAAAT
GGCCACAACTTAAAAGTAACTTCACTTCTTTTAGTCAGATGATAAGAATTTAAATATGAA
ATCCATATCCTACTTTTTCCATTTTGTAAAAAGTCGAGAGATTTTAGCTTCATTTATTTT
GTGCATGGTAAAATGTATTTTCATCATGCATAAGCCAGAGAATTCTACTTTAAGTGGAGA
GCATAGTGAGCTTTGTAATACTTGTTTCCTACAGTTTTCAAGCCAGCAGTTACAAAACAG
AATACAAGGTGGAAATATTCCATAAGCCAGACTTGAAAATCAGACATACTAAACAATACC
CGTACGGAGGCCAGAAATGAACTGTATTACATCCTGGATTTAAAAATATAATCACACAAC
TGATGTCTAGAAAAATGTAACAAACTTCACTACCCCTACTATCAGGATAAATACAAGATG
ATCAAAAGTCCTCTGCTCTACCCGTTGGTGGGTCACCTAGCTACACAACTTTGGGAAAGT
CCCAATCTTTTTGTGTATGGGATTCACTGGAAAAAAGTGTGTTTTGTTGAGAACAGAGGT
GACCAAAGAAAATGTATCTCTAACTCATCAAGCTGTCTTTAGTTCTCCGAAGTGGTGGGC
AAAAACCTTTTTAAGGTAAGTTTCCAGGAAGGGACAGCGTAACCGCTCAAATTTTCCCCG
CAGTCCTTCCTCATCCTTCCCAGTAAGGACTTCATTGTCAGAAACCAGTGAGGATAGCTT
CCGAACTCCAGTGACTGCAAACAACTCATATTTCTGGCACCTGCAAAAAGACTTTCCTTC
AAATTTGCCAGAATACATTTATTTGCTTAGGTGTGGCGGTTTGGAGACAAGAAAGCTGTA
AAAAACGTCTCATAAATCGCTTCTAAAAATCTTAAGGCTGTTTTGTCTTAATGCTAATCT
CCTTATGCTAATCATCTGCAAAGGAGAGTCCTCTTGTTTATGTAACCAAGTTGTTTGCTG
TTTTATTTATCTTTTCAATTTTTACCCCTAGCTGAGAATCTGAAAACACAACACTATAAT
GGAGGGTGGTGTTGAATCGGAGGATCAACGTACATATATTCGTATGAAAACGTCATAACG
AAGCGTTACGTGTAATTACAATGCACCGCCCCTCGCAACAGAAATGCTACATTTTGGGGG
CATCTCGAAATGTTAAAAAGAAAAATTGCCAACACTTGGTTTACAAAATCCCACAGCCAA
AAATGATGAGAGGAAAACGCCTCATTGTCTAGATTATAACATCCCGTTTATAAAAACCAT
TCCACCATCCCATCCCCACCACGCTTCAAGGAGGCAAGAGCTACCTACGGGAATAATAGT
GTCACCATCTGGGTGGAGCGGAGGAAAGAGCTGGAGAACAACCTTTTCATTCCAGAAGGC
TTTGCACAACCCAGACTTTCAAAGGGCGCGCGACTCGAGCGCACGCACGCGCACTGCGTG
CCCCGGCTTCAGCATCCACAGAAATAACCTGCAAGTTCCAGCCGGGCCCCCCAAAGTTTC
CCGGAGCTCAGGGCTGCGTGTGCAGGCGCTTCACGGCGAGGCCAGACCCGCTCGAACGCA
GGCACCAGGGGATTCCCTTTCTCCAGCACCGCACCTCAGCCCCGCCACCACCCCCAACCC
CCGGCTCGGAGGTGGCGACCGCTACCGCCGCAGCGCGTGTGCTTTCCTGCTCACCCTTGA
ATAAGGCACCTCGTGCACACTCGTCGCCAAAGACCGCGGCCCGCGGAGCTCCGGACCACG
CTCGCTGGGAGCCGGCGCGCCTCTCGCCCGCAGACGGCCGCGAGCGTCGCGCCGTCAGGG
TCTCCGCGCGGCGGCGTCTCGCCGTTCGCCTGGCCTTGGGCCTCGGGGGCGGACCTGGAG
CCCGGTGACACCGCGCTCCTGCCTCACTGCCCCGTGCCTTGGCCCTGGCCGCCGCCATCT
TGCGGAGCTTTCATTCAAACTGGCGCGGTCAGCCCGAAGAACTCAGCTGGCCACACGCCC
CGCCCCGGCCCGCCAGGGACTCCGGAGCGGGGAGGCTGAGAGGAGCGAGGCGTTCTGACG
TCAGCGGAGACCGACCCCTGCGGTGGTAGCTACCGCGCCTGCGCCGCACGGTGGGGGCGG
GAAGGGGCGGGGCCTTCCGTGGAAACTGGCCCTGCCCGTCGCTGGCTTGTTACTCGCTTT
GACTTCGGAGGTCGCTTGCCATGATTCTTCATGCGGTCCCCTGAGTCGCTTCACAAAGAC
CTGACGTGCCCGCCACAAAACGCAAAATAGGCTGTGCGGGGTTAGTGTGCGCAGGTAGCT
CCTTTCCCACTCTTGTTCCTCAGCACTTCAACCCAACGAAGCCCCACTACTTTTCCTTTC
ACTCCACACCACCAGGACTCAGGATCTTAAAATTTGACTGCATGTTGGGTTCACCTGGAG
AGGTGCTGTCTGTTTAAACCACTCAAAGAGATTCTGATGAGTTGATGTGGCCATGTAGCA
GCTGGACTCAAAGGAAAAGCCTGACAATTGTGAGAATCCAACCAACCCCGCCAAGAACCC
TCTTAGTTAAGGCAAACGTAAAAGGTACACTTAGGACAAGGACTTACTAACATTAACAGA
CTTAAGCTGAGGGCAGGTTTTAGCCATATATGCTTGGGGAGAGTCAGGTCGTTCTCGGTT
TTACCACTGTAAATCTGAAAACTTGTAAGAGGAACCATTATACACAAAAGACCATCGGCA
ATTCTGTAAGCCAGTCATGTCAATGCTATTCACAAGCACATACTGCCTGTCTTCTCTTCA
GCCAAAACAGCCTAGCTGCCTTGACCTCTCCATTGCTCCCCTTCCAGCCACTTCCCACCC
AGCTAAGGAGACTTTAAAACAGAAAATGAAACAAGCCTCAGACTTGCTTTGTCTGAGAAG
CATGTTCAAGTCCTGACCCTTTTGCTTCCACTTTGGTGAGCTGGAATTACAGGTGCTAGC
CAAAGCTCCCTTCTCCCCCAATAAACACTTTAAACTGGAAATCACGGTCTAGATCAAAGA
ACTGACTGACTCCCCTTCATGTGCTGCTCCCTCTCACGTGACTAGATTTAACTCAAATGT
TACTTCTTCAGAGGCCACTCAGGCATTCTGTCTGGCTTTGTTCTCTAGCTCTTCTTTAAA
AGCTTTTGTCAAAAAACGGTCAGGGTAGAGTCTTACAAATATTTTTGGTCTTGCTAAGTT
TTATTTTAAAAATTGGCAAAGGATGCTGGAAGCAGAGGATAGCTTGGTGGAATAGCAGTT
GTCTGATAGATCCAAGGCTCTGTGTTTTTTTGTTTGTTTTTTAGACAGGGTTTCTCTGTG
TAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGGCTGGCCTCGAACTCAGAAATC
CACCTGCCTCTGCCTTCCGAGTGCTGGGATTAAAGGTATGTGCCACCACTGCCTGGCTCC
CTTGTTTTTCTTAATTCTAGGGCATAGAGTAGAGCCAGCCACTCCAACCTTCCTCAGTGT
CTACTCTCTATTCTCAGAGTGTAGAAGAGTAGGCCCGAAGCCTCTCAGGAAACCCATGAA
CACAGAACCCCAGTCTTCCCTGTGTAACAACTTTGTCTCCTGGTGACATGGTTAGCAGCT
CTGCAAGTGTTCTGTGATCTTTACACACTAACCTGCACAAAACACACCTCTCAGAACATG
TCCTCCTCGCTGAATGGCACCAAGCACTTTCTCCCGGATTCCAGGAATGCCCTGTCATTT
GATCTCTGTGGTTTTTCTCATGGATGTACTGTAATTTTCCAGAACTCATACAACATGTAT
CATATCCTAACAGAGGAAAGTATATATTAAAACATAGCTATCTCCTGGTCAAGCAAGATG
TTAAGAGGCTTGAAAAGAATACACAATACCAAACACTTCCTGCTAGAGCTTCTGTTTCAA
AAGTTTTTATAAAGATGCTATTCCCATGAAGAACGTGCTCAATTACTTTTTACATTTTAA
AGTTATTTTAGCCGGGCATAGCGGCGCATGCCTTTAATCCCAGCACTCGCGAGGCAGAGG
CAGGTGGATTTCTGAGTTCAAGGACAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAG
GGCTACACAGAGAAACCCTGTCTCAAAAAAACAAAACAAAACAAAATAAAATTATTTTAA
AAATCTATTGAATAACTTGAAAACTCTTTAACTGTCTAAGAAGTTGTATATATTATAAAC
AAAAGCTCTTTGGATTATCAACTTTACTTTTTTAAGGGACAGGATCACCTCAAGTTTTCC
AGGCTATTTCTGAATTCCTGGGTTCAAATGACCCTCCTGCCTCAGCTTCCTAAATAACCT
AGACTGCAGGGCAAGGCCATACTGCTTGGTCAAAAGAATTTGTAAGAAGGTAAAGGTCCT
GAGATTCAACCGAGGGTCATGGTAAACATCAGCTATCGATTGATTTGGAAGAAGAAAATC
AGAAGTTGCTGGCGGGGGGTGGGGTGGGGGTGCAGGCAGGCATCATGCTCTTTGGGGTAG
AAGGAACAGATTAGGATACGCCTCAATTTTCATGACCATTGCTGAAAATGTGATTGAACT
GCGGAGCCTGTCTTTTCCAACTTGAATGTTCTCTGAGAAATAGAGTACACTGCACACTAG
ATTAAAAAGGTGAATTTAGGGCTGGAGAGATGGCTCAGCGGTTAAGAGCACTGACTGCTC
TTCCAAAGGTCCTGAGTTCAAATCCCAGCAACCACATGATGGCTCACAACCATCCGTAAT
GAGATCTGACGCCCTTTACTGGGGTGTCTGAAGACAGCTACAGTGTACTTACATATAATA
AATAAATAAATCTAATAAGTAAATAAATAAATCTTTTTTTAAAAAATGTGAATTTAGTGG
GGCGGTAGTGGCGCATTCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCAGATTTCT
GAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTTATACAGAG
AAACCCTATCTTGAAAAAGCCAAAAAAAAAAAAAAGTGAATTTAAATAAGCATATAATAT
ACTTAAAATATTAAGTTGACAAAAATATAAGTTCAAAAAAATAATCTGAATATTAGTCTC
AAATTCACTAAGTGGTCAGTGCTGCATACCCTTAACCTCAGCACTCAGGAGACAGAAACA
GGGGGATCTCTGTGAGTGAGGCCAGCCTGGTCTACAGAACAAGTTTCAGGACAGCCAGGG
CTACACACAGAGAAATCCTGTCTCAACAAAACAAACAAAACAAAACAAAGATTCACCAAT
TATTCAGAACTGAGACTATGTAACACAGAAAAATTTAAACTCTAAAATCTATTTCACTAC
TAGAAAACAAAAACAATATACATCATATTACTCTCTACCCAGCGTTGCTACTCAGATCTG
TGGTGAGGCTCATGACGTAATAATGAATTAAAGCAGATGAAGAGTAGCATTTGTTGGATA
TTGTGCTGGATAGCTTTATGTCAACTTGACACCAGCTAGAGTCATTTGAGAGGACAGAGC
CTCAATTAAGAAAATGACTCCATAAGATCAGTCTGTAGGCAAGCCTGTAGGACATTTTCT
CAATGATGTGACTGATGGGCAAGGGCCCAGCCCTTTGCAAGTTGTGCTATCCCATGCTCG
TGGTCCTTAGATCTATAAGAAAGCAGGCTGAACAAGCTAATAAGCAACATCACTCCACGG
CCTCTGCACCATCTCCTACCTCCAGGTTCCTGCCTCGTTTGAGTTTTTGTCCTGTCCTGA
CTTCTTTTGATGATGAACAATGATGTGGAAGTGTAAGCCAAATAAACCCTTTTCTTCCCC
AGTTGTTTTGGTCATGAGGTTTCATCGCAGCAATAGAAACCCTAAGACAGGTATAGATAT
TATAATGTTCACTCACTGTCATTTTAGATAACTTGACTTTTTTTCCCAAATAACCTGTTT
TGATTTTCCTTTTAGCACTTAAGAATTTTTACATATGTCAAAGCTATCAACCTATAATGA
AATATCGATTGAATGCTTGTATCCTCTCATCTCTTAAATCACATGTTAAAATTCCACTTT
TCAATATGTATACTTAGGAAGGAGCCTTTGGAGGTAACTGGGTCACAAAAGTAGAGCCCT
CATTGATGGAGCTGCATCCCCGTAAAAGAGACTCTTGGTTATGATCCCAGGACTTGTGGT
TCTCCTATTTCTATATTTGGTTATATCCTTTACACACCTTTACATGGGTCATGCATTGGC
AAACTTATAATTTGATGGGCTGGGGATATGGCTTGAGTAAGTAAAGTGCTTGTTCTACAA
TTGTGAGGCTCTGAGATCAGATCTTCAGCACACGGGTTTAAGAAAGGAGTCAAGTTTGGT
GGCTCACACCTGTGTTGTGGTTTGAGTAAGAATGGCCTCCATAGGCTCATATTCTGAATG
CTTAGTCACTAAGGAGTGGTGGCACCATTTGAAAGGATTAGAAGGATTAGGAGGTGTGGC
CCTGCCGGAGAAAATGTCACTAGGGGTGGGTTTTGAGGTTTCAAAAGCCCATGTCAGACC
TCCTTCTCTCTTCCTACACCCACTCCACCCCCACCAATCTGGATGTAGAACTCTCAGCTA
CTTCTCCAACACCATTCTGCCTACAAACTGCCATGATAATGAATTAACCTCTGAAATTGT
AAGCAAGGCCCTAATTAAATGCCCCTCCCCCCATCTTTTTAATAAGAGTTGTTCTGGGGG
CTGAAGAGATGGCTCAGAGGTTAAGAGCACTGACTGCGGGGCTGGAGAGATGGCTCAGCG
GTTAAGAGCACCAACTGCTCTTCTAAAGATCCTGAGTTCAAATCCCAGCAACCACATGGT
GGTTCACAACCATCTGTAATGAGATCTGATACCCTCTAATGGTGTGTCTGAAGACAGCTA
CAGTGTACTTACATATAATAATAATAATAATAATAATAATAATAATAATAATAATAATAA
TAATAATAAAAGCACTGACTGCTCTTCCAGAGGTCCCGAGATCAAGCATGGTGGCTCACA
ACCATCTTTAATGGGATCCGATGCTCTCTTCTGGTTGGTCTGAAGACACAGTCTACTCAT
ATAAATAAAATAAATAATTCTAAAAAAAAAAAAAAAAAGCCCGGCGGTGGTGGCGCACGA
CTTTAATCCCAGCAGTTGGGAGGCAGAGGCAGGCAGATTTCTGAGTTCCAGGCCAGCCTG
GTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTATACAGAGAAACCCTGTCTCGGGGGGG
AAAAAAAAGTGAAAAGAAAAAGCGTTGTTCTGGTTATGGTGTCTCTTATCAGTAATAGAG
CAGTGACTAAGACACACCCATCTTCTCAGCACTGAGACCCAGTAACTGGGGGCTCCGTGG
TCAGCCAGTCAGTGAGCTACAGGTTCACTGAGAGACTTCATTTCAGAAAAGAACATGAAG
ATTAATGAAGGAAAATACCACTGGCCTCACATAGGGGGCACACACTCACACAAGTAAATT
ATAGTTTGACTTAAATGTAAATGAAATTAATATGGAAGAAAGGAAATTTCAAATAAGTCT
TTATATACTTTATTATAGAAATAATCTACTTTGAATTAACAGACCATTGTTATTATATTT
ATTACTATTTAGTATGTGACTATCTATGCATGTGTTATGATGTAAAGTCAGAGGAAAACT
TGAAAGGTTTCTTTCCTTCTTCCGTGGGCTCCAGGGATCTAAATCAGATCATTGAGCTTA
GGAGCAACTGCTTTGCCACACTAAGGCATCTCATAGACCTTCAAACCTACTGTGCAGCGT
GCTAGACAGTAAATATTTTTTCTTTCTTTTGTTTTTTTTTTTGTTTTTGAGAGGGTTTAT
CTGAATAGCCCTGGCTGTCCTGGAACTCACTTTATAGACCAGGCTGGCCTCGAGCTCAGA
AATCCGTCTGTCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCGCCATCACTGCCAGG
CTGACAGTAAATATTTTAACTTTGTGGATCACACATCCTGTTACATAGCCACAGAGAACA
CATGACCAAGGCTATGTTCTAATACAGCTTTACTTATAAAAACAGGTATAAGATAGATCT
GACCTATAAGCTCAAGTTTACCAACCCCTGATTTCTTTTAAAACACTAAAGGCAATAACC
ATAAAATAAAATCCTAAAATATTTTCCAAAGCACAAATATTTTATATTAGGAATTGAACC
GGTTCACCTGGCATTTTTCTTAGTCCTGAGGTCAGATGTCATATATAGATATCTTTCATA
TATAGATATCTTTCATATATAGATATAATCTTTCAACATCACATAAGTTTACACAAGAAG
CAGCAAAGTACTTAGTCAGGAATTTATACTTGAAGTTGTCTCCTTATTTAAAGATATGCT
TTCTATTCATTTTCTACTGATTTGATACAAAATTATCATGCAAACATTTACCTTTGCCTT
CTGCATCTTCAGGAACTTCTAAAGGGTACTGCCATCTCCTCAATAAAGATTTCTAATAAT
AAGCCACATCCATACGGTTTGAAGAAGTTATAGACAATATAGCTTAGAAACTTACTATGG
AGTTATGGTTTTGTTAGCTTGTTTGAAACAGGTTCTCTCATCATGCTGTCCAGGTAGGTC
TCTAATCCTGCCTACTTAGCATCCCAACAGCTCCAACTGCGATACGTACTACCATGTCCG
ATGGGAAAGGTTGTAAACTCTTCTCTTGGGGGTACAAATCTAGACATATTGCCCACTGCC
ATGTGGTTAGTAGTCACTTCTCTATAATCCTTTCTGTTATATCTTGGTCTCCCATGAGCT
CAGAATCCAAGAGCCAAAATACATAATTACTCCCTTACACTCTGTGACTGTTGGTCCTAT
GAGTAGCCAATAGGAGCTTGTGGCAGACCCTTGGACGGACGGTGCATCTTTCTTTGGCTC
TTTGCAGAATCCTCTTTGCTTCCTGTCTGTCACGTGACGGCCCTTTCATTGTTCCCAAGG
AGGATGAACTGAAATCCCTAAAATCATGAGCTAAGTAGATCCTCCTTCATTTTAAAGTGG
TAATCTCAGGTATTCTGTCACACTGCTGAGAAAACTAAAAGAAAACTAGTACTAAGGTAG
AGTCATTGTATTGTTACCTAATGATGTAATTCACCTTGGAATTGGAGTACATAAGGAATT
TGTAAACATGTAGAAATGAAGGCTAGAGTAGCGTAAGCAGTTAGATGGGCAATTCTTCTG
GGGACTTGGAAGGCCAGAACATAGATTGAATGTGGACAGTAGTGTGGCTCAGGGGGTACA
GATGGTAATGAACCTCTACTGGGAGGTGTGTTAGATCCTACCTCCTCTCAAAGCGCTTGT
CTACAGCCTTACTTGTGTCCTAAGATTTTGTATGAGGCTGAATTAAAGAGTGATTTGCTA
ATAAATTTCATCGAAAAAAATTAACGTAGTCTAATACTATGGTGTGATTTTTGCTCAATG
CCTTTAGTCATATTTATAGTTAAGAATGGGAAGAAAAGTACAGAAAGGTCTGAAAATAAG
ATTTTGATTAAAATAGGAATTGAATCAAAGTAGGGTTGTTAAGAGATTAGATTATTAAAA
AGAAGCCAAGTATTTTATACAAATAAGAAAAATGACTTGATGCCACCTCAGGAATCGTGA
CCCATCTACTGCAGCCCCACAGGTGAAAATCTGTTTGCTGAACCCGAGGCACTCTGCTCA
CATAGGGCTTCCTTGTCCTCCATGGCACCCCATTTTTTTTGAGACAAGGTTTCTGTGTAT
TTTCTGTATCGTCCTGGCTGTCCTGGAACTCTGTAGTCCAGGAAGGCCTCAAAAGTATTT
AGTGTTTGTCTTAGTAGGTTTGGTCAGGCTTTCTATGCCTGCATTTCTTTAGGAATAAAT
AAATATATTACTCAATACCATAGTGTGCTGGAAATATGTAAACTTGTTTTTTTTTTCCTT
TTCCAAGAGTTTCTCTGTGTAGCCCTGGTTGTCCTGGAAATTGCTCTGTACACCAGGCTG
GCCTCAAACTCACAGAAATCTGCCTGATTCTGCCTCCTGAATGCTGAGATCAAAGGAGTG
CCCCCACCCCCATGATGGCACTATAGGGAACTGAGTGGGAAGTAAGGGGTGAGTGAAGCA
GAGTTAAAGGAAGTATCTTGGGAAATTTATCTTGCTCTGGCTCCTTCCTTGTCTGCTTCC
AGTCTAAAATGATGTGAGCTGTAGTACCACACCCTCACACTGGAAAGAAATCTCTGAAAC
CATAAGCAAAATAAATGTGTCCTCTTCTTAAGTTTTTGTTAGGCATTCTGTCACAGTAAG
GAGGATGCTAATACACTATAGTCTACAACTATTCTCAATTACTATGAAGGGGATTTAAAT
GCTCGCTCTTATTCATCAAGAAACTAACAGAAGTTATTCAAATTAGAACATTTGAAACTT
CTAAAATTTTCAGTACATTTTATTTTAATCAAATCAAACTTACACTGTTATTCGACGCGT
TCTCACGACCGGCCAGGAAGAATACCACAGACCAGAATCTTCTGCGGCAAAGCTTTATTC
TTACATCTTCAGGAAAAGAGAGCAAGAAGCAAGAGAGAGAAGCAAGAGAGCGAAAAAGCA
AGAGAGAGAGAGAACGAAAACCCCGTCCCTCTTAAGGAGCATTCTCCTTCGCCTCGGACG
TGTCACTCCTTGATTGGCTGCAGCCCATCGGCCGAGTTGACGTCACGGGGAAGGCAGAGC
ACAAGTAGTCATAAGATACCCTTGGCACATGCGCAGATTATTTGTTTACCACTTAGAACA
CAGGATGTCAGCGCCATCTTGTAACGGCGAATGTGGGGGCGGCTCCCAACATCTCCCCCT
TTTTCTTTTAATAAGAGCAAATAGGCCACCCATATTAATGAGAGTGGAGATAGAGGTCAA
ATCCCCAGTGTGTAGGTAAAGGAGCCATGTACAGGATTAGCTCTTAGGCTTACAGGCTTT
TACCCAGAGCAACCCTGACCTGCTCCCGTGTCGTTTTGCCTGGGGGAAGGGAACTAGGAC
ACTGAACCTTCATGAAAGATGACATGTCTCCCTAGAATAGGCTCATATATGCCGCAGAGC
CTTTCCATTGCAGTGCTTAGCCTTGCAACTCTCTCGGGCTGCTGAAGCACACTCACTCTA
TCCCGTGCAATGAGTCTAGCCTCATGGGATATAAGAGCTGAGTGGCCAGCGACCTATTGC
CTAAGCATAGATAACCATATATCAGGGGGAGCTCCATGTTCTAGTCCTGCAAGCGCCTGG
GCAATAACCACCTTGTCTCTCCTAGTTTAGGCCTTAAGCTTACAGACCAATCAAAGAAGC
AACACTAATCCACAGCAAAGTGTATCTCCAAATAATATTAATCCCACCCATTTTTTAAAG
AAAGAAAATGCTGAGGAGATCCAATTGGGTAATCCTTTGGTCAGGGACAGGTCCAAGCGC
GTGGAGTTGACCTGAATGATGGCAAGCCTCGAAGGGTCTGTTCAAATTCAGCCATCCAAT
TCTGTAACATATACTGAAAAAGACTTTTTGACAAATTAGCTGCCCTAGTAAATTTAACAT
ACTGAATGGAAATAACACACAATCCCGGAAACTTTTGTTCACATCCCTGCTGAGTTATTT
GTCATAATACATCTAGTTGTTTCTGGACAAGATCTATGAGTTGATTAACCAGCATGAGAC
CTCTCTGTATCTTGACATTAGCTGAGGCCTGTTTATCTATGACTGTAGTCACTGAGGCTG
ACAAAGTGTTAATGGTGTCAGTTGTCTGGACCTGTCCAGACAGAGCCAAGGCTGTCTGAA
TTAAGGCCAAACCCAGTTCCTAGTTAGTGGTAAAAAAGCAGGAGAATACTTGAGCATTAT
ACATCACCGTCATTGGGAGTGGAAATGTCGACATTATCCCCCAACGCTGCTCTCTCTTTA
TTATTGACGCCCTGGACATCACCAAGACGAGGGACATTAGTATTCCCTTGGTCAGTCTGG
ATTTTTCGGGTGAGTCTTTCTGGTACCCAAAATGGGTTGTCTTCATTCTGTGGGAAAACA
CAGATAGCTCCCCTGGATCTTATCAAGATAGGATCCGGGCCATACCATTTATTATCAAGA
ACATTTTTCCATTTAACCATCTCATTGGGCCTATCTGGCTCTGAACAATGACGTTCAGCC
GCAGTATGGCCATGAGCATCAATATTTAAAAAATTGAGTGTAAAGAGTGCCAAAGACACC
GACACTCTTGGTGCTCGGGGTACAGTCTCCTCAAAAGTTCCCCTCTTCTGTTTTATAAGA
TAGGTTTTGAGGGTGCGATGCGCACGCTCAACAATACCCTGTCCTTGAGGGTTGTATGGA
AGTCCAGTCAGGTGGGTCACGTCCATCTGACGGCAGAACTGTTGGAATTTTTGAGACGTA
TAAGCTGGTCCATTATCAGTCTTAAGGAGTCTGGGTTTTCCCCAAGCATTCCATGCCTCA
AGACAATGTTGAATCACATGTGAGGCTTTTTCTCCAGTTAACGGAGAAGCAAACATGATG
CCAGAACATGTGTCAATGGACACATGGAGATATTGAAGTTTTCCAAAGGAAGAAACATGT
GTAACATCCATTTGCCAGACCTGTAGAGGTCGAATACCGCGTGGGTTAATTCCCACATGA
GGAACTGGCAAGAACTCACAGCAGCTTTGACATTGAGTAACAATGTCACGGGCTTCTTTT
CTTGTCAAGGAGAAACGACTGCGTAATGTTTCAGCCGTCACATGAAAATTGTTATGAAAA
TTTCTTGCAGCCTCTACCGGGGATGATAGGGCAGCAGCCACCACTTTAGTGGCCTTATCT
GCCAAATCATTTCCCAGAGCCATGGGGCCAGGTAGGCCTGAGTGGGCTCTAACATGAGTA
ATATAAACAGGAGATCTTCTAGATAACAAAACTAATTGTATCTGCTGAAAAATATTGGCA
ACTCTACTGGAAGGCTTAATCACTCCAGCCACTTCTAAAAGATTTACTGCATTAACCACA
TAATAGGAATCTGACACAATATTAAGGGGTTTTAAAAAGGTTTTTAAAACTTCTAAGACC
ACTAAACATTCTACCACTTGAGGTGAATTTTCATTATATTGTTTGGATACCACTTTACCA
TTAGCCACATAGGCACCTATGCCAGTTTTTGATCCATCAGTATATCCCACAATCCCATTT
TTAAGTGGGTTTCTTACTGTTATTTGTGGAAACACAACAGATTGATTTTGGGCAAACTGT
AAGATTGGATGTTTTGGATAATGGTTATCTATTTTTCCTGAAAAGGAGGTAACTAAAACT
GCCCAATCATTAGATGCGGCTGCCAAGGTTTGAACCTGTGCAGTGGTATAAGGTACAATT
AAAAGATATGGACTTTGCCCAAAGTGGGTGATTGCTGCTTTTAGACCTTTAAGGGCAAGC
TGTGCAATTGCATCAGGATACCAATCTATTATTTTAGCTGGGGATACGTTTGGATGGATC
CACAACAATGGCCCATTCTGCCACAAAACTGCAGTTGGCAATTGTGCTGTCTTAAAGACA
CACAAACTGAAAGGCTGCGAATCCTCAATACGTTGTAATTGTGCATTCTGTAAGGCCTTT
TCCACTTTTTGTAAGGCCTGGTTAGCAGCTAGAGTAAGAGTCCTAGGGGAGGAGATATGA
GGATCTCCTTCTAAAATACTAAACAAAGGCCTTAACTCAGCAGAAGGAATCTTTAAAAAG
GTCTGAGCCAATTAATATCTCCCAACAGCTTTTGAAAATCATTTAAGGTATGGAGGTGAT
CTCTTCTTATCTCTACCTTTTGGGGCACAATCTTATCTGGGGACACCACAGAGCCCAAGA
ATTGTCCTGTATCAGAAATTTGGACCTTTTCTGTGGCTATCTGTAAACCCCACTGACTTA
AAGTTTTAAGTAGAAAAGGATATGCCTTTTGTAGCATGGTAAGGTCTTTATGGCACAGGA
GGATGTCATCCATGTAAAGGAGCAAAATTAAAGAGGGGAACTGTTCCCTCATTGGCAAAA
GAGCTTTTTGCACATAAAGCTGGCACATTGTAGGACTATTGGACATCCCCTGTGGTAAGA
CCTTCCATTGATACCTCTTATCAGGTTTAGCAGAATAAGCTCTCTGACCCGTTAACAAGT
CAAAAGTCCAATCTCTCTGCTCTGGAGTTAAAGCAGCAGCGTTTGCTCGGTCCTGCGCCT
GTGCCGCCTCCTGCCACAGAGCTCGCCATTCCACATATTTGGCCATACTAGGGAGAGCGG
CTTTTGCAATCATTTGCCAGTCGGCAGGAGTTAGTGCCATGCCAGCGAGCCTGTCTAACT
GCACCAGGGTAAAATTAGCATTGGTTCCGTATTTACGAACCGACTCGGCAATTTCCTCAA
TCTGTACGTATTCTACCGGAGCGTGGACACGCCCACCCTCGGCTCCTTCAAAGACCGGAA
ATGCCTGTTCTATTTTCCTTTGTTCCTCTCGGGGAATGAATGAGTCTGCGCACTGCCTCT
CTGCGCACTGCCTCTCTGCGCATTGCTGACGCACTACGGGCTGACGCACTACGCAGGGCG
GGGACTCCGCATAGGGCGGGAGTGCACCTGGTAGCCGATTGCCCTGAGGCCAATCAGCAA
ACTGGCCTTCGCCAGCCGCTCTTGGCTTTTTTCTTGACCGATTAGCTGGCTGGTAATGGG
CTGCTTCTTCCTCCCAGTCTGTTTCCTCAGAGGAGGATTCTTCACTTGCTTCAGAGCTAC
TAAGAGCTGGCTTCCTGAGCTCATCTAGTGACGAGTATCTCCTAGAGACCTCCGCTAATT
GATCTTTTTTCTTTTCCCTTTTTCCTCTTTTTCTTCTAATCTCTCTCCAGGTATTCCTAC
CTAACCTTAACTTTTCCTCGGGTTCAAGACCCTTGGAAAGGCCTGTATACTTATTTTGTG
TACCATACTTCCTCTTTGTTCCTACTCTTTCTTCCCGCTTTACTTCTGATAGACTGTCCT
GAATTTCCTCTAGAATTTTCAGCCCTGCCTTAAGCACTATATAACATGTGAAAAGGAACA
AAAGGGCTCCTAACACTAGAAAAAGTTCAAGGCCAAACATACCTGGTAAAGCCATTTCTC
ACTTCCGTTCCCCAGCTGATGAGTTCTGAATTCGGCAGTTGAATCCTTCTCAACAGTCTG
CTTTACGGGAACCTTTATCACCGTCGTTCCCCAGCTGATGAGTTCTGAATTCGGCAGTTG
AATCCTTCTCAACAGTCTGTGTTACGGGAACCTTATAACCTTGATTCGCAGTTCTGGTTC
TGGAATGAAGTATCCCTCCTGCGCCAGTCCGGAGTTTTTTCTCGTCCCGGATTTTCTCGT
CCCGGAATTCGGCACCAATTGTTATTCGACGCGTTCTCACGACCGGCCAGGAAGAATACC
ACAGACCAGAATCTTCTGCGGCAAAGCTTTATTCTTACATCTTCAGGAAAAGAGAGCAAG
AAGCAAGAGAGAGAAGCAAGAGAGCGAAAAAGCAAGAGAGAGAGAGAACGAAAACCCCGT
CCCTCTTAAGGAGCATTCTCCTTCGCCTCGGACGTGTCACTCCTTGATTGGCTGCAGCCC
ATCGGCCGAGTTGACGTCACGGGGAAGGCAGAGCACAAGTAGTCATAAGATACCCTTGGC
ACATGCGCAGATTATTTGTTTACCACTTAGAACACAGGATGTCAGCGCCATCTTGTAACG
GCGAATGTGGGGGCGGCTCCCAACATTACACTTTAAAGAGCATCCCTATTTTCCATTAAT
TATGGTTAGTCTTATATGAAAAAGAAAACAAAGACTCCAGTACTTAGTAATAAATTGTAT
TTTAATAGAAACATAGCTTATACCTTCATTGAAAAAGCAGTTTATTATAAACAACACTTA
TACACAAAACCAAATTATGTTGATATTATAGTTCTAAAAACCATCTTGGTTTATCTGAAG
AGTCAGGATGCAACCTCAACAGTAATGGCCTCACACTTGCCGGTGTCTTGGTCTGTGCAC
GTCACCTGTAAAGATCCATCCCTAAGACAGACAAAAAACCATGTTTCATAAGCTCGTTCC
TACAAACACCAAGTCCCTGAGGAGGGCTTGGAAATTTTCAAAAGAAGTTTATTAAGATAA
ATTAAACACAAGTTCAGTGTCTTTAAATTTGACATGTGCCTTTTTCTAGGAGGCTCTTAG
ATTTACTTCTAGACCTCTGAGATCATAGCTATATTCCCTGGAAATCCAAGACGATAAACG
TTTTAAGACTTTACAAAGCTCAAGACAGGTCATGCCAACTTCAAAGCCAGGCTATGGCCA
GCCCACTCTAAATTCTTTCTAAATATGGTTTACAGACAATAAAGTCAATGAGGAACTTTT
CCTTGAAATAAACAATGACAAGATGGCCTTGCTAGGAAACAAACGGCGCCAGCTGATTTT
AACTAGGAACAAATTCCTTGGAGTTTCCCACAGAGACGAAAAGGGACAACAGGAGACCCA
CAAGGCTGCTAATTATTCAATACACACTTTTCTCAAAAATAGAAACTCTCACTAGGAAAA
CAACTGCAGCATCTAACAAAGGATTTGCCTAGAATGATAATTTAGCCAAGCTCCAAAAGG
ACCGAGCTTCAGAGAGTCTTCATAATATTGGAAACACTTCATTTTGTACCTTTTCATAGT
AAGAACAGCTAATATATCACGCAATCCATTTTCTTTTTTATCTAAGTCCTGGAGTACAAC
CTGTTGGTGCAAAAACAAAACAAACAAACAAAGGTAATTCAGCACTTTTTATTGTAAAGG
ATCAAGGCTCTAACCAAAACAAACCTTTTAAACTAGGGCAGCTTTCAAACTATCTTACCA
TTTAGGGAGAATTCAGAAATTAAGGAGTTAAGCCTTAAGAGGCTTCTATCTCCTTTGGAA
GGAGGATATAAGACAATTAAAGCATCTGTCCCTCTTTTATGTCATATCCAATTAACATGA
TTGTTGCTGAGAAGCACTGCCCTCAAAAACATGGACGATTTTGATGCTAAGTCATTACCA
TGGTAACATGGATTACCCACAGCACACTCTCCGTGTATACTCGGACTGCTATCCATTTCA
AAGAAATATACAGAGTTTTTGGGTAACATTTGTCAGCAAGAGGTATTATGAAAGTCTGTA
ATTTCTTAGTTCTGAAAGATAGATGTTCCAATACACCCAGTTAGAAGTTTGGCTTTGTGT
CTTGGACTCTGCCAAGATCAAGTTTAATGATTTTACAAGTCCCCGTCCTGTGACTCACTT
GGAAAGGGTGTGTGAACAGACGGGCGCAAAGAAATATTCTCTTCCCAGCTTGGTTCCATG
TATCTTCTGTGATTTTCTTTTTCTTTCTTTTTCCAAGGCAGGGTTTCTGCATGTAGCCCT
GGCTGTCCTCAAACTCCCTGAGATCGGCCTGCCTCTGCCTCCTGAGTGCTGGGATTAAAG
GCATGCGCCACCCACTACTGCCCAGCCTGCAATTTTCTTTTCACAAAATTCTTCTTTCTT
GTTATTTTGTGTGCACACATGCACAGGCGAGATAGGTGTGTAAAGGTCAGAGGACAACTT
GAGGCAGGCAGTTCTGTTTGAACATTACCTCATACAGCATCTGGTATTTACCAAACCGAA
AAATCTTTTCTCCTTCCAGTTGTCAAATTACTAAGATGAGCCCAGAGCACAGAGAAGCAG
TGTGAACACAAAATGGTTTCATTCTTATTGTTTCAGCAATTATTTCTTCTCACTTTCAAA
ACACGAGTAAGTAGAAGCAACTTAGTGTTAAGAATTACCAGAGTACATGTATTTTGTGTT
AATGGAGATGTTAACTGAATGGACTTCAGGAGGAAAAGTGAAATATTTGCCTGAGACAAA
GCTGTAATGTCCAGTTTTATATATTTACCTGTGCAAACTTGGCCTCCTCTTTAGCAGAGT
TCTTCCCCTCAGACTCATAGAGTTCAAGGCAAACGGAAGACACCCTCCCGGGGGCCTGCA
GTGTGTGCTGTCTTCGGGCTGGCAGCGGGGTCCCAGAGGGAAACAGTACTGTGAATCTGT
CGGCACCTGACTCATCCACTCCCTAAGAGTCAGCAAAGCAAGAAGGGCACGGGGGGGGGG
GGGGGGGTGTTAATCTTTTCAACTGAAAACAGCCCGTTACTCCTGCTGTAATGGAAATAC
ATAGTCCTCGCTGACACTCTGGAAAGTGGCAGAGAGAAAAAACAGGTACAACCCCCAGTC
CCACCTCCCTGTGTTTAACTACATACTGACACACAGTTCTCTCTGCATATGCTAGAAGCT
GGTGTTTAAAATTGTATTTTCATAGGAAATCAACATGTTCCATAGATATTAAGTGACACA
ACATAAAGAACCCATAGACATAATTACTAGTTCTTCCTGTACTTGTTACAGGGCTCATTA
CATGTTACAATATGAATGAAACTTACAGCAATTGTAGTAAATTTATGTAAATGCATGGAA
AACTAAACACACCTTAACTAAAATATCCTTGGCTGAACACTCTATCATGACAGAGTCATC
TCCTGACGTGCTCTCTTTCCCAACAAGAATCCCGGCTTCTATGGCTGCACCAATAGGGAT
GACCTCATCTGGAGGGATAGAGTTGAGGAGGTCCACGGCTGGGAAGAGATCTTTAATCAG
CTGCTGCAGCTTTGGGATTCTGGAAGATCCACCACACAGCACAACCTAGAACATGCAGGA
TAGGATGAGCCATCCCTACCACACGAGACCATGTCTGACATAACGTTACAATATACAGTG
GGCTTCTCAGCTTTTTCTCTCAACAGATATGGAATCACATAATAAATATAGCACAGCAAT
AGATACCGGGCTTATGACTAATATGGTACAGTTTAATCATATAGTCAATTGAACAGAAGT
AATTAATATTCTGTATTATTCCAACACTTTTAAAGAAATGTGTATATACATTACATCATT
TTTATAACCAGTATCGTTAATCTCTTCATAAGAAAACAACACCATAGATTTTTGGTTTTT
TTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTGCCTCTACTATGGAAAACTAGCAAGGG
CCTTGAGAAGAAAAGATGTTTATGTTTGTATGAAATGTTAAGCTCTTGGTCTGCAATCTG
AGTAAATCTCATCTCTGAAGAACTTCATATCAAACTACTCTGTAAAGCCCTCGGATTTCT
CTGACCCATCCAACCATCATCCCAGTCTCTGGCTATGCAGAGTGCTGAACACACACAGCC
TGGGAAGGGAGATTGGTGTCGGCTGCTTATGTAATCTTTTAATGAAGGCTTCTCCAAATT
CAACGTCCCTGAAGCCCAGTTAGAACACGGGTGCTCTTGAGTTTGTGGAACGAGACAGGG
ACCACAGCAGTCTGCAGGGGGGGGGGTAAAAAGACCAGTTGTGTTTGATTTTTAGTGTGG
GTTTGCCAGTGGAGGAGCCAGAGAGAGCACCCAAGGAGCTAAAGGGGTCTGCAACCCTAT
AGGTGGAACAACAATATGGACTAACCAGTAACCCGCCCCCCCCCCCCCCCAGAGCTCTTG
TCTCTAGCTGCATATGTATCAGAAGATGGCCTAGTTGGCCATCACTGGAAAGAGAGGCCC
ACTGGTCGTGCAAACTTTATATGCCTCAGTACAGGGGAACGCCAGGGCCAAGAAGTGGGA
GTGGGTGGGTAGGGGAGTTGGGGCGGGGGAGGGTATGGGGGACTTTTGGGATAGCACTGG
AAATGTAAATGAAGAAAATACCTAATTAAAAAAAAAGAAAATTTTTCCTAAAATTTTTGA
TTCTAATAAATACAGTACAAAAATGTAGAATTAAAAAAAAACTCATATTCAACAAAAAGC
TATATTAGTAAACTGTAAGCTAACATAATTCAACAAAAAATTATTAGTAAGTTCCCCTGC
GGGCCCCCCCACCCACCCAAAAATAAATCCCTGGAAAATTTTGGCTTTTAATGCTTCATT
TTCAGATGAAAAGTACCCAGTGGCACGTTGAATGCTGAGAGTAGACAGTCAGCTCCCGAG
AAACTAGGTTTCACTTCACGGCACACACCACCCTAGCCATGGTGCTAAGTACCTGTTCTT
ACTACTGTAGTGTCAGGGTTTTATAAAATAAAACATCTGCAAGTGTAGACAGTACCTACC
ATGTAGGGCTTCTGTGGGGATTCAACGTTTCCATGCCTATAAAGCCTAATCGTCCATCGC
CTTCTCTGTAAGAGGAGTGGCCTCACGTCAGGCCTGTCTAGGACCCTAGCTGTATACACT
GTCATACTACATAGAAACTGAAGCATTAGAGGTAGCAGACGTCCTCAAATGCCCATCCTC
TTTCAGGAGTCCACGGGGCCAGAACTGCTCATGGCAGTTCCTTTAACCTACATCCTGTGA
CTGTGAAGCCAGAGGAGCTGCCATGGCAGCAGAGCTCCAGCCACAGTCTGCTAGTCACGC
GGCCCGGAACCTGCTACAGCAAGGGCAGCGGACGAAAGGCAGGTATGGCTTTCTAAATTC
TTAAAAGCCTATATCCACAGCAACAGTCTAAGGCTTAAGAATACATCAATTCAAACAATT
CAGAGTTATACTGCAGTGACTGTTAAATGCCAGTGCCCCAAAGGGAACCGACACTAACTG
ATCACCCACAGTATGTTTCCGAATGTTCCCTGGGTGACAGGAGCCCTCAGAATCAGCTAC
ACCATTTACCTCTACAGTTAAGTATTGCCTCCATCTTCTAAGAGAGAAAGTAAGATGCAC
ACAAGAAAGCCGTCATGGTACAGCTATTTGTTTCCACTGAACTCAAACAGTGCCCCAGAG
GGACACCAGAACTTGAGGGAGCTGAGGAAACTTTTGAAGCTCCCACGAGGCCTGCCCCTA
GGTTACAGAAGAGTAACACTTGGCTTGGGGACAGCAGGCAATGTGGTAGGGTTGCCTGTA
AGTGCACAGGGAGTTCCAGGAGGCAGATGCTGGAGAGCAGATGTCATCTCTGCTGGTGAG
GGTTTTCCCACGATGCAGCTGCCCTGAGTTGCCTATGTTCCTATAGGTTATCTCCCAAAT
CCTGCTTCTACACCTCACTAATTTCAAGATCTTCTAGAAATTACTTCATCTCTGCACTTG
AGTGTCTCTCTTATCAAGCTGGGGCAGATGACAGGACCTACCTCAGAGCTGGTGGTCACT
GGCCAGCAAGCACACGTGCTGCTGCACAGGACATACTTCAGTATGTGTCTGCCTCACATG
TAGATAAACACTGGGAGGGAACTAGTCAGGTTCTTATTTGTGTGAGTGTGTGTGAGTGTG
TGTGTGTGTGTGTGTGTGAAGAAACAGAATATACACATACACATGAGTTCACCAGATCAT
TAAACATTAACAAAAGTTCTAAAACATAAATATTTTCCTACACCATTATTCCCTAAGTTT
TAAATCTGAAATTTTTCCTAAAAGAAATAGGGGAGAGATGAAGCCTTACCTTGTTGATAT
CATCTGCTGTGAATCCAGTCTGGCGCAAGAGCTCCCGGATTGCTTCTGTACATTTGTTAA
AAAGCGGAGAACAGAGCAGCTCAAATCTTGCTCTGCAGGCAGGCATGAACACGGGATGGA
GAAGAGGGCAGAGCAAACACTGAGTGCAGTCTGGCTTCTTGGACGACTAACTGATCCCTC
AAGAACTGGTTTGCATGTTATCAGACACTTTATATGCAACTCTACAGCATGCCCGACAGT
AAATCCACTAGCATGACTGATGGGCCGCTCCGCTCTCGTGTGCAAGCTTTCACAGGCATT
CCCAGTTACAAGCCTTTACACCTGAGATCCCGTCACAGCAACATGGAGCCTGCACTAAGA
AGGCTGCATACTGACATGGAGCATTGACACACATCTATCCACGAAAGCTGGACTGGCTCA
TTTCACTCAGTCTTTTTAAAGTTACAAGAAAAACTCAGAAATCCCCATTAAACTCATAGC
AAGTTCTGCAACTGCCAAGAGTGCCGGTTGGCTTCTCATATGCTCGTGTACTATTTACTG
TTTGTTTGTCCGAGTCCACATGGTGCGTACACACACAGAGGTAGATAAGCACCTTTACCC
GCTGAGACACCTTGCTGACCCTCACTTGATTTCTTAAATGCAAGTGAGAGTGATTTTAAA
TTTTCTTACCTACAAATACTAAATACTTTTTTTTTTTTTTTTGGTTTTTCAAGACAGGGT
TTCTCTGTATAGTCTTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGGCCTTGAACT
CAGAAATCCGCCTGTCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCGCCACCACTGC
CCGGCTACTAAATACTTTATGGTTGAAAATGTTGATAAATTCCTTTTACACAGATATGAA
TAAGCAAACACCCAGTGTGTGAACAGACCCAGCACTAAGGCATCCTAGAAATAGAAACAA
CATGAAGCTTCTCAACCTTTGAAGAGACTTCCATGCACTTCCATACATCTCCTGTCCTTT
GGGCTACACTAAAGAGCTAGCCACTAGCCACAGAGGCTCCTTGGGAAGTATCTGTAATGT
TTTCCTTCATCCAACATGACTTTAATTTAAGCATCATGGAGCAGGATTTTCAGAATAGCC
AAGGGAAGGAAAGAGGCTGTTTTATGAAAAAAGATCAAGGAGAAGGTGCCCAAAACCAGG
CAAGAGAATCTATGAGAGCAGGTGACTGACTATGCTTCAAAGTGCTGTGTTGTCAGATTT
GGGGAAATTGCAACAGGCTAACGAGTTGTTGCTAGTAAATGTTCAACGGGAGAGGCGGGG
AAACAACTAATTATTGGCCCTTGGGTTTAGGGGTAAAGATACAATCACTTGTAAGCCCTG
TCGGGTCATTTAAAAGACAAGACTATTAAATACAATTTTATTTTAAGTCTGTTTGTTAAA
TGTCATAAAGATTGTTAAAACATAAAATATTGGTTAGAGACATAGCTCAGTTGGTTGAGG
GCTTGGTTAGCACGTATGCAGTCCTGGGTTCTCCTACTGCACAAAGTGGCACTGTGGCGC
ATGCCTGCAGTCCCAGGACTGGGGAAGTAAATACAGAAGGCCATCCTCCACTACTGTGAG
TTTAAGGCTAGCCTGGGCTACATGAGACCCTGTCTCAAAATGCAAAACAAAGGGTTGAAG
AGATGGCTCAGTGGGCAAGTGCACTTGCCTGGTTAGGGTGAGTCCCCAGCACCCATATAA
CAAACTGGGCACGGCGGCATGTGCCTGCAGTGCCAGCACTGGGAAGGTAAGGGGGGACCG
CTGATAGCTTTGACTCCCTGGCCAGCCAGCCTAGCCAGACCAGCAAGCGCAGACAGCTAT
CAATCTTGAGTGAAGAGTAAAAACTACATAGTAAGAACTTTGGAATCAAACTGCAGCAGC
TATTGAGTCTTAAAAAATGAGCTCCAAATCTGAAGACAGGGACGTTCCCTCACCACAGAC
AACCAAGGAAAGAAAGGAAAGCTGTTCACTGGAGAACCACCGCGGAGCAGCTAAACTTCT
GGGGATCAGTTTTACCTGGACACATTGCAATCAAAGTCTTGACCTTCATACAAGGAATCT
ACAAAGCAGTTGGCACTTCCCAAGGTTGACAGAGAATGCTTGGCCACTTCAGCGCTGTTC
ATCAATTTCATCATGGCTCGGGCATTTCCTCTCACATCATGTTTGAACAACCTAAAAACA
GAACATTTTAAGTTTAAAGGTCCTAGGGCATTTACAATGTAATGTCACCAAATTCTAAAC
ACCATTATGGCAATAATAATCAAGAAGTAGCAACATGGCTTCAATGCTGTTAAACTTTTC
TACCCATATTGCCTGGGTCCTTCCAGGGAAAAAGTGTTTTTACACTACTTTGAATGGCTT
TTCTAAGTAACCATGAGACCCTGGTCTTTGGTCTGAGAGTCTATAGCAGACAAGCCAATC
AGACCAGAGATGATGGGTCACCACACACACTGTGTGCAGTGGGAGCTCGGTGCTAACACT
GCTGAGCTCGTGGTGGTTCCTCACACCCCCAAAAATGTGTAAAATTAAAGTCTCTCATCT
GCAGTGTGGGTTACTTTAAGTAATGACCAACTGTTTTGTTAAGCAATACCTTTATAATAA
AAAGCAGCACATTTTTATTCCACGTGGGAAATCACCCTTTAAAAATTAAAAATCAAGCTG
TCCTCAACTTGAGTGTCCCCGAGTGTCCTCTGCCGTGCCTTGCAGGTACTGAGGCTACAA
ATGTCACCGCCATGCCTGGCTTAAAAGGCGCACCGCTGGCACAGCCTCTACTTCTGAGGA
CACTATAATTTACAGATGAAGACACCTGGCTTCCACAAGAGAAACACATCTTCCTGTGTC
TCAGAACAGCTCAATACACTGGGACTAAAGAGAAGGCTCAGCTGTTAAAAGTGTCAGAAC
TGAGTTCAGTTCCTCTATGTCTTAGTCAGGGTTTCTATTCCTGTACAAACATCATGACCA
AGAAGCAAGTTGGGGAGGAAAGGGTTTATTCAGCTTACACTTCCATACTGCTGTTCATCA
CCAAAGGAAGTCAGGACTGGAACTCAAGCAGGTCAGGAAGTAGGAGCTGATGCAGAGGCC
ATGGAGGGATGTTCTTTACTGGCTTGCTTCCCCTGGCTTGCTCAGCCTGCTCTCTTATAG
AACCCAAAGACTATCAGCCCAGAGATGGCACCACCCACAAGGGGCCCTTCCCCCTTGATC
ACTAATTGAGAAAATGCCCCACAGTTGGATCTCATGGAGGCATTTCCTCAACTGAAGCTC
CTTTCTCTGTGATAACTCCAGCTTGTGTCAAGTTGACACAAAACCAGCCAGTACACTCTA
TAAGAGGCTGAGCTACCTCCCCAGCCACAGAAATCTTAAACAAAGAAAAGGAAAAGAAAA
AAAATAAATAAAAGGACAAGTTTAAATTGTCAAAATAAACCAAGGAAGAAACCCTTGAAG
TGAAATCTTGATCAAACTGGACTGGATACTCACCTCTGGAACTCCGAAGCCAGGTACTGT
GCTAAGGTGTCTGTGAAATGTGCGCCCCCTATGTTGTCACTGGTGTTTGTGGAAAGGACC
CGATACATCCCACTGTTAACTTCCATGACACTGAGCGATAAGGACGTTCCTCCAAGCTTA
AACACCAAAACATTGCTTCAAGAGAGAAAAAAATGGGTAAAGCATCTGAGAATCACATCA
TCTTAAAGCCAGACTGTACTTTTGAAGCCATTCGTTTGAATTGTTTATGAGGGCTGGAGA
GGTGGCTCAGCAGGTAAGAGCACTGGCTGCTTTTCCAGAGGACCAGGGTTCAATTCCCAG
CAACCGCAGTGTGGCTCACAACTATCTGTAATGGGATCAGATGCTATCTTCAGGCATGCA
GGTGTACATGCAGAAAAAGTGCTCATATACATGAAAAAATAAATTAAATGATAATGAAGA
AAGTCTACAGCCCAGATGAGTCATCGGCTTGTCTCCAGTCACCCGTGCTGGACCAAGCCT
TGAACTTACAATCTTCTGAAACTAAATGAAAGCTCCTTTCAGTCAGTTAACTGGAGAATC
TATTTTTCTGAGTGACTAGGTTTGAAAACACTAAGTTTTCAAAGTAAATCAAACAAGGAT
TTCATGATTATTATAAATCTGAAAGGAATTAAATACAGCTATCCTGTAAATATTTTATAA
GTTAATACAACATAGCTTATGGATCCAACCCAGGACAGTAGAAACCAGCTCCCCCATCAT
GTATTTAAATATATATCAGGACTCATAATTTCTAATATTTTTACATTAATCTGTTTACCT
CAAAATAATTTCCTAGTGATTTATACACATTAGTTTCTTTGACCATGAGATATTTGGACA
GGGTCTAACTATTTGGAAAGGTTAACACTGTATCTAAATGAATTTCTCTAACGTGTGGTC
ATCAACTCTGTTAACGTAACACCAGCTGTCTCTAAACAACATGTCTAAACACTGGGAGTG
AAATCAATGGTGGGAGTACTCCACAATTAGCCAATCTCCACAACGAAATGAGATGACAGG
AGACACTCAGCCTCTCCTTCCCTGCTTTCCCATCTCCGCTGCTCAGCATGACGGGAGGCG
AGAATTTCCTGTGTGAAGGTTGGCACCACGTGGCTGGGCTGCCAGAGTCCTACTGAAAGC
CGGAGATCTGGGGTTTACCTCTTCCCGGTAGGGTGGTCTTGTCCAATCCCATAAGCAAGG
AGAGCTGCAGACGGCTCATGGATCAGCCGCAGCACGTTAAATCCAGCAGCTCCAGCCGCC
TCCCTGCAAACAATTTGCTCTCAGTGAATTGTGGGTCACAACATACCCAGCCCTGCACTT
GTAGCTGTGCTGAAGGGCTCATGCTCTGGCAAACGATCCTCCAGAAGACACAGCTCGGGA
AAGCAGAACCCGTGGAAAGGAAGTGACTAGAACCGACTTCCTGTCTAAAAATGCACTGTT
CAGAGCCAGTGTTTTCTATAAAATGGTTTGCATTTATATTGAGTAAGAAAAAAACCCCAA
CAACCTGTTAGAGCTATGGGTGGTTTAGTCAGTAAATAGGCCTTCTACCCAAGCCTGAGG
GTCTAGCTTTGAATCTCCAGCACCCACATAAAACAAAGGTGTGGGGGTGCGTGCCTGTAA
CTTCAGTGCTGGGGCCGGGTGTGTCACACGCACATATGCATTTGCATGATCAAGTCAGGT
GGCAGGGCAGGATCCTTGATAACCAGACAGCCCAGGAAAGTGGTAAGCGCCAGGATCAGT
GAGAGAGCCTTTCTCACGAGATAAATAAGGTAGAGTGACAGAGGATACCTGTCGGGCCCT
CTGGCCTCCCAAGTCCCAGCAGATGCATATGCAACACACATGTGCAGATACACACAAACA
GAAAGAAATGCAAAACATAGCTCTCCAAAGGATCTTTTTTTTTTTTAAGGTTCACTTCTT
CTGGGCAGTCTCTAGGCCCTGAAAGTCTAGGAGCAGTACCTGGCCTCCATGTTGCTCAGA
ACATTCTCCTGACTCAATGAGCACACTGTCAGGATTAGAGTTAGCTCTGGGAGGTCAGAG
CCACACCCATGCACCCCTGTGCACTGTACCTGAATACACTGGACCTTATGAGGTAAAAAA
CATCAGTAATTTTTGACTGAATAAAGAAATCGAATATACGCCCATGATTATAAAGTTTAG
GAAGTAATAAAATGTCTGGAACATTATGGAAATGTTCAATTTCTTTCCTTTGGGCACACA
GCAGTTTTCTGCTTACCAAAGCACAGGTAGAACTGTACAGAGTAGAGTAAGGACCCGCAA
GCTAAGAATCGCATCGCATGACACCTGTGAGGGCAGAATCTATGTTCTTTGGTTTCGATG
TTAAACTGAAATAATAGTCTAGTTTCAGAAATCCTTTCCCAAAGTCTGTCATTTAGACAA
AAGCCAGCATCCGCTCAGGGACTTAGGAAAATAACTTCTACCCAATAAAAAGAAGTGGCT
CCTTATCTCGGGCTCTTCCATTGACATAGCCCGTAATAGCACATCAAGGTCTACGCTGGC
TTCTAGGCTCTGTCACACACTTCAAAGCTGGCTCATGGGGTCCCTTCCTCTCAGGCACAC
GTTTCCCTTAAAGCCTTGGGAATCCCCTCCTTCCCTCTGCTTTTCCCAGGGACAACCTCA
ATGGTTCCGAATAAACTTCCCTCTTACCTATGAAGCTGCTATTTTGGTTTCTTTACAGCA
CCCATTTCATTCAATAATTATTTTTTTTTTTAAAAAACAACATTCTTATGTATTTCCCAT
ATAAGCCTCAACGACATGAGACAGGCAAAATGATGCCTGAACAACAGTTTAATAACCTGG
TAGTAAAACAGCTCCCATCATAACAGCAAGAGGGCACACAACATCAATGACATTACCATG
AGATACTTACAATACCATGAAATAATGTGCTGCCTAAGCTATGTCCAAAGATAGCGTCAT
ATTCTATTACTGAGTGTAATCTGTATTTTAACTAACCATGTTAAGACAGTTACACTTACC
CCAGAGCAGACTTCTGCTTTTCTCCAAAGTCAAATGGGACAGTGACAACCACGTCATTTG
CATCTGAGCCCAGGACAGAATGCGCTGTTTCTGTACATTCAAGAGCAAACACAAATACAT
GTATCGTGATGACACATGCTAAGCAATAAAGCTCTTCCTAGCTTCCTAAGCCTGAGATTT
TCTCACCAGAGGTCCAGGTTCTGCCGCCCCTCCACTCCCTCCTGTGGCCCTTGGGTTATT
CAGTGATTCCTGTGGGTCTCATGATGGATGATGGACACGGGCCAGGTACTGTCCAAGAGC
TTGGCTCTTCAGCTTTGGGCTATCAAAAATCTACATGAGACTGGGTCCAGAGAACTAGTT
CCAAATTCATTTATGAGACGAGACCCTTTGTAAGGACTACCTTGCCTCTCAAGATTCCTC
GGGAGGCAGAGGCAGGCAGAGTTCTGAGTTCAAGGCCAGCCTGGTCTACAGAGTGAGTTC
CAGGACAGCCACGGCTACACAGAGAAACCCTGTCTCAAAACAAAAACAAAAACAAAAAAA
AAAGTGTTTCTCTGAGTAGCCCTGGCTGTCCTAGAACTTACGGTATAGACCAGGCTGGTC
TCGAACTCCCACATGAGCCACCACCTGGGAATTAGGACTCTTAACTGGCAGACTCTAGGT
AAATATCCCCAAGTTTAAAACAAAACTGAGGGGGGCTGGTAAGATAGCTTAGTGGTTAAG
AGCACTGACTGCTCTTCCAAAGATCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCA
CAACCATCTGTAATGAGATCTGATACTCTCTTCTGGAGTGTCTGAAGACAGCTACAGTGT
ACTTACATATAATAAATAAATAAATAAATAAATAAATAAATAAATAAAATTAAAAAACAA
ACAAACAAACAAACAAAAAAAACCCTGAAATTGTATATAGCCCTGATCCCAGGCATTTCA
GGCATGACCTGTCCTTACAGGGAAGGTTAAGGTCAGACCCAAGCAAAGTCTAACTGCTAA
CTCGTGGAATCGCTCATTGTTTCTCCTCAAATCTTTGTGTGTGTGTGTATGTGTGTGTGT
GTGTAACTCAAGTAGGCCAAAATGGGCAGCCAGCAGGCCCCAAGCATACATCTGTCTCCA
GCTCCTCAGCACTGGGAACTGCTGTCCCCACTCTTTTAAGGGATCATTTAAAGTTATCAG
TCAGGTGTTGGAGAGGTGGCTCAGTGGTTAAGGACATGCACTGGTTTCCCAGAGGACCTG
AGTTCAATTCCCAGCACCCACCTCAAGCAGCTCACAACTGCTTCTAATTCCAGTTTCAGG
GGATGTTTCTAACCTCAGGCAATGCACAGATACAGACACATACACAGGTACATGTAAATA
AATAATAAATATTTTTAAGAAATTGCAAAACAAAATAAAGTAAGTTATTAACTTCTGTGC
AGTACCTTTCATTTTACTGAATATCAGTCTGGCAACATCTTCTGGATTAACAAGTTTTGT
TTCTTCTCCTGTATCTATTTCATACCGCAACTTCCCATTTTTCTCAATGACCTAAAAAAA
TTATAATTATACCAAATATAGAATAATTTAAATAAAACTTTAGATGAGTCTCAGTTTAAC
ACTCTATGTCATGACTGTTAGTAATTAATCTTTGAATAAGGGGGAGAGAGTAAAGGAACC
ATACTTACTAAGCATTTACTTTCTGAGATGTATTTCTGAGCTTGTGGATCTGCAGAGCTG
TTCATGGGGAAATATAAAGATATCTCAGCATTAAAAAATTAATATTGTAGACACATAAGG
TGAAGTCTGTACTTTTCACCCCACTGGACAGATAAAGAATATGCCAACAAAATTATTAAG
CTGCTCAATAACTCAGAAGCTTGAATTCAATGGAGGGTTTACAACAGCTGTAATTCTTAC
TCATCATATTTGAAAGTATTAATTTTCTTGTTCAGACCTTGAATTTGAACACAGTCAATG
ATTCTTTTTTTTTTTTTTTTTTTTTTTTTCTTTGAGACAGGGTTTCTCTGTGTAGCCCTG
GCTGTCCTGGAACTCACTCTGTAGACCAGGCTGGCTTCAAACTCAGAAATCCACCTGCCT
CTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCGGCACCACGCCCGGCACAGTCAATGATC
TTATACCCTCCATTTTCATACCTACAATCCTGAAGACCCAACCAACTGAGATACAAAGGA
ATTTTGTAACACTAAACTCACATTTGTTGCTTGGTTTTTAAAATTAATGCCCAACACCAA
ATTGAGCAAAAGTATGAGCACTGTATATAGAAAGCTGTACTCTAGGTATACATACACTAA
GAATTATAGACTAATGCCTCAAATAAAATACCAAATAACTAAAGGTATGAAATAAAAAAA
ATGGGCATATTACTAAGATGTTAATACCAATGGATGCAACTGTCACTATTTTCCAACTTA
CCACCCATCTAGACCTTATAATACCGAGTGGGACTGCATTACTAGGCGTGCATCATTTTA
GACACAGGTACAGAGGGGCTTACACTGGGGTGTGCCAGGAGTCACTTACAGGCTAACAGG
GACAAAGCCAGGACTGGACCCCAGCTATACCTCAGCAGCCTTCTGCTAACATGGTAAATG
ACCACTCTAATTCTGTTCCCCAAAGAACTCTGATCCTTGGCTTAATTTCACAGTGACTAA
AATGCAAGTCAGCACCTTTCTAGTAGACTCCCAAGGAGCTGTGGCCTTTCTCTACAGAGT
CCTAAAAATTTAATAGGAGCTGAAAATTAATAGTGGACAACAGAGGGCCAGGAGTCATTT
GAGAACCTTGACCTCTGCCATCTAAGAATAGGCTCATTTGGTTTAGAACTCTGGAATCAC
ATGCAGGTTCATCTTACCTTTCTTAGATCACCAAAAAATTAATTTGAGAACAAATTAGTA
GAGGCCAGAGGTAGGAAGCTTGCCCCAAGCGTCAAAGCTAATTAATGGTGTAATTGGCCA
ACAACCAGACCTACAGTGTAGGGTTTAGGAAATGTTTTTTTTCATGAAATTTCTTGGCCT
TCATTTTTTCCAAACTATATGGATCTCATCCTAGATATTATAAGGGAGGGTAGAAAAAAA
AAAAAAGACAAAACATCTCCAGCGTAGGAATTTGTACCATTGCCCTAAGTTCCACATAAT
TCTCATGTGTTCAGAACAGAATTTAACTGGCCAGGAATATCTACTGACTGTAGAGAGTGT
AAGTTATTAACTGATAACATAGGGTTATTTTCAAGAAAGGTATTTTCTGGAATTGATTGA
ATTTTAGAAATTCATTTCTTAGCTGTCATGCAGAGAGGGCTTCTTCATCTGGGTATAGGA
TGCACACATAGGCACAGGAGGGATAACATACATAACTAGCACAGGTAGACACAGAGGAAG
CAGGACGGAAGTGACAAAGGGTCAGTTACCATGAGAAAGAAGTAGACAAACCCACAACTC
CACACCAGTCAAAACTTTTATTTGTCTACAGCAGGATTAAGTTACATGACAAAGATGGGC
AACTGGTCTGCACAGCACCTGGTTCACACCATGCCCTGCAGGAGGAGTCTAGTCTCCCAT
TGCACCACAAGTTCTTACCAGCAACCCAGCAATGCATGCCCACCTTATCCTCAAGTATCT
CTTACAGTGGCCCTGGGTTTGGCAACACCCGTGCTCACGTGCTGTGGGTTCTCCTTCCCC
ACTCCTGGTAAACCCCAGTGTCTACAAATCTAACTGAACATTCGTTCATCTGTGCACTGA
TCCTCACAACACCCCTGTGAAGTAGGTAGGACGGGCGATCGTTAGTTCCCATTTTAAGGA
AGAACCTGAGTTACAGAATGGTGAAAGGGAGGAGGTAACTTGATGGAGGAGGTACTGGGT
TAGGGCTAAAGTTCAGGCAGGACTCCAGCCTGCCTTCCTGCACATGGCCTGCACCGTGCA
CTGTCTCCTCTACCACTTTGCATGTTTTCCTAATAACTCTTCAGGACCTTGAGATTTATT
TCCTTATTTTGTTTACTCTGCCTATCAGGGTTTTCAAGATACCTCAACTTTAACTCCATC
TCTGCTCCAGCCTGTCTCTCACGTCAGGTAGAGGCCCAACCACACACTGCCACCGTTAGA
TCCTTACTAGGTAGTTAAATACTTTTCTGTTGTTTCCAGAATACTATGGTCTACATTAGC
TTTATTTGGTTACAACAGATATGTACTTTCTACATCATGGCCTCAAACAAAAGACAACAC
ACACTTATATATCCACTTCAAGGAAAGAAAGGCATCAGTGGGTGTCCATCCAGTACAAGG
CTTAGAGCTCTCACCAGCACAGTGATAAATGTCCACACTACAGAGGGTGCCTTTAAATAC
AGCCATAAACAGTATTTCAAACGTACATTAACAGCCACTGCCTGAAAATACTATAAATAG
CTCACCTCATTTTTACCTTTACCATATTATTTAAAATTCTAGAACTGAAAGATACTATAA
AAATGTAGTAGAAATTCCTCAACTTGGAGATAAAAGAAATCGAGGCACAAAAAGGGTAAG
TGTTGCCCCCAATGCCAACAGCTGTGGCGGGGACGGGGCTGGAGTTGGGTGGTCTAGCCA
GATTCCAGCGAAGTCCACAACACACTGCTCAGGCAGTCAGCGCTCACTCTACAGCTTGCC
CTTTGCCACCTACTCCTGGTTCCATGAGGTCCCACCATTTTTTTGTTTTTGTCCTTTTCT
TTACTAATTCAAATGTCCAGCTTCCACTAAGCCCCTGACTACAATGTGACACTCCCCCGC
CCTACTCCAAAATCCCAAAGCTCTCCCAACACCTGTTCATTTTCTCCCCGGCTTCTGAGT
GGCATTTAAATCCCCAGAGTCTTACCTGTGATTCTAGAGTTCTACAAGACCCACTAAGAA
CCAGTTCACTGAAGGCCAACAACCTCACAGGGCTGTGGTTTACTGTCACCAACTCCTCTC
CAGGACGTGTGCCTGGGTCAGGGGAGTGTACTTGCTCGGGGCGTGAGCTTGAAGAGAACC
ATCTCTGGGCAGAGGTCTTTACCACTTCTAGCATTCTCCAGGCTCAAGAGCAAAGGGAGC
TGCTCTCTATCATCACAGGCACTAACCCTACCAACTCTTGTTTACATCACTTGGAAAAAA
GTTCCTCTGGATCTAGGCTTGCCCTCAATTACATGGTAGGGCCCAAACAAAACACCCACT
AACAGAAACAAAGTCAATCAGCCACAAGTAGATTGGAAATGGATTGATGCAAATGCATTA
ATCCAAATTATTTCCATGTTCAAATGCCAACCACAATGTAAACACACAATTTATGCATTT
AAAGAGCCTCAGATAATACTAAATGCAAAGAATTTACTTACATTTTCTACTTCATAAAAG
TCACTATTTTACCTCATCAAAATCTATCAATATGAGATATTTACCTCCCACAGTGCTCAA
ATAGCTCATCTCTATAGAGACCAGGAACTAGTAAAATGAAAGAGAGAAACCTGGTTGGAC
CAAGGGGTGTTTGCTAGTAGGTAGGTCAGGGATACAGCAGTGAAAATGTAAGAGACAAAG
ACACAAATGCAATTGTGCCTAGACTAGGGAGCCACAGAGAGATGTAAGAAGTTGAGACCT
CTATCTAAGAGGCCAACAAATTAAACAGATAAAGACTCAAGCAATGAGGTCACAGGACAC
TGCTATACCTGTGTATGTTGTAAACGAATGTGCTTACCCCAGCTCCCCTTAGCCAAGGGC
AAATGCATTAATAACTTACATTATACAGTGCTTTCAAACTTTCAAACCTTTTCACATCTA
TAAACTACTTGATCCTCACAACAACCCTGTGAGGTAGGCAGGGCAGGAATGACTACTGAT
CTGCCTTGACAGATGAGATCGTGGTAGAGGTAAAGAAAATTGCTCCACACTGTGAGGAAG
CTAGAACAAACTAGCTCTTGGATTTGATTCCTTCTGGTTTCTACCAGGCCACTCTTCATT
CCTCAAGGGCCTTTCCATTAGTGGAGAATCTTAGGAAAAAGAACTCACTACTCTTCTGCG
TATTAACAGTTCATCTGTTCCTTTGTCTGAAGACACAGAAAGGAGCCAGGGTTCCAGAAG
GTGGTTGTTAGAAACAGACTTGTACCAGTTTGGGAAAGGTGTCCATTCAATCAGTTCCTA
GCTTTTGGTATTTGAAATCAACCTCTGAAGCAACTTCTCAAGCCCTTGCTGGAAAGCCCC
AGTTGCTTCTTCCACTGCTGTGGCCAAGCGTCTGACTGCGATGACAGCATCCCTGCGCAG
CTCATTGGCAGTGTCTTGCTGGGCACTGGCCTCCTCACCAATAGCAATCAACCTGTCCAG
CTTCTCTTCCTCTCTCTTGGAGAGTTCTCGCGCCAACCTCCTGTTTTCTGCCAACTCAGA
TGAAATGGTTCTGGCCACTGAGCGCCTTCTTCGCCTGGCCCACCTTGGAGAGGGCTCCCT
GGTCAGAGGTCTATCCCCACCAGAGAGAAAAGCAACTCTTGAGGAAGAGCCTGGAGGCTG
TGGTGTGGAGGCTGCCCCAGGAGGGTTGCGGCTGGTGCTGGTGCAGGGACTTGACTCCCT
CGACACACCCAGTCTGGTCATGGGGTTGCTCTGACAGGGGGCAACTGCACCTCTGAAAAG
GTGGTGGGAGCTGCTGTAGCTGGGGGTCCCTTGAGAGCACCCTGAAAAACAAAGCCACAG
CGTTGCAGAGAGGACATTCCGCTAAGGGAATGCCTGCAGCCAGCAGCAGAGCTGAGACAC
AAAAATATGTAATTCTTGGGAAGGCCTCTTTCCACAAGGGGATAAAAGGGAAATGATTCT
ATAATGTGGACATTTTGGCTTCTTTAACCAGTTATAAAAATGGCAGTATATTCCCCAAGA
CGCTTTTCATGTGGCTGTCCTACTCACAACCCCTCCCCCCATATATTCCTAAGTACCCAT
TCCAAATAATGCCCAAAGCCAGACAAGTCACTCAGGGTTGTAGCATCTGCCTAGCATGCA
CAAATAATGCCCAAACTAGGATGCTTTGAAAGACCATGTCTTTACGTGTGAAGAGTTTGA
CTATATACCAGGGTCATAGGTAAGAAATTGGAGTACTGTATTTAGAGAGGGGGCTCAATG
AGACAGAAATGAGAGTTATGCTCAAGAGAGCGCTATCCAATCTTTTAACACTATCTAGGA
CCAAGTGACTCTAAGACCCAGTCCCTCTCATGCTTGGGAGTTACCTGCACCCAAGGAGTC
ATCCCAGGAGCCCTCAAGGTCACTGGCTTCTTGTGTCTGGTCACTGATTCTTAGGTGACA
ATCCTCATTTGATTCCTTAACTGTTTGCAAAATACGATGATGACAAGCTGTCTGTGTCCT
TTTCATTTCCCGAATGCTGGTGCCCTCTTGCCCTGGCTTGTCAGAGGCTACCAAATTCTG
ATAACAGTGCTTGGCCCAAGCAGCAGCCTCCGTTAAGTTGTCTGGGTCAGTCACTATCTG
GTTTCGAAGAAGATGATCCAACGTATCATAAAATGGGCAGTGCGGTGGGTCCCCCATACT
TGTGGCATGGGCAACGTAGGCCTTTAAATACAATGCCTTCAGAACTTTAAACTTGGAGCG
GCACTGGCGTTCGGTGCGGCAGAAGCCCTCCTGCTGCATTCGCCTAGACACCGCCTGATA
GATATCTGCATTGTGATGCCTAGTCTGGAGGCGCTGGATGTACTCTGCCTCACCTAGGAT
GGAGAGAAGAGTTCGTGTCTCCTGTCTGGACCACCGGATGCCCGCACTGCTATTAGTGGT
TGCCATGGTGGGCAGGGAAGGAAGGCTACTGAAGCAAGCTCCCAGGCAGCAGGGCACAGT
TTTCGAGGCGTGGGGAAGCTCTGGGTGTTCTCAGCATGTTTCCAGGAGCCTGCTGGTTCT
TTCCTCCCAGGGCACTCTGCTGAGAAGGCAGGTCTGAGGACCACACTTCTGGCTGGAAGG
CCACAGGGGAACGAGAGTTACAGGGCAGGTGTGAGGATCATCCTGGCAGCAAGAGAAGCC
GTGCTACCTGTGTGCAGATTCCGCAGCATATGGTCAAGACTTTGGGAGTTCATCCGCCCA
TAGGAAGTGATGGACTGTGGGTTTAATGGCTTGATAACAAAAGGACTCGCTCTTCTACAA
GGGCTAAGCGCATCCATGGCTGAGACCCAAGATAACCATGGCTGGTTAGGTCAAGAAGGA
AACAACCCGACCATGAGGCAGCTAACTCAAGAGAAGTCTTAGCAGAGCCATGGCCTTGGG
TCTGTCTGAATGGCACTGGCCTTTTACTGGCTGCATCCATTTAGTGTGGTGTGCCTGTGT
GTTACCCATTGGACTCACTGCTGCATTCTTACTAAAAGGATTTAACCTTCAAGGCCAGAA
AAGCAAGCTTAAGCTGGTCTGCTGATACAAAGTACATAATCTGAAAAGTGACAGTTCTGG
AGGCATAAAGGAAACAAATCCAAACACTACTGGCTTCGAGAGGATCCTACAGAAAGGCTC
TCTGTCTTGACTGAATCAACATTAGTGTTCTGGTTGCGATGCTCAACTATAGTCTTGTAG
GACAATATCACTGACAGAAACGGTGAATCTAATAATATACTGGTCACCTTCATTCTCTCA
CAGGAAACGAAAATTATCTCCAAAGGGGGAAGGTTACTTAACAATTCCTGGCTCCTCAAT
GACTCTGGCTTTGAGATCTTTCATATACCCCCACTTACAATTCAAAAACATTTTATGCCA
ATTTTTTGTTTTGTTTTGTTTTTTTTAAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCC
TGGAACTCACTCTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTCTGCCTC
CCGAGTGCTGGGATTAAAGGCGCGCACCACCACGCCTGGCTGCCAATTTATTTTTAATAT
GCTTACCAGTACATTTTAATACGCTTAATAACACCTACCAACATTAATGAATATAGGATT
ATAATCACACAAAAACATCTGAATTCATTCTTTAATAGAGTGATATCAAGTTTAGTGTAA
GCAGTCAAGAGCTCATGAAATAAACATGCCTATGTAAATGAAATATTCAATCTAATTAAC
AATCCCCAAGTTTTAAATTCAATACAAAGAAATGCCTAATATTTACATCCTACTTAAATG
AAGAAGAAAAGGCAGAGGGAGCTAAGGATTAGAAGTCCCCACCTGCAGGCTTATCTAATT
CACCACTGTAATTTGGGAAAGTCACAAATTCCGGGTGCCTTGACCTCCTGATACCTGGCC
AACCAGTTTTTATGGGGATGGAGAGGATTCAATAGCATCATAGATGTGAAAACACTCAAA
CATCGCCAAGCACCACACTCCAGAGGAAATGAAAGGGCCCTACTTATTAGGATAATCTAT
GATTCGAACAGACGGAAGTCTGGGGAAGCAAGCCTCTGGAATCTTCTAATTAAAGTCATA
ACAGATAACTGACCTGCTTCTTAAGATATTAATTAAACTGTTTCTCCAGCGATTACATTT
GTGAGTCAACTGGAAAAGTTAGTTCCCAGAAAGTGTCACAAAGGGCCAAGGAGGAAAATC
AATAGTAGCTGAAGAAATTATGACCAGTGATAAGAGATTTTACAAAACTCAACCACCATG
CAGAGAAATCATCCAATTCCAACAAAATAATTCTAGTTCACTCAGTTCAAGGAGATACAA
GAATGCAAAAGGCCAAAGAACCACTTGTGACTGGCATAAATGACTAGAAGTGAGTGCTGG
CATTCACTAATACTATGAGACCTGTCAGCAAGAAGCAAACTTCTGAACAACCCCCCTGGG
GCTCTCCCTAAAGTAACCGCCATTAAACAGTCTGGAGTGTCTCTCGTTTCCTTAGCATTC
TGCCCAGAATGTGCAAGCATGGTTTGAATGTTTGGCTACCATACCTTAAAGTACTTTATG
CCATACCTTCTGCCAAGGATCTGTTTCACTTTCACTACTGTGCTTGAAACATGTCTTATT
CTACTTTGTTTTGCTGCCAGTCCAACCACCTGAAAAAGAACTGCACATTAACAACAAGAC
TCTGCATTATTTTCAAGAACCACCGATGAGAGTACTCGACCGTACCTGTTCACGTTCCGA
GTAAGCAACAATGGCTGGTGTGACTCTATCCCCTGCATCATTTGCAACCACATCGGCCCG
GCCATCCTAAGGAAAGATGTGAGAGGGTTAGTTCTCTCACACTGGAATGCACAATCTCAT
TGAATATACCTGCAGATTGTAATGGAATTTTAGAAATGCCATTGTATCTGGCATTCACTC
AGGTGCCTGAGTGACACCCATTCAGGCCTTAAAGTCATCTTCTGTAAATAATCAGTGATG
GGACTTATGGGGTTGCTCTTCCTTTGGGAATTTCAAACTGAGGAATTGCATAACCTCAGT
AGCAAGACATTCTTGGCAAACCAGGAATTTTTGCAATGGTTGATAATTGCTTAGGCAATG
GGTCCTTCAGACAACGAGATCAGAGAAGACATTCTGGTATTCAGTAATTGACTTGCCAAA
AGGCCTTTTTTTCGTAACAATCAATAAAAGCACAAGGCTACCCGAGTTCAGTCCTCAGAC
TACTCCACCTTGCAAAACCTTACTAGGTTGGCAGTGTCTCTCTTTCTTAGATTGTCCCTC
ATAAACTGGTCTTTTAACTGCCACTATTTGTTTCTTATAGTTTAATAAAAGGCTTCTTCT
AGCCCATGCATTTTCCCGTTTAGATCTGTGCAGTAAGCTGGATCAAATGTATACAACATT
CTATACCTAGCAAGCATGATTACACGACTCTCCCACAAATACAGCTTTTCCACCTGCTTC
CCTACAAACGAAGTAGCTACTCCCCTGGGACTTTCCTGATAAATCGAATGAGACTTAAAA
CCGAAGATAGCATCGGTTAAATTCCTTAACATTGTTCCTTCTCCATCGATATTGAGGAGG
AAAAAGCTATAGTTCCTTGTTAAGTTCTCAGTTCTAGAATCAAGTGTGTACAGCAAGAGT
CAGTTCTTAACTAGGAACCCTTCTCTCGAGGGCAGTTACACAGTGCTCTGGTTGCTCAGA
AATTCAAATACCTCCCACCTCCGGGAACCCCGAACCAGTGACGTCACCGTGACCTCTTAG
GGACTCTGCGGTCAGTTGTCACTAGGACTTCTCTAGCATCCAGGGGGTCCTGACATCCAG
GTTTGTTCTAGGCGTCTTTACAAGAACGATGTCCCCCGCCCCGAGGACTCCAGGCATCCT
GGAGCCCTGACGTCTTTTGAACTCTTCTGGGCATCCTATGGCCCGGTCTCCTAAGTGCAC
CCTGCATGCTTGAGGCCTTTTCGTCCCTAAAACTCCTCAAACAGCCAAGACGTCCAGGAT
ACCCTGGAGTATCCAAGATCCGGCTCTCTGTATCCACCCTCCACACAGCGTGCTTGGCCT
TGGAGGGAGAGCCGAGAACCCGCAACATTGCCACTTGCTTGCACGCACGGTTCCCGGGCC
GATGACCCGGAGCCCAGAAAACAGGGTGGCCGCCACGGAACCCGGAGACAGCTTCCCAGG
CTCACCTTGTAGACAGCCACACAGGCTGATGTGCAGCCCAGGTGCACGCCGATCGCCGCC
ATAAGGCGGCGGAGACCACGGCAGCTCAACGAAGGACCCTTCAGCAGCTTCAGCTAGCTT
CCTCGGAACAAGCCCATCAGGCACTGCGGAGACTTCACGTTCCCGCCCGCCTACTGCGTC
CGGTCTGCTGCGCCGGCCTCCCAAGTCGCAGCCAATCAACATAAGGATGCCGCCTTTCAT
CAGAACGGTTAGCCAATAGTTTTAGCGCATCACTCCGCGCTCCTTGGGAGCCCGGCGTAA
ACGCCGGTCTGCTCAAGCTCAAGCCGGAAAGGCCCGGAAGAGGGTCATTAGCTCCTCCCT
CTCCTGAGCGCCGTTCATCAGAGCCAATGGGAACGCCTGGTGAGATTGCGTCACTTGTTT
CCTGCCTCTTTCCGGCTTCACGAGGCAGCCCCCACTACAGTAAGGAAGGTGTGGGTAGTT
CCGGGTCCCAGGCTCAGCATGCGGTGCATCAGTCCAACTGCTCTGGTGACCTTTTGCGCC
GGGTTTTGTATCTCGAACCCTGTGCTGGCGCAGGGCCTGGAGGCCGGTGTGGGGCCGAGG
GCTGACTGTGAAGGTGAGCGGTGTGTGACCTGCTTGCATGGCGGCGACACCGCGCTCAGC
CTAGCAATTGCCTAAGCAGCTTCTCCCGGCCCAAGCTGTAAATAACATTTCACCCTTCTG
CTTTTGCTGTCATTATTAAGGTGGCGCAGAAAAAGGAGTGAAATAGGATTCGTATTAGAT
TTTGTGCAAATGGTCTCCGCTGCCAACTTGATTTTGTTGCTCCTAACCGAGGAGACTTGC
TTCTCTGCTCAGAAGACATGTTTTGAGGTTCAAACTAATTGCCATTCCTAGGAGGTAAAT
AAAACATGGCAATACGTTAGGGTTGCTGAAATCAAAGACAAGGGTACGGCTGACTAGGAC
TTTATAGACAAGCTGCTTTACAAAGGAGCACATTAATTCCTAGAGAACGATAAAATAGAC
GCCTGTTTTCTTCTGTGGACTTGGCGATCATACCTTCAATTCCACCATCCCACCTGGTTT
TGAGGGTGTTATAGTACCTAGGTTTTGTAAAAACAAAACAAAACAAAAAAACAGTGTATT
TTGTAGAGGACTGTTAACAAGAGCCAAGATGAACAGTTTTGATAGTCCCTTTGGGACCAC
TGTAGCACTTCTTGTTTTATTGAAGTGATGTAAACATATATCTTCTCATCTTGAGAGCAG
ATGTACTGAACAGAAAATGGAGACAAGATTCATGTGGAATGGGCAGTTGAGTCTTATTGT
AAGTAAATAGTATTAATAGTAGTTGGAGTCCAGCTTTCTATCAGCAATTATCAAACCTTC
CTCTAGAAATTTAAAATAAGTTTAGATGTTATTTAAAATTTCTGTAGCTAAAGATACTGG
TTTAACAGTTATAATTTCAGTTAAAGATCTCATCTTGGGCAAGCAGGATTTTATTATAGA
ACTTCAAACTATTTTGAAATCATTATAGATTGATGTATGAAACTACTTTAATAAACAAAA
AAGGGCTGGAGAGATGGCTCAGTGGTTAAGAGCACTGACTGCTTTTCCAGAGGTCCTGAG
TGCAATTCCCAGCAACTACATGGTGGCTCACAATCTGTAATGGGGTCTGATGCCCTCTTC
TGGTGTGGCTGAGGACAGTGACAGTGTACTCACATATATAAAATAAATAAACCTTAAACA
AAACAAAACAACAAAGAAAACCCTGAACCTTAAATAACAACAATGTAACACACACATTTG
ACATCACACCAATGCACACAAATGGGGACCCTTAAGTTACTAGCTCCATCATCTGTGCTG
AGGTTATCAGAGACTAATCCAAGGACATCCAAGGGTTGAACTTGGGTTTCTCTGTGACTC
CCGACAGTATTAGAATTTTTTCTTTCCTGAAGTCCCTGCCTTGATGACTTTGACATTGCC
GCTGCTCTGTCTTTGCCTCCATCACGGCAAACATTTTCCAGATTTGTTCATGTGCTTCTC
AACCTTTGGCTATGGCTGGCTTCTGTTTTTTGTTTCTTCCTTTCTTCCTCCCTCCCTCCC
TCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTCCTTCCTTTTGATACAGGGTCTCACT
ATGTAGCCCTAAATGGCTTGTAACTCACTATGAAGCACACTGTCTTCAAGCTCACAGAGA
GATCTGCCTGCCTCTGCCTCCCCAGTGTGGGGATTAAAGATGCGTGCCATCAATGCTTGG
CCTAGCCATGGCTTAGTTGTTGGAATTTTTCTGTGTCATGCCCTCTGTATTTATTATCAG
TCTGCATACAGTGCAAAAAAAAATCAATCTGCCTGACTGTCCAGTAAATTCTACATCTCT
GTATCCAAGCCACCTTCTCCCCAGAGTTCCGGACATATTTTCTGTCAGGTGATTATGGAG
TGACTAAGTATTCAAAAAACGTGATGTAGTTAAAAAGTAATCCTCAAATGGAACTTATTC
CTATGCTATGAGGTTATGAGGTTAACAAAATTAACTGGTTTGTTCTGTATTTCCTCTTCC
TTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTTC
TTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTGCTGGCC
AATTGCTTGTCTATTGACTCTACCTTCCTATGGATTCTCTACCTTTCTTTTTCCCCAGGT
CTACTGCCTTGTCTTGGTGTCTTTCCATCCTGTAGCTTGCCCCATCTCTGGGAGGGTTGT
CAGGTTCTCCTGGATTTAATGTTTTTCCAGTTTCCACCAGGTAGTGTCTCCCCCTCCCCC
ACGGTTTCTCAGAAGATTCAAAAAATCATTTCACTACACACCACGCAGCTATGTACTTTT
AAAAAGTCTCTCTAGATGATGTCTCTCATCCCATGGATTTAAAACTCTGTTATTATACTC
AACAGGCAGAGTACTGATAAAGGATACATATGCACTGTGGCAAAATTTCATGCATGTTTT
GGTGAGACAAATGTCCATCTTTAAAAACAAAAGTTAGAGTTCTTGAGTTTCCTCATTTGG
ATTGATGATTCCTTGTCAGAATGGCAGAGATGTTTAGAAATCAAATGAGGATATGCTGGG
GAAGAGATATGAGACCTTTGCAAGACTGGATCTCTCTTATAGGAAGACAAGATGGGAGAT
TGCTTAGAGACTGATGAATTCCTGCTCACAACAGTGATCATGACAGCAGGTGTCTTCTTT
GTAGACTTAATGTATTTGATAATTAAGATGAGTAAAAGATACGTCAGAAGACATTTTTCA
TTCTATTGGTGGCTCATAACACTGGTGATCAGTTAGATGGGTTTTTGTTTGTTTTGTTGT
TGTTGTTTATTGTCATTGCCTCTGGGGAGAACACTGGGCCTTTATCTTGTCCTACCTCAC
TGGCTGTTCCTACGAGTCCTTTTCTCATTCTGTCTCACATTCTCCACCTCTAAACGTTGG
CGTTTCCTGAAGGTGGTCCCCAGGCCTGCTCTTCCTCCAGCTCCCTTTGTTCTGTGGTCT
CATCGTCTGACTATTGCTTGAATATGATGAATTACACATTTACATACCATCCTGGGCCGC
ATCCTAATTCTCAGATTTATAGTTATGTGTCTCATCAACATTTCAGTCAATGATGGACCA
TGTGCACTAACATGGTTCTATGGGATTATGAAAACATTCTACTGCTCAATGATATTGAAT
TCCCTGTTTCTAATCAATCGTTTGTGTTGGTCTGGATCCAACAGACCCAGGAAATGGCCG
GTCTTATGAATGACAGCAATATAACATGTAGAGCACAGTATTTACTGTTTACCTTCAACA
ATCATTGCTTGGATTCTTCTTAATTGAAAAGGTAAAGTGTCAACTAGCCTCAGGCAGGCA
CTTGAGAAAATATTCTGGAAGGGAGGGATTTGCTTCAGACCTTTAATCCTATCACTCAGG
AGGCAGAGGCAGGCTGATCTCTGTGGGTTCGAGGCCAGCCTGTTCTCCACAGGGAGATCC
TGTCTCAAAGCAAAAATAAACAAACAACCCAAGTATCCCAGAAAAAAAGGAATTTTACTA
CACAAGCCCAATCCATGTGTGCTGTTGCCTCTGAAAGGGTCATAGTGGGACAAGGTGGGG
GGCAGTGGTACCGTCATCTGGATCCTGTGTGGGCTTCGGCTAACGCATGTTTTTGTGCCT
TAGTTCTTTTACAATCAAGTTTTAAAAGTAAATAGATAAGTGACCTAAAGAATAAAGGTT
TAAAGAAGAAAGGTGCACTGCAGTATGTTTGTGTTTCGAGCTAAGTGTCATAACAAGACA
GGCAAACAGTTTTTTTAAATTAAACAATTTATATGGTGGAAAACTTATAGTAATCTAAAG
TTTATTTATCATGGAAGAAATAAGCTATTTTTTCCAAAAAATTCATATAGTCTGTAAATG
ATTGCAGTCTATAGTGACTTCCTCAGTGTGAACTATCCTCTCGGCCTTCATGTTGGCTCC
CCCAGCTCAGCTCCTAAGTCAACAGGCTCCACTCATAGTAAGGGCCATATGCAGGTACAC
TGTTTCATTTTAGAACTCTAGTTTGCAGACTTACCTTTATTTATGTATGTGTCTCTGTTT
GGTATGTATGATACATGTGTGCAGGAACTTTCAGAGGCCAGAAGAGGGAGCTTGATCCCC
TGAAACTGGAGTTTCCAGGAGTTTGAGAGTCACTGGGCAGGGGTGATGGGGACTGAACTT
GGTGGAGCAGCAGGTGCTCCTAACCCCTGAGCCAGTGGTCCAGCCCCGATTAGTAATACA
ATCTTTTCACTGCAACTCTCTTATGTTTACATACCTAAAGTTCAGTGAAACTTACCCACA
GCCCTCAGCATGGTAACATGTTCTACACACAGGCATGATCACCTTGTAGCTGCAGGCTGC
GTATGGCACAGGATAGCTATGGATGTAAGTCAACACAGAATCATGGGACATTGTAAGATT
TTGAATGTATGAAGTTTTTATTTCTTGTAACCCAATTACATGGCTCTTAAGCATAAGCTT
TGTAGATGACAATGTAGCATTATAAAAAGGTTGAACATACCTACCAGGCTTGTAGACTTG
GAGCAATGAACTGTACCATACGACCTAGGTATATATAGCAGGCGGTAACATCTAAGTTTC
TGTAAGTAACTCCTTTGATGTTTCCACAACAAAGTCACCTAGCAGCATAACTCAGATGGC
GTCCCTATTATTAGGAGATGTATGGCTGTACTGAGAGGCTTCCTCACTGTTTCTGCTTGA
ATTATGAATTAGCCAGAATTCGTCACAAAACAGAACCAATATATTAATGCACATGTGTGC
ACACCTGTGCGTTTGTGTTAGTCTTTAGCTTACAATGAAGCTACATCCCATTATAAATCG
AAAGATGGCCAAGAATGTATCACCGAGAGATGAAAGGAAAAGATGGGAAAGAGAAAGAGA
AAGAAAACTCCAACATACATTCATTGAATTCTAGGTCAGGAGAGAGGATGTGTGCATTAG
TGATGTCACATTTGCTGTGACCAAATTCCTGACTAAAACTCAAAGAAGGAAAGATTTATT
CTTCCTCCCACAGTTGGGGAGAACGTGGACCAGGGGCCACGCCTGGAGGATCAAATTCTC
TACCGCTGACCCTGCAGGTCAGGTGATGTTTCTTTGGCTCAGTCTCTCTATCTGTAAAGA
GAGGATAATAAAGTATCTATGTCATAGCTTTGTTGTGAAACTTGAATGAGTTAAAATATA
TGAAATGCTTGCATCATAGCCAGCCCCTGCCAGCTCCTGCCAGCTCCTGCCAAATGTTAA
CATGGTGGTTGCTCATGCCTTGCCTATCCTGAGTCCTGTCTCCCAGCTCAAAAGAATTGG
GACTGAGTATGGTTCTTCAAGTTAGGATTTAACTACTGATATGCATAAAGTATGGTTTAA
AAAAAAAAACCCAACAGTTAAGGTTTCCACCAAACCCAGTCTCATGATGGTGGAACATAA
TACTTGTGCATGATAAAGAGCTTCATTCAAGGTATTGTAGTTATTCAGATTTTTCTCTAT
GCCTGAAGCAAAGCTATACCCAAGACCATATTCTATAAAAAAGCTATCTTACCTTTTAGG
CTTTGCCAATGTCTATACAAAGGTTTTCATTACAGGTGAAACTTAGTTCTAAAGACTGAC
CGGTGGATTCTGTAAGCTCATATTAAATGTCTAATGAATTGATGGCTTTAGGAACAGAAC
CCCAAAGAATGCTTAGGGTTTGAATCCATGGCCATAATGCATTGAATCACATCTAGATAT
TTTAAATTTTTATTCTGATTTTATGCATATAAGTGTTTGCCTGAATGTAATGCATTTGTA
CCACAAGTGTGCCTGGTGCCAACGGAGGCCAAAAGAGGGTATCAGCTCCTTAGAGCTGAA
GTTACATATGCTTTGTAAGTTGTAGGTGCTGGGAACTGAACCTGGGTCTTCTATAAGAGC
AGCATGTGCTCTTAATTGCTGAGCCACCTCTCCTGAATTATATCTGTATTTTTTTCACTC
GGTGGATGAGTTATGAGCACAAATGTGGTCGAGGTAGAATGTGTAACAGACTCAACTCTC
TCTTCCTTCTAGTATGTAAAGAATTCTTAGACCGATTCTACAACTCCCTGCTAAGCAGAG
GCATAGACTTTTCTGCGGACACCATAGAGAAAGAGCTGCTCAACTTTTGCTCAGATGCCA
AAGGAAAAGAAAACCGCCTGGTATGACACATTTCATTTTCCTTTTTTTCGTTGTGCTTCA
AGAAAACAACTAATAGTTCCCCTTTGCACTTGGAGCTGGTGCTTTCCTCCCTCCATGCTT
GCTCTGAACATGCGTGGTGTAGACAGCGAGCAGAAGCCAGTTCTGGAAAACAAGGTCCTG
TGTGTTACGTCTCAAACCCTGAGACAAATGGCTGAGGTGCCTGTTTAACAAATCAAAGCA
GACCTGGCTGCCAGGTTCTCCCAGCATCCCTCAGTCCCTACCTGTTATAGAGTCCTCCTG
GCTGGCATACCCTACCTCTACCCCTCTCCAGCCCAGGGTCTGGGTTGCCCTTCCTCCAGA
TGTCCTTCCTTATATAATCCAGCAGTTTTGGTTCTCTCCTCTTTTGGGCTTCCTTTCTCC
CCTTTCTGCCCAACCCCCCACTGCCTGACTCAGGGTCCCATCTACTCTGGACTCTCCCAG
ACGATGTCCTTACCCCTGGCCATGTTCTCCCTTTTACAGTAAACCTTCTCCTACATTGCA
TCTTGGAGCAGCCATGTCCTTCCTGTTTTACTTCTTTTTCCATTCACTGTGAATTCTTAT
TATAAGTTGTCCAGTTTTCCTTTCTAAGTAAATCATGTGCAAGCAATTTCCCACTTCCTT
AAACAGAGTCGTCAAGCTGACAAGGATTAACTATTATGTGAATGGGTAGGCTTTTGCATC
TGCTACCAAGACACTTACTAGAACCCATCAATCATCTCAGTATCATTTACATGTAATGAT
TGAAGCTTTTATATTTTCTTTTTAAGATTATGTTTCCTGAATTTAATGTATGTCTTATTT
CAATATTTTTATATTAATAAAGACAATGTCTTTTTCTGAATTTTACTTTTTTTGTAATAT
ATTTTTATTAGATATTTTCTTTATTTACATTTCCAACATTATCCCCTTTCCTAGTTTTCC
CTCTGAAAATCCCCTATTCTCTCCCACCATAAAGACAATTTCAAATCAAATCCTCTTTTG
TTCCATCTTGGTATTGAACCCATAACCTTGTTCATGCTAAGCATGTGTTTTGCCACTGAG
CTATCCTTCAGGAACCAGTCCACCAGTTCTCTTTTTTTGCCTAAAGTGGTCATCTTTCTG
TGTACCACTGGACTCTGACTGGCTGAGGCACCAGAAGACCAATGACTCCAGCCTTGTCAT
CAGGCTAATTAGATGCACCCAATAATCCCCATGATGATGAGAGACAAGCGCATCTAATTA
GCCTGATGATAAGGCTGGAGTCACTGTTCTTGCTGTGTCTCAGCCTGCTGGGGCTAAAAT
TAAATATCTGGTCTATGAGAACAAGGGTAACCTCTTTCTCCCTTCTTTATACTGTTTTGC
TTGCTTTTATTCATTGTCAGGAACACTGTCTTAACCACATTCCACTTAGTTATTTTGTGT
CCATGTGTATGGCGTGCATAGAGAGCTCAGAGGACAACTCGCCAGAGTCGGTGCTCTCCT
TCTTCCATGTGGGTCTCAGGAGTTACACTAAAGTGGGTCTTGACGGCAGGTGCCTATGCA
GTTAGATTGTCTCACCAGCCCCGTATTTCCTACCATTCTCTTCTCAGTGCTATTATCTGG
GGGCCACCACAGATGCAGCCACCAAGATCCTAGGAGAAGTCACTCGTCCCATGAGTGTAC
ACATACCTGCCGTGAAGATTTGTGAGAAGCTAAAGAAGATGGACAGCCAGATCTGTGAGC
TGAAATACGGTACGAGAGACCCAACTGTCTTTCCCAGAATGTCACATGTGTTGTCAAGCT
TTGAAAACCTGGGCCATGTTATCTACAGAGCCAACATTGGAGGGAAGGGGTTCTCCATTC
ACTGATGGAATGCCAGGCTGGTGTTTTCCTGTCAGCTGAGCTCCTTCCTATAAAGGAAGG
GAAATGAATAAACTAATAAGAACCTGATACTAACTACTGGATAATAATGGATAATCAGTA
TTAAGTTGGAACCCCCAGCCTAAAGCTTAAGTTCCTAATTTACTAAGGTGATGTCAACCG
TGAGTGTCTGGAAGTTTTCTGAAAATGAATCTTGGAGGTCCTCTCAGTGAGCTACAAAGA
CTCAAGGTGCGTCTGCCCAATGGCAGCAGGACCTTGAAGTCGTGATATGACTTTGTTTCC
CTCCTTGGCAAGTTTACCCTTCTGCCAGATGTCTCTCTTAGGAGCTGGGCTTTTCCATCA
ATCAGGCTTTGCCCCGTGATGTAGCTTATCAGAGGTGCCTAAAATAATCAGTAAGGAAAG
AAGGTGATGTCCTATTTAATGCTCTGTCCTTGGCCTTATAAATTTCACATGGTTAAACCT
ATTCTTACACTGAAGGGTTGTATCTGGGCCAGCCTCTTGCGTAGGTGGAATCAGTGTGAT
TAAAGGCTGGGAAAGTTTCCCTCAGCTATCCTTCACGTCTGAAATTCCTCTAAGACATAA
GTTTTTGTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCAC
ACACACACACACACACACACACACACACATTGTAAATGACCTAAGGAATAATTTTGGCTC
ACTTTCCCCACAACCTTGTAATGAGTCCATCTACCACAGCTACATAGCAGATGTGAAACA
GGCTTAAGGTTGAAAGGTCCCAACAACAACCTAGTTCTTTGTTCAGCACAGGCCCTGACT
TGCAGTGTAGTGATTATGGGCAAATGGCCTCCCCCCCCCCCTTTTTTTCTGGTATTTTCG
AGACAGGCTTTCTCTGTAGCCCTGGCTGTCCTGGAACTCTCTCTGTAGACCAGGCTGGCC
TCGAACTCAGAAATCTGCCTGCCTCCGCCTCCGAGTGCTGGGATTAAAGGCGTGTGCCAC
CACTGCCAGGCTTAAATGCCCCTTCTTATAGGCTTCAAAGGAGCAATGATGTCCTGAGTC
CATACAAACCATGCGCACAGAGGGGAAACTGTGTACTGAGTCTTTCATTCAACAAAGACG
TGTACATGCAATGACTCTTTAAATATTGGAACAAGTATCGGATATTATAGAGGAAATTAA
TATTTATTTGTACATGGGAACACTGGTCATCAGGGAACCTTTGGAAGCCACAAACTCATT
TTTATTTTTGACTTCCTTCTTGTACTTTTAAGAGTATTGTGGCACTCCCCCTTTCAAATT
TAGTGTCAGATGCCATTTTTCCCCCTAGAAAAATACCAAGGAAACTGCTGTCATTTAAGT
TATGTTTCTCTTGACTTTCTCAGTAGTTATAAATTCTTCTCGGCTTATTATCAGACTCCC
TGCAGCTGGAGTTGTAGGTGGTTATGAGCTGCCTGGTGTGGGTGCTGACTCTGATTCGGT
CCCTCTGCAGGAGCAGTGCATGCTCTTAACCACAGAGCCAACTCTCCAGCTCTCATTTCT
TTACCTTATTACGGAGCCTCTATAACGTACATATACATTGTTGAAGATGTATTTTCTTTT
AGAACTACACTATAACCTGCTGGTTAGTTATGACCTGTGTCTTTTTGTTAGCCACAATAA
AGGCCCTGCCAACGACACTGGCTTTTGTTTATAAATTTCTGTCTTCGACCTTTGGAGAAG
AGTTTAAGTTTGTTTCAGGAATGCAGATTTGAGAACTCTGCGAAGTATCCAGCCCCTTGT
TTTAAAGCCTGAATAGGCCTTTAGAGGGATGGCTGGAGGCAGATGTCCTCCTAGTAGCTT
TATACAGTTGAGGATAACAGAAGCCTCAGGTAGTCAAGTTCCTAATATAAAACGCCATAA
ATTTTGCATAGAATTCCCACACATCCTCTTCTGAACTGTAAATCATCTCCAGATAGCGAT
CATTATATCATACAATGTAAATGTTATGTAAATAGTTTTCCATTACACATTGTGTGTGTG
TACATGTACATGTGTGCCCACACTCTTGTGCATGTATATGTATGTGAGTGCATTTGTGCC
CCAGCATAGCATGTGAAGGTCAGGGAACAATCTTGGGAGTCAGTCCCTTCTTTCCAGTGT
GTGGAATCACTGAAGATTCAACTAAGAATCCTTGGGCTTGGTAGCAAGTGCCTTCGCCCA
CTGAGCCAGCCATCTTGCCAGCCAGCAAATGGTTGTTATACTGTGTTGTTAAGTGGTTTA
TGACAAAAAGATAAAGAAAAAAGAAAAACCTCTGTCTATGCTTAACACAGATTTGGCATT
TTCATCCCTGAATATTGTTGGTCTATGGTTGGTAGCCTTTAAGCACTGAGAACCCAGGGT
GCAGGCTGACTGGTGATATCACATTCTCATTGGGTATGTCTTGGTCCCCATGGGAAAGGG
AGTTGTCTCACACTGAAGGGGAATGGAGTTTTATGAGATTTTGGGTTTGTCATTCAACTG
TGTGTTCTTTTTTGGCATTTAGGGAAGAAGCTGGACTTGGCGTCGGTGGACCTGTGGAAG
ATGAGAGTGGCAGAGCTAAAGCAGATCCTTCAGAGATGGGGGGAAGAGTGCAGGGCATGT
GCGGAGAAAAGTGACTACGTGAACCTCATTAGAGAGCTGGCCCCCAAATATGTAGAGATA
TACCCCCAAACGGAGCTCTGACCCCGTCGGCTGTCAGGAAGCATGGACTGCAGTTAGAAG
AAAATGACTGTCTAAGATGAGAGTGTGCTGGTTAGGGCTAACCAGGGACTGCCCAGTTGG
CCGTCAGTTTTGCTGTTGTATTGTGGAGTTGTGTTGTTTAGGCATATGATCAACCCGTGC
TTCCTCATGGTCGCTAAAATTGCAGAGCACAGAGACCTCAAGGTGCTTTTCTCATCCTTC
TTGGAGGATGCAGTGGTTGCCTTTGCATTGCTATGACAATAATGCTTATTGAGAGAGGCT
GGCCATGGCCACATGGAGAGAGGGGGAAGGGAGTGAGAGAAAGAGGGCTAGAGATGAGAG
TAAGAAAGGTGAGGGCTTAAAGAGAGAGAGGAAGGGCCAAGCAGCCCCCTTTATAGTGGG
CTGGGCTACCTTGCTGTTGCCAGGTAACTGAAACAAGTGTGGGGAGGGAAGAGTCACTTG
GGCTCAGGGATTTGGTCCATCACAGCAGGGTAGCTAAGGGCAGCACAGCTCAGAGCAGGG
CGACAAGAGCTTGTCATAGAGGCTGTTGTGATTATAGAGAGGCAGAAAGTGATGTCCAAA
TAATGATAAGGCTGTAACCTTCAAAGGGATAGCCCTATTCATCCACTTCTGTCAGTCAGA
CACCCACCTCACAGTTTCCCCAAATTACCACTAGCTAGGGAACAAACCTTCAAATCAAAC
CGATGCCAGGTGTGGTGGTGAATGCCTTTAATGCCAGCACTCTGTCTGGAGGCAGATCTC
TGTGAGTCTGAGGCCAGCCTGGTCTACAAAGTGAGTCTAGGACAGCCAGGGTCACACAGA
GAAACACTGTTTTGAAAAACAAACAAACAAACAAACAAACAGACAAACACTAAAATAAAA
TCCAACCAATGAACCAACCAAACAACCAAACAACCCAAACCAAACAAAAAACTGAGCTGG
AGGAGGACAGTTCAGATCCAAGGCACAGCAGAAGGACAATGTAGTTTATCACTACTGACT
CAAGTGTGCTATGGATATGATGGGATAATACATTTTAAGGAAGGAAAGAGACAAGAGGCA
TCTCTTTGGTCAAGGTTTTTAAAAAGAGTGCATAACAGAAACTATAGCTTATCTAATGTG
CGACTTCAATCTCAATAACCACCTAACATAGTTCAGAAGGTTCTTGTTTCATTTTGCTTT
TTAAAAATAGATTTTTTAAAAAACTTCATTCACTCTAAATATTTTCTCTCTTTTGCACAG
CAAGGAGGGAAGCATTCATTACTTTATAGGCTCTTGAGACAAAATACCTAAAAAAACAAT
CGAGAAAGGAGTTAATTTAGTTCATGGTTTGAGATTACAGTTCATCACGGCAGCAGGAGT
GTGAGGCCATTGGTCAAACTCATCCATGTCCTAGAAGCAGAGATGGAAGTAGATGCTCTG
CTAGCTGTCAGTCTGACCCCAGCACGGGAATGCCACTGCTCACATTCAGGATGGGGTCTT
CCTTCCACAGTTAAACTCTCTCTAGCAACGCCCTCCCACTCGTGCCCAGAGGTATGTGTC
ACCTAGGCAATTCTAAATTCCACCAAGTTAACAATGGCGATTAAGCATTGCACAGCACGA
ATGGAAGTTTCCGTTTCTCATATAAAGAAAACTGATCGGAAGAATACAAATCAGCAATCC
ATAAAAAGTCTGTGCTTGGCCTATTTATAACTACCTTTTTTTGTTGTTGTTTTTTGTTTT
TTGTTTTTTTGTTTTTTTGTTTTCTTGAAGCAGGATTTCTCTGTATAGTTCTGGCTGTCC
TGGAACTCACTCTGTAGACCAGGCTGGCCTCAAACTCAGAAATCCGCCTGCCTCTGCTGG
GATTAAAGGCGTGCGCCACCACGCCCGGCTTGTAACCACCTTGAATTGCCACGTGACCCA
AGCTCAGAGTCTTCTTCACTGCCCCGTGTCAGGCAGGATGAAAGCATGCTCCCCACGTGC
AGGCAGCAGGGGCGCTTGTGGTTTCTAATGCTAGCCTATCAGTCTTAAGAAGCAGGCAAT
GTTTCAGCTCCATTCTCTGTCCATAGATCAATAAGAAGCACATGGTTAAATGGTTGCCTT
TGGGAAATAGGTCAGGGTGTGGCTACTCAAGAAAGCATTCTCTTTAAAGTTTCTGGGGTG
ATGGGACTGTACTTTATCAAGGCAGGAGGTGAGAGATATGATCATCATATTGATATAGAG
GTACAATTAAGATGTGGGTATTCTATTGTACATCAATTCTATTTCATAAAAAGTTGTAGG
AGCTATTTGAAAATTACCCAAAATTAATTGATTAAAAGCAACTGTTCTTTTAAATAATCA
AATGTACTCATAGCCATCTTTTTTGTAGAGTAGAGAATAACTTAAATTCAGATAATAAAT
ATACATTGACAGAATAAGGTTTATTTTTAAATGGTGCAAGGGAATGCATTTTCAGCTAAG
CAATTGGGGTAAACGTGAGTTTGTTAGAGAAGTAGTGGTTCCCAAGGAGATATGGAGGTT
GCGCAAACGCAAAATGAAACTAAAAATACTAATAGAACAGACGGTCCACGGTGGTTATTG
TCTCTGGAATTCAGTTTTCTCACCAGGTGGGAATAGTCTCCTTCATTTTGAATTGTACAT
AAGAAATAACCAACGTTGGACTGTAGAAATGGTTCAGTGTTTAAGAGCACTGGCTCTTCC
ACATGACCCAGGTTCAATTCCCAGCCACCTACAAGGCAGCTCACAACCATCTCTAACACC
ATTTCCATGGGACTCCAACACCTTCTGACCTCCAGAGGATCCAGCAATACACATGCAGGC
AACACATATATGCACAAACTAAAAACAAAACTACCAAAGCTAAAAAGTAAAACCTTTTAT
AAAAACACTACATTTGTGTCTTAGGGTTACTATTGCTGTGAAGAGATACCATGGCTACAG
CAACTCTTAAAAAGGAAAACATTTAATTAGGGCTGGCTTTACAGGTTCAGAGGTTTAGTT
CATTATCATCATGGTGTGGAGCTTGCAGGCAGACATGGTGCTGGAGAGCTAGCTGAGAGT
TCTACATCTGGATCTGCAGGCAGAAGGAAGAGGAGACCCTAGACTTGGTGTGAGATTTTA
AAACCGTGCAACCTACCCACGGTGACACAGTTCCTCCAACAGGGCCATACCTCCTCCAAC
ACTGCCACATCTCCAAATTCTTCTCAAATAGAGTCACTCCCTGGTGACTAGGCATCCAAG
TATATAAGCTTAGGAGGTCATTCTTACTCAAACCTCTACAATCTGTTTCTATTTTGTACT
TTGAACTTATTTATCATGGATCTTGCCATTTGGAAATAATCTAGCTCTTTGATTTCAAAA
TGAGATCAAATTTTTGTGTCATAGCCCCCCCCCCCCACCCCCAGGAATCTAGGTAATGGG
AACACTGCTTAGTAGGCCATTCAAATCACTGAAGTCGCCTCCCCCGTCTCAAGTGATGGC
CTTAGTCTGTTTTGCTCAAAGAGATTTTATAGAAATGCTTCCCAAACTTCTGAAGTTGCT
TCTGTTGAGCAGTAGGAACATTTACTACACTGCATGTTCTTATCCTGTGAGTCTGAGGCA
GGGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGC
GCGCGTGTGTGTGCACGCGCGCACATGCTGGATATGCACATATGCATGCTGGTGCTTATG
CATGCCGTGGGTAGAGGAGGATGTCAAGAGTCCTGTGCAGTAACTTTCCACCTTATCCCC
TGAGGCAGAGCCTCTCACTGATCCTGAAGCTTGTACTTTGCAGCTAGGCTGGCTGACCTC
TACTTTCCAGCGCTGAAACTGTAGGCATGCATAGCCAATGCTTGGCTGTATGTAAGTTTT
GGAGATCTGAACTCAGGCCCTCAAAGTTGTGTGTCAAGATCTTTACTCACCGAGCTGTTC
CTTAATCCTCAATCAGTTAGGTTTTCAATAAAATTTCAATATATCAAGAACATCAGAAAT
GCAGAAAGTTTATTCTTTGGTGTGAAAATAGTCCAGTAGTAGGAAATTCAGAGTAAATTT
AGTGGCTACAATGCTCCGAGGGGCTCAAAGTTGATTCCTTGTATCCTAGTGATGGTTGAT
TTCATTGCTGACCCCAGGTCTAAGTTGACTGCTAGACTCCCTCACTACAGAAGGCGATCT
GCCTCTGACCTGACCCCAGTCCCACCCCCATCCCATGTGCTGCTTCTACACCATTGACCA
GAACTGAATCATTGAACTCAGCTGTAAGGGATCTGGGGAAATCATGTCTCTTGGTGCAGA
GCCTGGCTGTCCAAATCAAATCAGGTTTCTACTGAGACGAGAGGGAGAAATAGTTTGTGA
GCACAGAGCCTGTGTGCGGAGTGGCATAAATCCTTCCTCGTTTCCTAGGCTGTAATTCTG
CGTTATGTACTCTGAGTAAGCCTTCTCCTGGCCATTTCAATCGCTCATATGTGTAAGTGG
CAATAGCTCTGCTTCTTTTATAGTTTTTGGCTTGAGAAGACGTATTCTCTTTCTGTTTCT
CCTTCATTTTAACTTGCTGCTTCTCTCATTGTGTGTGTGTTTGTGTGTGCACTACTCTCA
TTGTGGATGTATGTGTTTGTGTGTGAACTTCTCTCATTGTGTGTGTGTTTGTGTGTGCAT
GTCTCTCATTGTGTGTGTGTTTGTGTGTGTACTTCTCTCATTGTGGATGTATGTGTTTGT
GTGTGCACTTCTCTCATTGTGTGTGTGTGTGCACTTCTCTCATTGTGGATGTATGTGTTT
GTGTGTGTACTTCTCTCATTGTGTGTGTGTTTGTGTGTGCACTTCTCTCATTGTGGATGT
ATGTGTTTGTGTGTGTACTTCTCTCATTGTGTGTGTGTTTGTGTGTGCACTACTCTCATT
GTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTACTTCTCTGATTGTGG
ATGTATATGTTTGTGTGTGCACTTCTTTCATTGTGTGTGTGTTTGTGTGTGCACTTCTCT
CATTGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTACTCCTCTGATT
GTGGATGTATATGTTTGTGTGTGCACTTCTTTCATTGTGTGTGTGTTTGTGTGTGCACTT
CTCTCATTGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTATACTCCTCT
GATTGTGGATGTATATGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTGTTTGTGTGTGC
ACTTCTCTCATTGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTACTT
CTCTCATTGTGGATGTATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTGTTTGTGT
GTGCACTTCTCTCATTGTGGATGTGTTTGTGTGTGCACTTCTCTCATTGTGTGTGTGTTT
GCATGTGCATTTCCCACGTGTGTCAATGAAAAATTCATAAGCACAGAAGATGTAGAAGGT
ATACAATCTGAAAAAAAGCAATACAATTCTGAACTAAAAAATGAGTGGAGGCTAGGGCAT
TGGCTCAGTGGGCAAAGTACTTGTCCTACAATGTAAGAACCCGAGTTCGGATCCCCAGAA
CCCACGTGAAGCTGTGTATGTTGATGTATGTATGTATGTGTTATTCAAGTTGTGCTATGA
CGAGATGAGAGCTGAAAACAGGAGAGTTCTGGGAAGCTCCAGGCAGAGTTAACCTGGAGT
AATCAGTGATGAACTACAAAGAGACCCTGCCTCAGAAATGAGGTGAGAGGGAAGGACAGA
CACCCAAATTTGTGACTTTTCAAGACTCCCATCTGAAAGAGAGGATAGCTGGTGGCTATC
CTCTCAAAATATATTTGAAAAAAAATTCCACCTAAGAAAAATCTTCTTGGGCATATGACC
ATTCTGAATATAGAAATATTTTTTCTGACTACCTATAAATTTTCTTTTATAGTGTGGGTA
TCAAATTTGTAATATCAAATATACTAGGTGATTAGCTGCATCAAGCTATTATTTCACACA
CACACACACACACACACACACACACACACACACACACACACACATTCTGACAACCTAAAA
TAAAGATCAGTAGAAAATGGAATGTATATATATATATATATGCTCCTCCTCCCTTTCCCC
CTCCTCCTCCTCTTCTGTCAACTTGACATAAGCTAGGGTCATCTGAGAAAAGGGAAACTT
GATGGAGGAAATGCCTATATAAGTCTGACCCAGTTGTAAGATTGTGGGGGCATTTTCTTG
ATTAATGATTGATGTCTGAGGGTCCAGCCCAATGTAGCTGGCAACAGCCCTGGGCAGGTG
TTCCTGGAGTGTATAAAAGAGCAGGTTGAGCAAGCCAGAGGGGATGATCCAGTAAGCAGC
ACTCCTCCATGTCTCTGCTTCAGTTCCTGCCTCTAAGTTCCTGCTCAAGTTCCTGCCTTG
ACTTCCCTCAATGGTAACTGTAAACTGTAAGCCAAAATAAGCTCACATTGCTTTCATTTA
GCATTTTATCACAGCAATAGAAACCCAATTAAGACAGCTGATACTGTTAAAAGGTGTTTG
CTATTCTTATCACTGATAAAAATGTGGAGAATTGTGGTTGGGTAGGCCTGGCTAGACCTT
GGTTTACCATTCTTTCTAGTAGACTGTGGGACTGATTTAATAAGTTAGAAGAAAGATTGA
AGATAATTCTTGCCACCAACTTGGATTTTCATATGCATCCTCATACACATGCACATATGT
CCACACTATGCAAATGAGCATATACTCAAATGCACACCACAGACATATAAAAGTGGAAAA
AACCAAATATAGTAGTTGACAGTGGCAGACCATTAATTGTAAGTGAAAGTATTGACCTAA
GGCATGTGCTCTAAATGCGAATCTTTTTTTTTTTTAAAACCTTCTGCTCTGTATTAGAGG
CACCTGGAGATAATTTAGCAATCCCCAATATTGGCTGCATCCTAGAGTAGTTCCTTTCAG
TCTTTGGATGAAGAAAGAGAGAATCTCAAAAGTGTCACTCCTAGGTGACTCCAGTGTGAT
GCTGAGCTTGGGGAGTCACTGTCCTAAGTACTCTGCCTGAAATGGTGGCAGCTGCCTTCC
AGGGAGGAGGAGACCCGATGTGTGAAGCTCACCTGGGCAGCTTGGCTTTCCTAAAGTTTG
ATGGTTGACCTTGAGAGCTAACACACATGGACAGTGTGTGGTGTACTTTCTGCGGACAAA
CACCCAGTCATTAAGATACTTGGTTTATCAGGGGTGGGAACTGCAGTCTTGCTAGTATGT
CTGCGCTGACCCGCTTGGTACCTTTTGGTCCCGTCGGAGGCCTCCTGCTCTGGGGCTGCC
GCCTGTGGGGAGCTGGAGACCATGGAGTCCGTCATGCTGGCGGTGGTGTACATATTCAGC
CCTGGTACAGGGAGTTTCCCCAGCTTACCTGGTCCCAGGTGATCCACGGTGAGTTCTTAA
GCTCACTCATGTGGTTCTGGATTCTTTGGTGATTTTGGCATGAGTCAGATGCTGTGCTGG
GTCACCTTTCATATCCAGATCCTTCACAGTGGACAGATGAAGAACTGGGAATCCCTCCCG
ATGATGAGGACTGACACTGTAAACTCTCTGAACAAGAGCAAGGGGAGACATTTCAAGAAA
TTACAGACTTCATTAAAGGTGTAAAGTAAAGTGGCTTGCCAAAAAAACCCAAACCAACCA
ACCAACCAACCAACGAACCAAACAAACAAACAACTTGGTTTAGTTGTCTACACCCTGACA
GTTACCCATCATAGCTGTGATGAATTTCTTGGCAAGGCAACTTAAGCAAGGATCTATTTT
GGCTACAGTTTAAGGGTATAGTCCATCTGGATGGGGAAGGCGTGGTGGAAGGACTATAAG
GCGACTGGTCACATTGCACTGCTGTCTGGAAGCAGCGAGAGATGGAAGCTGGCGCTCAGC
TGACTTGCTCCTTTTTCCGTCTGAGACCCTGGCCCATAGGATGGTACCACTCACATTCAA
GGTGCGTCTTCTTTGTCCTGCTAAACCTTTCTGGGAACTCCCTATGGATGCTCCCAGAGG
TGTCTCTCCACGGTGATTCTAAGCAAAGACCACCACTCTGGGTAACAGACTGATTCACCC
CATTGAGACGCAAGATGAAAAAGCACATATTGGTAACATACAGTCTCACATCCCGGCACT
GAAATCTCTGCAGAAACATGCATGTTCTAGGAACTCAAAAATATTTCTAAGTTTATAAAT
AATATGTTTCACAGAAGTACTGATATATAACTTCAAGAAATGGAACTCAGAGGCTCACTC
TGCTAGGTAAATGCTGTAACGCCAGTACATGTACTACTACTACTGACAATTTCTCCTCTG
TTAGTGGCTTGAAGCACCATCTTGTAACACCTTTTGTAAGTCCAGGCCAGACAGTGTCAC
TAGAATTCACGTCAGGCTTTGCTGTCCAATGAGATCGACAAAGGGACTTATGATTATCAG
AACTTTTTGGAACAAGCGACTAGGATAATAAGTGAGTGACAGATGGTGTTTCTATGGTAA
CTCTGGTCTAGGTGAGACTCAATCCTTAAATAGCATACTGGGCACTCCTCTATAAAAACT
CCCACATTCCATGGCTTCTAGAAGTTTAAAGGTATTTGAGGCCACCAGAAAAGCAGGGAT
TGGGGTATCTATCTGCTTTCGTTGCTTATTTTCATAGCACTCTGAGAAGCTTAAGTATCA
GATAGCTCCAGAGGAAATACATTCACCAATCCACTTTCCCTCTCCCAACAATGTCATCAG
GGATGGTTTTCTGTACTAGTTATGAGAGCCAAGAAGGGAGCAGCCACTCCCCCTTCTTGC
AGCCTCCACCCTCAGAATGTCACTCTCATTACAAGTCAGGCTCTCTGGTCAGCCTTTGGT
ACCCATCCTCAGATAGTCTTTCAGGCTGCCCCGTGTACAGCCAGCTGCAGAAGATGCTGC
TCACTGGGCTCCTACTCATTTTCCTCTTGCATTTTTAAAAACCCATTTTGGAAAGAACAG
ATCAAATGTTGGCTTCTTAGTCACAGGGCAGCTATAAATACACTGCAAAAAGGCTCTTGA
GCTGTGCAATTTCTACTAGGACATAACCTCACCTCTCTGCTGGGTACCATCTCAGAATGC
CTAGTATCTGGGGAATTCAGATCTTCTCCCAGTAGCTAAGGCTGTATTTACGTCTCTCCC
ATCTTTGTATGTGTGCATGTGTAAAGTATATGATGCAAGTGCATATGTGTGTGTTTGGAT
GTGGAAGCCAGAAGATGATCTCAAGTGTCCTGGTTTGTCTCTCATCACTGCATTACCTTG
AGACAGACTCTCTCATTGAACCTGGAGATAGCCTGGCAGCTATCAAGCCCCAGAAGTCTG
CCTGTTTTCTCCCTCACAGTGCTGTAGTTGCACACAGTCATGTTTTCCTTTCATGTGGTT
ACTGGAGATTTGAATTCAGGCCCTCATGCTAGCTTAGCAAGCACTTTTACCCAGGGAGCT
GTTTCCCCAGCTCCAGAGCTGTGATCCCATCCCCTCCAGTCTTCTCTGATCTATAATAGG
AGGTTCTTTGTTTTCTCCTTCACAGGTTATATCTGCTCCACCCCAAGCCCCCAGAATGTT
CACAGTGCCATTGTACCTTGACCTTGTACAGAAAACACTCCACGTCCAGCTCAGACTCAG
ACAGTAGGTTTTCTGATTGTTAGTGATCTGATCCCTAGACTTTTCATTCTGTGAGGGAAA
CCGTATAGTGATCACAGCCTCCAGAATATCTGAAGATGCTGATGAAAAGAGGAAGTTGAA
AAAAAAAAGGTGAATTAAAATTTAAATTCTAGGTTTGCATATGGCTGGTTGCACCAGCTG
AGGAGAAAAAATAGCCAACTTTTCTAGGCTTTGGTGTTGCATCTTAAGAATGTAGTCATT
ATGTACAATATGGGCTTATTATGAAAACTAAATGAAAGATATAAGCAAAATGAACAATTG
AGTACATAGCATCAATCAGATATCTCAGTATCTCAGTAGATATCATTTGAGTCTGCACCC
TCTTCTCTCCCCTCTCTTACCTTCCCTCCCTTCTTTTTCCTTGTGATTTTACTGTGTAAT
TCAGGCTAGGTTTGGATTCACCATCCTCCTGTCTCAGCCTCCCAAGTGCTAAGATTGCAA
GTGTGCACCACGACACTAACTCTGCATGGTATGTTTCTTTAGAAGATTTTGCTTGCCCTG
AGAGAATATGATATGAAAGCATGGTGAGTTCTGGCCAACTTATTTTATAGATGAGGAAGA
TGGGCACAGAGATGTTCAGAGGTTTGCCAACAGATGTCCAGCAATGAATTTGGTCCAGCT
GATGCCTAAACTGGAAATGTTTAGATTGAGAAATTCAAGGCTGACAGTTTGACGGCATAG
AAATCAGCTTTTAAAAGTGATCCTTGAGAAGCAAGAATGCTCCAGCCTTGTGTTGTTATG
ACCTAATGAGGCAGGAACTCAATAGATAGCCAGTACAGTGTGTTCTGGGTTGCAGCTATG
AACTATTAGGGAATCTCTCTTTTTTTGGGGGTGGCAAGAGGGTGGGTGACACGATGTTTC
TGGAACATTCTTTAGTTCTGTTCAACACACCTCTGTAACACTATTGCATCAGGTAGCTTC
GGGATAATTTAGGTAAACTGTTGGTTCAACAACATAGAGAATCATTCTTTATGTTTATGG
ATCTCTTTATTGCACACAGACCAGTTCTCTAGCAACACCAGAGAAATGGCCTCACTGGCA
CATATCTCCATTAACACTCTTGAGATTCAATTAGTAGAACTAGTTTTTCCATCTCTCTTC
CTGTTTTTTTTTTTGGGGGGGGGTTGGTTTTTTGGTTTTTTGAGACAGGGTTTCTCTGTG
TAGCCCTGGCTATCCTGGAACTCACTCTGTAGACCAGGCTGGCCTCAAACTCAGAAATCC
ACCTGGCTCTGCCTCCCAAGCGCTGAGATTAAAGGCGTACACCACCACTGCCAGGCCAAG
TTGAGCTACTTCCTTTTTATTCCCTTACATATTTATACTTATTTTTAACTGTGTGTATAG
GTGAGTGCAGTGCCCCTGGAGGTCAGAAGAGAACACTGGGTCTCCTGGTGCTGAGCTACA
GGTGGCTGTGAGCTGTCCCCCATGAGCGCTGGGGACTGAACTCTGATCTTCTCCCAGAGC
AGCAAGTGTTTCTAACCACCTAAGCACTCCCCACCCCCTCTTTCTTCTTTTTTCTATGAG
GCAGTGAAGGTAGTAAGTACTAGGGCAGGTGTGGTGTACCCCTGTGTGGGAGCTGAGGCA
GGAGGATCCTGAGTGGAAGATCAGCCAGAGCTGCAAAGCACGGCTCTATTTAAAAGAAAA
ACAAGTCAATTGTTTCAACTTGAAGATTTTTCTCCTATTTGCTTACATTGCTAGAAAATA
AATGAATTGTCTTTCTTTCTTTTTTAAAATAGTAGCACCAATTATTTCTATCTAACTATA
CTTACTGGTGTCCACCTGAAATTATGTCTCTTTTGGAAGAAAGAAAAATGCTCAATATAG
TGATTGGAACAAACAAGGAGTATCTGCAGTATGATTCGTCTTGGTCAAATGCCTTTTTAA
CATCTTGGTTTTAAGTCCAAGCCTTCCTGAGTAAGTTCATTGACTAAATAAAATTGCTTT
GGCTGGTCATTGAAGTTGACTCACATGGAGTATTTGAGGGGTATATAATTTTACTTTAAA
AAACATTTCTTATCAGTTCTTTGAGAGTTTCATACAGGATAACATGATCATATTTACCCC
AACTCCTCCCATAGCCTCCCTTCCCACCTCACCTTCTGGTAACACAACCCTGAGCTTTCC
CACTTCTTCTCACAATCCAGTTTGTGCTGTCCAGCTACTGTGGGGAGTAGGGGATAGTTT
GGTATTTTAAGGTGGCCATCGTGTATGGCTTAAGCACCAGGGTTGTGGCTGTAACATTCA
CACAATCCAACTCCAGTGAGCTTGACTCTTTGATGATGGCATCCTCAATGATCCTAGGGC
ACCTCTTCACCCAGAAGCCTCATAAAACACACAAACTTATTTTCTCTTGGCGTCTATAAC
TTGTACCATGTATTTCTGGTGGTTCTCAGGAGCAGTCAGTTTTGCAAGAGAGGCACCTAA
GCTTTGGGTGCTTGCCTGCCTCAGCACCGGTCCTGCTGTGGCTCAGGTCTGTTTTAGCTC
GGGCCAGGGTGATAGGGCTGCTTCCACGACTGGCTCAGCCTCAATTCCTTTAGAATGTTA
GATTCTTTGATAAGTGATCTCTTCCAGTCCCAGAAGAGTTGGGGAATAACATGGTACAAT
GCTGTGTCTGCAGAAACTTTGCTATTCCCAATATGGCAACCATGCTGTATTACATACTTA
AAAATTCTGTCGCGTGGAGATGTCAGAGCTCAACTGTTCTTTAGCAACAGGCACAATGAA
CTTGTTTCCCTGGATTCTAGTCTTGCTGATTTTGAGTATGGTTGGATAGTTTTGCACATG
TTTGCCTTCTGTAATAGAGCCACAATCAGTCCCAGGTTTATAAAGGCAGATAGGTGCCAA
TCCTCATTCCTTGTGAGGCTAACAAAGATTTCCCAGTCTAAATCAGATAGAGTCCAGAGA
GATGGCTAGATAGTGAAGAACACATGCTGACTGCTATTACCGAGGACCCAAGGTCAGTCC
CCAGTGGCCCCAGCCCACTCGCCCCTATAACCCCAGCTCCAGGGGATCCTGTACCTCGGG
CCTTCATAAGCACTTGCAGATAAATACACACAGAGACTCATAATTAAAAAACAGAAACAG
ACTTGGGGAAAAAGACAGAGTCTTGAACTTGAGTAGATTTCTAAAAAGAAATAAGGTGGA
GACACACATTGAGATTTGCCAATTTCCGTGCTGGGGAGTAGATGTATGGGATCATAGGCT
CCATTTACCTTGGATTTCTCATTACTTGTGAATCCTTTAGTAATTCAAGTGTGAAGAACT
TCCTTTCTCTGGCATTTGGTGGTTTCTATCCTGATTTTGAGTCCGTCATATAATATAGCA
GGATTCATTTAGGTGTTCTAGAGAATGTTGACTAGCAGAGAGAGGAGGTGGCCTAGTGAG
TAAAGTGCCTGATATGCAATCATGGGGACATGATTTTTGGGTCCCCAATACCCACGTAAC
AGCCAGGCACAGGAGCACTTTGTAACCTCAAAACTGGGAGTGGGTGGAAATGGGAAATAG
AGACTGGAGGATTCCTGGAGTTTGTTGCCCAGCCAAATATATGAGCTCCAGATTCAGAGA
GTTAGAGACTGAGACAGAGACTGATAGAGACAGAGACAAAGAGAGATAGAGATAGAGATG
ATGGAGATGATAGAGAGACAGATATATCTCTATCTGTCTATCTATCTATCTATCTATCTA
TCTATCTATCTATCTATCTATCATCTATCTATAGAGAGAGACAGGCAGACAGACAGACAG
ACAGACAGAGACAGAGACACACAGAAAAAAACAGAGAGACAGAGAGAAACAGAGAGAAAC
AGCAAGAGACAGGCAGAGACAGAGTGAGACAGAGAGACACATACAGAGCGAGACCTTATC
TCAAAAAAGAACGTAGAAAGCAATTAAGGAAAACAGCTGACACCAGCCTCTGTCCTACAC
GTGCAACACACTTGAACATATACATACATATTGTGTGCACACACACTTGAACATATACAT
AATACTGTGTCCATACACAAATGAACATATACATTTTGCACATTCACATGTAAGGAATAT
TAAAGAACAATGTAAATATCTTTTGATTGGGAATTGGCTTAAAAGTGATAGGTTATCAGT
TGGTGTCAATTCTATGCAGCAGATAAAAACAGTGTAGATTGATCTATACCAACGTGGAAA
GATCTCTATGACTTATTTTAAGCTAAAAAGAAAGCCACATTGATTTAGTGTGGTGGTGTA
GGTCTTAAATCCCTACACTTGGTGAGCAGAGGCAAAAGGGAAGGTACATCTCTGTGAGTT
TGAGGCCAGCCTGGTTTATATAGTGAGTTCCATGCTAGGGAGGGCTACATGGTGAGACCC
TCTCTTTAAAAACAAAACAAAACAAAACAAAACAAAACAAAACAAAACAAAACAAAGAAA
AAATAAAGAAAAAAAAGGAAAGAAAAAGCAAGCCACACAGAATAGTTTGATTTAATTTTT
ATTTTTATTAATTGTTTGTGTGTATCTGTGTATGTCTGACTTGTCTATGCAGGTGATCAT
AGAGGCTAGAAGGAGGCACTGGAACTCTTGGGGTTGGAATTATAGGGTTTGAGAGCCATC
TAACATGGGTGATGGAATCAGTATTGGTTTGTCTGATAGAGCAGCAAATATTCTAAACCA
TTGAGTGGTCTCTCTAGCCCCTGATTCTTTGTCTTTTAAACAACAGCAACAAAGTACTTG
TATTTGTACATAACTATAGAAAAGTGTATCTCAATAATGTTCTTTTGTTTTTTCCATAAT
GTACATTATTCATTTTGATAAAAGTTGGTGTTGACTGTTTTTGTTTGTTTGTTTGTTTTG
TTTTGTAGCCCTGGCAGATCTGGAATTAGCTTTGTAGGCCAGGCTGGCCTCAAAGTCACA
GACACACTTCTGCTTCGTGAGATTAAATGTATGCAGCACCACCTCCCCAGTGGTGTTGAC
TTTTAATATATGTTTTTCAAATAATGTATCTTAAAATAACTTGGCTTATTCATGATTTCA
TTAATGTAATTTTAATATTTAAGTTAAAATTCAACATTTGCAATTTCATGAATAGTACCC
AGAAATCTTATAAACCCTTCCCCAGATTTGCTAATGCTTGAATGCTCATATATCGCTTGG
CTCTTCCTCTACCTTTATCTATATTTCCCTACCTGCTTGAGAAACTGCTAAAGGCACAGT
GCTTCATTTTCTTTAAGTAAGGAAGCATCCTGCATAGCTACTGCATAGCCACAAAATCAG
GAAGTTAACATTGATATCACACTACCTTCTTATCAACATATCTCCATTCAGATTTCACTA
ATGATCTCAGTGATGATACTATGGTCTGGACCTCCAAATGGGTCCCGTGTTAAGAGACTG
ATCCTGATGATGGTGCTGTTTGGAAGAGATGAAACCTTTATTAGGAGGGCATGTTGAAGA
GGCTTAGGCCCTTAGGTCACTAAGGGTGTGCCCCTGAGGGGGATTTGGGAGCTGTACACA
ACTCACTTCCTGGTTGTGGGGTGAGCTGTACTGTGTCATTTTCCCTCACCCCAACACATA
TCAATGTCGTCCTTCATGGACATCAGAGGTCTAAAGCATCTACCCCAACTGATGCTGAAG
TTAAAGCTCCCAAAGTAGATCATACAACAAAATAAAACATAGCTCTATGTAATTTTGTAA
TTTCAGATGCCTGGTTACAGGAGTGTAAAGCTGACTAATTGGCATCATTGGTTTTTATAG
GATCAAGATCCAGGTTAGGACCACACATTGCACTTCATTGGCTGGCTTGTACCCGTGTGG
GCTCTCAGACACTGAAACACTAACCAAAGAGCATACACAGGCAGGACCTAGTGGCTCCCC
TCCCCCACACATATGTAGTGACTTTACAGCTCCATCTTCATGAGGGTACAGAATATAGCC
CACCCTTATTTCCGCCCGCACATACATAGCAGATGTGCAGTTCCATCTTCATAATGAGTC
AGGAACAATAGGAGCGGGGGTTATCCCTAAAGCTGTTACCTATTGGTGGAATACATTCCC
CTGCCTGGACTGCCTCATCTGGTCTCAGTGGGAGAGGATGCTCCTGGCCCTGCAGAGACT
AGATGTGCCTGTGTAGGGAGATGCTTGGGGCTGAGGGCAAGGGGTCTCTACCTTCCCAAA
GGAAAGGAAGATGGGGAATGGGGGATGGGGGAAGGAACAGGGTGGAGGGAACAGGAGAGG
AGGGGTAGCAATCGGGGTGTAAAGTGAATGAAAGAAAGGAAGGAAGGAGGGAAGAAAAAG
AAAAAAAAGTCTCTTTAGTCACCTTCAATCTGAAACAGGAATTTAGTCTTGCTATGTTTC
ATGGCTTTGCTGTTCTTGAAGTTCATCCTTGTTAGCAGGACGAATGTGTTTCAGTTCGAG
GTTGTCTGAGGTTCCGTCATTAGCTTATGTGTGTTCCATGCATGTCATCGGAATGTCACA
GGAAGGACAATGTGTTCATCTTAATACATAGTATCAAAGGCACATGATGATGATGATGAA
ACCTATTTCTTCTCATGTAAACTTTTCTCATGTGGTACAGAGGGTAGCTGGCCAGTTTCT
CCACAGAGATGCTCATTAAAGTCTCTGTGAAGGTATTTTAATAAGCATCTAATAAGCATT
GGCATATGTTCATAACAATTCACTAGGATGTGATTAGTGTTCTGTGGGGAAGACTGGGAG
ACTGTGTCCATGTCTATTGTCTCAGTGAGCCATCACCTGTTAATTTTTCATCTACCTAGG
CCAATTATTAATATTGATGAATAATTATAAAATGCAACCCATTCCTTCTAAAATGATCAC
TTAGCATTCTACTTCAAAGTGTAGTTATTTATTTAAGCCATTGTTGATTGGTGGGTTCTT
ACTTTGTAGAATGAATCACAGTCTGTTTCAACATTACTTCCTTTAATTCTCGAGCTGTCT
TAGATTTGGCCAGCAGGAGCCTCCTGACATTGGCTTTGGTGCTTCTTGCTGGACCCCATC
AGAAAAAGAAACAAAGAAAAAGTCCTAATTTTGTTACCAGAAATTCTATAACTTATCTTG
TTATGTTTCTTGCTTCAGTCAGTTATTTCTATAGAACGTTATAGTAATTTTTTTTTTCGG
ACAGAGTTTCATGTAGCCCAGGCTGACCTCAAATTCATTACATAGCCAAGGCTAGTCCTG
GACTCTTAGGTTCTCCCTCCCCCATCTCCTGAGTGCTGCAGTTACAGAAATTCACCATCA
TGCCTAGTTTTATGTGGCACTGGAGTTGAATTCAGGCCTTCTTTCATGACAGGCAACTGA
GCTGTATCTTCAGCTATGTTCAGTAAGTTTTAATTAAAAATGGTATTGAGAAACTGAGAT
TTAGGCATTAACAGTACTCTGTCTAGGGTCACACTGACCCCAGCAGTGGGGATAGGGCTA
CACACATCCTCATATACACACATACTTTATCAGTTTCTGTATCTAAATCTTTTGACATCA
CTGCATTCATTCTAATGCCCCTTATCATATAAATTATTAAAGAATATTGTGCTTTTTTTG
TCAGCAGAGAATGCTAGCCTCCATTATCAATACTTTTGATTAATTCTTTTGCACACAGTC
AATATTACAGTCATTGAAGCTTCTTCTCAATGCCAGTGCCTCTAACACACATTAGCCAGT
GTTAGACCAGGTACAGAGAGATTCACCACAGCTCTGGAGCTGAGACCGCCACATCCATGC
TGTCTTCAGGGAGTCCTGACTACTTCATCGAGGTGGCTTTAACTCACAGTTAAGTGTGAG
GATTCTACAAGCACATGGTCTAGCTTATGCAACATCCCTGCCACGTTATGACTGGGCAGT
CTTAAGCAAATTACTTAATGTCTTCTAGTATCTAAACTTTCTCTGTTCAAAGAAAAGCCA
TAACAGGGACAAAGCAGTTATCAGCCCCCCCTTCTCCTGATTTGAGTATGAATCTTTGTC
TCAGAAGAATAGTCATTAGCTGGAGGTTGTGAGGGAACTTCAGGGCAGACATCTCAGCCA
AGCGAGAGGGAAACACCCAGCAGGAAAACTATAAGCCATCACAGAGTGATGTAAGTCCGG
GTCTCCACTCTCCTTCCTCTCAACTTGATGGGGCCGTGCGTGGGCTTGCCTGTTGCAGAG
AACTAAGTGAGGACCAGATGAGGTGAGGCTCCCCAGTGCACGGAGTAGGAGATAATTTAA
TGAATGCCTTCCACTCTGCTTTCATATGCCTCTTCAAATGCAGGTCTTGTTCACTGAAGA
GAGTGTATAAAACTCAGCTAAGCAAAGCTAACAGCCATTACTGGCAGCTCCATTAGGCAA
GAATAACTGCTGTTTACATTTTGAAATCGCTCTTTCCAGACTGATTTCTTTGCACATTGA
ATGTAAACTTTATGTGATGGCATTCCTTCCCTGTTCTCTCCGTTCTGTGTGAAGAAAGAA
CCAGGTTCCCCATGGGGTGTCTTCCCTGCCCCTCCTGTCCATTGGCTGGCTGAACTCAGT
ACAACAATATCCCCTCCAAAGCACTGGTGACAGCAGAGCTTGTGTGGACACTGTGTAGTG
TATAAACATGCACCCCTCCTGATGGGTGCTTCTGTCTGGGGCACCTTCTTCCCATGGGAC
CTATCTTCCAGGTGGAGAAGGCCAGGGAGCATGTTTGTCACTCTGTGGTATTTCCTGTGG
AAGCTGGCTAGAGTCCAGATCCCTGAGGAAACACAGCACAGGCCTTTTCTATAAGCACAG
CTCTTAAATAGACTGGGAGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTATGTGTACTCTAGGCAGGAGGAGACCACTGTACTTGAGCTATAGACACACC
AACTCATGGGCATCCCAGGTCTCTGGCTTTCCTTTGACACTGAGTCAGTTGGTCAGCAGG
GAGAATAGCCTTATCTTGGAATTTTTACTGCACCACCAATGAAGAAAATACTACTCCAAG
GTCAAGTTTACTCTAAGATCTGTGGATGTACCCATCACGTATGTCTGTCAAAAGTCACTG
GATCAGCCAGGCATCATGACATAGGATTATAAAGGTAGTGTTTGGGATCACGGAGCAATA
AAGTCATGAATTGGGCTATACAGTAAGATACAATCTCCAAAAGGGACATAAAACAAACAA
ACAAACAAACAAACAAAAAAAAAACCCACTCCATCAGTAGGACTCTCTTCTGGCACTGCC
TAAATTTTCATTTCATTCAGAAACCATATTAGTGTGTGGTAAATATCCTGCCCAAATTTT
GTGATTTGCTATTTGCAAATGATTCAAAATTTTACCTTGAAATATTTGAGACCCCTATCC
AGAAAGTTTAATTCATCAAGATGAAAGTATCTAATCACCCCTAACTCCTAGGAAACACCA
TGGAGAAAGAGACAGAAGGACTCTAAGAACTGCAGTGGGGGAGGGGCATGGTGCAGAATG
CCAACATAAAGGTCTAATGTGTCCATACACTCTTCAAAAAAGTGACCAATAAAAACAACC
CTTGGGATTTTCCTGCGAAATTGTTGTTGTGTATCAGTTGATACCAGCTCAGTGCTAACA
ACTGGATGGCAGCAAGGACAAGAGGAACACAGGAGGGAGATGGTAGAAGTGACCTAGAAA
GTAAAACCAAACATCACTGCAGTGTGGTGGTTTGAATAGGTCTGGCTCCCATAGTGGCAC
CATTAGGAGGTGTGGCCTTGATGGAGGAGGTGTGGCCTTGTTGGAGGAGGTGTGGCCTTG
TTGGAGGAGGTGTGGCCTTGTTGGAGGAGGTGTGGCCTTGTTGGAGGAGGTGTGGCCTTG
TTGGAGGAGGTGTGGCCTTGTTGGAAGACGTGTCTCAATATGTAGGTAAGCTTTGTGGTC
TCCTACACATAGGTTCTGCCCAGTTTAGAAGATAGTCTCCTGGCTGCCTTCAAATCAAAG
TGTAGAATTCTTGGCTCCTCCAGCATCAAGTCTGCCAGGATTCAGCCATGCTTCCTGCCA
TGATGATAATGGACTAAACCTTGGAAACTATACTCCAGCCCTAATTAAATGTTTTTCTTT
ATAAGAGTTGCCTTGGTCATGTTGTCTCTTTACAGCAAAGAAACCCTAAGACACAAAGCC
ACTTTGTGAAGCATGTTGATCTCATCGTTTAGCTAGCATTTGGATGTGGGCACCTAGTAT
TTTTATAACACACCAACCCATCTATCCCATGCCCTTACTTCCTTCTCACTATGACTAGCA
ATATTAAAGTCATTGCAACCTCTGGCACCAGGCTTTGGCCCTGTACTTCCCTACTGAATT
ATTGTAGAATCTACCTTTTGCCTAGACTTCCCTGACACCCAGACAACTGGCCATGGATGG
AGAAAAGCTCCCACTCATGAGAACTGTCTGTAACCAACTCTGTGCCTCATCCTAGGGAGT
CTTCAGTGAGTCTGGTAGTCCTTCCTTGTTTTCTGAGTTATTTAGCTCTCCTATACTCAG
AGAAGACTGTTCTGTTTTATTAAAGGCGATGGTGTAGTGGCAGAAGGGAGCCTGGGTGGG
CCCATGCCTAAGCATTCCCTCTGAGAAATCAGCTTTAGGATAGGCTTAGTATAAAAGGGA
GTTTGTTTGGAACATAAGGAAGAGGGTAGAGGCAGAGAATGGGGCACAGAGAAGAACAGA
GAGAGGAGAAAGAGGGAAAAGACCAGCTGGGGACAGGTGAAGAAGAGAGAGAATAGGAGG
GGGAGAGAGAGGGGGGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAAGGGAA
GGGAAGGGAAGGGAAGGGAAGGGAAAGCAGTCCTTATATGTCTGGCTCTTAGTACCTACC
TGGCCATTGTTAGTTAACTGTTGGGCAGAGCCTAGAGGAAATGCTAACAAGGACCTTGTC
CATATTCTGCTTTTTCCTGGAAGTCCAGTAGCTTCTGATTGGTTTGTCTCATTGATGATG
TTTAGCTGATGGCCTTGACTCTAATTTAAAAACCAGAAGTCATCACAAAAGAACACCTTT
GACTACTCCCACTAACTTCTCCCAGTGTTATGAGTGTGAGCTGTTTTCCTCTTATTACAT
AGCTGTGTTCAGTGATTTTTATTTTCTCTAAAACTTGTCTCAATCCTTCCCTCTCCTACA
ACTTGGGTCTTCTTCATTCTTTTTAATTCTTCTCATAAACATCTGAATATGCTCTATTTC
TCCTTACCTATAGATAGGAAGAAAACAAAATCTAAGATAGATTCACCAATTCACTAACCA
TGGCCCCATGTCGCTACCTCACAGCAAAATATCTTGAATACTATCTGTATTCCCAGACTC
CCACACTTGGAGGCAATGCTACCTTATTTAAGTATATGTGCCTATATATGATATAGAATG
TATATTTTAACTATGTAGATATTTTAAAGTCTCAACAAGAAGCCATATACTGTCTTCTTC
TTCCCCTTCCCCTTCCTCTTCTCTTTCTCTTCCTCTTATTTTTTTCTTCTTCTAACACTA
TCATGTTACTTTTAGAAATTTTGGAGTGTTTTACTTGTTGAAGTGTGAGCTTTGATGAAT
TCTATGTAAATGGCTGACTGGAGAGTATCTAGAGAAAACAGAATCTCAGGGAGAAGTGCT
TGGATATTCACCCATTCTAAGCTGATCTGTCTAGTGGAACCAGATGTTCAGACTGGCCAC
TCTTTATTCATACAATGTTGGCCTTGGCCTTCACAATATCTTCTAGTATTTAGGCTGCTT
TATTTCTCCAGTGCATCCCAAGAGCCTTCAGGATGAAGCTCATCTTTTTAGTGTGGCAGA
GAAGGACCACTTTCCCCTCCCCTGAGGCTTACAGCCAGGATGCAACCTCTCACCTCTATA
CCTTTTAGCCATATGAAGGACTGGTATGTCTTAAGGGAACTGCACTTTCTTTGGCTTCTA
GATTTCACTGTGTACTTCTACTTCTACATAGAATGTCCCTTCCCATCTCCATGTGTCCCT
CTGTTTCTGTATAATTCATTCCTATGCATATCTTAGGACTCAGAATAAATGCCACGTAGT
TTAGGAAGCTAAATGCTTCAGGGGCTATAGAAGAAGTTTTCCCAGTGTTCTCAGTGACAC
TGCTTCTAAAGTATACAAGCATCTGAGCCCATGCATTACCTAGCCTAAAGCCATTGATGC
ATCCCCTTAGGTAAGCATTTTGTCTTGTGTTGACTCCTTTGCTACCATAACCTAGATAAG
CGATGTTATTAAGTTGGTATAATAACCTTCCCAATGCACAGATGGGAACATCTACTTTCA
GGAAGATGGTGATGAAGGGGTTTGGGAGACAGTGAAGAGGAACTAAGAGGAATCTAATAG
GTGTGGGGTACATCCTCTTGTGGCCTGTTAGCTTCTTGCTATGTGAGTCTTGAAGATCTC
AGAGTAATCTCTGGTTATAACTAATTTAGATAAAGGAAGGGAAACACACAGGGAGGTTTC
TGTCATCATTCTGAGCCCAGCTGTTGAAGGTGATAAGAAAGTAGTTTTAGTGAGACTGAC
TGATTAGTTACAATGTGTTCTAAGGGTGACTTAGAATCTCCCTAAGCCTTCATAGAGGGA
AGCTCATGGAACCGCTAAGAACTGCCCCTTATGAGCTGTCCTTCAGTGATCTGACACACA
CAGCATGGACTGCTGGCCATTCTGAGTCACTCGTTAAACAACTGATAATTTGTATATACA
CTAGCATTCCACAACTTACACACACACACACACACACACACACACACACACACACACACA
CACACAACAATTGAGGGATGCATGTTTAAAATGAAATCATTTCATTAAGTTAATGAAATA
TTGGAACTCATTGATACTAGAAAAGCTTTTAGACATGTCTGATAGTAAAGATACAGCTTT
AGATTTTTTGCTTTTCCTCTGAAGACACAGAAGCCAAGAGAGCAACACAGTTTGCTCAAG
GACATTTTGTCATTTGGTGACAGAGCTGACACTAGAACACAAGGTCTCTGACTTTTAGCC
CCCTGCATGTTTGAACACATCACCAAATCCAAGGAACAGCGCATAGTACATAGCCACCAG
CAGGTGGCGGTCTGTCGAGCGGGCCAGCTGGTTTTCCCAGGTTTAGTTTCTTACTCTGTA
GAAGCAGCAGGTGCAGTCTCAGTTGCTTTAGACATCTCTACAGATTTTCTCCTCTCTGAA
TTATCAGGGAGTACAGGACAATGCAGACAAAGAAACATCTTATCAGATAAAGGATAAGGA
GAACAGATATAACAAAACAATATTTTCATCTTCTGGTTCACTGTGAATAAACATAAAAAA
CTGTTTTAGCTTAGTTGCTGACAAATTTTTTCTTACTTTTTTTTTTTCTTTTGGCACTAC
TGGGAACTGAACCTAGGATCTCATGCATTCTGGTCAAGCCCTCTCCCTGAGCTCCATCCT
CAGGTGCAGTTGTGAATATCTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTGTGAA
TATCCTTAATACAGCACCAGCCAATTTCTTGCATAAATGAATAAGACACACAAAGCCCAT
TCTCTCTGAATGTGCGGCACATGCCAAAACCTGAGAGATTGATTATATGGTTTCAGTTTC
TTAAAATTGCATGATTTTAAGATGCTCCTGCCTAAGGTGAAATAACAGCCTACCAGGACA
ATGATGAGTTTCATCAGTTCATTTTCCCCTATGTGACAGAAATTAAAATTTGCCATCTTG
CCATAATGTAGGCAGTCATACATGCTGTTTGCCCCTCTGGAACAGTTTTATGTGACTCTT
GCTCCACTGTGCATCTCAGGAAGCTGACCTTTGCGGGCTGTACCTACTGGATTCCTTTAT
CTGGTTCCTTGTTTGGCTTGAGCAATGAGGGGGCAGCAGTTGACCAGTAAGCAGCCAGTC
AGTCAGCAGCCTGCTTCCAGAGTTCCAGCTTTCTGTCTCTCTCTTTGTACCCTGCTCTTT
CCTCTCTCTTTCTGCATAATGTACATGTATGTATTTATGCATGTGTGCATAGTCATGTGC
TATGGCATACAAGTGGGTATCAAAAGACAACCTCCAGTGTCAACTTCTGCCTTGTTTGTG
GCAGGGTCTCTTCTTCACAGCTGGCAATGTTAGGTGGCTCACAGGTTCTGGGGCTCCTCC
TGTCCCCACCTCCTATCTTGCCGTAGGAATGGTAGGATTATGGACACACACCATTGCATC
TAAATATTCCTGGGCTCTTGTGATCTAAACTCAGATCCCCACATTTGTGCAGCAGATGCC
ATCTCCCTGACCCCAAGTTCCAGCTTTGTGTACCTGGGTTCATGCCACCCTCCCCACGGA
GTTCCCATGGATAGGAATGCCTTGCCTACTAGTTTTGGTTCCCTTATTCTGCCTATATTT
ATGGGTATAGGCCTTCACTATGCTTTATTTATTTTAAATTATATATATGCACATGCATTT
GGATATGAGTATGTATATGGGAGTGCAGGTACATGCAGCAGACAGATATGAGTGAGGGAT
CCCATGAAGCTGAAGTTACAGCCAGGCATGACAAGTGAGTTCTGGGATCTGAACTCAGCT
TGCTTGGATACCAAAGCAGTATGTACTTTTAATCCCTAAGTCATCTCTTCAGCCCCATCA
TGTCATCTTTAATACAAACCTGTAGTGTGTAATCCATCACCTGATGCCAATGGCCTCAGA
AGATATTAATGTTATAATGGCTGATCTTTCTCCCAGGAGAATTAAAACCCATTATTTTGA
AGTAAATCTCAGATGACATGGGCATCTAATATTAGTTTTCTATAAATTCCATCTCAATCT
GCATTTCTCTGTAAGAAGTATTTGTTTCTCTTCCCCATTTTATATTAGTATGTTCTATTG
TTATAGTTTGGATGGCAATTCAGTTTTAATTGTATCATTGCTATTTTGTTCTCCTATTTT
GTTCTGGAATGGCCACAGTAGACCCTTTCATGTTGACTCTTAGCAAGTCACAACTCCCTG
TGTTCACATTGTAGTGTTGTTGCAAAATGATTCTAAGTTCATCCTGAAACTTTTTTTTCA
AAGATTTTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTACCTATCT
ATCTATCTGATGAGTACACTGTATGTGACTTCAGAGACACCAGAAGAAGGCATCCGATCC
CATTACAGATGGTTGTGAGCCACCATGTGGTTGCTGGGAATTGAACTCAGGAACTCTGAA
AGAGCAGTCAATGCTCTTAACCGCTGAGCCATCTCTCCAGCCCCAAAACTTTTTTTTTTG
TCCTGAAGAAATTGGTTTCATCTCATTGGAGGGCAGTATTTAGAAATTCAGATATAAAAA
TTAAGTGTTCTTGGCCACAATGCTCCATACACAAATACCACCAGGAGAGAGTGGGTCTCT
CAGGAGTACTGACAAGCTTGTGAACGCAGGTAAGACCACCACTCCTGCTCCAAGGGACCC
ACCCAGAGACCCCAGGACAAAGGAACCGAGGAGCAGCCTGGGATAGGATCTTCCCAGTTT
CCATCTGCACCCAGAGCTGATCCTGTGCCACAGTGCTCCATACCCAAATATCTCCGGGAG
AGAGCTGGTCTTCTAGGAGTGCCAACACACCAGTGAGCACAGGTGAGACCTCCACTTCTG
TTCAAATTCTTGGCCCAAGAGGGACCTACCCAGAACCATCAGAACACAGGACCAAGAAAC
AGCCAGGGAAAAGAGCATTACAGTTTCCATCTGCACCCTGAAGCTGACCCTGTGCCATAG
CTCTCCATACCCAAACTCCTCCTGGAGAGAGCTGGTCTCCCAGGAGTATTGACATATAGG
CTTACAGGAGGAACAAGCCACAGTCAGAGACAGCAAGACCAGCTAACACCAGAGATAACC
AGACGAGGAGAGGCAAGGGCAAGAACATAAGCAACAGAAACTAAGGCTACTTGGCATCAT
CAGAACCCAGTTCTCCCACCATAGAGAGCCCTGGATACACCAACACACAAGAAAAGAAAG
ATTCTGATTTAAAATCACATCTCATGATGATGATAGAGGACTTTAAGAAGGACATAAATA
ACTCCCTTAAAGAAATACAGGAGAACAAAGGTAAACAGCTAGAAGTCCTTAAAGAGGAAA
CACAAAAATCCCTTTTAAAGAATCACGGGAAAACACAACCAAACAGGTAAAGGAATTGAA
CAAGACCATCCAGGATCTAAAAATGGAAATAGGAACAATAAAGAAATCACAAAGGGAGTC
AACGCTGGAGATTGAAAACCTAGGAAAAAGATCAGGAATAATAGATGCAAGCATCACCAA
AAGAATACAAGAGATAGAAGAGAGAATCTCAGGTGCAGATGATTCTATAGAAAACATTGA
CACAACAGTCAAAGAAAACGCAAAATGGGTAAAGCTCCTAACCCAAAACATCCAGGAAAT
CCAGGACACAATGAGAAAACCAAACCTAAGGATAATAGGTATAAAAGAGAGTAAAGATTC
CCAACTTAAAGGGCCAGTAAATATCTTCAACAAAATTACAGAAGAAAACTTCCCTAACCT
AAAGAAGGAGATGCCCGCAAACATACAAGAAGCCTACAGAACTCCAAATAGATTGGACCA
GAAAAGAAATTCCTCCTGTCACCTAATAGTTAAAATACCAAATGCATAAATATTAAAAGC
AGTAAGGGAAAAAGGTCAAATAAAATATAAAGGCAGACCTATCAGAATTACACCAGACTT
CTCACCAGAGACTATGAAAGCCAGAAGATCCTGGACAGACCCTAAGAGAACACAAATGCC
AGCACAGGCTACTATACCCAGCAAAACTCTCAATTACCATAGATGGGGAAACCAAGGTAT
TCCATGACAAAACCAAATTCACACAATATCTTTCCATGAATCCTGCCCTTCAAAAGATAA
TAAAGGGAAAATGCCAACATAAGGATGGAAATTATGCCCTAGAAAAAGCAAGAAAGTAAT
CTTCTTTCAACAAACCCAAAAGAATTTAGCCACACAAACATAAAAATAACATTAAAAAAA
AACCAGGAAGCGGACGCGAGGCGACAAGATGGCGGACAAAGAGAAAAAGAAGAAAGAAAG
CATCTTGGACCTTTCCAAGTACATCGATAAGACCATTCGGGTGAAGTTCCAGGGTGGCTG
GGAAACCAGCGGTATCCTGAAGGGCTTTGACCCACTGCTCAACCTGGTGCTGGATGGGAC
CATGGAGTACATGAGAGACCCTGATGACCAGTACAAGCTGACGGAGGACACTCGGCAGCT
GGGGCTTGTCGTATGTCGTGGCACCTCGGTGGTGCTCATCTGCCCGCAGGACGGCATGGA
GGCCATCCCCAACCCCTTCGTGCAGCAGCAGGACACTTAGCAGCAAAGGAGAGCGGTCCA
GCCCCAGGGATCTTCCTTCTATGGGGTGAACTTCTGTGTGATGTTTTGGTCTTTTGTTCT
TGTTTTGTTTTGTTTTGTTTTGTTTTTTAATAAAATTGCCCATGTGAGCAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAACAAACAAAACCAGGAAGCAACAATCACTATTCT
TTAATATTTTTTAACATCAGTGGGCTTAATTCTCCAATAAAAAGACATAGAATGACAGAC
TGGATACAATAAACAGGACCCAACATTTTGCTGCATACAGGAAACACACCTCAGTGTCAA
AAACAAATGCTACCTTACAGTAAAAGCCTGAGAAAAAAACTTCCAAGCAAATGGCCCCAA
GAAACAAGCTGAAGTAGCCATTCTAGTAATGAATATACGCAACTTTCAACCAAATGTTAT
CAATAAGGATAAGGAAGGACACTTCATACTCATCAAAGGAAAAAATCTACCAAGAAAACC
TCTCAATTCTGAATACCTATGCTCCAAATGCTAGGGCACCCACATTCATTAAAGAAACTA
GTAAAGTTCAAGCACATATTGTACCTCACACAATAGTAGTGGGAGACTTCGACACCCTAT
TCTCAGTAATGGACAGATCATGGAAACAGAAACTAAACAGAGACACATTGAAACTAACAG
AAGTTATGGACCAAATGGATTTAATAGATATCGATAGAACATTTCATCCTAAAACAAAAG
AATACACCTTCTTCTCAGCACCTCATGGTACCTTCTCCAAAATTGACCATATAATTGGTC
ACAAAACAGGCCCTCAACAGATACAAGAAGATTGAAATTATCCCATGCATCCTATCAGAT
CACCACAGATTAAGGCTGATCTTCAACAGCAACAAAAACAACAGAAAGCCCACATACACA
TGGAAGCTGTACAACACCTTACTCAATGATAATTTGGTCAAGGAAGAAATAAAGAAAGAA
ATTAAAGACTTTTTAAAATTTAATGAAAATGAAGGCACAACATACCCAAACTTATGGGAC
ACAATAAAACAGTGCTAAGAGGAAAACTCAGCTCTGAGTGCCGCCAAAAAGAAACTGGAG
AGAGCACACACTACCAAGCTTAACAACACACGTGAAAGCTCTAGAACAAAAAGAAGCAAA
TACACCCAAGAGGAGTAGATGGCAAGAAATAATCAAACTCAGAGCTGAAATCAACCAAGT
AGAAACAAATAGAACTATACAAAGAATCAACAAAACCAGGAGCTGATTCTTTGAGAAAAT
AAACAAGATAGATAAATCCTTAGCTAGACTAACTAGAGGGCACAGAGACAGTGTCCAAAT
TAACAAAATCAGAAATGAAAAGGGAGATATAACAACAGAAACTGGGGAAATTAAAAAATA
AAATCAGATCCTACTATAAAAGCCTATATTCAAGAAAACTGGAATATCTGGATGAAATAG
ACAATTTTCTAGACAGATACCAAATACCAAAGTTAAATCAGGCTCAGATAAACCATCTAA
ACAATGCCATAACCCCTAAAGAAATAGAAACAGTCATTAAACATTTCCCAACCAGACTGG
CGAGATGGCTCAGAGGGTAAGAGCACTGACTACTCTTCCCAAAGGTCCTAAACTTCAATT
ACTAGCAACCACATGGTGGCTCACAACCATCCGTAATGAGATCTGACCCCCTCTTCTGGT
GCATCTGAAGACCACTACATTGTACTTATGTACATAATAAAAAAAATTCTTTGGGCTGAA
GTGACCAGGGACTGAGTGAGTGGAGTTGACAGGAGCGAGCCGGGCCAACTGGACCAAGCA
GAGGACCTAAAATTCAATTCCCAACAACCACATGAAGGCTCACAACCATCTGCACAGCTA
CAGTGTACCCATATACATAAAATAAATAAATAAATCTTTTTTAAAAAGCTTCCCAACCCC
CTCCCCCCAAAAAAAGCCCAGGACTAGATGGGTTTAGTACAGAATTCTATCAGACCTTCA
AATAAAATCTTATACCAATACTCTTCAAATTTAACTATCAATAACTATTAACTATTATAA
ATTATTTTGATGACTTAAAAATGTCTGTTGACTGCCGGTGGCTCCCCATTCCATAAAGCG
AGAAGACTGACCTGCGCGGATGGAAGAGACGGGGTGTGAGGTTATGGGTGCCGCTCAGCA
GACCATCTCTCCTGGAATTGTGGGGAGCAAGGGGAAACAGATCCCACACTTAGGACTTCA
GAGTTGTTTATTCTAGTGACAAAGCCTTCAGCCACTCAGCACTCCCTAGTCTTAAAACCT
TGCCTTCATTCATCCACGGGACACTTGGATAACTGAACAAGGCCTAGGAGTGTAGCTCAG
TGGCGTGTGTGTGCCTGGCTCTGTAAAGCCCTGGCTTCAGTCCTCTACAGGGAAGGGTTG
GGGGAAAAGCTAAAATGTCTTAAGCTAAATCATCCAAGGGTTGTCCTTCTCACCCTCACA
TCCTGGGACTGGGATTGCCCGACAATACTGTGATGTATTTCTCAATGAGGTGCCTTTCAT
AACTGACCAAATGTTGCCATGTTTGGCCCCTGTCAATAAAATATGTTGAAACTTTGAAAA
AAATTGTCAATACTGAGTTGTACATTTTAAAATAAATTTGATTAGTTTAACAAAAAAATG
TAAAAAAAAAGAAAATTAAGTTTGTTCATTATCATCAAATGTTACTGGCTTTATGGTTTA
TGTTTTTTCAATGGTGCAATTATGAAGTATATAGACACATGTATACATTTACACTCATAT
GCAAAACTCTTTATGTATATGTATATAAAATTACACACACATACATATATTACATAGCTG
TGTGAAGGTAGCCAAAGACATCATACTTTTAACTTTGGAAACAATGTTAGTATCTACTAT
GATATTAAAGGTAAAAGTACCTTAAGGAACAAAGATTGTTATATACAGATAATAGGAGCA
AATACAGAACATTAAGAACATAAATAGACCTAACAACATATGCTCAAAGTATATGAAGCA
GTAGAGAGTGTAAGTAGAAATGTGTATGCCAAAAGTATAACTGGAGGGTTAAATGTGATT
ATTTTAGTAGTAAGAAGAAACCAAACTGAAGCCATTTTGAATAAAACTTTCATTTTGAGT
AGAGGGTCAAATAAAGGTAACTGACATCCTGCTTGGCAGAAAGACACATGTACATGGGTA
AGTGGCATCCTGGTTGGCAGATTGAGATATGAAAGCTAGGCAAGTGGCCCTGCCGAAGCT
GCAAAACCTAACCAAAGGGAACAGGAATAAGTGTACCACTGAAGTCATGTTCCAGAGGAA
GTCCCCTATCCCTAAAATCAGATTGATGGGAAAATGTACCTGTAACTTGGCACAAATGTT
GTGGATTTCAGGATTTAAAACTCTGTACCATTCTGGCTCAGGGTGGTGTGGTTTAGCTCC
AGAATCTGCTCTGTAGCCCTGATCGATCAGTAGCAGCCTTTGTACAATAAAATTTTGTCA
TCTTCTTAAATACTAAGGTGAACGTTCAGAAATGAAGTGAGCTGCTGAGTGCTGCTGTCC
CTGACTGATCAGTTTTTGCTGGCTAATTCAGAAAAAAATTGTGCTTTAATGGGCTCTTGT
GACTGCTTGGGTTGTTTTGGATTTTTTAGACCCCCAACATAGAAATCAATAAACAGATTA
AAATAAGCAAAAATATAGATCAGAATTGTGCCATTAGGAAACTTAAGCTTGTAGCTGCTG
TAGTAATTTTTTTCTTGTTGCTATAAACTGCTACAAATCTGTGACTGAAATCAACACAGA
TTTATTTCCTCACAGTTCTAGAAAAACTCCAAATGAATTTTTGAAGATATAGCCAAGCAT
TTAGAAAATTAGTTATTTTTTAAAATTTCATGTGTGTGAGTGTTTGTGTACCTGTGTATA
TGTGTACCATGTACATGCCTGATGTCTGCAGAGGCCAGAAGGGGGCATCAGATCCCTTAG
ACCTGGAGTTATAGATGGTTAGAAGCTGCCGTGTGGATGCTGGGAGCTGAACCTGAGTTC
CTTACAATACAACAAGCACTCTTAACTGCTGCACCATCTTCTCAGGACTCAAAGCCAAGC
TCTTGATTTTGTCTTTGTTCCTTTTGAGAGCTTGAATGGAGAACTGTCTCCTTTACCCTG
GCTTTCTGTGACACTACTCAACTTTCACATGGCCAGCAACTTCTCTGTGTCCACATCTCG
CTTGCCTCCCTCTTAGAAGGATGCTTAAGGTTTCATTTATGATTCATCTAGAATAACCTG
TCCCCTTTAAGATTCTTGATAGGCTTAACTCTTGACTAAGCCTACTAAGAGCTTTGGTTT
TATATAAACCATTCATAACTTTTAGGTATTAGGGCAAAGGTATCTTTGGGGAATATCATT
TGATATTGATTCTAATTTCACACACACTTTTCTCAACCACACATAAAACATATACAAAAA
CAGAACACAAACCAGGCCAGGTGAGAAAACCTAACAGATTCTAAATCTAATGATTTGATC
ATTGTGAAAAATTGTTGTAAATTAGTAACAAAAGGATATGTAAACAAACTTTCTATATTA
GGTACTTGTTTCATAGCTAACAAACTCTCAACAAAAGAAATGTAAAAATTTGGCTTACAA
TTCAGGAGACACAGTCTATCATGTCAGGGAAGGGATGATGGCTAGTCACATCGTATCCAC
AGTCAGAGTGAGGGATACAGGAGTTAAACTCACTTTCTCTCTCTTTTTTTTTTTCATATT
CTTTTTTTTAATTAGGTATTTTCCTCATTTACATTTCCAATGCTATCCCAAAAGTCCCCC
ATGCCCTCCACCCCCACTCCCCCACCCACCCACTCCCACTTTTTGGCCCTGGTGTTCCCC
TGTACTGGGGCATATAAAGTTTTCAAGTCCAATGGGCCTCTCTTTCCAGTGATGGCTGAC
TAGGCCATCTTTTGATACATATGCAGCTAGAGTCAAGAGCTCCAGGGTACTGCTTAGTTC
ATAATGTTGTTCCACCTATAGGGTTGCAGATCCCTTTAGCTCCTTGGGTATTTTCTCTAG
CTCCTCCATTGGGGGCCCTGTGATCCATCCAATAACTGACTGTGAGCATCCACTTATGTG
TTTGCTAGGCCCGGGTGTAGTCTTACAAGAGTCAGCTATATCAGGGTCCTTTCAGCAAAA
TCTTGCTAGTGTATGCAATGGTGTCATCACTTTCTCTTTTTAATTCATGTCTGAAACACA
GATGATCTCATGGAACATTGTTGCCCACAGTTAAGGTGGGTTTTTCTACCTTAGATGACC
AAATCTGGAGACTCTCCAATAAGATCAACCCATAAGTTATTTTAAATGCCATTCTAAATC
CTGAATCCCATCAAGTTGACAACCAAGATTAACCATTATAACTCCAACCTTTGTCATCTT
GACACTCAAATATGTCACCTTTAAGCTGCAGCCTTATGCCTCTTGTCCCCATAAGTTAAC
AGGGTTCTTTTATAATACAAAATGCATTCATTGAAATTTCAAAAATTCCCACAGTGTTAA
AACCTTTATCTCACAGAGACAAAAATCAGAATCAAGGAACTAAAGAACGGAAGTCATAGA
GAAGATCAACATAGTCAGAGTGAGTTACTTGACTGGAGTAGTAAAATGGAAAGGAGATAA
ATAAGACCAAGATTAAAACAGGATGTAGGACATGGGAAGTGACTTAGTGATCAAAGCCAT
TGCAGCACAAGCTTATGAACAGTAGCTACATTCCCAGAACACAAGTTAAAAACTGTGAGT
ATGGTGACCAGCCTGTAATTCTGGCTTTGGAAGATGCAGCCAATTCTCAGAGAAAGCAGC
CTAACAAGACTGGACATATCAGTGAACTCTGGGTTTGATTGAAAGATCCTACCTCAAAGA
AGGCAGAAGAGAAATTAAGGATAATTTGGGACTACACATGCATGCTCATCTCACCCCCAT
GCATGCACCCACATGTAAGCTTAGATTTTTCAAAACCTGATTAAAAAGAGTTCTTAAACA
CTTCAAGCTCCCATCTAGCCCACTGACCAAAGGTAGGGAGAAAAATGGTTAATAGGACAA
AGGGAAGGTGGACCTGTTTAGAAGTAGTTTTTTGGGGGTGACTCTAAACATGAATTAGTA
GCAGCAGTCTAGTCTAATTGGCAAACACCAAACATAACTCATTAGTGGCTCTATCCAGAA
GAGACCTCAAGGCTCCGCTGAATCAACATGAGTCCTCAGAAGTGGCAAGAGACAGCTGGA
ATACCACAAGAAGTTCTTTGGCGCTTTTCTCTCTATGAAGTCATGGACAAGTGAAGACCA
GTGAAGAACAACAGAGTGTTGCAAGGCAAACCAATGCAAGAGTGTCATTCACTGTCTATT
AGGTTATACTAACACTGTTTCTAAACATCACTTGCCCTCTCAAGTGTCTGCTTCAGCAAA
ACATCCCATGCCCTTTCACAAGACAGCTTCCAGAAAAACACCACATGATACAACAGAGTC
TCCAAAGAAACCAGAAATTTCCACTTTACCTGTCCAAATGCAAACATAAACACACATATA
CATTTGACATAGATGTGAAAATAGAAAAAAAAAGTTGTAAATCAGCAACGTACAGAGCTG
TGGGAATAAAGAACCATGAGAAGCCGTGGCTGCATGCATGTTGATGGTGTAAGCTAATGG
ATGGGTTGTTCCTCAGGATGTCCACATGTAGTCATGGGGAGGATATGAGGACATTTTAAT
GTTATTTATAACAGCATAATCTTTTGATTTTCTTGCTTTTTAGAGAAGTCATGAGCAAAT
AACACCTTTAAACATTTTAAGCCAGGTTTATTAAAGTATGCATTTTAAATACATAAAATG
CACCCTTTAAAATATATATAATTCTGTGAGTTTTAAAAAAATGAATATAGAACATTTGCA
TCAACCCTAAAATCTTCTGATGCTTTTTTGGCAAACTTTTTGAGTCTTCTACGTCCCTTC
CTACAACCCGTGGTTCTGGGTAACCTCTGATAGTAAATTTGGTTCTTTAGGATACAGGAC
TAAAAATGTTACATCTTTAAAAAACAAACTCATGGCCTGAGCATCAGCAGCAGACATCTT
GGTTCCGGGACTCTGCCAAGAGTATTCTGCATAGGTGAGAGTGCGGAATACAGAAGCTAA
CAGCTTCTGGGACAGGCGAGAGCCACAGAGCTTCTAAGGCAGCCCCCTTTTCGGGCCCTA
GACATCCGGCTTCTTTCCCGGCCAGAGGATAGGGGTCCACCCGGCCTGGGAGCTCTTGGC
CTGAGCATCTGCTGCAGACATCTTGGTTCCAGGACTCCTCCGAGAGTATTCTGCACAGGT
AAGAGTGTAGAATACAGAAGCTAAGAGCTTCTGGGACAGGCCAAAGCAACTCAGCTTCGG
GACAGGTCCTATTTTGGGCCTTCATCTTCGGCCAGGAGGGAGGTCCTAACGCCAGATGTA
CACCTCCCCTGTAAGAGGAGAGCTTGCCTGCAGAGAGTGCTCTGACCACTGACACTCAGA
GGAGAGAGCTAGTCTCCCAGGTCTGCTGATAGAAGCTAACAGAATCACCTGAGGAACAAG
CTCTAACCAGAGACAACTAAATCAACTAACTCCAGAGATTACCAGATGGCGAAAGGTAAA
CGTAAGAATCTTACTAACAGAAACCAAGACCACTCACCATCACCAGAACCCAGCACTCCC
ACCTCGTCCAGTCCAGGGCACCCCAACACACCCAAAAAGCTAGACCTGGATCTAAAAGCA
TATCTCATGATGATGGTAGAGGACATCAAGAAGGACCTTCATAACTCACTCAAAGAAATA
CAGGAGAACACTGCTAAACAGGTAGAAGATCTTAAAGAGGAAGCACAAAAATCCCTTAAA
GAATTACAGGAAAACACGACCAAACAGGTGATGGAATTGAATAAAGCCATCCAAGACCTA
AAAAGGGAAGTAGACACAATAAAGAAAACCAAAAGTGAGGTAACGCTGGAGATAGAAACC
ATAGGAAAGAAATTTGGAACCATAGATGCGAGCATCAGCAACAGTATACAAGAGATGGAA
GAGAGAATCTCAGGTGCAGAAGATTCCATTAGAGAACATTGGCACAACAATTAAAGAAAA
TACAAAATGCAAAAAGATCCTAACTCAAAACATCCAGGAAATCCAGGACACAATGAGAAG
ACCAAACCTACGCATAATAGGAGTAGATGAGAATGAAGATTTTCAACTCAAAGGACCAGC
AAATATCTTCAACAAAATTATAGAAGAAAACTTCCCAAACCTAAAGAAAGAGATGCCCAT
GAACATACAAGAAGCCTACAGAACTCCAAATAGACTGGACCAAAAAAGAAATTCCTCCAG
ACACATAATAATCAGAACAACAAATGTGCTAAATAAAGATAGAATATTAAAAGCAGTAAG
GGAAAAGGGTCAAGTAACATATAAAGGCAAGCCTATCAGAATTACACCAGATTTTTCATC
AGAGTCTATGAAAGCAAGATGTTATACAGACACTAAGAGAACACAAATGCCAACCCAGGA
TACTATACCCAGCCAAACTTTCAATAACCTTAGATGGAGAAACAAAAGTATTCCATGACA
GAACCAAATTCACACAATATCTTTCCACGAATCCAGCCCTTCAAAGGATAATAACAGAAA
AAAAAACCCAATACAAGAATGGAAACCACATCCTAGAAAAAGCAAGAAGGTAATCCCTCA
ACAAACCTAAAAGAAGACAGCCACAAAAACAGAATGCCAACATTAACAACAAAAATAATA
GGAAGCAACAATTACTTTTCCTTAATATCTCTAAATATCAATGGACTCAACTCCCCAATA
AAAAGACATAGACTAATAGACTGGCCACACAAAAAAGGACCCAACATTTTGCTGTTTACA
GGAAACCCATCTCAGGGAAAAAGATAGACACTACCTCAGAATGAAAGGCTGGAAAACAAT
TTTCCAAGCAAATGGTTTGAAGAAACAAGCTGGAGTAGCCATTCTAATATCTAAAAAGAT
CGATTTCCAACCCAAAGTCATCAAAAAAGACAAGGAGGGACACTTCATACTCATCAAAGG
TAAAATCTTCCAAGAGGAACTCTCAATTCTGAATATCTATGCTCCAAATACAAGGGCAGC
CACATTCATTAAAGAAACTAGTAAAGCTCAAAGCACACATTGCACCTCACACAATAATAG
CGGGGGACTTCAACACACCCCTTTCACCAATGGACAGATCATGGAAACAGAAACTAAACA
GGGACACAGCAAAACTAACAGAAGTTATGAAACAAATGGATCTAACAGATATCTACAGAA
CATTTTATCCTAAAACAAAAGGATATACCTTCTTCTCAGCACCTCATGGTACCTTCTCCA
AAACTGACCACATAATTGGACACAAAACAAGCCTCAACATATACAAAAATATTGAAAGTG
TCCCATGTATTCTATCAGATCACGATGGACTAAGGCTGATCTTCAATAACATAATTAAAT
AATAGAAAGCCAACATTCACGTGGAAACTGAACAACACTCTCCTCAATGATACCTTGGTC
AAGGAAGGAATAAAGAAAGAAATTAAGGACTTTTTGGAGTTTAATGAAAATGAAGCCACA
ACATACCCAAACTTATGGGACACAATGAAAGCATTTCTAAGAGGAAAACTCATAGCTCTG
AGTGCCTCCAAAAAGAAACTAGAGAGAACACACATTAGCAGCTTGACCACACACCTAAAA
CCTCTAGAACAAAAGGAAGCAAATTCACCCAAGAGGAATAGAAGGCAGGAAATAATCAAA
CTCAGGGGCGAAATCAACCAAGTGGAAACAAGAAGAACTATTCAAAGAATCAACCAATCA
AGGAGCTGGTTCTTTGAGAAAATCAACAAGATAGACAAACCCTTAGCCAGACTCACTAGA
GGGTACAGGGAAAGCATTCTAATTAACAAAATCAGAAATGAAAAGGGAGACATAACAACA
GATCCTGAAGAAATCCAAAACACCATCAGATCCTCCTACAAAAGGCTATACTCAACAAAA
CTGGAGAACCTGGATGAAATGGACAAGTTTCTAGACAGATACCAGGTACCAAAGTTAAAT
CAAGATCAGGTTAATGATATAAACACTCCTATATCCCCTAAAGAAATAGAAGCAGTCATT
AATAGTCTCCCAACCCCCCCCCCCCCAAAAAAAAAAACAAAAAAAAAAACACAAAAAAAA
AACCCCAGGACCAGATGGGTTTAGTGCAGAGTCCTATCAGACCTTCAAAGAAGATCTAAT
CCCAGTTCTTCACAAACTATTCCACAAAATACAAACCGAAGGTACTCTACCCAATTCATT
CTATGAAGCCACAATTACTCTGATACCTAAGCCACAAAAAGACCCAAGAAAGATAGAGAA
CTTCAGACCAATTTCACTTATGAATATCGATGCAAAAATCCTCAATAAAGTTCTCGCTAA
CCAAATCCAAGAACACATCAAAACAATCATCCATCCTGACCAAGTAGGTTTCATCCCAGG
GTTGCAGGGATGGTTCAATATACAGAAATCCAGCAACGTAATCCAGTATATAAACAAACT
CAAAGACAAAAACCACATGATCATTTCGTTAGATGCAGAGAAAGCATTTGACAAAATCTA
ACACCCATTCATGATAAAAGTCTTCGAAAGATCAGGAATTCAAGGCCCATACCTAAACAT
GATAAAAGCAATCTACAGCAAACCAGTAGCCAACATCAAAGTAAATGGTGAGAAGCTGGA
AGCAATCCCACTAAAATCAGGGACTAGACAAGGCTGCCCACTTTCTCCCTACCTATTCAA
CATTGTACTTGAAGTCCTAGCCAGAGCAATTAGGCAACACAAGGAGATAGATCAAGGGGA
TACAAATTGGAAAGGAAGAAGTCAAAATATCACTTTTTTCAGATGATATGATAGTATATA
TAAGTGACCTTAAAAATTCCACCAGAGAACTCCTAAACCTGTTAAACAGCTTCAATGAAG
TAGCTGGATATAAAATTAACTCAAACAAGTCAATGGCCTTCCTGTACACAAAGGATAAAC
AGGCTGAGGAAGAAATTAGGGAAACAACACCCTTCTCAATAGTCACAAACAATATAAAAT
ACCTTGGTGTTACTCTAACTAATGAAGTGAAAGATCTGTATGATAAGAACTTCAAGTCTC
TGAAGAAAGAAATTAAAGAAGATCTCAGAAGATGGAAAGATCTCCCATTCTCATGGATTG
GCAGGATCAACATTGTAAAAATGGCTATCTTGCCAAAACCATTCTACAGATTCAATGCAA
TCCCCATCAAAATCCCAACTCAATTCTTCAACGAATTAGAAAGGGCAATGTGCAAATTCA
TCTGGAATAACAAAAACCTAGGATAGCAAAAACTCTACTCAAGGATAAAAGAACCTCTGG
TGGAATCACCATGCCTGACCTAAAACTGTACTACAGAGCAATGTGATAAAAACTGCATGG
TACTGGTATAGCGACAGACAAGTAGACCAATGGAATAGAATTGAAGACCCAGAAATGAAC
CCACACACTTATGGTCACTTGATCTTTGACAAGGGAGCAAAAACCATCTAGTGGAAAAAA
GACAGCATTTTCAACAAATGGTGCTGGCACAACTGGCGGTTATCACGTAGAAGTATGAGA
ATTGATCCATTCCTATCTCCTTGTACTAAGGTCAAATCTAAATGGATTAAGGAACTCCAC
ATAAAACCAGAGACACTGAAACTTATAGAGGAGAAAGTAGGGAAAAGCCTCGAAGATATG
AGGACAGGGGAAAAGTTCCTGAATAGAACAGCAATGGCTTGTGATGTAAGATTGAGAATC
GACAAATGGGACCTCAATAAAATTGCAAAGCTTCTGCAAGGCAAAAGACACCGTCAATAA
GACAAAAAGGCCACCAGCAGATTGGGAAAGGATCTTTACCTATCCTAAATCAGATAGGGG
ACTAATATCCAATATATATAAAGAACTCAAGAAGGTGGACTCCAGAAAATCAAATAACCC
CATTAAAAATGGGGCTCAGAGCTGAAGAAAGAATTCTCACCTCAGGAATACCGAATGGCT
GAGAAGCACCTGAAAAAATGTTCAACTTCCTTAATCATCAGGGAAATGCAAATCAAAACA
ACCCTGAGATTCCACCTTACACCTGACACGAGTCAGAATGGCTAAGATCAAAAATTCAGG
TGACAGCAGATGCTGGCGAGGATGTGGAGAAAGAGGAACACTCCTCCATTGTTGGTGGGT
TTGCAAGCTTGTACAACCACTCTGGAAATCAGTCTGGCGGTTCCTCAGAAAACTGGATAT
AGTACTACCAGAGGATCCTGCAATACCTCTCCTGGGCATATATCCAGAAGATGTTCCAAC
CGATAAGAAGGACACATGCTCTACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAG
CTGGAAAGAACCCAGATGCCCCTCAACAGAGGAATGGATTCAGAAAATGTGGTACATTTA
CACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGGCAAATG
GATTGACCTGGCGGGCATCATCCTCAGTGAGGTAACACATTCACAAAGGAACTCACACAA
TATGTACTCACTGATAAGTCGATATTAGCCCAGAAACTTAGGATACCCAAGATATAAGAT
ACAACTTGCTAAAGGCATGAAACTCAAGAAGAACGAAGACCAAAGTGTGAACACTTTGCC
CCTTCTTAGAATTGGGATCAAAACACCCATGGAAGGAGTTACAGAGACAAAGTTTGGAGC
TGTGTCGAAAGGATGGACCATCTAGAGCTTGCCATATCCAGGGTTCCATCCCATAATCAG
CTTCCAAACGCTAACACCATTGCATACACTAGCAAGATTTTGCTGAAAGGACCCAGATAA
AGCTGTCTCTTGTGAGACTATGCCAGGGCCTAGCAAACACAGAAGTGGATGCTCACAGTC
AGCTATTGGATGGATCACAGGGCCCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCT
AAAGGGATCTGCAACCCTAAAGGTAGAACAACAATATGAACTAACCAGTACCCCTGAGCT
CTTGTCTCTAGCTGCATATGTATCAAAAGATGGCCTAGTTGGCCATCACTGGAGAGGCCC
ATTGGACTTGTAAACTTTATATGCCCCAGTACAGGGGAACGCCAGGGCCAAAAAGTGGGA
GTGGGTGGGTAGGGGATTGGGTGGGAGGGTATGGGGGACTTTTGGGATAGCATTGGAAAT
GTAAAAGAGGAAAATACCTAATAAAAAGTATTAAAACAAACAAACAAACAAACAAACTCA
CTTTGTTTCTTGTGGTAAAGTTAATGGTATGTGTCCATCCTATTTCATTTCCTAGGGTGC
ACAGCTCTGGATTTCCCCAGACTCTGCTGTAATGGTTTGGGGGTTATGAATTTATGTTCT
ACACAATGCATAGCAGAAGTGATGGAAGGCACATGTAAACTTAGTTTTTGATGAATCCTA
GGTGACCCTCCATCCCTGTCTTCTATTTTTGTCACCATGTTAGGCATGTATCAGACAGTA
CTTTTCTTTTCTAGACAGGGTTTCTCTGTGTAACCTTGGCTGTCCTGGAATTCTCTCTGT
AGACCAGGCTGGCCTAGAACTCACAGAGATCCTCTTGCCTCTGCTTCCTAGTGCTGGGAT
TAAAGGTGTGTTCTATCACAGCCTGGCCTTTGGACAGTACTTTTAATAGACGAAACCTAT
GGGTGCCATTGAGTCCTTCCTAGGAACAGAACATAGCAGATGTATGTGGAACATGGACAG
TGAATGGGGCCATGAAAAACAAACAAGCCTTTGAGGGAGGGGGACAGGTAGACACAGAGG
CAAAGAAAGGCAGAGACAGAGAGGGGAGTGTTTACATGTATAGTGGTACATAAGGGCATT
TCCCTGTGCATGTGGAGGCCAGACGCCAACTCCAAATATCTTCCTGTTTTTTGTTTGTTT
GTTTGTTTGTTTTGTGTGACAGGGCTCTCACTGAAACTGGAGCTTAATATTATGGCTAGA
CTGGCTGGTTATTAAGTGTCCTGGAATTTGCCTGTGTCCAACCCCTCAGTGCTAAGGTTA
CAGACCACACCACTGCATCCTGCTTTTGTGGGGCGCTTGGGGATCCAAACTCAGGGCCTC
ATGTCTGTGTAACAAGGGTTTACTTCCTGAATGATCTTTCTAGTCCCAAATAAACCTTTG
TGAGTTAAACTATTGAACTTTATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGCCCACTCCTGGTTCCACAGCTCTCTACCTTATTTTTTTGAGACATGGTCTCT
CACTGCGTGAAACTTGCTCGCTGCCTGGACAAGATGGCCAGTAAGCCCCATGCAATCTCC
TGTCTCTGCCTTCCTGGGCTCTGAAATTGCAGGCATATTTTACTATATATTTCCATGGGT
ACTGGGGATTCAAACTCAGATCTTCACAATTGCATTGTAAGTACTTCACCGAGTGAGCTA
TCTCCTAGCACTAATAAACATAATTTTAGCATGGGTAGATAGGTTCGTTCTGTTTAAGAA
AAAAAACTGAGCACTCCTCAAATCTAGTTTTGTAACAAATTAAAATGTTTTCCCATCTTC
TCAAAAATGGTTGAGGAATTCTTGCCAAAACATTTTAAATAAAAAGTATAATATCATTTT
AATTCACTTTGAATTATAATTACTTACAAGAAAAGAGGGATATAAAACCAAACAGCAGCA
AAACATTACCTACAACTATGGAGATCTGATTCTTGACGGTTCTTGATGGGTTCCTGGCAC
CCATCTGCCCTCCTGTCTTGGGTGACCTTCCTTTCTTCTTTCACACTTAGAAGGAAATGG
CCTTTCCTGCCATTCTCAGCAGCTTATGCTGGGCTCCTAAATACAGCTGTGCATGTCTTA
CAGGATATAATCTAAGTTTTGGTGACAAAGAGGTCTTTCTTAGGGCAGAGGATATCCAGT
ATCCACAACTGTGGAGTAGGAAATGACAAGAAAGGAGGGGGAGAGTTGAAAGTCTTATCT
CTGAGCTCTCAATGGTCAGGAGTCCAGATGGGCCTGAGAAGGCAGGATAGTCAATTCTTC
TTGGAGATGGCATGGGAAACAGGCAGGGAGAAGGAGAAGGAGGAGGAGGGAGAGGAGGAG
GAGGAGGAGGAGGAAGAGGAGGAGGAGGAAGAGGAGGAGGAGGAAGAGGAGGAGGAGGAA
GAGGAGGAGGAAGAAGAGGAGGAGGAGGAAGAGGAAGAAGAGGAAGAGGAAGAAGAGGAG
GAGGAAGTTACATTCTCCTTTCTATTCAATGATGCCTGCTCAAACATCATGGATAATTTA
TTATCAGCTGAAGTGGGGAGGAGAAGGAGAAGTTATACATGTACATGGGTGGACTCCTGA
AGTATAGGGTAGTGCAGCCAAAGGCCATTGTGGCAGGACAGTGATTAGCAGAATATCCAA
GGAGAGAGTGAAACTAGGGATGTGAGGTCAGCCCACTTTCCCTTCTGGGAGTCACCCTGC
TTCCCTTACAACACACTCCCTTCCAAGATGCCCCACTGGCTGAGGCACTGAGATGGGAGC
CTGCTTGTCCTATTGTGGGCTCTCATAAGTTGTTTGCAGAAATGAGTGAAGTGTTAGAGC
ATCAACTCTGAGTGCTCTGTGGAAGATGCGTAATCTTAAGACCTGATGATGTTTTGGAGT
GACACCCCTTATTTTAGGTTGCTGTGGCCATCCCTAGTAAGTCTTTTTTAGTGAGCTTGT
GTTGATTAGGACTGAGTAGCAAGTTTTAAAACTTCCACTCAAAGCACATGGAGAAGCAAA
GGAAAAGGACTTGCTTTCATGGTGAACAGGGAAGTTGGCCATAGATGTATTGCAGGTAAC
GCTTGATCTAGAAGTGTTGTTGTGAGCCTTCTTTCACAGTCCTTAAGTTCTGCTCTATGT
TGGTTCAACTGGGTGAACTCTCCCTTCAAAGATGCTAGCAGCTATTCCACCTTTCACCAC
CTTTTTCATTGTTGTCTTCCTCCCCCTTTCCTTTCCCCTCCTTCTTCTTTTAGATTTAAA
CCTCAGATTTTAAATGTGCTGGTTTAAATCTAGTAAATCAATTGTATTTGGGGTTTCATC
ATGACTTTATGTGTATGTTATCTTCAGATAGATAGATGTAGGCAACTCTGACTTTCATAC
TTAGAAGGGTTTGCCTTTCATACTTAGAACAGTTAATCCTGTTCTTAGACCTACTATTAA
GATCTGATGCTTAGGGCCCAGATCAAGGGCACCCACATGATCCTGGAAGCACTCAGGCTG
CTTTCTTTCTTTCTTTTTTTTTCATACTTTTTTTTAAAAAGATGTATTTATTACATGTAA
GTACACTGTAGCTGTCTTCAAACAAACCAGAAGAGGGCGTCAGATCTCGTTGCAGATGGT
TGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCTGGACCTTCGGAAGAGCAGTCGGTG
CTCTTACCCACTGAGCCATCTCACCAGCCCCCCGGCTGCTTTCATTAATAACAATTAGTT
AATTCATTTCATGAATAATCATTCATTAACAATGTTACATACAGGTTTTTTTGTTTTGTT
TTGTTTTGTTTTTTTGTAGGAGGTTGTTTGTTGGGAGCCGCCCCCACATTCGCCGTTACA
AGATGGCGCTGACATCCTGTGTTCTAAGTGGTAAACAAATAATCTGCGCATGTGCCAAGG
GTATCTTATGACTACTTGTGCTCTGCCTTCCCCGTGACGTCAACTCGGCCGATGGGCTGC
AGCCAATCAGGGAGTGACACGTCCGAGGCGAAGGAGAATGCTCCTTAAGAGGGACGGGGT
TTCGTTTTCTCTCGCTCTTGCTTCTTGCTCTCTTGCTTCTTGCTCTCTTGTTTCTCTCTC
TCTTGCCTCTCTCTCTTGCTTCTTGCTCTCTTGCTTCCTGCACCCTGGCTCCTGAAGATG
TAAGAAATAAAGCTTTGCCGCAGAAGATTCTGGTCTGTGGTGTTCTTCCTGGCCGGTCGT
GAGAACGCGTCTAATAACAGTTGTTGAGTTTTCTGGTATATTGATGACCATCTTCTCATG
CTTTTTAGTGTTTAAACTTGAAGAGAATTCCATTAATGTGGTTGTATTGATTTCTTACAC
AGCAGAGTTTGTATATACACATGCCTAATTAGTACACTACATTATACCAGAAATTACTGC
ATCCTTATTTTTGATTACAGTGTAATATTTTTGTGTGGATGGCTACACACACACACACAC
ACACACACACACACACACACACACACACATTGGTTTTTTTTTGTTGTTGTTTTTTGCAGG
GGGGGCAGTTTCTCTGTGTAGCCCTGGATGTCCTGAATCTTATTCTGTAGACCAGGCTGC
CCTCAAGCTCACAGAGATCTGCCTGTCTCTGTCTTCTGAGAGCTGAAGTTAAAGGCATGT
GATACCCAGATGGCTTCTTATATAGTAACTTGTCTTCTGCCAACTAGCATCGGGTTCTAT
GTCTTTAAACTTTGTTATTATGAACACTTTCCTTTTGCACACGCACACATGCACACATGC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCACACACACACACACAC
ATGTGAAATAAAGTCTTAGAGGTAAGATAAAGATGGAAGAGCATTGGAAAGTTTCCCTTT
AAAGTGTGTGTGTGGGGTGTATGGGGGGACTAGCATTACACACTAATTAGGAGTGTACAC
TCTGGAACAGGCTGCCTGGGTTTGTGATTTGCCTTTCCTCTTTATTAGTTTAGTGGCCTT
GGACAAGTTACTTACATTTCTATGTCTTGTTTGCTAATGGGTAGGTAGGATGGGAACCAT
ATCTTTCTGCTAGGGTTATAAGAATTAAATGAGCGAATCTGCTGAGCTTCACGTGTGTGG
ATGGTATTCTAGTTCAGACTCAGCAACTACTCTAGTGGGATGTTCATATTCCAAATGGGC
CAAGACGGGGACGCTGGCTTACTCGGATGTGCTTCTGTGCAGACTCAGCACTCGGGAGAT
GGAAGCAGGATGACCAAGGGCTTGAGGTCAGCTGGGTGTACCAGAGAGGCCCCTTTTCCA
AAGGAAAGAGAGAAAGTGGCGTTGTTAATCCTGAATCTGCCACTTAGGCACTGATTCCCG
TGCACCTGAATGAACAAGTGAATAAAGCTAGACTTAAGAATTGTCTCAAGCCGGGCAGTG
GTGGCGCACGCCTTTAATCCCAGCAATTGAGAGGCAGAGGCAGGTGAATTTCTGAGTTCG
AGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAGGACTACACAGAGAAACCCTG
TCTCGAAAAAACCAAAAAAGAAAACAAAAAAGAAAAAGAATTGTCTCAGTGTCTTCCTGT
TACTGCCTAGCTTCCGGGATCCGTGCTAAGTAAACATCAGAGCCGCCCTTACCTAGAAGT
ACTTTGAAGGCAGCATGGAGTGATGCTGCCCAAACTGGCTGTAGCAAAGGGGCAAGTGAG
AAATGAAACACTTTTCCAGGCTCCCCAGGCATCTGCCACCACACCCAGCTCCATCCCCAT
ACAAATGGCTTGAAAAGTGGAACAGAAATTGATTTTTAAAAATTAGACAACACCTATGTG
TCAATTGAATAACACTCCACACATACACAGTATCTTCAGTAGCATAGTCTACTACAAAAT
TGTAATTGTTAGTATGCTCTATTTTTGTATTGTGTAAAAAACAATTAGGAAGTTGGTGGA
AAGGAAACAGATTAATAAACACCCATTTATAGTTACCAGATCCAACATGGACCCTGAAGC
CAGGCCACTGTATTGGGGGAAGATTCAGGAATGATCCAGAGAAGCCTTCATGACCTTAGG
TACAAACATGGATCTCTCTGGATGAAATATCCAGTGTGCCTTCTATTTTAATAATGAAGC
AGGTGCCAGGGTTGTGGCCTCTCACAGGGGTCTTCGTTTGCCACACTTAACTGGGTGGTT
TCTGTTTTGTTTGGGGGAATAAATATTTGAAAGGGGAAACTGTAGAAGGTTTTGCGGCGG
TTATGATGTTATTGATACACAGGCTGATGCTGTTATGGCGGGTGCTAACAGGCTACATTA
TCTTTATGCCTCCAAGGTAACCTGAAGCAGCTGTCTATTGCCTTGGCACTACCTTACCCT
GAAGCGTCTGCCCTGCTGGGGACTGTAACCCGAGCCAACTGCCTGCCTTACAGAGGCTTC
TTTAGCTACTGACAGCAAGAAAGGAAGGGAGAGCGTGAAGTCCCCCAGATGGATCCTTCC
AAGCGGCCCGATGCTGAGCGACTCTCTGAGAGGATGGCCCTGCCATCTCCACTTCTACGT
AAGGGCAACAGTCACTAGTGTGTTCTCTTCAGGCACGGAAACAAATACTCGAAGGAAACC
TCTGGAAGATTTCTTTTTCTCTTTTGAACTCTGCCATGTATTGCCGCAGGCCATGTCCAC
GTGGAAATCGAGGCTCACCAAAAGCCTGAAGCTCCCGTCTCGAAGGATGCACTCCTTCCC
ATGCTCGGCTTTGCTGTCCTGTTTTGGCAATACCAGGGAAAATGCTACCTTTGATCAGTC
CAGCTCGGCGGATACTCACTCTGCCATCTATGTCCAGCCCATGGCCAAAGCAGGCACACA
TCCAAGTCACCCAAAGGTGGAAGAAAGAGCTGCAGAGAAAAGGCGAGATTCTGGTATACA
CTTGGAGCAAAATGGCACCGCAAATGGCAATAACAGCAAACACACTGCTGTCCAGCCTGT
AGAGACCCCTGAGGATTTTGCCAGGTCCCTGAATGAGGAAGTAGACTGTGAAGCCGTTAC
TTTCCAGACGTCCATCCCTAGACCATCAATTATTGACATGCCAAAGGTGAGTGAGCTTTC
CCACTGCTGTTACAGATAAGGCTGTGTTAGGGAACGTTCTATCATTTTTTGGAAAAACTC
TGGCAAACATCCTTGTTTAAATTCATTACTGTATATGACACACAGAATTCTCTCTTGCTA
GTGAGAGGAACTGTGGAAAGCCTTTTAAATTTTCAGCGTGTTCGCTGAAGATATATATAG
AGAAATGACAAAGAATTCAGGAGCTGTCACAATGGCAAACCAGACTTTAGTGAACTGGTT
ATAATGCCTCCAAACAAACAAAAGATCAGAAGATGTATATATTATTCACACACACACACA
CACACACACACACACACACACACACACACACACACGTATATGTGTGTGCATGTAACACTT
GCATATAGTTAAAAAAACTGATCTATAACTTTCTATCTACTAAAATCCACAATATGAAGT
CTGACCATGGAATTTCAGAAATTGTCTTTAGCAGTTAGAATGTATCCTGTCTGGACAATT
GGGAATGATGGGGGAAGTTGGAAATGATAAGCAGCCCCATGTACAGAGCAGAAAGGAACT
GGCAGAAAATGGTATTCATAAATAAGGGATGATGCCTGTCTAACTTTTAAGATTTAAAGA
CAGGAAGAGGAGGGATTTGAAAGCTGGCGTCCCTGCTCTCCTGGGGCTTGGTCTTGAGTT
ACTGCTTTCTTGCCTTTGTTTCGGCATTACTGGATTTTAGTTTCTGAATGTTCTGAATTG
TTTGAGATGTACACACCATTTCATAGTCCTTGTCAATCCTGATTAAGAGGGGCAGTTGAG
AAAGAGACTTCTAAAGGATATAACCCCCAAAATGTTATTGCCCAGTTTGTTGTTGGTGGT
GGTAATTTCTTGCCCAAGTAATTTAGGACCAGAGCTAAAGAGCCTGAACGTTTTTCAGTA
TTCATTAATATGGTGTTCTGATTTAAAGCCTTTTTTCTCAGCTAGTTTATTAAATAAAAG
GTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGATTTGCTTACTTGGACTAAGTCT
TTTTAGCAATAAAAACTACAACTTGCCTGATAGCAAAGATAGAGTTAAGACATAATTTAA
AACATAGTTCAGTTTGGCAGTCTGTAGCAATGGTTCTCAGCTTTCCTAATGCTGTGCCCT
CTTAGTACAGTTCCTCACGGTGTGGTGACCCCAACCATAATATTATTTTCACTGCTACTT
CATAACTGAAATTTTTCTACTAGTATGAATTGTAATGTAAATGTGTTTTCTGATGGTCTT
AGATTACCCCTGTGAAAGGGTCATTTGACCTTGAAAAGCGATTGTGACCCACAGGTTAGA
ACCACTGGTCTACAACACTCTGTTAAGTGAGTGTATTTAATATAGCACTATGCTAAGTGC
TCTAGGAGCATAGCTCAGTGGCAGGGCATTTGCTTAGCATGCACCAGAACCTGGATTCCA
TCCCTAGAACTGCCAGGGAATGAAACTTTATTGTTTGAATTCTGGTATTCTGAAATTGAT
CAGAAGATTTCACCAAACCCTGTCTTAATAGCATTAATTTTTTTTTTGTTAGTATTGTTA
AGTCGACCCTCAAACAAGCAATAAAACCCAATATACTTGTTTAGTTTTCCGTGCATATCC
ATGTATAAATTGAGATATTTTTAGCGAATCTGAGTACACATCATGGCCAAGTTCATATAA
GCTACATGGCCAAAAGATGAATCTACATTACCTTGATGAGGCTAGAAGCATACATTCTGT
CAAGGAGGGAGGGCAGCAAGCCAGCCTCCACCCTCCACTGCTGAGCTTAGGAGCAATGAG
AAGGGCTTGGTCTGATTTTCTGTTTTAATGGTTCCTGTGACACAAGGGACCAGTGTAACA
CAGTGGGAGTCCCAGGAATCAACCTTGGGTCATCAGGGTTAGTAGCAAGTAGCAAGTCCC
TTCACTTACCTAGGCATCTTGCCTGCTCCAGCCTTAGTTGTTAAAACATAAGGGAAGGAC
CGTGTGATTAAGGAGTCATGTGACCAAGACTACAGACCACCCATAGACATTCAATACCGC
CTAGGAATAGGTATATCAGAGTGATTGAAAACGAGGCTGTAAGTTGGAGAAGCGCCCGGA
AAGATCCAAAGGCCCACAGAGGAGCATCTGGGATGCTACAGGGAGATGTGCAGCAGCAGG
AGCTTTGGGGATTTTGTGCAGAACTATGTCGTGGACAGGGCTATGATTCTGGGGCGGGCT
AGAGTTGAGAAGCTGGTTCAGTACCTCGGTTCTGGGTCAGTCATAAAAGGACGAGTAGGG
GATGCTACAGGCAGAAGTAGATGCAGCCGCTGACCTTGGGAAGGCTGAAAGCAAATGAAA
TTAAGGGGCAGAGAGTGTGCAAAGAGGAGGCGAGTGGGCTTCTGTTGTGGTTCCAAAGCC
CAGGGCTCACCTGCACAGAGCACCTACCTTCTGCCAGCCTTTCTCAACGCATTAAACGGA
GGCTCTCGTCTAACCCTAGAGACGGTCCCAAGTCCACAGAGGGAGGAAATGACAGACTCA
GGGTTAGAGTCGAGTTCTCCCCAACTCCCAAGTCCACCCTTGGAAATAGAAGGTGCTTCT
ATTCCTGATGCTTGAGACTTAGAACCAGATAGTCCTATACGAGGTCATTTCCTTTTCAAG
TCAATTAGAGCTCCACATAACGCATATATGGAGTGTATTTATAAAACTGTGCAGCACATG
GAAATGTAGCAGCTGGGCTAGATAGCCTTGGGTTCAATCCCCAGCACCGTAATGTATATT
TATAAATGCATATATGTGTATGATTATAATTATTAGTTTAAAAAATAATTTGCATAACTT
TTTTTTCTGCCACAGTGGCAGGCGTGTATCACCATGGAAAGAGATATTTTTCATTTTTTG
TCAGAGACAAAGCTTTGCTGATGGCCGTGGGGGAACTTCTGATTAAAAGTGCCAGCAGCT
TCTTTGTGACCTGGCACGTCTTCAGCGACGTGTTCCCCTAGGTGGATGGTGAATGAGCTA
GCTTTCCTACAGCCTTGCCCGGTGGCTCATGTACTTCCCCTTTAGGTGTACTGATCCTCT
TTCTGGAAGCTGCTTTGTTAGCAACCATAAATAATACTTACACTCTTTCTGAAGTTCAGC
TTCAGAGCAACCTGAAATGAAGACAGACACCCCTGGGGTGTCTTTCGTTACCCTGGTGAT
CAGAAGGGAAGGAGGATCATTTCAATCTGACACAGACTCTAGTCTGAGTGGAAAGCTGAA
AGTCATAAATATATAAACTAAGTTGAGGCAAAAGCATTTATCTGGGTTGCAGAAAGGCAT
ATGCTTGTCTAGCGAAAAGGTGCTTGTTGCTCAAGGCTGACAGCCTGAGTTTATCCCCTA
CATTATACACACAGCACACAAGCATAAACCATTTTTTTTAATTTAAAAAGTTATCTGACC
ACTGGACATGGTTGGTTGTCTATGCCTTAAATCCCAGCACTCGGGAGGCAAAGGCAGGTG
GATCTCTGTGAGTTCCAGGCCAGCCTGGTCTCCAAAGTGGGTTCCAGGACAGCTAATGAA
GGCAGCTACACAGAGAAACCCTGTCTCAAAACCAAAAATAAAAACCCAAAACTTAACCAA
CCAATCAAAAAACAAAAAAATGAAAGAAAAAGAAAAGTTATCTGAAAACTATAAGTGATA
TTAACTAGACTTCAACTCTTCTTCCCCCTCCTCTTCCTTCTTTTTTGAACTAGTGTCTCA
CTATGTAGATCTGGCTTAGAGTTCACTATGTAGACCAGAATGGCTTTGAACTCATGGAGA
TCTCTCTGCCTTTACCTCTGCCTCCCAAGTACTGGAATTAAAGGCATGCACTACCATGCT
TGGTTTCAACATCTTTTGTGTGTGTCCCTTTCCTGTTTCATGCTTGAAATCAAGGTAAAA
AGCTTACAATTGGAACATGTTGTAGAGTTGGGAGTCATGATGTTCCATTAGTGGTTGTCT
GTCTCACAGGTGAAGCCTCTCATAATTGGTGGAATCACAGACAGATCATGGAGTGAGGAA
ATGCTTCTGTTTATTGCTTTAGCTGAACGTTGCTGAGATGTCCCTCTGTGGAAACTCAGC
ACTGGCCCTAGGACCTGCAGATGAATGGACAACCCCTTAAATTGTTTGCATTCTAGAGGG
AGAGACAGATGTAGAAGCTGGCAATATCAGCAGAGCATGAGAAGGCTAAGGTCTGGAGGC
CTTACAAACTCAGGAGGGGCCTTGGGAAGATTGGGAGATAGGGCAGCTGGTAGAAGATTG
ACAGACAGGTTTCCACCCCACACTGCATCCTTCCCATATGGCAGGGAGTGCTTTATCCTG
CGTCATCTTGGCACTGTAGACAGAATAAGAAAAGAAAGGCTGCAAGTGGCTAAGGTCTTT
AGAGTACTTTTCATGTTTGAGAGAGTATATAGCAATGTTTTTTTTTTTAAAATCTAGTTC
TCCATGTGTGTGTGTGGGGGGGGTGGGGTGGGGGGTGGTGAACCAGTCTGACACAGAAGA
GGGAATAATTGTGGCTAGGAAATCATGCCTTCGTGTATTGAAACTAAAAAAAGTCAATGA
TATAAAAATGCAGGATAATAGGGTCCACCTTAGAATGACCATGGCATTTTGGAACAAGCT
TGTTTTGCAGTCAGACATAGAACAGCAACCAAGCCAGGCCTGCAGTCTCACAATGGCCCA
AGGAAGGATGCCGAGACTTGGGCAGTCATCGTTTCTCAGGGCATAGACCTTGGCTTTGCT
GCCTTTGAGACAGCTATCTTCCTTTGTCCTCTTTATCCAAAACACAGTCTTGATAAAAGT
TTTGAAGAGCCAAGTGTGTAAGTTAGAATGTCTGTCTCATCATAGACTCTGGGAATTAAT
TGTCAGAGTTGGACAGACCAAGCCAGATGCTCTCTATTAAAACATTATAAGTAGGGACCA
GGGGAATGCCTTAGTAAAGTGGTGGCTGCTTCAGCATGAAGAGTTGAGCTTAATTCACAG
GCATGGTGGTGCTCACAGACATGGTGGTGCTCACAGGAGTGGTGGTGCTCACAGGCGTGG
TGGTGCTCACAGGCATGGTGGTGCTCACAGACATGGTGGTGCTCACTTATAATCCCAGTG
ATGGAAAGGGAGAGACAGGTGGGTCCCTGGGGTTAGTGTGGTCATCATGTTCCAGGCTAG
TGAGAGAGCCTGTCTCAAAAAGCAAAGTAGATGCCTTGGGATGACGCCTGAGGTTTGCTT
CTGGCTTTCACATACATGTTCTCACACATGTGTATGCTCTCATATATACATACATACACA
CCAGCATTCACGTGTGCACCCACATGTGCAGAAACACACACACACCACACATAAAGATCA
GGTTGGCATGTGGGCATGTCAGCAGAGCATTTTCTTTCTGCTAATTGAAGTAGGTGGGGG
GGCTCAGCCCACTCTGGGCAGTGAACCTGGGCTGTAGCAAAGATAGCTGAATGTGGGCCA
GGAAACAAGCCAGCAAGTGATGTTTTCCACAGTCTCTGCTTCACTTCCTGCCTCCAGGTC
CCTGACTTGAGTTATTGCCCTGAATTTCCTCAGTGATAAACTGTTACATGGAACTGTAAG
CTGAAGCACACCCTTTCCTCCCCTAGTTGCTTTTTTGTTAGAGTCTTTTTATCTTAGTAA
CAAAATCCAACAAAGGCAGTGCCATTGGGAGAAACTCTGTTAGGCTACATATTGCTTTTT
TTTTTTTTTTTTTTGTACAAACTAATTTGCTTGCATTCTTTTTAGAATGAGAACTGCATC
TTTTTCTAATGGGTCTAAAGAACCTTAAGCTAGCTATAAAAGCGAGTGCGCTGTCAGGGA
TGCTTCCTGCTGAACATATGATTTGATGTGATCTTTAATAAACGTCCCAGTTCACACACT
GAGTCATGACAGCATTTTAAATATATGTATATGCCATGGTGACTTCTTATCTGCCTTCCT
TCCCCAGCTCTTCTATGTCATTCCTGCTGGGTTCTTTCTCTCTTCCTGAACCACACCCTC
TTCTGCTTACATGTTACATATACTTCTTCGCTCCATTTCTATTTCTTTCCTCCCTTTCTC
TTTGTTTAGTTAACTAAATGTTTTATTAACTAATTTTGAGTTTCTTACAATGTATTTTGA
TCATATTTATCCCCAAGTTTTCCTCTACCTCCAACTGAGATCCACCCTCATTTCTTCTGG
ATTTCATGTACTACTATATAAAAATTTATCAACTCTGATTTGTGTTGTCTTTGTATTTCT
GTGCCCCTGTGGGGCACAGGCCATGTGGTATCTCCCATGAGCCACTCCCTTAACAAACTA
CTTTCTTTTCTCCACACCATGAATTGTACACAGCTTCTCAGATGGGAAGGTGGGGTGGTG
AGGCTTATGAAGCCCTTGACACTCCATACTAGAATGCTGACAAGCTTGATCTTGCACAGG
TTGTGGCCAGGCAGCCTCAGGTGCTGTGAGTTCGTGAGTGTAGTGGTCCTTCCTGCTTTC
TCTTCTCTCCTCTTTCCTTAAAGCCTCTGCTTTCCCTACCTCACCCCTATTTCTACTTTC
ATAACACACACACACACACATGCACATACATGCACACACATGCACACACATGCATACTTA
AAACTAAGAGCCTGAATGTGAGGGAAAACATATAGTATTTGTCTTTGTGAATCTTATTTT
GCTTAATACAATGATCTCCAGTTCCATCTGCATTGCTGCAAAGGTCATGATTTTGTTCCT
TCTCATGACTGATAAAACCCCAATGTGTGCATGTCCACCATGCTTTTTTATCTACTCATC
CACTGATGGACATTTCAGCTGCTTCCTTTTGCTAGTGATCATGAATTTTCAGTGTGGCAA
TAAACACAAATGTCTGTGTGCTATGTTGATTTAGTGACTTTCAGACAGTATATCCAGAAA
TATTGCAGTTGGGTCATATGGTAGTCTTGCTTTTAGTTTTCTAAGGAATCTGCACAGTAG
TTTCATCCGACATCCTCTTTTATCTACATCCTGGCCAGCATTACCATTTGTTTTCAGGAT
AGCCATCTGGACTGGGGTGAGATGGATGCTCAAAGCAACTTCAGTGTGCATTTCTGTGGT
GGTTAAGGGTGTCAAGCACTTTTTCAAGTACTTATTTTTCATTTGTGTTTCTTCTTTTGA
AAACTGTCTCTTCAGCTCATTGGCTAATTTGTTGATTGGAACTTAATTTTTATGATTATT
TATATATTCTAGGTATGAACTCTCCTGACATATTGTTTGAATCGAAAGCAAATTAGAAAC
TCACACAATCACTGTAAGTTGTCTAGTTTCATTTTATGTACTGAGCAAGACAACCATCTT
TCACTTCCTCAGACACAGAAGATGTTTGAACGAGATAGAGCAGGTCCCATCCCGTTCCAT
TTAAGCACTGGTAATTTTTCATGCCAGGCATCTCCTTTCAAAAGCTGTTGAGCATAGCAT
GGGCTTGTGCACGAAACACCTATACACTCAGTCAGGAATTTTCTAAGTCAGATATTCAGT
TGAATGCCAACTGGAAAAAAAGAGAAACAGCTCCTTGGCTCCTCTCAGGATGAAGTAAAA
TGAATGGTCCTCATAAAACCGTGAAATTTACACTGCACAGCTTTGGCTCTTGGAAATCTT
CCATAGAAGACTCCAGAGGCCAGCAAATCTGCAGAACTCTCAGACCCTGTAGAGCTGAAG
GGAATGCACACTTCAAACCAGGAAAGAAGGCACACGTGTATGATTTAATAAAAACTGAAA
GCGCTGCTTTCAAGCAAGGTTACCGCTGCTTAACAACTCAGTTTAAAATAATACCCATTC
CAACCAAGATTGGCATGTCAGAGGGAGAGAGGTATAGAGGAAGAGGTTTTCCCATGTTTG
AGTAGCACCTATTTCCAGTTATACAGTGAGAATCTAGTATCTCTTTGTGACTCATTAGTA
CTCTTTCTTCATTATTTTTTAAAGACAGGATCTTGTGTAGCCCCATGCTGGTCTTGAACT
CCTATCTTAGCCAAGGATGACCTTGAACTCCCGATTCGCCTTCCTGCACCTCTATGGTAC
TAAGCTCTCAGCTTTGTGCTTCCAGACCAGGTTTATGAGCTATTGGGCACTGGCCTTCAT
GCATGCTGGGAAAGTACTCTGACAACTGAGCCATGTCCTTGACGTACTCTAACCCCAACT
TTTACAGAGTAAGTATAAGTTTTATAGGCAATGCTCTTGACCATCTAACCAAAGGAGATT
GTAATTGACAAGACTCTGACCCAAGAATATCTGCATCTGTTTAGCTGGCATTCCTGTCTT
CTTCATTATATAACCTGGGGTCATGCATGCTTCAGCTGAAACCCTCTTTGTTCCACCACC
ACACTTGCTGAATATGCTGGAAACTTGAACATGTCTTATGCTCCAGGAGCCACAGGGGGC
AGCTGAATGAATGTGCTGTATCCATCATGGGAAACTGGAGAGGATTTTTTCCAGCTAAGG
ACTCTGTTAACCTGATCTGAACTGTTGTTCATTTTCCACTCGCTGCTCTTCCTTTCCAAA
GAAAATATAACTTGTTGACTTAACGCTTTTTCCAATATGCTCTCAATGCAGTTGGTTTTG
TAATTCTGCACCAGGGGAAGTGAGAGGCTGGAAAGAGGAGGCAGTTAGAGGAAGGGAAGC
CTCCACCAGAGCCACTAAGGCTGAGACAGGAGGTGTGGACAGTCTCATTCTGAAAATCCA
GTATGTGTCTACCATGTTTAGTTAAATGGAGAATGACAGTTCAGTTGGAACCTAAGCCAC
AGGTGTTATTTGATTGTCTGTTGTAAGGAGAAATTCCTCTTTAGATGCTGCCTGCCTGGG
GGGAAAATCAGGCCATGTAACTTAAAGTTTCAAATCTTGGGCTGAGGATATAGGTCAGTT
GGTATAGTGATAACCTTGCAAGCACGAGGACTTGAGTTCAATCCCCAAGACCCACTTAAA
AATGCTGAGTATGGTTGTGCAAGTGAAATCCCAGGCTGGGAGGTGGAAACAGGAGGATCC
CTGTGGCTTGCTAGCAGTCCTGTCAAAAATGTTGGTGAGCCCCAGGTACAGTGAGAGACT
CTGACTCAACGGAGATAGGCTCTGTTCCTAAGCATGAGCACAGATACGTGTATACATATA
CTAATGAATGAATATATAGGGAAACACATCAAATCCTCAAAAAACCAAACCAACCAACCA
ACCAACCAAACAAACAAAAAACAGTAGGAGGAATCTGGGTCCCCTTTAACTTATTGCCAA
TCAAGAGTCATGCACTCTATCCATGTGACAAGGCACCATGACCAAGGCAACTTGTTAAAA
GAAAACCTTTGACTGGGGGGTTGCTTACAGTTTCAGAGGGCAAGCCCATGATCATCAGGG
TTGGGAGCATGGCATTAGGCAGGAATGGTGCTGGAACAGTAGTTGGCAGCTAACTCTGAT
CTACAGCCACAGGGGAGAGACAGAGCTAACTGGAAGTGAAATCTCAAAGCTAGCTCTCAG
TGACACACCTCCCCCTATAAGGCCATGCTGTTTGTGTACACACACACACACACACACACA
CACACACACACACACACACACACACACACAGCCTATATTTAAGGCCTCCTAATCCTCCTC
AAGCAGTACCACTAACTGTGGACCAAACATTCAAACGTATGAGCCCATGGGGACCTTCTT
ATTCCAACCACCACAAACTACAATTTGCAAGTCACAAACTGACTTTACAAGGAGGTTCTA
TTTTTGACAAAACCAATGCATACCTTTATGAATATGATAGTTTACTTTATGTTCCATATG
TATGCACATGGGATAAGCATTTGTATGTGTGTGCTCATATGCGTCATTGCACATGTATGC
ATGAGCATTAGGAGGCCCTAGGGTCACATCAGGAATCTTTCCTGTTGCTCTGTGCCTTAT
TCCTTGAGGCAGGTCTATTAGTCAAACCCAGAACTTGCTCACACAGGCTGGTCCAACTAG
CCAGTTTGTTCTGTGGGTCCCCTACTTTGTGGGATTCTGTTTTGTGAGTGTTATAAGTGG
GCTATCATGTTCACCCAATATTTTCATGGGTTCCGGGGATGCAAACCCCAGTCTTATGGT
TCTGGGGATCAAACTCATGCCTCAAACATGCTAGACAAATATTCTATCTCTGAGTCCCAC
CTCCAGCATCTTAATAATATATATTTAAATTTATTTTTATTTTATGTGTATATATTAGTC
TTTTGTTTTTGTTTGTGCACTATGTATGTATACACATTGCTTTTGGAGGCCAGAAGAGGG
CATTGGATTCCCAGGAAATGGAGTTACATATAGCTGTTAGCTGCCATGTTGGTGCTGAGA
GTCAAACCCAGCTCTTAACTGCTGTGCCATCTCTCTAGTGCTTTTATAATATTTTTGAAT
ATATGAAAAGACGAATCAGCCAATAAACCAATATCAAGGGGCAGACTTATGATACAGAGC
TTATTTGTATATATTCTTATTATTTAGTCTTTGTTCAATACTGCCAATGTCTTTGTGATT
TATTCCCTTTTCTAGAAATTCATGGAAATTATTTAAGCTTGTGTAGAAGGGGTAGAAGTC
AAGATATTTTTTCTCTGGAAGAATCAACTGCATGTCCACCAGGCTTAAGATGGAAGACTA
AGAAAATTTCCTTCTCAAGTGAACTTAGCCAGAGGGAAATGTGCTTTTCAACTCCCTAGT
TAATTTGTATATTCCGTTGCAATTTGTTGCCTGATATAAACTAAACTCTTTATGCTTTGG
TTTTTCTGTATGCGTATAGTAGCTTGTAGGATCCCAAGATTGTTTCAGAAAGAGCAACTA
CTTGCGTAGAACTTTAAACATTTTAGGAAAAACACACAACAGAAACAGAAGAAAACAGGG
GCCATGTTTTCCTCATGATTTTAATAGCAGACCAAGAAGCATAGGCAGCTACTGATCACA
TTAGCAAGGCTCTGAGCTATTTGAGGGACACAGGGTCAATTCCAGGAGTGCTTTTACCAT
TTTCTCACATAATTCTGGACTTCCAACATTCTGAATTCCCTGCCCCCTGATTTTAAGAGA
ACTTGATGCCCATAAGATGTTTTTGGCTAATCTGATTGAAGTATGAAATAAATACTCTTG
TACTTACACATACTACTTTCTAAAATTGAAGACTAGTCAGTCAAGGGCTTCTGTTTAGCT
AAGGTCAGTATTCAGAACCCATAATACTGCAACTATTTATTGGCCAACTAAGGATCATTT
AGTGTATACTGAAGTCCATGATGTTTGCATCTGCCCTGAACAGGTAGAGAGGTTTGTCCT
TCTTGTTATCCCCTAAGAGTAAATACAGCAACTATTTATATAGCTTTCCTTTCCTTTTAT
TTCCATTATTTTTCTGTTGCTTTCTTTTTCTTTATTCCTTTGTTTATTTTTCTCTTTCCA
TCTTCTTTTTCCCTCCTTCCTTTATTCCCCTCCTCTGCTTTTTCTATTTCCTCTCCCCCA
AATTTGTCTCTTCTTTCTTTTTGTGACAGAGTCTGGCTATGTAATCTGGGCTGCCTTCAA
ACTTGGTCTCCTCTTCTCTCAACTTCTAAAGTGCTGAGACTACAGGTATGTGCTACCACA
CTAGACTTTCATAGATCTACACTATGCTTAGTAAAAAGTAACCAAATAAGACTTGAAATC
ATCTTTATGGGTGAATTGGGTAGATTATGTGCACATATTACGTCCATTAAATAAAGCACT
TGAACATCTTGGGCTTTGGTGTCTATGGATGCAGAAGGATGCCTGTAATAGGAAAAAGTG
GTTTGACTCAGCAAAAACAAATAGTTTCAAACAAAACTATCAATATGTCATTTCTTCTGT
GCTTTCAGTAATTGGTGTCAAGTCTAAGTTTGAAGTTTTAAAGTTTGTGTTCCCCACGTC
CTTGGAATGAGCAGGGGCAGTACTTAGTGTTAGGCACTAGGACACTGACTCTGAAGAACA
AAGGGTGGCTTTGCCTTTGAGTTGTTGTTACCAGGCCAGCAATCAGGCAAAGAACAGCCA
CAATAAAAAGCAGTCAAATGGCACTTATCTCTGCAGTTGGGGCAAAAGGCATTTATATGG
TTTTAAGCATTTTTTTCCCTTCTCTTCCAGTGAATTTTCCATGACCTTGAGTTTGATTAT
ACATCGGAGTCTTATCACAGCCTCACTTTATTACTCTCACCTCTTTTTTTCCCAACTTCT
TGTTTTGGTTAGTATCAAAAATCCATGTTTTCTTGCAACATTCACAACACAGTTACTATA
ACCAGTGCTCCAATCTAAAGAGACTTTCTGCCCTAATCCACATTCAGTTGCTGCAAACTA
CCACCTAAGACTGAGTAGTTTATTTTAAACTGCATTTATTTCTTGTAGTGCTAGAGACTG
GAAAGCCAAGGGTCAAGGGAACACATAGATGACACCCTGCTCATTCACGGGGACTTCATT
TGGAGTTCTGAGGTGCTGTTGTGTATCACATGGCAAACAGAACACACACAAATGCCAAAT
TAGTTTGTATAACTGTCCCAGTTTGAAAATAACACATGAATATATCTATCAGGGGGATGG
ATAGTAGAGCCCAGGTGAATCAACAACGTCTCAAAGGCCTTACCATTCTGAATGCATGTG
TGTGTGTGTTCACACATGTGTGGATATAGGTGTGTGGCATTGGATATCCTCATCAAACAT
GCTCCACCTTACATGTTGACACAGGGTTTTCTCACATGAATCCATACCACTGATTTAGCT
AGTCTAGCTAGCCACCCTGCTCTAGGGATACCCCGTATTTAATTCCCAAGTGTCTGGGAT
CACAGACAAGCTACCATATCCACCTGGCACTTATGTGGCTGCTGCAGATGGAAATTCCAG
TCCTTGTGCTTGTGAGGTAAGCACTTTACTCATTGAGCAATTTCCTGACCCCATCTCTTA
GTACCTCAACTTCAATATGACTTTTGGTGGCAGCAGTCAAATCGTAGAAGATCCTTTTGT
TTTTCAGTTCTGCATGGTCTGGATAGACCTGCTTGTCATGTACCATTAGTGCCAGGAAAA
CTCGCTATTGCAAGTTTTAAAGACTATCTGTTGAATGACCCACTAAGGGAGCTTTGAACT
TGACTTATTTTCAAGAACACACAACTGGCAAGTCTCTGGCCTTTTCTCTCCAGCATCTTA
GTAGTACTGATACCCACTGCAGGGATTCTCATGAATGGTGGGGATGCTCATGGAGCCATC
TCTACGCAGTTGATTGCTGTTTTCACAGTAAAACTTGGCATTACTTGGGTAGGCCTCAAG
TCAGAAAATTTTCCACCTAATCATTCTTTTATCCAACAAATACTTAATAGTATTCAACAT
GTTCTCTTGAGTGGCCACATATTCTCATTGACTTAATAGGTTAGTGTTTGTAACTCAGGA
TTCTCTTAAGAAACAAAATCAATAGAATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTACAGAGAAAGGGATGTAGAGGTGTTTTAAAGGTTTGACTCATGTACTCATTGACAC
TAACAAAGTCAAAATCTACAGTGCAGTTCTGCCCCCTACAAAATACCTAGCCCCTGCTGC
CTAGACACAGAGTGCTTTCTTCTTCTTTCAGAACCTTACTAATTGCTCTGAAGGCCTATA
ATTGATTAGATGATATCCACTTAGTTTATTGACTGCAGTCTTTCTTCAAGTCAATTGATG
GTAGATTTTACCCTCCTCAAAAATGACCTCCCTAGCAATCCAGGATTACTGTTTGATTAA
ATACCTTGGTAGTATAGCCTGCCCAAGTTGACACTCAAGGAACTTGATAAAGGAAAAAGA
GTCTTGGATTTTGTATCCAGAACTCCTGAGCTCTAGTCCCAAATTGCTAAATGGTTCTTA
AGACCATTTCTTAAACATTCAGAACCCAATTTTACCTTTTCTGAAAATTATTAGGGGAGG
GACAATAGACAGGAACTTTCCAAGGTAGTAACATCCCATTTGGCTTTATAGTTCTGAGTC
TTTTAAGTTAATTCAGTTTTCGGAATGATTTTCTTCCTATCTTAAAGAGAAAGTGCCCCC
TGCTATAGATGTGGTGCTAGGAAATTGTAACTCAGTGAGGAAGTGTTCACTGGAGAGAAG
CAGATGAAAAATGAACTTTTAAGATGGCTCCCAGTGGCAGCCATCTTGAGGGGACTGAAG
GAGGGGTTGAAGCTGAGGACAATGCTGTAGCTTTCTTGTCATAGAGCAACAAAGATCCTT
GTGCTTGGATCTGCCAGTCACTGGATCTGACTCTGTTCCTGAGAACTCTAATCTGAGACC
CAACCCAGAGTGGTTACCACCATGACAGCCAGTTTTTTCTCAAGGATTTCTCTCATATAA
TCTAATTTTAGCTTAGAGATAAGCTGGCGGTGAACACAACTTTGAGAAGGTCAAGCCACA
GAGTCTATACATTTGTTGACTTGGTTCAGATGGTTGGTTTCCTTTGAAATGTGTTTCCCT
TCCCTTGGCAGTGAGAATGTTGTCAGATATATTAAACTGTCACTAAACTGGCTCCGAATT
CATGCCTGGCCTCTGAGAGCAGAGTTGTCTCAAATCTGTAGCTAGGGATCACATCCAAGC
CCTTGTGTTAAGAAACATTTTTCATGCTCCCCAGGCCTGTGTATTATCTTTGACTAAATA
ACCTTAAGAGAGGATAGCTCGTGAATTGTTCCAGATATGATGGGTTGTAAGAAAAATAAA
GTATCCATATGGTTATTACAGACACACAGCAGTTGTGATGTCTGGCAAAACTCAGATGCT
TGTATCTCAGATGCTCCAATTCAGATGAAATGTGATTGTTATTCAATTATAAAAAATTAA
ATTATACAACTCTTATTGGTTAAAAAGCCCATTGTTGAGGCTAGCTTTATGGCATCTTCT
CACAGTGGCCCCAAGATAACACCCAGAGCTTGCTTTCTTTCTTTCTTTCTTTCTTTCTTT
CTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTTCCATATTTTATTAGGTATT
TATTTCATTTACATTTTAAATGCTATCCCGAAAGTCCCCTATTACCCCCCACACACACCC
TGCCCCCCTTACTCACCCACTCCCACTTCTTGGCCCTGGTGTTTCCCCTGTACTGGGGCA
TATAAAGTTTGCAAGACCAAGGGGCCTCTCTTCCCAATGATGGCCGACTAGGCCATCTTT
TGCTACATATGCAGCTAGAGACACGAGCTCTTGGGGGTACTGGTTAGTTCATATTGTTGT
TCCACCTATAGGGTTGCAGACCCCTTCAGCTCCTTGGATACTTTCTCTAGCTCCTCCATT
GGGGGCCTTGTGTTCCATCCAATAGCTGACAGTGAGCATCTACTTCTGTGTTTGCCAGGC
ACTGGCATAGCCTCACAAGAGACAGCTATATCAGGGTCCTTTCAGCAAATTCTTCGTGGC
ATATGCAATAGTGTTTGCATTTGGTGGCTGATTATGGGATGGACCCCCGGGTGGGGCAGT
CCCAGAGCTCTTTCTGTTTTGTAACAGGTTCAACTGCTTTTAGGTTCCCTTCAACATGTG
TGTACATGAAGAGCCTACTCTGTATATATGTGCATGTGTGTGTTCATATATTTGTGTACG
CACAAGTTGATGTGTGTATAAATTGACATCTATTATTCATTACCTTTTTTACCACCTTTA
TGATAATGTCATACCTCTCTTTTGAATTAGATACTTTACAGGGTCAGCTTTGTACTTCCG
GGATAACATTGTGTTATATAATATTTGATTTGCATGGCTAAGTTTTCTCTCATATGTGAA
TGAGAGAATTTATATATACATATGAATATATAAATGTATTTGTGTGTGTGTGCGCATGTG
TGTGTGTGTCAGAGAGAGAGACAGACAGATATATATATATATATATATATATATATATAT
ATATATATAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAGAAAAGAAAGTGTAAT
GGAATATATATGTCCTGAAAATAGAAAGGGAGCTACTTAGAGGAAAGGGCCCAGCAACAG
TGGTGGTAATGGTCATGGTGGTGAAGGACATGGGGGAGGGGCAAATAAGAGCAAAGTATA
GCATGTATGTATGGAACGGTCACAATTAAATCAATTTTTTGTATGCTAATAAAAATTTAC
TTAATGCAAGAGTGGGGCTGGGAAGATGGCTCAGTGGATAAAGAGTTTGTTGCAAAACCA
TGAGGACCTGAGTTCAAATCCCCAGAACCCACATAAAAGCCAGGCATGGTAGTGTGTGTG
TCCATAGCCTCAGGTCTGGGGGAAGGGGTTGGAGACGGTGAGTTCCTGGAGCTTGATGAT
CTGACATTCTAGCATGACATTCTAGCCGTATGCTCAGTGAGAGACCTTGTCTGAGAAGAC
AAGGTAGAGAGCAATTGAGGAAGACTCTTGACGTCAACCTCTGACCTCTATGTGCATGCC
CACATGTGAGAGCATACCTGTGTTCACATATACACACAAATATAATGCTTAGACATTGCC
AAACACATTGATCAGATCATACACAGTAACGTAGATCACAGCACAAATTTGCTCCCATTA
GTGTGGGTTGTTATCATATACAAAAGTAAGTGGTGTGTATATATCTGATACAAAACTCCT
CTTATTCACAGGCAATAGCTGTTAAAACTGGTATGGTTCTATTTGTTCAAAGCTTTGAAG
AAGCCTTGACACTTTGGTCTGAAACTTGGTTTTTGGTTATTTTGCTGTATTTTATTTAGA
CAGGGTCTTGCTATATAGCCCATGCTGGCATAAAATTCACAATCCTCCTGCCTCAGCCTC
CTAAGTGGTGGAATTACAGGTATGTCCCACCATTCTGGGCTATGGTGTGTACTTTCTGGT
GGATGAAAGTACAACAGATACATTTGAGTATAGAGGAGCTAAAGCTGGGCTTCCTTTCTG
TCTTCTCCCAGCTGAATGAACTTGAAGGCCACCTTTGTAAAGCTGAGTGAGGGAGACAGT
GGATGAGACTCCAAAGCCAGGCAGATGAGACAGGAAAGGGGTCATAACCCTTTGTCAAGT
CCCCCTCCCCTCAGGTTGCAATAAAACCAGGAAAGATAGATAGACGTCTAGCTGCTCAGA
CCAGAGCAATGGTCAGTCTCTCTGTAAAAGCCTGTGTGTAATGGGATGGCTGGAAAACTG
CAGGCTGGAAGTGATATTAATCTGAAATGGAAATTCCTCCCTCACCTAGCAAGTCTAGCA
GGAGTATTTGGAAATCTTGAAACTAGTTTAAAAAACATTGGGAATGCAGAGGGAGAGTCT
CTGGGATGAATGTCCTCTGGACACTGGGGTCTCTCCAGTCCTGCTAACCACCTTGACTGT
CTTTGGAAGTGGGCTCAGGGCAGCCTTAGGATTCATCCTGGGTGACTTACAGTCTTCTCC
TAAGAATGGATCATCTTTGTCCTCTTGTCCTCTAACTCTAATAGCCTGAGGCCAGGGCCT
TGATACCCAGGACCATGTCTGTAGGCAGCTGGTCATGGCCTTGAGGACTGGGGATACCCT
GGGATTTCTCACTCTCCAAAGACTTCACATACAAACTCACTTCCGTACCCTTCTGTCTGG
AGCCATGTCCAGTGTTGGTCATTCTTCATTGATGCCATTTCCCAGCCTTAGCTGCTCAGC
TCCCAAAGGGGTGGAGAGGACCAGCCATGATGTTAGAGGGTGTTCAGTCAACTCCTTGCT
GTAGTACCAGAACCCTATATGGGAGAAATTACACAAATACTTAATGGTTTCCTAAGAATG
CCTCCTATCCTTCATAGCTAAAGAAATTTCTTTAGAAATTCACATTTGAGGGTTTGTTTT
GGAGCATCATCTTGTTTGGGAAGGCTGGGATGAGGTCTCTGTGTTTGGATTCCATCTCTT
TCTGGGGACAATAATACAGAAGTGAAGAAGCAGATGTGTGAGACCCTTCCGTACAGATGG
TGCTGTTATCCTCTTCCTCCCTCTTATTACCTAGTTTGTGCCAGCAGCAGATGGGACCAG
GCCCTCCCTTCACAATGTGCTGACATAGTGGTAGTGCTGGAGGCAAGACAGCAACAAATA
TCTGCAGAGCTCGTGTAGGCATGATGAAGCTGAGTCTAAGCCTTCTTCCTGTGCTGTCCC
TGATTTCTCATTATACCCTGTGGGGCCACTAGTACACACTCAGGTATCTTTCCACCTTCA
GGCCCTGCCTCTACCTATCACATGCCTCCAAAGAGCCAGGATGCCTTTCTGGACATGTGT
ACATACTCTGTGTGAGGTCCATCAGGAGCACAGTGCTAAGGAAGAGGGTGCAACTCTGGT
GGCTTGAGCAAGGAACTTCTGGGTACCAAGTATGAGGATCATCATCTGGCAAGGGTAGGG
AGGTTGAAGGAGTACTGCCTTGAAGTCTTCTGAAGTGCGGTTCTCTCCAGCAAAGTGTTG
GAGAGACACAGATGGTCTGGGTCTTAGGGCTAGATTCCAGGTCTTCAGTTGCAGTCTCCC
CAGTGCACCATGAGTAAGGGTGTCCCACTGCTCTTTTGTATGCTGTGTTTTACACAGACC
TGGATGCTCTTATGTTTGGTATGTTTGCACTACTCTGCAATGGGTTTCAAGAGAATTCTA
TTTTCATGTCTTTCCATGCTGATGAAGCTTTTAGTTTTCACTGATGTCCCAAGTCCTGGG
AACTGGCTTTGGCTATACTGAGTACTTGTCTGGGAAAGAAGTACTCAGAAGGCTTTACTT
TGTGAAAGAGTACAGTTCTACTTTGACAAGAAGGGCCTCGGGGATCCTATCAATGGCTTT
TCCTTCTGGTTTTGCCCCTATGTGCTTTTTCTACATACTTTGTCTTTATTGGGGCACTTC
ACATCTGTATCTTGGAGTGTCTAGTCTGTGTGTCATGTTCCATGCCCTGGCTGTTAAACG
TATCCAGGCATGAGTCCATAATTGTGTGATCCCCTCCCCAATACGATCTGTGGTATCATA
GAGGTAGTTTTGGAATCATGTCCTATTGTAGAAAGAACAAATAGGTCTCGGGGGTTAGCT
CCATCTGCAGAGTGCTTTCCTTGGAAACAGGAACATTTCTTTGATTCCACAGAACCCACA
CTAGAAAATGGGATATAGTGGCATGTGCCTATGATCCCAACACTGGAAAGGCAGAAATAG
GCAGATCCTGCGGCTTGCTGGACAGCCAGCCAGGCCTATTTGGAGCATTCTAGGCCAGTG
AGAGACTGGTATCTCCTATGCTGCTGACTTGAACATCTCTGGAGCACACTACCAGGAGCA
GAGAGTGGCCTTTGATTGTGCCTTAGTTTCCAAAAAGCCCTCCTGTCACTCACTGGACAG
GGAAACAATGACACGTAGTATGTGGGTTTACTAAATAGATGACCTCATAGTCTAGCTTTC
ATCTGCAGAGTAGAATTGAACCAGGTCAAGGGATGAGGCACTGGAAGCTCAGATGCCAGG
TAGCTTGAGAAGAATGGGGACCACAGGGAAAGGTCAGGATGTTGTTGTCAGAGGAGGTGG
CAAGCAAGCAGTCCATTTGGTCACATGGGCAGGGAAAGAACTTTTCACATCAGCCACTAT
CCCTCTGTGTCACTCAACTTCAGCATCCTCTGACAAGCTAGCTTTCAAGCTAGCAGGCAA
GGTCTGGGCTTCTGTTTCTCTCTCGTGGCATCGTTCCCTGGCTTACAACCCAAGCCATTT
CACCTCAGTGATTCCTCCTTTCCTGAAGACCGGCTGGACCCAACCTTTCTCTATTTGTTT
CGTCTGGTGCTAATCTCACAGTGTACTAGATAATACATGGACCTTGACCATGACACACAC
TTGGGATCTTTTTTTTTATTATTATTTTAAAAGAAAGTCACACTAGGCCCCCAAGGCATA
ATCAGATCTATTATTACATCCTGTTTCAAGAAAGGACAGGGGTAAAATCCAGGCCAGATG
GCACTTGAGCAAGCAGGCCACCTGCTCCCACTGGGACTGTTCAGGTTTTGAGGGCCCTGG
AAAGTTACCTAGGTTGCTTTGCGCTAAATCATAGTTAAAAGCTGTCCATTTGGAAGTCTG
AGTCTCAGTCAGGTGTTGTAGTCATAAGAAACAAGGACAGAACCATCAGGATGCTAGAGA
ATTGGGTTTGGGGGTAGTATCTGGGGACACCACTTCAAACCAGGCTGCAGAATGAGCCTA
GGAAGATAGCTATGTTGCCACTGAAAGTGCACACACTGCCGCTGAATCCTTGGACTCTGC
TGCCTATTATACAAGCATCTCTATTGCTGCTGGCATGGGAATACAAACTTGCTTAATGTA
CAGAGTTCCCGATTCTATTTACCTTAAACTGGTAGCTTCTCATTCAGTGCCAATTGATAA
TGGGCTAAGAATCTTACTTAGGAGTTCCAGTTAGGGCCAATGACATAGACGTGGGAAAGA
ATGGAATGTTGAACTACTATTTCTTCAGCATGCTTGACCTGAGTAGGCTTTGTTGCCTTC
CTGAAACCCCAAATGAGAAATCCTCTAGGCAGTGGAGAAAGGTATAAATAATAGGTCTCT
CAAAAGAATCACAGATCCCACCTTCCTCCAATAGATCCGTCCTCGACCTCTGTGTACTGA
TTCCAAGCTTAAGGACTCTCATTCAGTGTATACTTGAGTACTTGAGAATCAGTCATTATT
ATTTCTTCTGAGAATGACCTCTTTCCCATGAAGCCAATAATCTAGTTGGGAAGTTCAACA
AAATGAAGTATGGGGCAGTGAGTGTATGGAAGGACTGTACCCTGAGATATGTCATCAGGA
GAGGTGACATGGAATCCAGATGGATAAGTAGGAACTAATTGTCAGGGTATTGGAGGGGTA
GGGGCATAAGAGGAAGAGCTAAAGCTAAATATTGTTGCAAAATGGGATCTGGTAGAGCTT
GAAGTGAAGGGACAGGCACATCATGAGAGCTTTTCATGCCTTTCTGAGGAGTTTGGATTT
TATGTCTAAGATTATGGAAAAATCATTAACAGAAATTTAAGGCAAATCATTTTATATATA
ATGCCTCATTATGGAAAATAAATGGCATAGGGCCGACAGCTGAGCAGAGAAGTCAGTCGT
TGATAGTAGAGAGTTGGAGGAGAAAGATTCAAGAATGATGATTTCACATGGTAACTGGCT
AATTGTGGGATGTAAAAGACAGAAAGTCACAGATGATAGCTAATTCATTGCTTGAGCACC
TATGTGAAGAATAACATTAAACTTAGGGGAGAGAAGCTATATTGGGTGTGAGATGCTTAT
GAGGCACTGAATAGAGATAAATTACAGGCAGGTGGAGCTGTGGGTCAGAACATCAGGGAG
TAGACTACATTGGGAATAGGAGTGGTGGCTAACTGGAATAGATTGGGAACATTAGTAAAG
CACACCTCTGGGTGTGTCTATGAGGGCATTCTCAGAGATGATTGGCATGAGAACTGATAG
GGAAAGACCCACTCTGAGTATGGGCAGGCTTGTGTGGAACAGAAGAAGAAAGAAGGAAAC
GTAAGAACAAACATTGGTTGGCGCTCTCTGCTTCCTGGTTGCTGGGTGGTGAGCAGCTAG
GATTCACCAAACCCTTCTGACATTCCCCCAACCCAGTTCTATCTGCTTTCCCTACCCTAC
CCAACGTTGTGTTCTCTTTTACATTCTTCAAGACCAATTCACATTACCTGACTATTCTTG
GATGTATGACCTTCCATTGAAAAATGGTCCTACCCTTATATAGGCATAGAGACAATATAG
CTAGTCAACAACAGATTTTACGGTCCAAAACTATGAGCCAAGAAAAAGCTTTCTTTTAAA
TTCTTTAAAGTTCTGTCTCTCAGATACTTGCCACGGTTGCAAAAAGTAGTAAACACAGAG
AAGATTAGCATGTAGTCTCTGATAAAGTCATAGACAGACCCAGAATGAGAAGACAGGAGA
CAGAGCTGTGCTCCATAGTTCTAAGTAATTTGCAAGTACAGAGAAATTACAATGTTTAGG
CAGCTTATGAGGGAACTTGAAAGAGTCTAACTTAGAAGCAGGAAGAAAAGCCAAGGAGAA
AAATTTAAAGAGTGAGTATAAAGTCCAAGAAACATAAGCACTAAAAAACTATCTGGTGTT
GGTAGAATGATGTCCATGGTGACCTTAAGAGAGTTGTTAACATGGAGGAATATCCCCGAG
GTGTGTAGGAAACTGAAGAGAAAGTCACTACAGTGGAAGGAGAAGGAAGGGGATGCTTTG
CATGGGCTTTGATTACCAAGGACAAGAATGAGATAGGATTGGAGCTAAGGGAGACAGGGC
TAAAATCTGGTCATTACTATCTTGCCAACCTTAAATGATTTCTTGGAGAGTTTCATGAAA
TGTGTTTTGATCATATCCACCCCTCCCCCAACCCACTTCTATCTGCTTTCCCTACCCTAC
CCAACGTTGTGTTCTCTTTTACATTCTTCAAGACCAATTCCCATTACCTGACTATTCTTG
GATGTATGACCTTCCATTGGAGAATGGTTGACTACCAATACTCTGGCAGCCTTTTCTTAC
ATGGTGTACTGGCTAATTTTGTGTCAACTTGACACAGCTGGAGTTATCACAGAGAAAGGA
GCTTCCGTTGAGGAAATGCCTCCGTGAGATCCAACTGTAAGGCATTTTCTCAATTAGTGA
TCAAGGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGGGTTCTA
TAAGAGAGCAGGCTGAGCAAGCCAGGTGAGGCAAGCTAGTAAAGAACATCCCTCCATGGT
CTCTGCATCAGCTCCTGCTTCCTGACCTGTTTGAGTTCCAGTCCTGACTTCCTTTGGTGA
TGAACAGCAGCATGGAAGTGTAAGCTGAATAAACCCTTTCTTCCCCAACTTGCTTCTTGG
TCATGATGTTTGTGCAGGAATAGAGACACATGGCAAATACCAGTCTTTGCATGCATAAAA
TCTAATCTACTGTCTCCCCTACCCACTTCCAACCCCATTACCTTGGCCAATGAGGGAAAG
AGAAACAATTCATCCAACATTTAGCAGTTATCTCGTGAGCAACTTCCATATTCTAGGTAC
TGTTTTGGGGATTATTAGTGAATGAACTAGACAATGATGGCTGATCTCATGAAATTCAGG
TTCTCTGTGTGAGTCTAATAGCTAGACAGACAGAGATTTATAAAGTGCCCAGAAAAAAAA
AAAACAGGTAGGACAAGATAAGAGAAATTCCTATTGCATGGGAATCCCTATTGTATGACA
GGCTATTGACATATTAGATGCTGTGTGTGTGTGGGTGAGTGGGTGGGTGTGGGTGTGGGT
GCGAGCGCACGCTGTGTGTATGTGTAGGGAGGCTCTACACTAGTTTTCTAAATATTACCC
CCAGCTTATTGAACCAAAGTCACTAGTGAGAAAGAAAAGAAGACATGTTAGGTTCCCTAA
AGAGAGTGTTTAATGACAATAAGGATCAATCACATACATCGTTAAGCTATCTGACATCAG
AGCAGGCCTAGTGCTTACTGCCAGCTTCTGTTTGCTGCCTGTGCCTCACTGAGCAGTTAT
TTCATGGCTTCCGGATGGTTCTGTGGCCCTTAATTCCTGGACAATATGTATTTAGGAAGG
TAAGGAATCATTTGGGGAAATGAAAAAAAAAAAAGGAAAAATACTGTCTTTTAAAATGCA
ACCCTGAACTAAGCAAAATGCTGACTGTTGTGGTGCAGGCCAGAATCCCAGCTACTTAGG
AAGCCGAGGCAAGAGGACTCCAATCCCCAGGCCTCGTGGTGAGACCCTGTCTCCTGAAAC
AAAACTGCTGGGTGGAGTGCTAGCCTATCAAACAGGAAACACTAGGTGCAATTCTCAGAA
TTACAAACTGACAAGAACTAGTTCTGGGACCAGGGGTTGATAAGTTCATAAGATTGTATT
TAAATTGGTTTCCATGGAACCCAGACCTAGCATCTGTATTTTGGGTAGAAAAGGGTGTCC
TTGGTCCCTCTTGGAGATACTGAGATCTCTACTTAGTATTTCTTCCCCTCCCACTTCCTT
GAGGGCTATTCCAACACTGTCTAGCCTAAAACATGGCTTTGTGCCTGTTCCACTTCTTGC
TCCCTGGGATGACAGGCTATCCATCTGTCATCTGTCTCTGTCTCAGCTTCTCTCTCTCTC
TTTCTTTCCCCAGGAGCCTATAGTTATTGCTAATTTACAACAGTAGGACATACCCATTTC
TTGTACCTTGCTTTTGCCTTGTTCCCTGACCAGGCTGTTCTGGTGGTCTGCTTGGTGCCT
CAGCTCCTGCCCTGGTCTTCTCTTTCCTCTTTTTCCCAGCCCACTGTTATAACCTAAGCC
CTCACTGAATACCTCATTCTGACTGTCACATTGCCTACCACATCTCTGACTGCCACCATA
ATGGAGATTTCCATTCTTGTGCTGTTTGCTTGTTGGGAAGCCCTACTATCCTTTGCTGAT
TATTCTTGGGACTCAGTTGAATGCTCTTAAGAGTTTCATGTATCATTTTTCAGCCACTTT
GGAAGTTTGAGTAAAAATGCCCCCCATAGGCTCATAGGGAGTGGCCTAATTAGGAGGTGT
GGCCTTGTTGGAAGAAGTATGTCACTGGGGTGGGCATTGAGGTTTCAGATGCTCAAGCCA
GGCCCAGTGTCACTCTCTCTTCCTGCTGCCTTTGGGTCAAGATGTAGAACTCTCAGCTGC
TTCTCCAGTACCATGTCTGCCTGCATGCTGCCATACTTCCCACCATGATGACAACGGACT
AAACCTCATCACTGTACGACAGCCCACAATTAAATGGTTTTTTCTTAGTAAGAGTTGCCT
TGGTCATGGTGTCTCTGCACAACATTAGATATCCTAAGTAAGATAGCCACCACATGGAAT
TTTCTCTTAAGACCTCTGAGGATATCTCCTCTTCCTCTTCCTCCTTCTCTTCCTCTTCTC
TATCTCTTCTTCATCTTGTTGTTGTTGTTCTTCTTCTTGTTGTTGTTTTTCTTCTTGTTC
TTTTTCTCGTTCTTGTTCTTCTTGTTTCTTGTTGTTGTTGTTCTCCTCCTCCTTCTTCTT
GTTCTCCTTCTTGTTCTTCTTTTTGTTCTTTTTCTTCTTGTTCTTCTTGTTCTTGTTCTT
CTTGTTCTTGTTCTTCTTGTTCTTGTTCTTCTTGTTCTTGTTCTCGTTCTCATTCTCCTC
CTCCTCCTTCCCCCCTCTGTCTCTCAGAATAAAGCTCACTTACACTAAAAAGATAGACTT
TGTCCAATTGTCTTTAGTTATGATCAAATTGTCCTGAGACAGACTAACTCTGGCATGTGA
GAAATAGTATCCTCAGGATCCCATCTAATTGTTGAAAAATAGATTTAATAGTTTACAGTG
GTGTTAGGTTTATAGAAAAGTTGATTGAAACTATGGCAAGTTTTTATTTTTCCATCTTCT
CAGTTCTCTCCCTCCTTCAGTTTCCCCTACTAGTTTTCTGCATTAGCATGGTTATAATTA
AGTTGATCCTATCATTATTGATTGAAGTCTATAATTTAGATCAGGGTTAAGGCTCCTTAT
TGTGTGAATCTACAGTTTTGGGAAAATGTATCAATGTGTTTACTCTATCAATATAGATAT
ATACTGTAGAGATAATATATAGTATATATGATATATATGATGTATACATACACACACACA
CACACACACACACACACACACACACACACATATATATATATATATATTGTATCTACTCTA
ACAGTAGTGTAAACAACATTTAAACTGCCCTAGAAATATGCAGTGTCCCTCGTTAACCTC
TGGAAGTTCTACTGTTTTGCTTCTGAAGCTCAATGTTTTCCAGAATGCCACATAGTGGTA
ACTGCTTAGTGTGATACTTTTACTTATCTTGTCTACCTTGCTTCCTCTCCCTCTTCTCCT
TTTGCTCTCTCTTTCTCTTGCCCTCCTTTTTCCTAGGGCCTTGCACTCACTAGGCAAGAA
CTCTCATGCTGAGCTACACCCCAGGTCTTTTTATTTTCTCCATTGTATAATGAGGTGGGT
GCCAGGGGCTGGACTCAGTCAGTCCCTGAACCCGTGGGAGAATCAGGATCCCGGTGCTCA
GGTGGTCAAGGAGTCGACAATGACAAACAGACATGACACAAGGGAGTGTTGTATCTGAAT
GTAATTTCTCAAAGCGAACATCAGACTTATATTACAGAAGAAAACAAGGAAGTTAGGTGT
TACATAAACCAAGGTACATTGAAGTTATCCGATGTATGATGATACAAAACAGAGAAACGC
ATACATAAAGGACTAGCAGGAACCAGACAGTGTTTACAACTGAGATAAGATCAGCCCTAT
CTAAAGTCAGCTATTCTTAGGAGCCAGGTGAAAGGGCTAATAGTCCAGGTGCAATTCTAG
TCTATTGCTTATCCCACAACCAGGGGGTTTTGCTCTTGCTAACCTTTTCTCTAGTTCCTC
CTTAAACCACAACCCTCCTTCTTCCTAGACCATTGTAAATTCCTGCATATGGGGGTGACT
TGGCTGTAATTCTAAGTTTACTTTGTAGAACTTGCCCTGAGATTTCTAGCTCTTATCCAG
TAAAATACTGAAAGAAAGCATGCAAGACCCTCCACACGATTGCAGGGACAAATCTGGTTA
TGGGATGCCAGAGACTCTCCAGGAGACAAGTTTCTGTGAAACTTTTTGCCTCAGGACTGC
AGCCAAGCTTCTGGACTTGTCACTCAAACTTCACTGGAGTGGGTGTGTCAGGTGGGCCTT
GAACTCACTATGCTGATTCTTCTACTCCAGCTATGTGCTAAGATAGCAAGTGTGTACCAC
CATACCTGGCAGTAATTTTAAAAAAAAATACTTGAATAATAGCCTATTGATCCACTCAGG
TATTGGTGGTTATCTTGATTGCTTCCAAATTTTGCAAAGTTCTTGATAAAGCTGCCATCA
GGATCCAAATGCAGGTTTCGTGTTGGTCTAAGTTGTTGGTTAATTTGGGTAAATCAGCAC
TATTGATGTGTTGGACAGGAGGCCTTTGTGGACTGTTATAAGAGAGTGCTAAGCTGTGCT
GAAAAATAATCCTGCTACTCTCCACTCCCAACAGTGATGAACAAGAATTTCATTTGCTCT
ATGTCCTCACTGGAATTTGGTATTCTCAGTGTTCCAGATTTCAGCCATTTGGCTGAGTTT
TTCCTGAGCCAGCTGGATATCTAGTGATGTCACCAGGACCCTCGCTTAGTCCTTCTAGCT
CTCACTTGTCCTGTTCTTCCTGGGTTAGCTGTAGCATTCTTTTATAGATATTTATCCCAG
TGTCTCTGAGTGGCTCTAGGAGTCTTTCTAAATCCCTGACCCGAGACTGTGAATAAAATA
AATTGCCTTGAGCTGCAGTCTGGAGGTTGCTTGTTAGGATGAAGCTAATGTAATAATCCC
TGTGGTGGGAACTTAGCACATGCACACAGTAGGTGTGATGAATCTACTCACTTTACCAAG
CAGACTCCTTGCAACTACTGGTGGTCCTGCAGGTATTTAATCATCTAATCTAATTCTTCA
GGTGGTGTGTGGCATGCTTCAGGCTCCGTGGAAGTAGGCTATTGCCAAGAATCCTCAGGG
GATCTTTAAGAACTGAAAAGGTCCCAAGATACCATCTCATTGTGCAGCTAAGATTTAGAG
ACCTAAAGAGGTCAGGGGACTTGGCTGAATTCAAGTAGAAATGCAGGAGGAAAAGCCCAG
CTGTAACCCAAGAGGGATATCACTTTCCAGCCTACAGTGATGTCTTTGTGTAAGTTGGGT
GTGGCATGGAGAATCTCTAGTGTTTTGTTTTTAGAGCTGTACTTTATCTTTCTCTTAGTT
CTTCTCATCTACAACTGAGTTACTGTTCCTATTTCCTTATCTCATCTAATTTAAGGCTAT
CTGAAGACAGCCTGGCTCTGTGTTTCAATATATTTTCAGGTGTAAATACATTGAACACTT
GTTACCACTGTAACTTTGGGAAAGTTACTCAAATTTGTTGAGTTTATGTTTTCTTAGCTG
TAGAACAACTGGAGAACCTTTATTCCTGGTTGTTGCACATCTGAATGTGTAAATACTGTT
AAATTCAAAAAGTTCATGTATGTGAACTGTGCTTACAGAGTTAGCACAAATTGAGTGTTC
CACAGGGGGTGGTGTGGCAGGTATTTCTGATGTCAGACATTGAAAAGCACAAGGACAGAA
TTTTTGTCCATGAGGAATGTTTGTCCCAAGATATTCTACATATTTTATAAGGTTGCTATC
AGTCAGGAGTTGAATTTATATTTTGTAAGCAGAGGAAGAAAAAATGATCATCAAACTGAT
ACTTGGTCTGAGATTGGCCAGTAAATGTAGAATTTTATTCAGCTGTAAAAAAATTTGAAA
TCAGGAAATGTGAAGGAAAATGGATAGATCTGGAAAGTATAATATAAAGCCAGACACACA
CACACACACACACACACATACATACATACACACAGAGGCATATGCACAGACACACACAGA
CATACATACACATAGAGGCATATGCACAGACACACACAGACATACATACACATTGTGTGT
ATAAGTGTGGGTAAAGCCTAGAAAAGTAGAAAAGAGACCAAGAGGGGTTAATAATAGGTA
AGGAGAAAAGATGCGAGTGGGGCAAAGGCATATTGGACATGAAAAAGGGAGAGACTTAGC
TGGGTGGTAGTAGTGAACACCTTTAATCCCAGCACTCAAAAGGCAGAGTTAGGTGGATCT
CTGAGGTCAGTGTGGTTTACAGAGGGAGTTCCAGGACAGTCAGAGCTGCACAGAAAAACT
CACCTTGAAAAACCAAAAAGGAAAAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAG
AAAGAAAGAAAGAAAGGAAGAAAGAAAGAAAGAAAGAAACAAAAGAAGAAAGAGAAAAAG
GAAGAAATGAAGGAAGGAAGAAGAAAAGAAAGGAAGAAAAAAAGAAAGGAAGAAAGAAAG
GAAAAGACTTGGGGGATAGACATCTACTATCTTAAATGCTAATTTGAAAAATTAGGTGAC
AGGAGAGGTGGCTTAGAGGTTGAGAGAGCTTGCTGTCCCTGCAGAGGACCAGAGTTTGGT
TTCCAGTGTTCAGGTCCAGCTGCTTACAAATGCTTATAACTGGGGAATCTGATGGTACCT
GTGCTCATGTGTACACGCACATACAAACACACACAGATAGGCAAGTAAATAATAGAAACA
CACATTTTAAAATGGAGAGATGAAGAGATAGAGACAGAGATATAGAGAAAGACAGAGACA
GAGACAGACAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGACCGA
GACCTTAGGGCATTTACCTGTGGGAAGAAAATACTTTTATTGTTGGCAGAAAAGGACAAC
TCTCTTTTTCTCTTTCCCTTCCTCCCCCATCATCTCTCTTTTTCTTTTCCTCTCTCATCA
TCCCTCTATAATTCCATGATATACAGATAACAGAAGCCACATGCATGATGCCAAAGGGCC
CACCATGAGGCAGGTACAAATGGAGGCTTTTTCTGATAGCTCTCAGACCTCCAGCTCTGT
TCTGCTCCAGGAACTCCTCTTGGCTCACTTGCCTTTCTGCCTCCTTCATTTCCCCATCTG
TGGTTTCACAAATAAACTCTTCTCTTGCCTCTCTCGGGCAATGAGGTCTGGTGCATGAAA
TGAAGAGGCCACCTGGTCTCGATTTTCAATCTGAGAGCCTTGAACAATATCATCAAGGCT
CCATTCTATTGCACTGTGATTCTTAGCCGTGATTCTTATGTTTTGTTGGCAACACATACC
ATTACACTATTTAAATTCTATTTTTAGAAGACCTTTTCAAAATTCTATCATTGACTATTC
AGGAATAACATTTACTCCTGGCCAGAGTTAAGATAATTTTTGGAAATGACCAATTAATGA
TTCATGATGTTTCTACTTAGTGGAGGATTTTAGTGTATCTTAGACTTAGAAACTAGCACT
GATTGATGGAGATGGGGGCGGGGGCAGCAAATTGAGTTATAATATATATTTTATGTTTTC
TTATAAGAATGGATTTTGTGTGTTTTCAAAAACTATGATTCACTACAGTATGGTAGGAAG
CTGAAGAGTATACAAACGAAAAATGGCTGGAGGGATAGTCATGAGTCTACAAGAAGGCTA
GCCAAAGGTTTCAGCTTATCCCTCAGCTTGGGGCAAGCTTTCAAAAACATTCCCAACTCC
ACCTGTATTTTTCTTCAGCTTGACCTCAAACTAACTCTCTCTGTCTCCCTTTCTGTGTGT
GTGTGTCTCTCTCTCTCTCTCTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCT
TTCTTTCTTTCTTTCTTTCTCTCTCTCCCTCTCCCCCCTTCTCTCTTTCTTTCTGCCTCT
GTCTCTATCTGTCTCTCTCCCCTTCTCCATTTTCCCAACTCATCCTGTTTCTGTCTGTCT
GTCTGTCTGTCTGTCTGTCTGTCTGTCTGTCTCCCCTTTTCTGTCTCACCAACTCTCTCT
GTTTGTCTATCTCTGTCCCCCTCTTTATCTCCCCATCTCTCTCTCTCTCCATATATATAT
ATATATATATATATATATATGTCTTCAAACTCTGGATTGGTGTGGATGACCTTGAATTTC
TAATCCTCCTGCCTCTGCCTCCTGAATTCTGAGATCACAAACACACATGACTCCACCCTG
TGTTGCTTGAACTCAGGGTCTCATGTGTGCTAGGCAAATGATCTGCTAATTGAGCTGTAT
CTTCCAGCCTTCACTCTTTCTCTTGATGTATGAACTTGACCTTCTCACTTCCAATCAGTG
AGCTTGTTTCTTCACTCAAGTACTAGAGATTTAGCTTGGTTGATATATCCAGACCCCATT
GAGCATGCCCATTTTAAGGCTGTTCCTCACAGAATGTTCTAGAAGTTTTGCCATATAGAG
GAACTTTCTTTGAGGACAACTGTCTGCTCCCTACTTGTCCCTTAGCTCTTCCTTCCGCAG
GCACCTTAAACAAAGCCTCCTGTGTAATTTATCACCCGGAGCCTGTAGTCATGTCCCACT
TCCTCAATGACTTCTTGTAATGCTGAAATAGGATTCATGATTTCTAGGATATGTGCAAAT
TAAACAATATTTGATATGAGGGATGGATTAACATTCTAGGAAATTTTAGAGCAATATTAA
ATATTAGGCTTTAATATGGCAACATTTTCTAGGCAGGAATTCTAAGTCCACTTGGTGAAG
TGGGGACAAGCTCTCATCTGTAGAAGTGAATTTGGAAGGCCCTTAAATTCATGCCCTCAA
CCCCTGTGCTTTAAATGCTTTGAAAGGCAGTGGTTCCCATGTCCCCAGCGAATACTCCCG
TGCCTTATCCCCTACAGTTGAGGAATTCTAGAGCATCCTATCTTGTTGCCCTAAATTATC
TTACTGATGCACTAAAGATACATCACAACAAAATGGATCTGAATATAAGGCCCTTACTTC
CTGGGAAGGCAGACCTTCTGAACGCCTTACCCTCCTTGCTTTCAGCCAAGGCTACCATGA
CATGCCTCAGAATGATGTGTATCTGACCTATCACACAGGACCATCACCCCTTGGGGGACC
AGTTCTACTTAATTTTACTTTGAGGTTGCATAGGGCTCAGAGTGTGGAATGCTAAAATAC
AGTCCAATTTTGCAATGGAAGCCTACCTCAAGAGAGTGTGTGGGTGACATCTCACTGGAC
ACCAGCAGGTGTGGGAGCCAAAAAGGGCTGGTCTGAGACTCTGCTAACTTGGCAGGTTAA
CCAGGAACAGATGGGCATCTGTGTGCTGCCAGAGGAGATTAGGTACATTCATTTGTTTTC
TTCGACAGATTTATAAAAACTGTGCCCTCCTCATTTCACTGCCAAGGTCTTGACAAATAA
AGTGTTCAAAAGCACAGAGCAATACGGAAACGCCAGGAATACTGGGTTTATATACATGAA
TTGTCATGCACCTTGAGCTATGGGGACATGTCCTAAGCTTTGGAGCACAGAGTCTGCAAA
TTCTTAATAATCATGCTTATAGCCATCCTGTAGATACTTTTCAGTCCCATAGGTCAAGAT
GGGTCCATATAAAGGCCGTGTTATAGGGGCACAGCTTGGGTAGAAAGATGTTGGTGTTGG
TGAGCATGCCACTCATTCTCAGGGATTTCAGCCTGCCCCTTGACTCAATTTGACCCTTGA
CCTCTGATTCATGTATAGCAGGGTATTTAGTCTCCTTGCTAACTCAACATTTTCGGCTTA
CTTCAAATCATTGGTGTCATTTCACGGAAGAATTCTCCATTGAAGAACACGTGGTCCTAG
TCAGCAGTTCTTTTATTCACTTTAGGAGCTTGGCCAGTGCCAACACTGGTTGGCACCAGT
CCTCACAGAGTCATCTCTAAACACAAAGTGACTAGACACTCTCACCAAGGATATTCACTG
AAATGATACCTCATAGATTTACACTGCTAACATTGACAGATTAGAAACCTGTTGACGCAT
GAGAGGAGTTCATGAGGTAGCAAGCACGGGGTCTGCACAGGTCTGCACCAGGACACCTGC
ATAAACATTATGGATTGCAGTTCAGTGTTGTTATGGGATTCCTGAGTGTGCTAACAGGTG
AGTTTCTGAGTCTTGTACCTTCTCGTGGGCCCTTTCCCTCTGTTGGTTTGTCTGGTCCAA
CTTCGATGTGCTAGTTTTTCCTTTACCTTAGTATATTTTAATTGGTTATATTTTAATATT
ATCTCATAGAAACCCATTCTTTTCTAATGAGAGACAGAAAGGGAATGGATCTGAATGGAA
GGGGAGGTGGGGAGGAACTGGGAGGCTCAGAAGGAGGAGAAACTGTAATTGAGATATATT
ATGTGAGAAAAAAAATCTATTTTCAATAAAAGGAAAATAATAATAAGTTAATAATAATAA
AAAGGAAATCGATTGAAGAAAATGCTGGCAAGTGAAATGACTGTCCTCAAAAAAATAAAA
AAATAAATAAAAAAAATAAAAACAAAAACAAAAACAAAAAACACAGGAATTCTGGAGTTA
GACTTGACTCTGAACCTGGGTCTTAGCTACTAGCTTGCTATTTGTTCTTGGGCAAATTGC
ATAGGTTCTCTGAGACACTGATTTCTTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTATGTGTGTAGGCCCAAGGCTGATGTTAGATGTCTTCTTCAATGGCTCTCCACTTT
ACCTTGAGCCAGGATCTCATGTTGAAGCTTGAGCTAGCCAGCTTGCACTATGGGTTCCTT
ATTTCTGCCTCCTGATCATATCACAGGCAGGCCATGGAGCCCATTGGCCCTTTACATGAA
TTTTGGAGACCCAAATTCTGGTCCTCATGCTCACGTTTACACTTTATTCACTGAGCCATC
TTCCCAGGTCCAGATTTCTTTTTTTCTTTCTTTTCCTTTTAAAGATTTATTTATTATTAT
ACATATGTACACTGTAGCTGTCTTCAGACACACCAGAAGAGGGCATCAGATCTCATTACG
GGTAGTTGTAAGCCACCATGTGGTTGCTGGGATTTGAACTCATGACCTTTGGAAGAGCAG
TCAGCACTTTTACCCTCTGAGCCATCTCACCAGCCCGAGTCCAGATTTCTTATTGCTAAG
TAGAAATTATGAAATGTGACTCATTGACTTGTGTGGTAAACAGGTTAGGTGATAGGAGCC
TTTCATTATTATAGATAATTAATATTATTACTATGTTGGGAATTTCTCAAGGGCTGTGTA
TATCTAGTTTAAAGTTTCCTTCTAGAGCCAAGTGATAAATATATTATTTTCCAGTTTAAT
TTCCTAAACACGAGACACGCTGTTTTCCCACTATTCTATACTAAAAGACTTGTTTGTGGT
CATAGATAAAATAATACTATTTTTTTCTAAATATCATCTCTTCTTAAAGTAACTTTTATC
AGGCTTACATGAAATACAAGGAGATTTTACTAGCAAAATACAGAGTGCTCTTTTCATACA
AAGTTGACAAACTTGAAATTAAACACAATGTCTGTTGGCAAAACTGAATCAGGTAATTCA
TGTTGTCTCTGGGGTTGTTTGCTGTTTAAAAGGGGTGTGTGTGTGTGGATGGGGGTGGGG
CGGGGGAGAGGTGGGGTGGGGGAGGGGTTGGCTGATGGACCACAGCTCATTTTCTTCACC
ATGATGGCAATCAAGAGTGATGGAGGCTAGTCCAAATGCTGTGGATAATTTGAATAACCT
ATGTTATTACATGTAATGTTCTGTTAGATAGTATTACATAAAATATTTATAAAAGTAGTC
TCTAATTATTGTGAATGGTCCTGGTGATGCCTGAATTTTGATGTTAATTCTGCTTCCCAA
GAGGGGTTGTCTGGAAAAAGGAATAAGTTACATTCTCAGGTGACTTCTCATGAACCTTTT
CTCAAATGAATAAAGGGACCAATGACCGGGCAAGTAGGCGAGACTTCTGGGTTGAATGGA
GGAAGAGAGGAAGAGAGGAAGAAAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAA
GAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGAGGAAGAGA
GGAAGAGGGGAAGAGGGGAAGAGGAGAGTTAGGGGCCTTTTGGATGGGGATAACAAGATG
GTAAGATGTAGCTACTAGTGTCTCCTGGCTTAAATGGCAAATCCTCCAGGACTCACCACC
AGAGGATTTAGAGTTAATATGCCTTACAAGAATAACATTCTATTTGTTGCACCCAGCGAC
TGAGTTACCATTGTTTCTGAACTAAGTTTTCGTGGTGTTTTTCTTCGTGGGGCTGTTCGA
CTAGATTCAAGAGAGAAAGGTATGGCAGGAAAGCGTGGGTTTGCCAGATGTGTACCATAA
AGGCCATAGGTTTTGAAGCATGGGGCTGGCATGGTAATAACCCACCAGTGGGAATTTTTA
CTGGGTGGAGAGATTTTGGAGCTCTGAGTCAGAGTCTCCTGAAGATAAGAACTGGCCAGT
GAGGCTCAACTGGCAGTTATCATGTAGAAGAATGCAAATTGATCCATTCTTATCTCCTTG
TACAAAGCTCAAGTCTAAGTGGATCAAAGACCTCCACATAAAACCAGAGACACTGAAACT
TATAGAGGAGAAAGTGGGGAAAAGCCTAGAAGATATGGGCACAGGGGAAAAAATCCTGAA
CAGAACAGCACTGGCCTGAGCTGAAAGATCAAGAATTGACAAATGGGACCTCATAAAATT
GCAAAGCTTCTGTAAGGCAAAGGACACTGTCAATAACACATAATAGCAACCAACAGAATG
GGAAAAGATCTTTACCAATCCTAAATCTGATAGGGGGCTAATATCCAATATATATAAATA
ACTCAAGAAGTTGGACTCCAGAAAACCAAATAACCCTATTTAAAAATGGGGTACAGAGCT
AAACAAAGAATTCTCAACTGAGGAAAACCGAATGGCTGAGAAGCACCTGAAAAAATGTTC
AACATCCTTAATCATCAGGGAAATGCAAATCAAAACAACACTGAGATTCCATCTCACACC
AGTCAGAGTGGCTAAGATTAAAAATTCAGGTGACAGCAGATGCTAGCAAGGATGTGGAGA
AAGAGGAACACTCCTCCATTGCTGGTGGGATTGCAAGCTGGTACAACCACTCTGGAAATC
AGTCTGGCAGTTCCTTAGAAAACTGGACATAATTCTACCGGAAGATCCAGCAATACCACT
CCTAGGCATATACCCAGAAGATGCTTCAACCTGTAATAAGGACCCATGCTCCACTATGTT
CATAGCAGCCTTATCTATAATAGCCAGAAGCTGGAAAGAACCCAGATGTCCCTCAACAGA
GGAATGGATACAGAAAATGTGGTATATTTACTCAATGGAGTACTACTCAGCTATTAAAAA
CAATGAATTCATGAAATTCTTAGATAAATGGATGGATCTGGAGGATATCATCGGAAGTGA
GGTAACCCAATTACAAAAGAACACACATGATATGCACTCACTGATAAGTGGGTATTATCC
CAGAAGCTCAGAATACCCATGATACAATTTGCAAAACACATGAAACTCAAGTAGAAGGAA
GACCAAAGTGTGGATACTTCGTTCCTTCTTAGAAGGGAGAACAAAATACCCATGGAAGGA
GTTACAGAGACAAAGTTCAGAGCAGAGACTGAAGGAAGGACCGTCCAGAGACTGCCCCAC
CTGGGGATCCATCCTATAAACAACCACCAAACCCAGACACTATTGCAGATGCCAACAAGA
GCTTGCTGACGGGAGCCTGATATAGCTGTCTCCTGAGAGGCTCTGCCAGTGCCTGACTAA
TACAGAAGTGGATGCTCACAGTCTCCATTAGATGGAGCATGGAGTCCCCAATTAAGGAGC
TAGAGAAAGGACCCAAGAAGCTGAAGGGGTTTGCAGCCCCCTTGGAGAAACAACAATATG
AACTAACCAGTAACCCCAGAGCTCCCTGGGACTAAACCACCAATCAAAGAAAACACAAGG
AGAGAGGCTCATGGCTCCATCTGCATATGTAGCTGAGGATGGCCTAGTTGGTCATCAATG
GGAGGGGAGGCTCTATGGCCCAGTATAGGGGAATGCCTGAGCCAGGAAGCAGGAGTGGGT
GGGTTGGGGAGCAAGGGGAGGGAGCAGAGGATAGGGGAGTTTTGGAGGGGAAACTAGGAA
AGGGGATAACATTTGTAATGTAAATAAAGAAAATATCTAATAAAAAAAGAAGAAGAAGAA
AGTAAAAAAAAAAAAAAAGAAAGAAAAAAGAACTGGCCAGTGAGACTGCGGGGGGCTGAG
AGTAGCTGGGTGAAGCACAGGAAAATGCTGTCATCTATTTTAATATTTCCCACAACATCT
AATGTCATATGTCATACCACTAACTAATGCTGATAAAGCATTAGTACATATGGCTTTTAT
GCTTCTGTGCTTTAAAGTTCATGTGAGCACATATTTGTGTGTGAGGATGCTCTGTGTACA
TGCATAGGGAGACTGATGATGAGTCTTGTCCTGAGCAGCTAGACTGATCGGCAAGTCCCA
GGGATCCTCCTGCTCCTGCCTCCCCAGCATTAGGCCCACATGTACGTGCCGTTCCACTTG
GCCTTTTACATGGCTGTTGGGGACTCTGAATTCAGGTCCTCATGTGTGCATGGCTAAATA
ATTTCCCTGGCCCACAATGTATGTACTTTGCATGCACATTATATATTGCTATCATCAAGA
GTTACATTTTGCATTTACAATGCAATCATAAATGGATTCTCAAGTGCATTAAATTTTTAT
ATGACTATTTCATTTATTGTTACCTACTCGCATGCGTCCACTACCCACAAGCATGCATGT
AGAAGCCAGAGGACAACTTGGGATTGGGGCTGGTTCATTCATCCTACTGGAAATGAAACT
CAGGGTGTTGGGTTTGAATAGCAAGCACTTTTACCTGCTGAGCCATCTCACCCACCTGCA
CATATGCTTTTATTTTATTTTATTTATTTTGTTTTTTTGTTTTTTTTGAGACAGGGTTTC
TCTGTATAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGGCCTGGAACTCCA
AAATCTGCCTGCCTCTGCCTCCCGAGTGCTGGGATTAAAGGCGTGCAATACCACCGCCCG
GCTTATGCTTTTATTTTTATGTGTAGAATTCCTCTTTTAAACTCAGTACTGAAAGAAAAA
GAATTTATAATATTTATATGGCATTTTAAAATTTGGAAAACTTTCCAAAATTTGCTTCTG
AAAATACTCTAAAGTAGTCTAGGCAGATATTATTATCCACTCAGAAAATAAGGCCATTTA
TTGAAACTCTAATAGATGAATGACGTCATCCTGACTGGTAAAACCACACTGGCATAGCTT
TGCCTTCTGCCAATCAGTATCTTCCCACTGCCCAGAGCCAGCTCCCTGGCAGGCTGATTA
ATTGTCAGTCTCTGGGTGAGAATGCTTTATAGAGTGGAGAGAGAGATTTGCTTCATTTCC
TCAGCCGTGCTCTTCAGAGTGCAATCAATACCTGCTGAACAAAGGCATCTGTGCAGAAAG
AGAGCTATTGTCAGAAAATGAACACAGAAAATCAATAGCATGCTAGAACTGATACAGAGA
GGCTGGTGAGAGTTAGCTCAGTACACACTTTAACCGGATGCTCCCATGAGGGAGAAGGGA
CGTTACTTAAAATTACTCGGAGACAGCAGGTGTGAATTGGTACCTCCCCAGGGAGAGCAG
GTGTTTGGTCATTCTGTACGTGGTAGTATTAGGACAGGAAAAGAAAACAGCAAGAACCAA
GGTGAATATGGGAAATTAAAAGGAAACCGTGATGGACTCATCAGCTTCCTCCTCTCCCAT
GGAGTTAGTGCTCCCTAAGGCAAGCACACCTTTACCTTTTCACTTCCTGGTGCCTGGTAA
GTGCTCAGTGAGTGAATTGGTATATTCATTGACATTTAAATGCTGTGAGTCTGCTCTGTT
GTTGCTTAGATGCCACAAAATGAGCAGGTTTAAAACAAAGCCTAAAATAGCACCTGGACC
TACTAAACCTCCTCCCTCACCCCCTGTCCCTGCCGTGGTGAGAAATCATTTATCAGTTGC
CATGCTTAGAACTGGGGAGTCAGCATTACTGCTGCTGCTGACACTGCTGTTTCCTCTCTT
TCCCCTCCTCTTCCTCCCCTTCTTCCCCCTTCTCCCCCTCCCCCTCCTTCTCCTTGTTTT
ATCTTCTCCTTTCTCTGAACTCTTACTCTTCAAGCCAATTAACTTTTTACATCTCTAAAT
CCTATTCATGAATCTTTGGCTCATTTCTGCTACTACTGTTATGGTCTTCATGGACGACCT
GCAAGGAAGGCCTTGACTGTCCTGCAGGGACAATCTCTTGTGTATGGCGTGGAAGCGTCA
CCTGTCAATAAAAATGTGATGGCCAATATTAGAAGGAGGGACATGGAGGGGAGGGAGAGA
GACAGAGACAGAGAGACAAAGACACACACACACACACACACACACACACACACACACACA
AAGAGAGAGAGAGAGAGAGAGAACAAGAGAACTCTGGGAAATAGTCAGGTAGTCAGGGAG
GACTACCTGACTATTCACCATCGAGACATTGAGATACTGAGGAAGTTGGATATATGAAGC
TGCAGAGAAATAACCAGCCATATGGCAGACATAGAATAGTATAAATAGGATAATTAAGTT
ATGAGCTAGTCAGGTCGATATTCAGGAACTGGGGCCCAGGTAGAAAACCCATAGTTACAC
TGTTCTTGTTTGCCTGAGACCAGAACTTAAATGCAAAGGTCGGGACACTTCCAGGCAAGC
TGCGGAGGCAGGCCACCTTAGGTAAGACCAGGTAACTTCTTGCCTGGTGTTTGGGAGAAG
CGTCTTCACCTCTCGTTTGGTTTCCTACAGTCTATTCCAACAGAGTTGCCAAAATACTCT
CTGTGAGCGAGAACCAGATCCTGTTTCTGGTGAAAATCCTTCAACAAACTACCACGTTGA
TCTGGCTCTCACCACCAGCCTTGTCCTTGCCTGCTCCCCTGGTTTCTTGATGTCCCCAAA
CACAGTATATGTTCTACTCTCTAGGCTGTCATACAATGAGATCACTGCTTATGAATTGTG
TTGGTTTACTATGCAGTCACAGTATGACTATAGGGACCAAACTCGGCCTCATGCGTGCTA
TGCAAACACTCTTCCATTTAACTATATCTTCAGCCTATAATTTTCCCTTCAAAACCATAC
CTAAGACTTCTGTGTGGTATGAGTCACTGGTCCCAGGTGGCTTTATTATAGCTCGGTGGC
TCTCAGATTTATGTTGTGGTAGAATCACCTGGAAATCTTTAAAAGTTCCTTACATCCGTG
CTGTGTCAACCCATTTCCTGTCTGTCTATGAGACCGAGCATTATAGAACTTGTGAGCACG
TGTGTGATATACGTGTGTGGTATGTGCATGAATGTGAAGATATACATGTATATAATCTGA
AGGAGGATGCTAGGGGTCTACTGTAGCACTCTTTGTCTTAGTACATTGAGGCAGGGTCCC
TCACTGACCCCAGCAATCCTTCTGTCTCATTCCACCCTGCACAGTGCTGGAGTTATGGAT
GTTCTCGTGGTCATGCCCAGCCTTTAATATGCGGGTACTGGAATTCGAATTTATACAGCA
AGCATTTTTATCCATCTCTAAACTCCGAGGCATTGCAGTTAAAGCTGATTATTGTGCAGT
CTAGAGCGAAGCTCCTGATCGTATGGTTCTCCCTATTCCCTATGGCGCTGTTTTTTTTTT
TTCCATTTTTTATTAGGTATTTAGCTCATTTACATTTTCAATGCTATCCCAAAAGTCCCC
CATACCCACCCACCCCCACTCCCCTGCCCACCCACTCCCCCTTTTTGGCCCTGGCGTTCC
CCTGTACTGGGGCATATAAAGTTTGCAAGTCCAATGGGCTTCTCTTTCCAGTGATGGCCG
ACTAGGCCATCTTTTGATATATATGCAGCTAGAGTCAAGAGCTCCGGGGTACTGGTTAGT
TCATAATGTTGTTCCACCTATCCCTTTAGCTCCTTGGCTACTTTCTCTAGCTCCTCCATT
GGGAGCCCTGTGATCCATCCATTAGGTGACTGTGAGCATCCACTTCTGTGTTTGCTAGGC
CCCGGCATAGTCTCACAAGAGACAGCTACATCTGGGTCCTTTCGATAAAATCTTGCTAGT
GTATGCAATGGTGTCAGCGTTTGGATGCTGATTATGGGGTGGATCCCTGGATATGGCAGT
CTCTACATGGTCCATCCTTTCATCTCAGCTCCAAACTTTGTCTCTGTAACTCCTTCCAAG
GGTGTTTTGTTCCCACTTCTAAGGAGGGGCATAGTGTCCACACTTCAGTCTTCATTTTTC
TTGAGTTTCATGTGTTTAGCAAATTGTATCTTATATCTTGGGTATCCTAGGTTTTGGGCT
AATATCCACTTATCAGTGAGTACATATTGTGTGAGTTCCTTTGTGAATGTGTTACCTCAC
TCAGGATGATGCCCTCCAGGTCCATCCATTTGGCTAGGAATTTCATAAATTCATTCTTTT
TAATAGCTGAGTAGTACTCCATTGTGTAGATGTACCACATTTTCTGTATCCATTCCTCTG
TTGAGGGGCATCTGGGTTCTTTCCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACA
TAGTGGAGCATGTGTCCTTCTTACCCGTTGGGGCATCTTCTGGATATATGCCCTGGAGAG
GTATTGCTGGATCCTCCGGTAGTACTATGTCCAATTTTCTGAGGAACCGCCAGACTGATT
TCCAGAGTGGTTGTACAAGCCTGCAATCCCACCAACAATGGAGGAGTGTTCCTCTTTCTC
CACATCCACGCCAGCATCTGCTGTCACCTGAATTTTTGATCTTAGTATGGCGCTGTTTTT
ATCCCTCCCACAAGAGGCTTCATTGCTCCACATCCCAGAGAGTTAAACATTAGCATCACA
TGTGCCTGGCTTGCACTTCTCTGGTTAATTTGGGGACAGATAAGCAAGAGAGGATATTCC
TGACCTTGCTCCATTATATTAGTTATTGCTTCATTGCTATAGTGAAATGCCTGAAGCAGG
TTCCTTTATAAAGACAAAAAGGTTGCCTTGGATCATAGCTCTAGAGTCACAAAGTCCAAA
CAATGCTATATAGGCTCTAGCAAAGCACCTTTGAGCTATCTCATGGCAGAGGCATGTGTG
CATTGCATATCATGTGGCCTCTTTATCCCCATAAAGCTACCAGGATGTATGGGGTTCCAG
CCCAATGACTTTAATCACTTCTCAAAGCATGTACCTATAACTTTAATTTTTTTTCAAAGT
CGATTTTTTTTTTTTTTTTGGTTTTTCAAGACAGGGTTTCTCTGTATATCCCTGGCTGTC
CTGGAACTCACTTTGTAGACCATGCTGGCTTCGAACTCAGAAATCCGCCTGCCTCTGCCT
CCCAAGTGCTGGGATTAAAGGTGTGCACCACCACGCCCGGCTTCAAAGTTGATTTTTAAT
GATGGCTTTTAAATGCTTTAACCTCTCTTGTAGCTCACCACCCACCAGAGGTGGTGGAAA
AGAAAGGGTGGTGGGGGGTGGGTGGAGTGGACATGTTTAGAAAGGTTCTTTGGCCGGGTG
TTCAGGGAAGAGAAGATCAACGAAGATGTGAAACCCACAAGCATTGCACAGCTAGCTCTA
TAAGCAAGTCAAGCTCAACCTTTACCACTGTCTGTTGAGTCCTTTTTATACTCTCTTTGT
CTTAGTCAGGGTTTCTATTCCTGCACAAACATCATGACCAAGAAACAAATTGGAGAGGAA
AGGGTTTATTCGGCTTACACTTCCATACTGCTGTTCATCACCAAGGAAGTCAGGACTGGA
ACTCAAGCAGGTGAGGAAGCAGGAGCTGATGCAGAGGCCATGGAGGGATGTTCCTTACTG
GCTTGCCTCACCTGGCTTGCTCAGCCTGCTCTCTTATAGAACCCAAGATTACCAGCCCAG
AGATGGTCCCACCCACAAGGGGCCTTTCCCCTTTGATCACTAATTGAGGAAATGCCTTAC
AACTGGATCTCATGGAGGCATTTCTCCAACTGAAGCTCCTTTCTCTGTGATAACTCCAGC
TGTGTCAAGTTGACACAAAACTAGCTAGTACACTCTTTAAATATCTTGCCTCAACGTGTG
TCTTATATCCGCATCAGTTGACATCACTCTGCCAATCAGCCTGAGTCTGCTAAAGCAGCA
AGAAACTGCAGCACACCACTAGAAGGTTTTTGGTGTATTTCTCTCTCAACTACACAATGT
AAGGTAGACCTGTGTCCACATCAGCTAAGTTCTCCTTCATGGGTTTGCCCCAGCAAAACA
TCATCCAAGGACTTTCCAAAGAAGTTTCTTGTAAGTTTCCACATCACCCACCCTCCCCCC
CAACTACCACAGCAAACTGAGTCTCAATCTTAATAGTATTAAATTTATTTTTACATTTAT
TTATTTATTTTATGTGGGTGAGGGTACATTCATGCCACCATGTGAGAAGGTTAGAGGAAG
ACAAACCAGGTTGTGAAGTCTAGGGGAAGGGCCCTTACTCCTTGTGCTGTTTTGCACAAT
CGTAGATAATACTATTGACATAATAGTTGGGGTTTAAACTCTGCATGCATTTGGGGACTC
AAGCCATATCCAAATATTCACCAAGCCTCTTGTCAAAAATAAGAGGGATGCTTTCCCCCT
CTCTAACTCCTTCCATGTCCCCCAGTTAATTCATCACCTCTCCTTTAGTTAGTTTTTGAG
ACCCCCCAACCCTATATTTATTTTTGAGGTGCATCAGTCTGTCTGCCTGCCTGTCTATAG
TTTAATTAGTGTTTTCCTTACTTAAATGTTCCTGAAACAAATGAGGTTAACCTAGTTCTC
AAGAGTGAGTTGGACTAGGATGGCTACTAACTTGCTTTACTGCCATGCAGAAAGTCTAAA
TCAAAGCTCACGGCTCACGGCTCACCAGTGCTCAGAAGTCAAAGCTCACTGTTCACCAGT
GCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCA
GTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCAC
CAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTC
ACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGT
TCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCACT
GTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCTCA
CTGTTCACCAGTGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGCT
CACTGTTCACCATGCTCAGAGGTCAGAGCTCACTGTTCACCAGTGCTCAGAGGTCAGAGC
TCATGGCTCACCATGCTCAGAGGTAGACTGGAGATGAGTTTCAGTGGTGTTTGCTGATGG
CTTTGCAAGCCTAGCCAAGACTAAGAGTTTTGCAAAGAAATCATCAGGCAGCAAATACAG
ACCTCCCTCTCTGGTCCATAAGGAAATATGGGGCAGGAAAGCAACTGACAAAGAGGAAGG
AATGGGGTCATCTCCATGCAAGCTCACATAAATTACCCCTGCTGGCCCAGGGTCCATACC
CAGGGGGCAGATCTTGTTAGCCTTTCCTTGACTGTGGTCTGCTTTCTCTTTTTCTCAATG
ACTTGACTACTAAAAATTATGACTTTTATCACAACACACACACACACACACACACACACA
CACAGACACTCATATACATCATACTATCAAAAATTAATTGAAATGGGGGACAGATACTTT
TTTTACCTTTTTATTTTTATTTTTTTCTAGAAACTTGATGTCTTAAAGCAAAGTCTGATC
AGTGAAAAACTTTGGATAAAGAAAATGACTCAGATGCAATTCATCTTAAAAATTCAAATA
TGACCTGAGCCATGGCTTTAAGCCCAGGTCTCAGACCACCCACTAACTCACATTCTGCTG
TCAGGGTATTCTGTCTTACTTTTTGACCTGCTCATTAGGCTTCCCCATAAATACACGAGG
CTGGGTGACAGTGAATGAGAGACAGAGACAGAGGCAGAGGGGGTGAAGTGAGGGGACAGC
AGTCTGTGAAGATGACAGTGACTATCACGCTTAGCCCAGTCCAGGCGCTTGTGCTCGGGA
ATTAAGAGCTTGCTGCTAGGGCTATTTCATCCCTTTTGCATCTGTTTACAACTTTGAAAA
TTTACAGATAACTACCTAAAATTGGTCTTTTACATCTTCTTGCCTAAAATTATTAGGAAG
AGAGGTGACTGTTCAAGTATGAAGCGTTAGCTTAGCATTCAAGTATGTTTTTCTTAATGT
ATTTATTTATTTGGGGGGAGGGCATGGCATGTGCATGAAAGTCAGAAGACTCCCTGTAGG
AATTGTTCCTGTTCTTCCACCATATGTGTCAAGGAATTGAGCTCAGGGTGTTAGCTTTAG
CCCACAGGCAACTTCACCTGCTGAGCCATCTTGCTGACCTCTGAGTATCTGTTTTATTGT
GAGTTTCTCCAAAAGGCTCAGTAGGAGAAGGACTGTGACCCATGGAGGAAACCTGTTATG
AAATCACTTCTCACAGTGGCTGTGGTGGTCCATCTCCATTGGTAACTTGACTGCATCTAG
AATCACCTAGGAGATCAGAGAGGCAAATCTCTGGGTGTATCTGTGTGCTACTAAAGAGGG
TCGTCTGAGGAGGTGACACCAGCTGGCCAGCTGGGCTCTCAGACAGATGGACAAGAATGA
AGGTGATACCGCCCTCTCCTTCTGCTTGTCACAGCTTGGACGGTTCAGCTCTGCCACAGT
TTCCTTACTATGATGGACTGGCATCTCCACCATCCAAAGTAACAAATTTCTCCCTTTCAA
GTTCTCAAGGAATTTGGTGACAGGGAACTGGCACAATAGATAACTGGTGTAATACCATGG
TGGCACCTCCTGGAGGTATCCAGCTGGAGGGTGAGAGGGTGGGCTTTTATATACCTGATC
CTAAGGGGCAACAGTGGGGGACTGTGAGGTGATAATTACCCCATCAGCCTGCAGGGTGCC
AGGCAGCCATCTTTCTTGATTCAGAAGCCCTCTGATATAAGGAGCCTCAGATGATACCTG
GAAGCCCATCCTGGAACACTTCCTAACAGACAAGAACAAGATACCGTATTCATGGCTTGG
GCAGTGTTACCAAAGTATGTGTAGCCCCAACATACGGTTTGTAGAATGACACATACCTGG
TTTTGAACATTAAAGAAAGAATATAAATGATTCATTTATAAAAGAAGACAGATAGAAACT
GAAATTTGAGAGAGGTGATTGGCCCAGGTCCTCTGGGGCAGTATTTCTTGTGCAGAGTTG
GAAATTGGAAGTGCAAATCTCTAGCTACCATGTGGCAAGGAGTGACTTCTAGGGGAAGTG
TGATGCTATTACCCCTAACCTTGGGATGTTACTCACCCACTGTCACCCTCAAAGAACCCC
TTGTGTCTTTAGAGTCTGGCTGTCTATTGTCTTATGCTACAGGTCCAACCTCCCACTGCC
CCCTGCCCCCCACTCCCCACCTTGCTCACAAACTAAACCGGTGTACCAGATACAACAGAG
GGCTCTTGCTTAGCATCATTGGGCATTCTTGTTCTTCAGATATGACTGTGTTTCCCCTAA
GCCTAGATGTCATGTAATGGTATTTGGAAGTTGGATCTGTTGGAGGTCATTAGCATCAGC
TGAGGTCATGGTGGTGGAGCCCCCATGAAGAGACTGTGTCCTTATAACTCCAGTAGAAAG
TCTGTCTTTGCTTTGTGAGGTTCAGTGAGAGGAAAACCATCTACAAAGCAGAAGGAAGTC
TGCCACAGCCTCCAGTACTCTGAGAAATACGCGTTTGGTGTTTAAGTCACCTAGCCTAAG
GAATATTTGATTCCATAGCCCAAATTGACTAAGCTAGACACTTTAGTTGAACATGGAGTC
CGGAGTTCATAGCGCTTACCTTTTGAGGAGAAAGCCCAATTTCTTCTTGCATCCCTCTCT
TTTCCCTTGTTCTCTCCTTCCCTCCCCTTCCCTTCCCCCTTCATATCCTCTCCCCCCATT
CTCTTCTTGCCCTCCCTCTCCTCCTTTTCCTCTCCGTTCCCCTGCCCTTCCCCTTCCCTT
CTGTTCCCCTCCGATATGACTCCCTGTGTCTCTGATTGCAAGTAGAGTCTAGTTTTTCTG
AAACCAGCCAAGCTCTCAAACCATCCTCGTTAACCTGGCTCTGCCGTGAGATGGATGAGA
GACTGGGGTGGGGGAGTTGAGGGCCTCAACAGTTCCTGCAGGCTCGAGAGTTTATAAACA
CATGGCTTCCCCCGAGGGCATCTGGCCCTCAGGTGCCGCTTCTCTTCCCCCGTGGGGTTG
TGTTTATGTTCATGAAATCTGAATCCTGCGTGTCTGACTCTGACATGGAATTCAAGGGAT
GCTGCTCTCTTGCAGTCTTTTGAAGTTAAGGGAGCTTTATGGGTGACTCTGCAAACGTTT
ATTTTCTAGCTTTATCCCAAATGAGATCTAGAAAGGCTCTTATTCTGTCTTGCAACCAGT
GACTGTGCCGCAGAAGACAGTGGAGTCTCATGGCCTGGGCACATCACTTTTCCTGGGGCA
TAGGTTTCTGCTCTCCCTCGGCTTTCTTCTTGCGTGTTCTGTGACTGGGCTCTGGGGGAT
TTGTATAAAGTTTGCTTGGGTCTGGTTTTTTACCTTCTGTTATTCCTGAGATTTGCAAGA
GAAAAACCAGTTCCACAATTCTGAGCCAAATTTGAAGCAAGCTTTAATTCCTGACCAGGA
GGAACTTTGGTCAGGACCACTCTCTGGAATTCCTATGAGTGGCAATGTGACACATATTGT
AGGGTTTTATTAAGGACAAAACTATTTGGCCATGGCATTTTCCAATGTGGTGTTATTTTT
CAAGAACTACAACTCCCAGCATTCCAGGAAGTTACCTGGTCCTTGGGCAGGTGGGGCTTA
CAGATTGACTTTTGGTCTTACACTTTGAAGACTCTGATCTAAAGTCCTGCTAGAAAATGT
TCTCTTCTTACAAGCAAAATTGTGGGTGCACACTTTAGACAGCGGCTAGTGCTGATCATT
GCTACAGTAGAGATGTTTTTTTTTTTAATGTCACACTAGTAGATAAGCCATATGTACATA
TAGAAAGCCTGTATAAGCAGACCACTAGCCTCTGTGACCTCCATATTGCTAAGGAATGTT
TTGTGTTTGTGTTGTGTTTGTGCCCAGTGTGTGACATATCATAGGCACGTGAGCAGTATA
TAATTAAAGGATAGATAACTCCTCTGTGGGCAAGGAAGAGTCATGTAAGCACATATCACT
GTAATATATTCCTGCATAAAGTTATACATAAATGTTAGCATTAGTAACATCTCCAGTTAA
CATGGACCCCTATGCAAGGTTATGAAGCACTTTTGTGAGGTATCGATTTGGTTTTTATTC
CTTAAAAACGACTCTGGGATATTTACTATAGATCAGTTCTAAGTAAGTATTTAAAGTTTG
TCAAAAGTAAGAAAAGCTGAAGGAGGGAGATGTTAGATGCTAAAACAAATTGATGCCTAA
TGGTCAGCATTGGACTCATTTTATTTTATTTTATTTCTTATTCAACTGTAGCCACAGTTA
GTAAGATCAGTAGGGAGCCGTCCCACAGGGTGTTCGTAGTTATAGCACCTGCTTTATAGA
AGGCAGGTAGACGATAAATAAGGGATGCATTCTTTGCGTCTTGGGATAGGGTCTCATGAC
GTGCTTGTCAGAACAACCTCCGGCTCCTCTTCCCCAGATGTGGGGTACAAGTGAGCCACC
ACACCCAGGGAGACTCACTTCTTCATATGGCATCTGCTTCCCCTGGATGCTGTACTATTA
GCGAAGTCTTGATGTGAGGCTGCCTCGTCTCAACACTCACTAATTCAGGCCGTTGATGAG
ACTGTGAGACTGGACGCTCCAATGTGTTTGTTTTCCTGGATTTGGGCAAAGGCTTCAAAA
AAAAAAAAAAAAAAAAAAAGCTAGAAATCAAAATTACAACAGGCTTTTCTTAGCTCTCCA
TCTCCTCTAAGTTCCTAAAATTTGCATTCCAGATTTCTCTGGACTATAAGCAAACACTCA
TTTGTCATTCAAAAGTGACAGGGCACTGTGTTCCAATTGCTTAGCTGTCTGTTCCTGGGA
CTGTTAAGTGGATCTTGCTGAATTCTGGTTTGCCAGATCTGCAGGATAAACCACATACTG
TACCAAAAGCCTTCTCAGTATTAATGACAACTGCGATTTACTGGTGTCTCCATGAACAGT
CATTTTTAAATAATCTGCATTCAAAGGAGTTGTGAGCAATGACAGGTGCACCACACTTTA
CAGAGAAGGAAACCACGGAAGGGGTTAAATGGTCTGTAGAGGAGCCAAGAGTCAAACCCT
GATTTTTTTGATTCCAGATTTTCTACTCTTCCTACCTTAGCACATTAGGCGTCTGGCACC
ATTGTGAGCTGACTCCCTACAGTGAAATCTTTCTTGACCCTTCTCCTTGGGCCAGACCTG
ATATTTTACATATATCAGACGATAGCACAAAACATGAAGTCTTTCTCTCTGCTCTCTCTC
AGACTGCTTTCTCTGGGAGAGGCCAGCTGCTGGGTCAGGAGAACACACAGCCAGCTCTTG
GAGAGACACATACAATGGGGGACAAGGGCCTCCTTCTACCAGTGAGCCAAGAAGTGACCC
ATGGGGAAGCCAGAGTCTTCACTACCATTCTGAACAGTCCGCACAGGAAGCATCTAGCTC
AGTGTTAGATGACCTACCAAATCTTTGTCTTCGTCTCTTCTCCTCTCTTCTCTATCCCTT
TCTCTTATTTCTTATTTTTTTCTTTTAATCTCCCCATTTAATTTTAACTTCAACGACTTT
TATTTTCTAAAGGTGCTCTTCAGTTGGTTGTTTATTGGTAGGTCACCTCTCCTTGGTTTG
AGACTTCTCCCTGAAGGTATTACCAAATCTTTAATATTTCCCCACATCTGATTCCTTAGA
TCATCTGGGTCTTTTTGAGTCCCATGTCTCCCTTTTCTCTTGTGTCCAAAGCCATGTCAA
GTGTCTGTTGGTCCTAGCTTTCACCCTTAAGAGAAGAGGCAAAAACAGAGACTGGGAATT
CTAGGGTGTGCCTACTTATTTATGATGTTACAGTCGGATGATGGGCACACAGAGGCCTTC
CTACTGTAACCATCCATCAGCAATGGTTGCCGGTCTTTTCTCTGGTTTAGCTCTGTGAAA
GGATCCTTCATTCACTCTTGAGGAAGAACTTGGCCACATGTGTGAATAATCTGATGACCA
TGGAAATGTAACACTGCACCCCTCAATTGAAGGAAGAGAGAGGAATTTATAGCTAGTTCC
TCCAAAGTGAAGCACTCCTTTGTGGAAGGAGGGTGAAGGTGCAGAAGTACCAGGAAGCCA
AAAGGATCCCTTCCAGGAAGCTCAGGAAGTTTAGGAAGTTCAGGAACTCCATGAAGGTAA
CAGGATTCACAAGGGTATGCCCTAAGTTTATAAAAGTAGCACATGGTTTGAAGGGATGAT
ACTGATCTATACTTCAGCAGCTCAGAATACTTCCAGCCACCAAGTTCTAAGCACAAGTGA
GATTTATTACCCTGGAGAGGCAAGCAGGGCAGTTGGTACAAGTTTGGGCTCTGCCTCTGG
GACAGGCAAAGGCAGACAGCAAGCAGACAGCAAGCAGCAGGGTTGTTGTTGTTTGTTTGT
TTGTTTGTTTTTTCAAGCAGTGAGTTTTTTAAGGAGAAAAGGGAAGTCTGTGCTAGGGTA
AGTTTGTAAGTCCTGTTTAGCCAGTATAATCAAAATATGAATCTTGATAGCTGGACCTTG
GAGTGTTAGGAATAAGGAAGTGGCCAAAATAAGGAAATGGACCTTGGGGGCTAGCTTTAG
GAATGGAATCTTGACTGATTAGCACGGAAGAGGGAAGGGGAAAAGAGAAGACCTGCCAAC
TCCATGCTTGCTGTGTCGGGCCTATCAGGGAACCCTTCACAGTTGTTCAAGACGATGCTA
ATCTTTTGTGGAGCTGCCTGCAGGACAGAGCTCTAGGGCCTCAGCTGTTGTGAGTTATCA
GCCAGCCTTTTAGGTGCTGCGGTTGTCTTCGAGTCACCCATCTTCTTGTGAGTAACTCCT
TACTCATTTTCCTGAAAGTTAACCCAACAGACTCATCACTTCCCTGGACTTGGACAGAAT
CAGTTCTTTGGTCTGTCGTGAACATATCTACCAAGGAGAAGTCATAAAACAGAGTTTATT
TTCAAGGACTGCTATAATCGTATTCCTCTGACCTCTAACACTATTTTGAGATGGAAAGGA
AACATTTCCCAGATTTTTGCAGTCAAAATAGTCTTTAAAGTCGGTTTGTTTGGATAAATG
TTCAATGTTTCAAATTTGCCTTATTTTCCCCAACTCCCCATCCTGGGAGTGAGTCTGATG
TTCAGGTAGGATTGTGGTGCTGGTTCAAGGCTGTGAGTTCCCTGTGACACCATCTGAATT
TCCTCTGCCTTCTATCAAAGACCGCCAGGCTGGATGTCATAGACCACTGAGGTGTGACAG
AAGGGATTTTTGAGCCACCCTAGCCTGGGTTTTATAGTCCCAGCCACTTTTATCTTGTTT
TAAAATTCTAGCTACTAATTCATTCTGAGTCAAGATCTCTACCAGCCATCATTTCCTCTT
TTCTTCTTCCCTCCCCTCCCTTCCTCACCCCTCTTCCCCTTCCTTCTTCTCCACCATCAT
TTCTTCCTCTTTTTAATTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCC
TTCTTTCCTCTTTTCCTTCCTCCCATAGAGGGTTTCATTATGTAGAGCTAGTCGGCCTGG
AACTCATTATCGAACAGGCTGACCTTGAACTTACAGAGATCTACTTGCCTCAGATTCTTG
GTCCTGGGATGTGCTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTCCCTCCCTCTCCCT
CTCCTCCTTTCTTCCTTCCTTTCTTCTTCTTCTTCTTCTTTTTTTTTTTTAACTTTTAAC
ATGTTGTGTTTCCAAAGAGTTGATATGGAACAGGGAAAACCAGCATGAAGCCTGACTTTC
CCTGTACCCCACTTTCTCATTGTAGAAACAGCAAGGGATCAGCATGAGCCCTGCCCTCTG
TATTTCAGTGGGCACCCTCAACCCTCACCTTGGAGCCAGAATGGCGCATGATTACAGTAA
CCTTTTTGTGTGAGGAATCACCTGCTTTCTGTGTTACACTGTCCATACTATAAAGCAAAC
ACACTTATAGAGAAAGCTTGCAGACTTCTGTGGAATCCCTGGGCCATGGACAGAAGCATT
GTGCAGACATTTGATGCATGTTGTCAGTTGCAGAGAAGGGTAACACAATAATCCATTATC
TTCCATTACCCTAATGTGGTTTGCTTAACCCAATTAGCCAGGTGAGAACATGGATTGTAA
TGAAACCCTAAACCTGTACACTGAGGCAAATCATAGCAGGGGATTGGTGTTGGGGAGATG
ACATGGAGAAACAAGACCACCCTGAAACTCCATTTCCTAGGACTGGGCTGTAGCAGAAAT
CCAGAAGACAGGAAAGAAAGTGCAGGAAAAAGATAGGAAGCCTTGAGGCTGTGGTTCTCA
ACCTTCCTAATGCGGTGGCCCTTTAATACAGTTCCTCATGTTGTGACCCACAGGTTGGGA
ACCACTTCCCTAAGATGCCCACTGAACACAGTTTTTAGTGACCACCGCTCTTAAGGAAAT
TGCTTAAAGCAAGATTGCCAAACAAACCCTTACTTGGGTTCAAGTTCTTTCTGATCACGC
CAATAAAAATAACTTCAAGGTATGCGAGCATGCACACACACACATACACACACACACACA
CACACACACACACACACACACACACACACACCCCTCAGCATCTCTGACAGTTTTGCACCC
TAAGCCTTTTTCAGCAATGTTGCGACCAGTTAGGTAACTCATTAAACCTTAGATCCTGTG
CCAATGATCTTAGCTTCTAGTCATTTCATTTGTACTTCTTTGACCTTTTATTAGTAAAAT
AAGTCTGTGGAGCTCTGCATAAGTGTGTATGTATTATGGTTGTACATTTTTCTGTTCTGT
GTGCATGTGCACATGTTTGTGTAGGCCAGAGGTTGTCGATGGGTGTCTTCTGAGATAACA
CTTTCAACTTCATTGTCTAAGGCACGATCTTGCAGAAAGCCAGAGCTCTTGGACCTTGCT
AATCTTAACCTAGCCAGCTTGTCTTAAGGGTCCTCTGACTTACCTCCCCAAATGCTGGGG
TTACAGGTGGTCTATCATGCTAGACAGGCATTTAAATGAGTGCTAGGGACCCAAACTCCA
GTTCTCAAACTTGCAAGGTAAGTGTTGCAGTCACTAAGCCACCTCTCCAGCCCGAGTCTG
TGCGCTTAGGTAATGCTGACCAACTAAGGGTTCAAAGTCTTGTTTCTTAACTCGGTAAAC
ACAGAAGTGGGTGTTGGTAGGGATTTCATACTCTTTGTCAATAATTTGTGAATTTAAGCA
TCAGACTTCCTCAGGAGAACCCATGTGGCCACTAGAAACTAATCAGAATCTGAGGTGGGG
CCTAGGCTTCAGTACTGTTTATGGATTCCTCTGTAAGTTCTTTAAATGTATAGACTTTTA
GAGAAATCTTGAGTGAACAGAGGGTACGTTTCCCGTAATGATCCATGAGCAGTGCAGATA
CAGTAGGGCTGGCTAAAGTCCAGACTGTTTTAGAACTCACTCGGAGGAGCCTATTTTCTG
TGTCTAGTCTTCAAAAAAGTTGTTTTTTTTTTAAATCTCTTTTTGATTGTTTTGGGAATT
TTATCCCTGAATTTAATGTGTTTTGATTAATCTATCGCTATTATCTTTCTTCTGACTCCT
TCTTTATATATCCACTACATACCTTTCACCTACCAATTTCATGGCTCTTAGAAACAAAGA
ACAACTCACTGAGTCCACATAGTGCTGCCTATGTGTGCTTGTGGGTATAGGAGCACCTAC
TAGTCCAACAGCCCACATTCCCAAGGAAAACTGACTCGACCTCCCCCAGTAACCCAATTG
TCAAAAGCTTCTCTGGGTGGGATTTTTTAGTTGCATATGAGTCCGCGTGTGGGTTTGTAT
ACAGAGTATAGCACTCTCAGAAGCTAGAAAAGGGCACTGGATCCTCTATAGCTGAAGTTA
TAGGCAGATGTCTTAGAAGCTGAGCTCAGGTCCTCTACAGTAGTGGTATGTACTCTTAAC
ATCTGGGCCATCAGCCATCTATTGAGCCCTCTTCTGTGTGCTTTTGATAGCAACACAATG
TAAATTCATGGGATTGTGTTGGATAATTTAGCTGCTTTAAAATTCTCCTGTTCCCCACCC
ATTTGATTCCTCACACCTGCCTTCAAGGCTACGGTAACACCTATTTGTTTTTTCCTTTCC
AATTTTGTATATAAGGTCATGTGAAGCATAGTATTTCAGTGGACAAGGGACTAGACATAC
ACAGTCTTAGAGTTCACATTACCCAGTGCACCACAGCCATTACAGTCTTTGTGAGATCTG
TTTCACATACGCTTGTGGTGATGCTGGTGAATAAAGCTTCATGTGGGGATAGAGAAATGG
CACAGCATACACAGTTATGTGTAATAAATGATGCTTGATCATGATACAGACTGTACGGCT
GGGTATGTACTTGTTATGCTATCTGTTTGCACTGCCTTTCTTGGGTGCACTCCTGTTTAA
CAAAATGTTTATTATGGGATACTCTGCGGTGCTATGCTGGCAACAGCTTCGTGTGTCTCC
TATTGATTGGGTATCTCGATGGCTTCATTTTTCTCTTGGGATTGCTTTAATCTTATACCT
TTCTGCTCATCGTGACCCTTAAGCACCAAATCTCCAGCACTAGTGTTGCCAGTATGAGCT
GGCACTGAGTGGCTCACCTGCAAATGAAGCTAACATTGATCAAGGACTATGAAAGTGGAA
AAGCAGCTGTGGGTCCTGTCCAGTCAGGTATGCCCCACCCCACCAGAGCTGTGATCCTGA
AGAGCAAAAGCCAAGTAATAGAAGCTGTGAGAAAGGATTTGCTTCATTGAAAGCAATGAG
ACTGGCAGAAATTCAAGGATATGAAGAAACTTCTAGAGACTTGCATTTAGGACTAAACAG
CATCTCATCAACATGGCGATGAACACAGCCAAATCGAAATGCTCGTTTGTGATATCGACA
GAAACAGCTGCACCCAGCTATGATGCTACCTTTCCAACTAACTCTGGGTAGCTCAAGTGA
TTGAAGGATCATTCTTCATTGTGTAAAGGGAGAGTGATTTAGTGAGGGTCTCCCCAAGTC
TGCAAGTGCTGACAGGAAGGCAGCTAAAGAAAATCTGGAACCTCTCCAGGAGTTGAAGGT
GGGAAGATGGCTGAGCAGCACAGTCTTCATTGGGGAGAAGCCTCCTATGCTGTGAAGAGA
TGCTTGAAAGGGCTTTCATCTATAAGGGGTTCAGCCAATGTAGGTTTAAAAGATTTAGAG
ACAAAGACACAGTCTTGCTTGCGAGCTATGCTATTCAGGTTTTTTTCATCGCTGTAACAA
ATGCCCAAGTAACCATATTGTGTTTATCCATTAATGAAGTCAGAATCCTCATGAGCCAAT
CATTTTCCCAAATGCCACTTCTGAACTCTGCTTGCATCAGGGGCATGAGCCTTTTAGGAG
GACAGACACTTCATGACCAGACCATAATAGGCATGATGTAACAGGCTAGATAGAGAGATT
TTGTGATCTGGCTTAATGAGAATGTGGACTCCTCTACCCCAGATTAGTAGCTCACACTAC
TAGTGGAGCAATAAGAAATCAGGGCTGGTCCAGCATGTCTTCCAAGAAGCCCACACTCTC
CTTAAATTGCCATAGCAGAAAAATGGAGAAAGAATGTTTGGAGAGCAACATGTTCTTCAA
GATGTGCTTGTTGTTAAAAATGCTCCAGCATAGTCTCCTCTTACTAATGATCTTCATTCC
AAGGATCTAGTAGCTTCCCCATTTAACAATAGCTCTTTGATCCAAACAATGGGCTGAGGA
ATCATAGCAGCTTTGAAGGTTGGCTACATGGGGAGAACCTTCATTACGGCTATTTTTACA
AGTGAGGCAGACGCTCAGAAGACATTGATTAATTCTGGAAGAATAACAGAATCTATGACA
ACACTCAGTGCCTTGCCTGGGATTGAGGTAATGTCATCAGGGAGTATGTGAGAGGCATCT
TGAGGAGGCATTCAAGAATTACTTGATGAAGACACATTTGCAAAACTCAACAGAGCTGTG
GCTGAGATGATGAGCAATTTTAGTGGACAGGATGACATTGAGGAGCCCTGAGAGGTGATT
TTGGATGACTGACTGACATTGTTAGAACTGTAACTGTGTAGTAAAGCAAGGGAAAAGTGA
GATTTGAGGGAGAAGAAAAAGAGCTTCCAAGAAAACCCACAGTGAAGGGCTTAGCTGATT
TTTAAAGACCTCAAATACTTTACAAAGTTTGAAGATGGGGAGGCTAAAGAGATGGCTCAG
AAGCTAATGGCCCATGTGCTTCTCTTGCAGAGGGCCAGAGTTCATTTCCTAGCACTCATG
CAGTAGCCCACAGACACCCATAACCCTGGTTCTAGTGCATCTCTGCCCTCCTCTCGCCTC
CTCAGCACTACATGCCCATGTCATGTAAAACACCTGTACACATAAAATAAGTATAAAGAA
ATCTTAAAACACAGTTTGAAAACATTCATCTCAATCCAGAAAGGTTTTACTTATTGAGAA
GAGTGTTTATCGAATGTTTATGGTCCTCTGTCTGCTTATAAACAGTTCAACCACAAAAAC
CAGAAAATAGCAAAGTAATCCACTGCAGGCATATCTCTGAACAGAATGATAATTCTTCAA
TAGCGCTCCAAGCACAAACTCTGGAGGGAGCTAGGAAAAGACCTTGTCACCTCAGAGATG
AGTTTCATTATCCTTGAGGATCTCTCAGTGTACTGTGAAGGAAGAAGAGAGATACATGCT
GTCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGAGAGAGAG
AGAGAGAGAGAGAGAGAGAGAGAGAGATTTTATTTTAAAAGGCTTAAAAACTAGAAAACT
ATTCGTATTTGTTGTTGTAATTTTTAAAAATGTGCATTGGGGGTTTTGTCTACCTGTAAA
CCAGTACACCACATGCATGCTTGTTGCCACAGAGAACATAGGATCCTGGGAACTAGAGGT
GAGCTGCCATGTGGATGCTAGAAGAGCAGCCAGTGCTCTTAACTGATGAGCCATCTCTCT
AGCCCTGAACATACTTTAAAAAAGAATCTACCTCCCCAAAGACTAGCTTTCACAGTTCTG
GAAGGTGCTATGTAAGCTTCTAAGCAAGGAAGCAACCAATAGTCCCGCTCAGATGCAACA
CTATCTTTTGACATGTCTACAACACAATCACTGTTCCTAGTGCTTAGAAAGCACTGAAGA
TTATATATATATACGTATATATGCATATATATTCACATATATAGACAATGTGTGTGTGTG
TAAAACATTAACAAGAAAGAGAGGTAATAATTTCAAGAGGGAGTAAGGGAGAAAGGTATT
TGGGAGAAACCAGAGGGAACAAAAGAAAGAGGAAAAATGATTAATTGTATTTTAATTAAA
AAGTAAAACACTTTCAGAATAATATGGTGATAGAATATGAAAACAAAATATACAGATATA
TTTGAAATGGTTATTACAAAAGGGTTAAAATGTGAAATTGAAGGTACACAAGTGGAAGGA
GTTAGAGGTGGGAGAGGAGGAGTGAAAAGGCAGTACCTATAGATGAGATTTTAAAAAAAT
TTAACATTAAAAATTTAAAAGTATGTGACATGAAATCTTATACTTAGTTCAGGTTCATTT
ACTACTGAAAAAAAATTTCTATGAATTTGGTCAACAGTCTACAGAATACAGCAGTGGTCC
AGGGTTTCACACTCTCCATTCACCTACACATTCACCACAGAAATTATTTTTGTGTATATG
TCTGCCTGTGTGAGTGTGTGTAATGAGTGTGTGGTGACATATTCCATCACCAATTTAAGC
TCTAGTTGTGGGAAGAATTTTATGCAAGTTTACCATTTACAAAATCTCATGTACTGTTTT
CTTTTAATATTTTATATATCAGTGTTTTGCCTGCATGTATGTCTGTATACCATATGTGTG
CCCAGTGCCCACAAAAGGGCATCAGATCTCCCTGCGACTGGAGTTACAGATGGTGTGAGA
TGGCATGCATAAGCTTTAGATCAAATCCAGGTTCTCTGAAACAGTAGACAGTGCCCTGGA
CCACTGAGCTTTCCAGCCCCTATTCTATATGCGTACTGTACCTTTCTTATGCTTAGATAC
AAAACACCATTGTACAATCATGTCCAGTCACCGGCACTTGCTGCACAACTTTGTGGCTTG
GGAACAAAAGCCATCCCATGTAGCCTAGATGTATAACAGGCTGCACCCCCTAGGATTATG
TGAGCACACTCTGTGACAGCTCTCCAGTGACAACATCACCCAGTGACACTTTCTCGGCAC
GCATCCTGTCATTCAGAGATTCTTGGCCGTGGTTAGGGGCATACAGCATGCAGCTTTGTT
ACATATTGATCTACAGCTGGCATTTTCCCATTGTTTTCTCATGACTTTAAATTCCCAAAT
GATAATTCGTTGTGTGACGAAACCACAAGCTATCCACTCTTCCTTTGAAGGCCATCTAGG
TGGCTCTAATGTCTAGCAATTATGAGTAAAGTCTCCTCCATGGGCAGAGTTTTGTGAGGA
CGTGGTACCACTTGTTTTTGGTGCACACTGAGGAGTGAGGTTGATGGATCACATGAAATG
TGATTTTGTAGGATTATGTAGATTTTGTAAGAAACAGCCAAACTGTCTTGTTAAGTGGCT
GTACCATTTTGCATTCCCAATAGTACTCAAAGTTCTTCTTGTTCTTGTTTTTGCTAACAC
TCGGTGTTGTCAGTGTGGGGGATTATAACCCTTCTAACAGGTTTAAAGTGTTATGTTTTT
AAAAAAATACACAACAAACTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
CTCTTTCTCTCTCTCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGGTATCTG
TGTATGACAGTGCAGTGCCCATATCGGCCAGCAGAGGGCATTGAGTTACAGTTACAGGCT
GGTGTGACTTGCCCAATGTGGGTTCTGGGTCTCTGAAAGATGAGCTAGGGCTCCTCGCCA
CCGAGCCAACCCTCCAGGCCCCCCTCCTCCATAGTATCTCATTGTTGTTTTATTTGCAAT
TCTCCAGTGACCATTTGCATGGTCGTTACCTGGATTTTTTATTTGACATAGTGTCTGTTC
AGGTCTTCTGCCCATTTTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGAGA
CAGGGTTTCTCTGTAGCGCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCAGGCCTCT
AACTCAGAAATCTGCCTGCCTCTGCCTCCTGAGTGCTGGGATTAAAGGTGTGCGCCACCA
TGCCTCGCTGTCTTCTGCCCATTTTTGAATAGTGTGTTTATTGGTGTTATATTTTAAGAG
TTTTTTTAAATGTATATTGAGCACCAGAATTTTACCTGCTGTGTGTTTTGCAAATTTTCC
TCCAGTCTGTGGCTTGTCGTCTTCTTAACAGGGTCTTTCACAGGTTAGAAAATTTTAACT
TTAGGGCCTGGGAGGTGGCTCAGGTGGCAAAGTACTTGCTGCACAAGCAAGGAGAATGGG
ATTCTATTCCTGTCACCTTTATAAAATACCCAGGTAAACCACCAGCATTTGTCTGTAACC
CCAGGGCTGGGGAAGGAGACAGGACAATCTCCTGGGGCTCACTGGCCAGACAGACCCACT
CAATCATTTGGCTCCAGGTTCAGTGAGATCCTGTATCAAAAACCTAAGTGAAGGAGTGAC
TGAAGAAGTCCTCTGATACCAATCTCCGGCACAGGCACACACAAATCCACATGGACATGG
ACACACAGTAAGAAAAATTTAGTAGAATCCAATTTATTAATTCATTTTTTTCATCAAATG
TACTGCTAGGGCTGGTAGCTAATGTTTAAATGTGTCTTTTACTTGCCAATGGTCTCAAAG
CCTGCTCCCCAGGGCATGTTGACACCATTGGTCATAAATGGGAAGCACCCCGACATGTCT
TCATGGCTGATGTGTGTCTGAGATGCACATGGAGTCAAGCGAAAGGGAAATGGTCAAGTT
GATCTGGGGTTCACACTTCCTAAAAGTAAGAGACTGGGCAGACGCTAGAGCAACTGCCAG
CATTGGGACTGTTCGAGGGTGGCTGGCTTGTCAGTAACTGGGAGCTAAAGGCTGTGCCAT
TTGTCACTATTAACGGATGCTGTGCCTTCAACAGCCAGGTCTGGATTTGCACATTTTTAT
TCATGAATTTGAGCTTGCCCCTAGATGCTGGGACTCACTAAGAGATTCATGACTTCTTAT
TAAAAGGTATTTTGAAATAAAATTTCACAATGTCTGCATATCTCACCAATATGATGATGT
AAGGGGTGAGAGCCATGCTTGTGGCTGAAGCAGCAAAAGAGATTTTTTTTTAATAGACTG
AAGAATGAGACAGAAAAGGAGAGAAAGCACTGGGGACTGCCCAGCTAAGGTGCTAAAGTG
GTCCATTAGTTTCTCCTAGCTGCCACAGTCCTCTGAAGGCACTAGAGGGTTAGTCCTCCA
TGAGACCAGCATCCTTGAATGTCAATAGATGCCTGGAGCTGAGCTCGCGGCTGTAGGAGG
AGAGCCTCCTTCTCTGCAGGAAGGGCTTCCCCTCTGCAGTCTCTTGACATCCTTCAGGGG
ATAATTATTCCTTTGATCCTGGTGACACAGTTCCAGCTAGAGCTTCTTGGCAGGTATGTG
GACACACATACTGTCTGAGTGCAGAGGAGTAGAGGAAGTCCTTCTCTATGTCCTTGAGGA
GAATGTCCTGATGGAACAGTAGGTCAAAGGTGGTTATGGCAGCCTACGGCATCACTTGAG
AGGGGGACCCTGAGTGAATGAGAACCAAACTCTTTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTATGCACAAGCCATGTGTGTATACATAATATAAAATGTTTTAGCCA
TTTTTAATGGTGTAGTTCAGTAACTCCAATCATATCTACTACCCATCTCTAGAACTTCTT
TCAATTCAAAGCTTAAATTATTCCCGTGAATCAGTCTACTCCAGCCCTGGCTTAGGTCCT
CTGTACTTTCTGTCTGTCTGTCTGTCTGTATATAAGTATCACACATGACTAGAGCTGTAC
AGCATTTATCTTTGTTATGTTTGATTTCTCTTAGTGTTATATCTTTAGGGTTCATTCATT
TTATAGCCTTCCTGTGTGTGTGTGTGTGTGTGTGTTCCTGTGTGTGCTTCCCCATGAATG
TGCACACATACCTGCATAGCCATGTATGTGTAACCCCCCCCACACACACACACAGAGAAA
GAGTGAGACAGACAGACACAAACCTTATAATAGTTTTGTATGTAAGTTCTGTGTTTTTCT
TTGTTTTTAGGAGGACTTCATGAAATATGTGTACGAAATCATTTTAGTGATTATAATCCC
TACACATTCTTGAAATGTACGCAACATTCTACATAAGAGAATTGGAAATAAAACAAGCAG
AAGGGTTTTTATTTGTGCCATTAAGAGGGCAGCTATTGCCACAGCCTGGAGCCCTGAATT
CCTGAGAGTCTGTTTTCGAACAGATGATGGATGCTCTCTTTTGTTTAACTTGAGGTGAGA
TTAGAACATTGAAGAACTTCTCAGGCTAGAGATATGACTCAGTAGGTAAAATGCTCGCCA
CAGACTCATAAGGGTGGGTCTGAGATCAGTTCTCTAGGCCCATTTAAAAGTACCAGAAAC
AGCAGTGTGAACCTTAATCCCAGTCCAGGGGAAGTAGAGGCGTGAGAAGGGACTTGCTGG
ACAGATAATCTAGCCAGGTCAGTGAACTCTGGGTTCAGCAGAGACCTTGTGCCCACCCCC
AAAAAAAAATTAAAAGGAGGGTGATTGAGTAAGACACTTGAGGATAGACTCTGGCCTCCA
TATGCACACTCCCAAACATATATGTGTACCCAACCGCACACACACAAAACATGCACAGAG
AGAGAGAGAGAGGCAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
ACAGACAGAGACACAGAGACACAGACAGAGAGAGAGAGAGAACAGACTGACAGAGAATAA
ACCTCTTACTCCAAGAGACCTTCATTAAAAGATAGAAATACAGAGACTTTTTTTCCGGGG
GAAAACATGACTGTAACCGCCTCTGGTCCTTCTGTCAAGATGAAGCTCCTGCTCCTGCAG
AGCCTCAGGAGCCAGCTTCCAGGTGACGTGAGACGAATGTGCACCCAGCATGTTGGCTGC
TGTGCTGTGCCTTCCGGGAAGCCAGATCAAGACTGTATTTTCTCTGTCATCGTTTTCTTT
TTGCAATCAGCCTCCAAGTGGCCAGCTGGGCCTACAGTTCGTCTAAGGCCTGTGCCAGCT
GGGACCGTAGAGTACCTAAGGCCTGTGCTACTCATATGACTTTGGCTGCTGGAGCTGCCA
ACGGAAAATGGCTATTCAGTCTGTTTCAACATCTGGGAAGGAGTGTGTCACTGTTGCTCA
CAGCAGAAGATGGATGTTCTGGGTAGTCCAGCATTCTACACACGATGCTTCAGCTCGGGA
CACACACACACACACACACACACACACACACACACACACACACACACACGAGGCTGCTTC
TTTAACTTCCTTCCCACCAAACCAGCATGTTTGCCACGTCTGAGTCAGCACCTCCAATTG
TTTTTCTTTTTTCCATTTTCATGTGTGCCTATGTGCACGCTTATACATGTACCTGGTACT
CATGTGTGGGTGCTTGTACACATGTGTGCATGTGGGGGCCTGAAGGAGATGTAAGAACCA
TTCGAAAGCATTCTTCTACCGTATTTATTGAGGCAGGGTCTTTCAGTTAGACCCAGAGCT
TGCCCACATGTCCAGTCTTGTTAGCCAGGTTGCTCTGGGAATCCCGTCTCCACTTCCTAG
GCTGGCATTTATATGGTGGGTTCTGGGGACCTGAGCAGCAATCCCTGCGTTTTGACCAGC
GAGTCATTGCCTCAGAACACATACTTTTTAAAAATTGACTTTCCTCTGAGGTCATCACTA
GTTCCTTTCCCTGCATCCAGTCAGATATAGACGCTCAGTTGCCTTCAGGCTTCTGTAAGG
GACTGAGCCTCCATTCCATATTTCTTGAGTCTTGAAAGTTATGAGGCCCCGGCATAGTCT
CACAAGAGACAGCTACATCTGGGTCCTTTTGATAAAATCTTGCTAGTGTATGCAATGGTG
TCAGCGTTTGGATGCTGATTATGGGGTGGATCCATTGGACACGCAAACTTTATATGCCCC
AGTACAGGGGAACGCCAGGGCCAAAAGGGGGGAGTGGGTGGGTAGGGGAGTGGGGCTGGG
TGGGTATGGGGGACTTTTGGTATAGCACTGGAAATGTAAATGAGCTAAATACCTAATTTA
AAATGGAAAAAAAAAACAAGAACAAAAAAAAAAAAAAGAAAGTTATGAGGAACGGGGCCA
GGTGCTCTTTCAACCCCCAAAGTGCCCTAGACAATGCCAGTCTTAAGACACCTTCACTAT
GACAACAACACTCTTAAGTTCCATGAATTGCCCCAAATAAAATAATATTATTATAGTAAT
GGTTTAGTTTCAAAGACTAGTCTTTCTTCTGGGATTTTTCCTCAGCAGCTGATTTTTTTT
TTCTTCTGCATTGCGTTTGACTTCAGTCAGTGATTTCCCTGCATCAAAGTGATCTTTATT
GTTTTCTTTAATATTTATTATTGTTGTCTTAGTTATGGTTTCATTGCTGTGAACAGATAC
CATGACCAAGGCAACTCTTACAAAGAACAACATTTAACTGGGACTGGCTTACAGTTTCAG
AGATTCAGTCCATTATCATCATGGCAGTGTGCAGGCAGACATGGTTCTAGAGGAGCTGAG
AGTTCTTAATCTGTAGGCAGCAGAAGAGACACTGGATGTAGCTTGGGCTTATATATGAGA
CCACAAAGTCTGCCTCCACAGTGACACACTTCCTCCAACAAGGTCATATTAACTTCAATA
AGACCACAGCTCCTAATAGTGCCACTCCCTATGAGCCAAGCATTTAAACACAAAAATCTG
TGGGGGTCAAACCTATTCAAACCACCACAATTGTTATTTTTTAAATTAGTATGCAGCTTG
TTGAGGTGCTATAAGCCTTTCATCCCAGCACATGGGTAACAGAGGCAAGCAGATTTCTGT
GAGTTCCAGGCCAGCCAAGGCTATGGAGCAAGACCTTGTCTTAAACAACAAAAATAGCAT
ACAAAGTAACAGGTTTTATTATAATAGTTCATACATATAGCTTTCCTTTGTGTGTGCAAA
TGCATGTATGGCTATGAGTATGTGTGAACACGTGTGTATACATGCATGTGGTAGCCAGGG
GTTGGTTTTGGGTCGTTCTCTATCACTTTCCACACTTTTTTACCAGACAGGGTCTCTTGC
TGAATCTCTCCCAGATTTGGCTAGGCTGGTTGGTCTGCAAGCCAGATGGGTTCTCTCATC
TGTAGCATCCTGGTACTGTGGCTAAAGGTGCACACCAGTGCCTGCCATTCTCACCTGCCT
TCTGGGAGACTGAACTCAAGTCCTTAGGCTTGAGTGGTGAGCACTTTACTGTCTGAGCAT
CTCTTCAGTCTCATACCTTGTTTTTGTTGATTCACACCCACACTGGTCTCCTCCTCAGAA
GCCTCTGTTCTGCTTCATGACATACCATGTCTGTAACCTCTCCCTCACCCCTGCAACCCT
CTTAAGACCTCTTTTCCATCTCTCAGAATCCGCTTTATAGTTTCATAACCTATTGCCTTA
CTTACATACACACAATACATACATACTCATACATACACACCCATACACACACATACACAC
ATATACACTCACATGTACACAACATACACACATGTACACACATACACTCACATGTACACA
ACATACACACATGTACACACACATTCATATGTACACACATATACACACGTATTCATATGT
CCACATACATTTACATGTATATACACATATTCATATGTACACACACACACTCACATGTAC
ACACACACACACACACACACACACACACACACACACCATGAATTAAAGTCACTGGTCCAC
TTGTGAATGTAATATTTGGTTTCTGGGCCTGAATTACTTTTATAATGATTTTCAGTTCCA
TCTCTGTGTTTGTTTGTTCACTCATTAAGGTGATCCCATTATCCTTTTACTTACAGGAAA
AAGTACCCTAATCCAGACCCAACACTGTTGCCAGACAAATCTTCAGGATGGGCAACTTTT
AGTCCCTCTAGAGGCTTACACAACTTCACGAATTAAGTAAATGTTTGCATCATGGCTATC
AGATACTCCACAATATACACAAGAGTTAATTTATGTGTCTCCTCCTCAGGACTAAGGGAT
GCCAGGGTTGCTGGTAAAGCTGTCTCTGGGCATGCTATGAGGGCATTTTCTTGTTTAGTT
AAGCCATCACAATAAAGCTCTCTCTGTATGTCAGTCTGTGAGAATATTAACTGGTGAGTT
TCTCTGGACAACACACATGCAGTATGGGTCAGACTATTCCCCCATGCCTCCTCTAAGACC
AGTGCCCATTGCTTAGTGTTTACACAGGGTGCCACACATCCCTAGCTTTCTCTCACACTC
CCCTTTAGTGTTCAGTGCACCTTGCACCTCCTGCTTCTGTCTGCTCACAGTGGTCCCAGC
TTCCATGGCTTCACTACAGCTCTTTCCTGCCATTACGAGCCATGAAGATTTTCTCATCTC
CCAGGCAGCTAAGCTATACCTTTCTCTGACACTCCACAGCCTGTGACATAAGCTAATGCA
TCTTTATGGTGACCACACGCATGCTTTGTAGTTCAAATTGTATGTGTCTGTCTTGGCCTC
GAAGACATGACACTCTCCAGCCTAGTTTCCTGAGAACTGACGCTCTGCATGGTGTAGACA
CAACAAGCCAGCAAGGATACAAGAGAGCGAGCACATGCTGGAGATCAGACAGGCCTGGAG
CTGGTATTATTAGTCCCATGCTGACAATTGGCAGGGCTGGAGCAGGCATCAACATCCAGT
CTTGCACACTCTTGCTTCATTGAGGCCGCTATAGTTATGATTTAGAACATTGCCCAAAGA
CCTGTGAGTTCAAGCCTTGGTCCTAGCTTGTTACTTGTGAAATGTGGTAGAACCTTTGAG
AGGTGAGGTCTAGGGGGAGGTTTTCTAACTGTTGGAGACATACCCCTGAAGGGGGTAGTA
GGACCATAGCTCCTTAATTCTCTGTCCTGAGGTAAATAGAACTATGGGCTTCTCCTATGA
TAAACTGCCTTGTGCAATGCCCCTCAAGCCCCAAGAAATGAGGCAAGTCATAGACTGAAA
TATCTAAAACTGTGGGCCACATGAAACCTTTAATCTTTATAAGTGGATGATCTCAGGCAT
TTGTTACAGTGAGAGAACACAGACTAACACAGGTCCTAACACATGCAAGGAGAGAATAAG
ACATGTGTGGCAGCATTTTCCTCAAGGGATGCTACGTGGCTCAGTGTAGCTCATGTGAAA
TAAAATGAGATGACTTTTCAAACAGTACAGCACAACACATGTATGCATGTAAACCTATGA
TAGTTTAACCTGAGTGTTTATAAGTGATTGTTTAAAAAAATCTCAAGAACACAGGTATTC
TAAAAATCCTTTCTTGTTTACCTTGGCTCTACTCACAATTTTTAGCATCATTTATTTTCC
TTTTACCTAATTAAGAATTCTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTTTCTCTTCTTATCCTCCTCCTCCTCCTCCTTTTTAATTA
GGTAAATTTTCTGACTGCCCTGGAACACACTAAGTAGCCTTGGCTGACTGGCCAGTGAGC
CCCAGGGCTCCTCCTGTCCAAGCATCCCCAGCACTGGGACTATAAAGGTGTGCCTCACCC
AGCTTTGTTCAAGCTCAGTTCATGCTTATGAAGCAAGCCCATGGAGCCATCTCTCAGTGC
TAAAATTTATCGAAACAATTTTAAGGTTTGCTTAAATGTACAACAAAATTTTCAAGAGAC
AGAGGCCAACTGGTGAACAGAATTCCACTTGCTAGAAAGAAGGTTTGGGTCACCAAGCCA
CTACTGGGCTTCCTTGGAGTAGAGATTTCTTTAAAACTGCAGAGGACCATGGCAAAATTG
ACTGCTTCACTCTGACTTTTGTATGGCTCTCTAGAGCCCTGAGTGATCTCTTGCATGGAA
TGATCTTTTGAGGTGATTTTTAGCTCTAAAATCTATAACTCTGTAAACTACTTCATTTGT
TATTGTTCATAAAAGTCACTGGCCGCATACTCTATTCTCACTTGGCATATAAAGTATCTG
AGAAGTTAATTGAATAGTCTAGACTCATGTAGCAAGATGACATTCACTCTGAAACCAGCC
TTGGGCTGCCCTGATACTTAGTTATATAGTTTTGGGTAGTGGTAAAAATGTCCAGGGTGG
CAAAGGTCAAAGGCCAAGGTGCTGAGATGCCTCACTATCATAGTAAGGCATTTCTGGAAT
CTCAGGTGCTTGCTGACCAGGTTCTTACTGGGAGAAAGGAAGCTAAATCTGTGATCTAAC
CAAGGCTATGCAGCATTCTGCAGGTAGAGGGTATGGGAGTTTCGCACTCCCCAGACAAGG
TCAGAGAAGGAAAAGCCCTGCTAGTAAAGGGAGTCTGCCATTTTGCACTAAGCCCAGGGC
TTTGGGGTAATGTCAGACTTTGGCCTTAGTTAGCAAGGTGCTGGTACTTAGCTCTCATGA
GCTGCAGATGAGGAGGTGTCCCTCAGTATCCCTAAGTGCTTTGCTCTTAACTCTGCACCA
CATCTTCTCATGCTGTGACTGTTTTCCTTCTGAAGGGGCTCTTGGAAGACAGGACCATGT
ACCAGGTCCTCATACTAGTTCAGTAGCAAGTGTGGCGTTGGTATCATATCACTGCTTATT
GCTTGAATGACGTTTCCCTGGAGACAAAAGGTTGACAGTAGATTATAATAAAATCCTCTC
TGGATTAAAGTTCAGAATTTGTTCAGGGACACTGATGGGTTTGAACATCTGGAGCATGTT
AGCCATGGTGGTGGGAAGCATCAAACCAGCAGGAAGGTGTGGGTGGAGAGGGTGATCAGG
CTAGGGGGAGATGCCTTCAGAAAGGAAACTTCATCTGATTCATTATAAAAGAACCCTGGA
CACTCCTAAACCCATACTCAAATTCACTGTAAGCTCTCACGAAAGAGAAACTGAGACAAA
AGGCTTGTGTCCTGTTAGGAAGATCTGAGGCAATGCCAGAATGGGCTGAACTATCAAAAT
CTCATTCTGGGGCTTGTTGCCTATTGGTGTGTGTTTGTGTGTTGAGTGTGTATGTTTGTT
TGTGTGCGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGG
GAGGAGGTGGAAAGGGGATGGGAACAGGGGGACAAGGACAGGGATGGTGACTGAGATGGA
GATGAAAAGGGAGAGAGGGGCACACCTCCATCTTCATTGTCTAGAAATGGCTCTGTCAAG
TTCTACCCAGGAAAAAGAACTGGACACAGCAACACAGATGGAAAGAGCACAAACTAGAAA
ACAGGACCTCTTGGACATACTTTTCAGTCATGTTTCCCCTCTCCTCACATAACACCACTG
GCTTCTCGATAAGTTTCTCAAGGCTCTCCATGCTCTTGGCATTGTCTGGATGCTTAGGCT
AGCCCTCAAACAGTACATATTGCCTGAGCGATCATTGTGTGTTGAGTGACAGATATTCTG
TCCATTGTGCTGATTTCGGGGTTTCTGCTCAGGAATTTCTGAGTTCTCCCAACGCCATCA
GATAGATACTGACCTTCATGGCCTTTCCAAACTAGAGTTCTCGGCATGTGTCTCATGCTT
CTTCCACGGATTTGATCTGGAGATATATCCCACAAGGTTCCAGAGCCATGGTTACCCTCA
TTTTTGTTATGGAGAAGTGAAGCCTAAGAAAGAACAGGTTTGGTCAGGCTCACTCAGCCA
TGTTGGAGGGGAAATGTGGCTCTTCTGCCTCTCAGTCTCCTCTGTGTGATGCTGTCTTTC
TGTAGTGAGGTTACCAGGCCTGTACTCTCAGCACTTATGAGGCTAAGGCAGGAGGATTGT
GAGTTCCAGGCCAGCCTGGGCTATGCAAAGACTCCACCTCAAGAACTCAATAAAATATGA
TATAATAAAACAAAACGTTGATAAAGATTAGTGGGACATACATCATTTATTTGATTGATG
CCTTAAAATCCCGGGAACCTTCACCAGGTGTCATGAGCACAAAACTCTAAATTCTTGCAA
ATTCCCAAGTTACACGACATGGTTATTAGGCAATTAAGAGAGCTATCACGTTAAATTACA
TTAATTACATTAAAAATAATATTGTTGAGGCAAATAGATGTCTCGGCAGTTAAAAGCCCC
TGTTGCTTTTTCAGAGGACTTGGGTTGGATTCCCAGCACCTTACAGTGCCTCAGGACCAG
CCATAATTCTGGTTGTAGGGAATCTGATGCCTTCTTCTGATCTCTATAGGCACCAGGCAT
ACTCATGGTGCGCATCTATACTTGTACCTCAAACACTCACGCAGGAAATAAAATAAGTCT
TTAAAAGAACAGATTTTAAATTAAAATACAAGATAACATTGCCTTACAAGTTGACTTAAG
ATGTATGCTTAGCAAAGATCCTGTGTGTTGGGGTAGGCAGGAAACAATAGACTCTGCCTC
CTTGTCCAGCGTCTCTAGTACTGGCATTGGCATTGGAGAATCTTAATTAAGGATTTCTTC
CAGGATGAATTCAGATCATACTTTAAATTCATGTAGACAATTTACAAATTGTACTTCCTA
TCAACTGAAACTCAGGACATGTATTTGGGTGCCAGACCTGGAGTCTGAACTTCACCACAA
CTTCAACTTCAGTAAGAGCTGGAACAATTCAGGTTTAAAGGAAAACTAATCACCATGAGG
TTTCATTTATTCTGGAAGAGTCTGTCAGAAACCAAACACTGTTGTTTTGGGTGTTATTGC
TTGTGGCTGGGACTCCTACTGACAGATATAACTCCAGCTTCTGCAAATGACAGGGTTTGC
ACTGAGTTCTGAATGGGAGACTGGGCAGGGTGTGGCACGCAGCAGTCTGGGATCATCTTT
AAGAGTCTTAGGAAAGCCTCGAGAGAGTGCTCACCCTGGGGAAGTTTGAGGCAGCTGGCA
ATACCCTTTGGCTTACTTTCTGAACTCTCCATGCTGACATGACAGGAACCAATAGCAAGC
GGTGTCAGCTGCCTCACTGCTGTCAGATGCCTGAGAAGAGTGTGTTAAAGGACAGAGGCT
TTGCTTTGGCTCCTGGTGTGCTAGCTCTGTTGCTGCTGGACTGTGCTAAGATCAAACATC
CTGGTGGCAGGTGTGTAATGGAAGAGCTCACCTCACGGTGGCCCTGTTGGGGGTGGGGTG
GGGGAGGTGGGGGTGGGGCAGGCAGGACACACCCTCAGTGTCCCATGCCCTCTGGTCTAT
TTAAGTTTCCACACTTCCCAATAATGCCATCAAATCATTAACCCATCGGTGAATCAATGC
ACCCACGTGTCTCTATTGGCTCCCAATGAGGTCAACTAGACCAGAAAAAAAATCTCAACA
AACAATCCTTTTCGAGATACTTCATACCCAAATCACAATAGAGACGATCTCACCATACTC
CTTTGTCGTTGTTGTTAATTTTTTATTATATTCATCTGTGTATTGTATGCAGGTGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGGTGGG
AGGTGTTCATGGATGCAGCCATACCACCTTATACTTGGGAAGATCACTGAATAGTGACCT
ACTTCTTTCCATCCACTATGTAGAGCATGGTGGGATTGAACTCCAGTTATCAGGCATGGC
ACTGATCGTGTTAACCTGTTGAGCCAGCTCTGTGACTCCTCACTGACCTCCTTCAATGGA
CAGTGCGTAGAGGGATTGACCTTGCATTTCTTCCAGATTATGTGGCTGTGGGACTCATAT
CTCTCATGCACAAACTTAGGGAGCAGGGACTTCCACTTTCCATACATACATAGTTACTAA
AGGAATCAAATAAACTATTGATTGTATCAATTGTATACATGGAGAAATATCAGATAAGTA
CATTGTATTATCTCTTGAGTCAATATGGAGATAGAACAAAAATGGTGCCTCAATGTCTTC
ATTCTCTCATTCACATATTATTTATGAAATATTTGACATAATCCTTTGTCTGAATGTTTT
TGTTTTCCCAAATCCATATGTTAAAATGATAATTCACAGAGTGAATTTAAGAGATGGTGA
AGTTAGGGGGTGAGGCACATGTAAGTTTAGGAGATTAACTTACAGGGTGGGGTGATCACA
ATGGGATTAGTGCCGTCATGAAAGTGGCCCAAAGGAACTCACTCATTACATTTCTCGTGT
AGAGATGGAGCTGAGCAGATGACATCTACCAACTAGGAAGTGGGTCTTTACCAGACAAAG
AATAAACCATTACTTTCATCTTGGGATGCCCAGGAGCTTGAACTATGAGAATATATTTCT
TTTGTGTAAGAACCACCCAATCCATAGTGTTTTGTTACAGCAGCCTGAGTGAGCTAAGCC
ATGCAACTCTCACACTGTATATATATTGCCTTGCAGGACAAGCTCTGTGCTCAACTCCAG
ACTCAAGTCAGTGTGCACACATAGCTTCCTGGCTCTTCACTGTTAGGCAAGAAGATTTCT
GAGAGGGAAGGTTTCTTTTTCTTTTTCCTCTTTGAAACAATATTAATTCACATTTTCATC
TGTCCATGTGTTTATACATGGGTAATGGATAGGTTAGAAGTTATAATAAGTAGCTGAAAA
ACCCATGGTTTTCTCTCATAATCCAGAGTGCAACATACATATAGAATCTATAGATTCATC
CATGCAGGTGAACAGTCAACAATGTAAGTGTGTCTTACCTCCTCCAATCCCAAATAGTTT
GATGAAAGTTTAGTTTAATTCAAACATTGGTTGCCATGGTTACTTATTTGACTTTGTACT
TTGTACTAAGAGCCATAAGGATTTGTCAAACCTTACCATGCAACTGTGCCTGAATGTCCT
ACCATGTGATAACAGCTATTTATTTGTCTTGTGTTTTTGGCCTGGGGCTCTGTAAACCTC
CAGATACAGTTATCTCTCTTTGAAGAAGCCTTCCAAAATGAGGAACAATAGTTCATTCCA
TTGCAGAGTTCTCTCTTCTATAGTCATTTTTGCTAAGCATAGCTGTCAATACAGTGCATG
TGCAGGTATGCACCTGCTATGGCACATGGGTGGAAGTCACAGGACAAAGAAAGTTAGAGG
TCACGCACCAAATACTCTTTCCTGAACCTTCTGCTGTACTCACTGCAATCGATGTACATT
CACAGAGAAATGTCCATGTTAGTGGCATTCTGATGAGAGACATGGGGTAGCACAGTGGAT
ATGGCATAACACTAGACTCCCCTCATACTCTCCTACCCTGGTGTCCTCCCTTCCACAGAC
CTAGAAATCATGGAGCCAGTGACGGTTGACTAAAGCCTGTAAAACTGTGAACCCAAATGG
CTCATTCCTCCCATAGGTGACCTCTCTTAGGTGTCCCTCACAGCAACAATCTAACACATT
ACACGTGGGTAGAGAGGAGCAGGTGACAATTCGGGTGCTGTTTCTCAGATGTCCTCTTTC
TCAGACTGTTCTTGGGATGAATACTTGAGGAAGGGAAGGAAGCAAGATCACTATGATCAA
ATGCCAGACAGAAACAACTTAATTGAAAACTTCATTCTGGTTCACAGTTTCAGACGGTCC
TTTCTCCTATCCTTTTTACCCAGGGTGAGGAGACAAGTATTCAAAACACCAGACCATGGA
GAGCATTTTATGTTCAACCCGTAACCCTGACCTGAACCTGCTTCAGGAATGGTTGAACTG
GGAGGTCAGTTGATGTCAGCAGGTGTCCTTCCATTTCTTGGCTCAGTCTCAGCTACATGT
GACGGTACAATGGGACATTATGAAGAGAGAACACAGAAGGGACGTTATGAAGAAGGAGCA
GAAAGAGGACATCTGAGAAACAGCATCTTTTGGACATGACAGGGCACTTCATGCAGGAAA
ACATATACACTGTGGGTATTTGCTACTCAAAATCCCAGCATGGATGGGGGAGGAACTCAC
AAAGCCCCGCCCCTAGCTGAGGTGAAATTGGCTGTTGATGGCATCTTGGGGGAGGGAGGG
TCAGTTTTCTTCAAGGCTGTGGCCACTGGTAAAGTGTTCATGCTTCAGAGATGGCTCAAT
GCCTATGCCCCATGGGCACAACTAATTGGACCCAGTTGATTATAAAAAGAACATGAAATT
GGGAAGACGAATATTGTGGTAGGGGGTCTAGGAGGGAGAAATTGTAAGATGGGTAGGAAG
TAGATACAATCAAAGTACATTGTATACACATGAAATTCTCAAAGAATATACATATGTATA
TATGTATATATACATACATATACATGAATATTCATATATTCATATATACATATGATGGGA
TGGCAACTATAAATAACAGCTCCAACCTGGACAGTGGCCTTCACTTTCAGGGCCAGTGGG
TAAGTCTAAGACATTTCCAGAAGTACAGAGAAAATTTGGCTCTTTTAACTTTAAAAAACA
TAGTGTTTGTTTGTTTTTTGTTTATTTGTGTGTGATTTATGTGCATTTATTGGGTGTCAA
TGTGTGTAGTCATATATGCCACAGTATATGTGTGGAGGCTGAAGGACAAGCTTAATTTTC
TTCCACATTGTTTAAGACAGGATCTCCTGTTCACTGGTCTAGCTGGCTAGCACCAGGGAT
TCGTTTGTATCTACTGGGGTTTTACACACACACACACACACACACACACACACACACACA
CACACACACACAAAACCTCACTTTGCTTTTACATGGGCTCTCAGGATTCAAACTCAGGCC
CTCACCTTTGTACAGTAAACACTTTACTCTTGGAGCTACCTCCCCTGGCCTGGTTACTTT
TCATTAGCTCTGATTGGATCACATGGCTACTCTATCAATGACATCTGAGTTCAATAGATT
GTTGAACCTTGGCTTGAGTCATAGGGGAGGCACAGGATCCACAGCTTCTTCAGAGCTGGA
CAGGATCCCTTAAGGAGGGAATTGGGACACACACTGAATACCAGGCAGCAAAATCTGCAA
CATTCTTCCCATTGAGCTGTTGTCATTTCATGGTAGCATTGCTGGGAAAGCCAGCCACTG
GCACACTCAAGAGAAGAGATGCATGAATATACAGCCTTCTTTCTCTAAATAGAACATCGT
CTATGCTACTGAAGACAGGTGCTTGTTTAGCTTGTGCTGAGCACTCCCCAGACAAGAGGG
TTGCAGCCATCCCTCCTGCTCTGGATTCTTGTGGGCTTAGCAATTTTCTTTAATGAGAAG
CTGGGCTAGGGGCATTTATTATGGTGTAATGAGTGTGTTCAGAGGGAAATGAAAGGGCTG
TGTTTGTTCATGTTCCTGAAAGTCAGAGCGATAAAAAGCAAGCAGTCTAGCTAGGCAGGG
GTAGCACATGCCTTTAATCCCCACACTTGGGAGACAGAGGCAGGTGGATCTCTGAGTTAA
GGGCCAGCCTGATCTACACAGAGAGAGTTCCAGGACAGCCAGAACTACACAGAGAAACCT
GTCTTGAAAAAAAAAAAAAAACAAGACAAAACAAGAAACAGCAAGCAGTCTCATGGGTAC
TAAGTGAGAAAGAATTGTCTCATCTATGAAATGACTTTGGATAATATTAGCATCTCGCAA
GATCTGTGGTTATATTATAACTCATCTTGTTTTTATTATGTACAATTCTGTTGGGCATTT
GGAAACAAGAACTCATATGCTGTGTTGAGTTGCTGTGCGTTGGTGGGATTATATTGCATA
ATTCATATGCCACTTCCTATATTGTTAGTTCATACCCTTTATAGAAAGATAACGGCAAGA
GGTTTCACTCCAATTTCTTACAACACATAAATTTGAGATAACTGGGCAGGGATCTTGTAT
CCTGAAGTTACCCATCCAATGCTCTTCTATGGGTCTTAAAGTTGAACAATGGGGGAGTCT
AGCGACCCTTTGGAAATGGTGTGGGCCCTGGACTGGGACTGTTTTCATTAACAAAAAAAA
TCAATCCTTAGGGCTGGGAAGATGGCTCAGTGGGGAAAGCATGAGGACCAGAGTTCAGAT
TCCCAGCAGCCATATAAAAAGAGCTGAGTCCACCAGTGCATGCCTCTTAGTTCAGCACTG
GGAAGGCAGAGGCAGGAGGATGTCTGCAATGTTGTTGTCTAGTCTTGCTGAAGTGATGAT
TTCCAGATTCAGTGAGGAACTCTGCTTCAGAAGTAGAGACTGATACAGGAAGACTTCTGA
TGTTAACCTCTGTGATGCAGGAAGACATCTGATGTTAACCTCTGGCCTCCTCATGCACTC
ACACCCATGGGCATCCTCTACACTCAAACACACGCATACCACACCACACATGCATGTAAT
GCTTTAAGCATCAGGTGTTGTGATGCCTCTGCAGTGAGACACCATCTCATCTCAGTGTGT
CTGTTAATATTTTTAAAATGTGGCAGAAAAGAAACTCACACACGTGTGGTGGGAGTGTAA
GCTAGTTCAACTGTCACAGAGAAGAATATGTATGCACCTCAAAGAGAGAAACCCAAAACA
GAACTATCATGAATCGTTATTCAACCGTTGCTGACATAGCCTAAAGAGATGAAATTAGCA
TATTAAAAACATACCTGCACCAAACTATCATGATTTATTATATTCAACTGCTGGTTACAT
AGCCCAAAGACAAAAAAAATTAGTATATTAAAAACATACCTGCATAGCTGTGTTCATGTG
ACACTATTCTCAGTAGCTATGGAAATAGCCTGAGGGCCTGTCAGTGGATGAATGGTAAAG
AAAATATGATATTCATAAACAAAGAAGTCCCATTCATCCATGGATATAATGTCCTGCCGT
CTGCAGCGAGATAGAAAGTGAATATATTATGCCACATATTCCTTCTCATAGCTGGAAGCT
AAAATGCCAGCTTCATGTAGAACATTGACTATTAGAGCTCCAGGAAGTGTAGATAAAGGG
AGGCTGGGCTTGAATAGAACACACTGAGCAACATTAATACACATTCATCAAAATAGAGTA
TCATCAATAAAGGACATTATTATGATAACCAGTATTCAGAGGAGATTGTGTATACCCATT
CCCCAGACAAAAAAGTAATGATTAGAACTTGGCCAAAGTATGTAAGATCAGCACTAAGCA
TTGGGAAAGATAGAGCCTAGTTTCTTTGTTCCACTATACTGCCAGAATTACTATACTGGA
GAAACTTATGAGTCTTTCATCTAGGTAGTTGGTACCTTAAGTCAGAGGGACTCATGACTT
GTACCATGCCACTCAAAGACTCTCTGGTATGAATGGCACCCAGAGACATGGTGCCTAGCA
CCCTCAGAGTTCCTACTCAACATCTGTCCATCTAAAACCCCAAGCCCTGGAGCTGGGGAG
ATGGCTCAGTTGATACAGCGCTTGCTTGCTACAAGCATGAACTAAGTATGAGCCACAGAG
ACTACACAAAACAGCCATGTGGAGACGTGAACTTGTCATGTTCTGGGGAGGTGGAGACAT
GCAGATCCCTGGAGCTTGTTGGCCAGTAGCCTAGCCCAGCTGGCAAGCTCCAGGTCAGTG
AGAGAAGCTTCCTCAAAAAAAAATCAAGGTTTATCTCCGGAAGAACAGTATCCAAGGTTG
ACCTCTGGCCTCCATGCACTCCCACCTGCACAAGTACATGCACATCAGCACCCACACACA
TAAACACAAACACATGTACATAGAGATACAGGACACACAGGAACACATAAATTCCATACC
TCAGCTCTTACCTTCTCCCCTCCTTGGTTTTTTGAGATAGCATCTCCCTGAGAGTCCTGG
CTGTCCAAGAGCTCACTGTGTAGACCAGGTTGGCCTTGAACTCACAGAGATCCTGCCTGC
TCAGTTGCTGAGATTAAAGGTGTATGCCACCATGCTGGGCCCAATCTCCATTACTTAGGA
CTTGGTTTAAATGTTTCTGCTTTTAATCTCATGTGAATTCAGATTTACAAAAACTTGCCA
CTGTAAATTAACTCGTATCTTCACATTCTCTCTGCTTTGTTTCTGGGGCTGGAATTTAGG
AAGAAGAACCCCATCAAGAGCCCCAGTGTCCTGAGTTGGAACAGAAGATGCTATCAGGTA
CAGTACGGTCATCGTGGCTTGTCTTCGGCTGGCTGCTGTTACTTACAGCTGGGCTTGGCT
CTGCCAAAAGATTTGTGGGTGACAAAGGCAAATCTCCCTGTTACAGATGGTTGGAAACAA
GGCTAGAAGTGTTACTAGAGATGAGGTCCAGGCAGAACACCTGGCCAACAAAACACATCG
TACTACAAAAATAGCTTGTCCCCATCCTTGTCCTCTTTCTTGCACTAGTAACATTTATGG
ATGAGGCGGTACTTAGAAGGGAGACTGTGGTGATGATGGTGATAGTATAGATGGTGGTGA
AGAAGGATTTCAGAGTCAGGAATAAAGATAAGGAGTCTGTGAGATCCAGAGGGAAAGGAG
GACACTGGGAAAACAAGGCCCTCTAAAGCAACATTACTGATGCTCATATGAACTCAGAGA
CTGATGCAGCATGCATAGGGGCTGAACAGGGCTGCACCAGGTCCTCTGTGGATATAAGAC
GGCATCCAACCTAATGTTTCCTACGGGATCCCCAAGGGTGGGAACAAGTGATTCTTGGGA
TCTTTTATTTTCTTTATTTGTCTTGTCCAACTTCGATGTGATAGTTTTTGTTTTATCTTG
CTATATTTTATTGTTACCCCTTAGAAGCTTGCTTTGTTTTTCTAGTGAGAGATAGAAAGG
GAGTGGATCTGGATGAGAGGGGTGTGAGAAGGAACTGGGCGGAGTAGAGGGAAGAGAAAT
GTAATCAGGATAAATCATGTGTTGGGGGGGGGTCCTATTTTCAATAAAAAGAAAAGGAGA
GTAGTTGTTTACTGAAATCCTTATAATTATCTTGGGAGATGTTATTTGGATCCCTTGGCT
GTTTTTCTTCTAAATGTTAGTGTGGAGTTAAGCCTGTAGTTTTGCTGAAGTTATTTATTT
CATAATGGGCAGGGCTTATGTGGAAACAAACAAATGATGAGAAAGTTTATAACTTCAGAC
TGTAGCCAGTGATGATCACGAGAAGCAATGGTTGGAAAAATAAACGTTAGTGGGGAAGAC
TTAAACAGAGTAAAAGCTAACTCTCAAGACTCCCCGCCTTTGTTTCCTAACAACCACTGT
GTTTTGTATGACTCAGTATTGAAAGATGGCTCCAGATATGAAGGTTGCTAGAAGACGCTT
ATCAGTTAGTAGAAATCAGGCAGTAAAGGTTACAAAAATCAACATGATAAAGGAAAGATG
AAGCAAAATCAGAAAAAGAAAAGTAGTCGTCTTTGGCATGATGGAGGAAAAGGTTAGCTA
TTAGCCAGCCATGGCATCTTCTACTATATGTATTTGTTTATGTATGTGTTCATGTCATTG
AGCATGTGGGGTGGTCAGCGTGCAGCTTGCAGGACTTGGTTCTCAGCATCTACCATGTAG
GTCTCGGGGATAGAACTCAGGCTTGGTAGCAAGTGTTTATGCATTGGGCTATCTCAGTAG
CATACCGTTTCCTTCTACAGCTATTCAGCCCTTGTTTCCATACCTGTATCCCCATCAAAT
ATGACCATTGCTTTGGTTTAGTGACTCTTTCTAGGATACGCTCCCCTTGCAGATCCCTGT
ATTCCTTGCTCATTGGTTAGATGTTAGCTTTGATGTACTGTTCCCCCAGAAAACTTCCCT
GATCACTTCATACTCCTCTGTGTCACTTTTCACCCTACTGCCTTTCTTTTTGGACACTTG
GAACATAGAGCATACATATAACAGTCATTGGTAGGTCTCCCCCTACCAATGAAATTGTTA
GATATCGGAGTGTGATTTCAATCCTCCTGCCTCTACCTCCAAGTGCCGAGGTTACAGCTG
TGTATTGCTATACTCACTTTATGTGATGCTGGGGATTAAACCAAGGGCCTTATGCATAGT
AGACAAGCACTCTTCCACCTAAGTTACAATCTCAGCCCTTAGGAGTCTCTTGGTAGTGAG
TCCCCTGTGTGCATTTGTGTAAGGTAGTGTTTTTCTTCTGTGAGGAGATGAACATGGTTT
GGTGAAGGCTATCTCTGTGCTTGGCTTTGATTTTTCAATTAAACAAAAAGAATCAGACAT
GGTGCTTGTAGTTGTGACAATAGAACGTGTTGAAGAGACAGATATGTTTATAACACAAGA
AATGCTATGAGATGACAGTGCCATCAAAGTGCAGCTGGCTGCTGGGAAGAGGAGACAGCT
GGTCCACACTGGGGACTGTGACCAGGAAGGCAGTGTCAACCTTGGGGTTGAAGACACTTG
CAATGATGCTTGGAGTTGGAAAGGAGGGGCATAAGGCAGAGATGACATCACACCCTTTGT
CCTGGAAAATGCCTCTAAGTGTCCCTTTGTACTTGTGCCCTTGATTGTCAACTCCTCAGA
TAATGCTCATTGCTGGGACCACACAAAATCAGCCAATGAGGAGATCAGGAGCCCAGGAGC
GTAGAAGTGGTATTTGCTTTGTTCACTGAGTGTCTACTGTAGTTTGAGGGCATTTGTTCA
TATGTGTGGGAAAGCACTGCCACACTCAAAAGCTTTTCTTTCGTGAGTGTACACATGTAG
GTGAGAGGGGTTTATAGGCATTCACAGGCATGTGCATGTGGGTGCCAAAGATCAACTTCA
AGAATCATTCTTCCAAATTTGCATCTTGGTTTTTTATTTGTTTGTTTGTTTTTGAGACAG
CGTGTTGCACTGGCCTGGATCTTGCCAAACTGCCTAGGTCAACTGGTTAGTGACTAAGCT
CTGCCTATGTGCCGACCTAGAACTGGCTTTCTTAATGGGTTCTGAGGATTGAACTAAGGT
TCTCATGCCTGCATGGCAAGAATTTTACCGAGAGGGCCATGTCTCTAGCCCTGTACAAGG
ATTTTCAAGGATACCATTGACTCCACTGAATTCCATGACATCCTAGGGAGAGAAGAATAT
TTCGTTTCCATTCTGCTAATGTCCTGGTCTTTAGGACCTCTGAGGGTGTCACTAGGAATC
GGGCATCCTAATAAGAGTCTTCTCAGCAAATACACTGGGACTCAGAGCACAGCTGGGAAA
AACACTTCTGTGGAAAAGGAGAAACTATGCTTAGTTTGAAAATTAGAATCCCAAGACAGG
TAACATGGTGTACATCACACCAGTCATCCTGGCATTCAGAAGCAAGAGGATCATGAAGCC
AGCCTTGGCTATGTAGTGAGTAAGACACTATCTGAAGAAAAAAAGAGAAGAAAGGAAAAA
GGAAAGAAATTTAGAATCACAATTTCTTTGTTATTATTGTCAATTTATATTTGGGACATA
TGAATACGTGGCTTCTGTCTTATTATCCTAAAATTCCACCTAATAATTCTATTCTGTAAG
TAGAAATTTCAAGCTAAAAACACAGTCTCTTACTACTTATTTATAGATTTAAGGTTTTAT
TTATTTGTGCATCTGTGTGAGATTTTCTGTACAAGTGAGCAGAAGGAGGCATCATATCTC
CTGTAGCTGGCTTTATGTGTAGTTGTTACCTGCCCAGTATAGGTGCTGGAACCAAACCCA
GATGCTCTGGGAAAGAAAAAAAGTACCCTGGTGTGAGGAGCGGGTGTGGCAGCAGTCCCA
AGAAGGCGCCAGGGACTGCAGCTAAGTCTTATGACTTGCACCTGACTTCCTCATACACCT
GAAAATAAGCCACAACCATCGTGAGAGCTGCGCAGGTGCACCATGATGCTGGCGGTTTAA
ACAAGTCCATATTTGGTGGAGACATGCCCCTGCCTCCCTGATTGGCTGAAGCTGCGTGCC
TGGTGAGGTGACGCGGCCTGCTGTGAGTGGATGGGGACTGAGAGTATATAAGAATGAGAG
GCCCAGGGTTCGGGAGAGAAAGATGAAGCAAGAGAGATGAAGACTGAAGTTTGCTGAATA
AACTGCTGTTAGAAGGACTGGTGGTCGTGTCCTTCTTGCTGGTCGAGAGCAGATGCGACA
CCCTGGACCCAGAGCCATCTCTCCAGCTGCAGAGTCTCAGCATTTCTAAAATTCTGTGGA
TTTACTCAGTCCGTGCTTACTATAGAGAACTTTATTCAGGGCTTACTGCTGAAGGGCTAT
TTCTAGCTTAGCTTTGAGATATCCTATATTTGTGAATCATTCTTTGAAATTCTGTTAGGT
ACAAAGTGGATAGGTTGTGTTGGCTAAATTATTTCAAAACTATGAAAGTGTAATATCAGG
AAGAATTTATTGGATGTCTACTATGTGTCAGATATCGTGTGAAGATATTAGGCAGCTAAA
TGCATAATTACAGCACTCTACCAACAAGAAATGAAGCCATTAAACACATTAGAAGAAATA
TATACTATACAAATGATAACCTTTAAACAAGTAAAATGTAAATTATGGAGAAACCAGAGT
GCTGAGGAAGCCTTGTCGCCATGGGCCTTATAGTCAAACATAGCCTGTAATTTATAGAGA
CAGGGGACCAAGAACAAGAGCAGAACATAGCATGTGTCCAATGAGAGACAAAAACAGAGG
GCCAGGGAGACAGTTTAGTCAGTAAAGAGTTTGCCTTGCAAGCACAAGGACCTGAGTTCA
ATCCCCAGCATTCATATTTAGAAAAACCAAACGCAACCCAAACCCGACCCAACCCAACCC
AACCCAACTCAAACTAACAAATAAAAACAAAAACCAAAGCTGGTATTGTGGAGTGTGTGC
GTACCCCCAGTGCTGCAGAGGTACAGAGAGCCGCTCTTCTTGGTCAGCCAGAGTCTTCTG
TTTGTCAAGCTCCATATCAGTATGATTCTGTCCAAAAATAACGTAGGGAGCTGCAGAGAT
TACTCAGTGGTTAAAGCATTTGCCACGCAAGCAAGAAGAGCAAAGCTCCCAGAACCCATG
TAAGTGTTTAGTGGGCCTGGCCACTTGCCTGTAATTCTAGCCTTGGGAGGCAGAGGTAGG
GGACTGTGCCAGAGCAGGTTAGTGAGGCAGGGTAGTTGTATTGACGAAGTCTGTGCTTGA
TTGTGAGACTCTGCCTCAAAAGGCAAGGTAGAAGAACAAGACAGGAAGATCCCCAGTACT
AACCTAGGACCTCCACATATGTGTTCATACACATGAGAACATGTATGCATACACATGCAC
ACCACACATACATGCACATGAAACAAAGAAAAGTCAAAACAACAGCAAAAATATCAAAGT
GGATGGTATCTGAGGGCTTACAACTCCAGGTTGTCTTCTGATTGGCACGTGTGTGCCTTC
AGGCACTCCTATACACACACAAAAAAATGCACATGCTTGCACATGTGTGCACATACATGA
GCACATGCACACATGCTCAAGAGTAGAGGACAACTGGAACTCTCAAGGGATGACATGACC
AACTGGGGTATTCAGGATTTTTTCTCAGAGAACATGATATATGAAGCAGGCTACAAAGAT
GGATATAGAATTCGTTTGTCAAGAGATATACATTATTAGCCGGGGCATTAATAACGTGAA
AACCAATTACTTTAATCGATATTACTCACAGTGATATCTACTTGGAGATCAGACCTTTTC
TTGGACTGATGACCTAATCCTTAGGTGTCTGTTACTATATCTGGCCTTGAGATCTATAGT
CTATATGTGTAGGGGCCGCCTGGGAAGCAATGGCAGTTCTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTTTAATCCTAATTACTGTCATTGTTCTCTGTTTTCAACAGTGCTTATGCTC
ACTTGAAGGGTTTCTTGACTGTAGTAGACAGAACCCCAGTGCCTACCTAGAAGCAGGTGT
CATTTCCCTGAGCTTCCATGGACATCTAGCTAGCACACAGGTGTCCCCTTATATAATATC
TGTTTCTCAGAGATGCATTGCTCAGTGCTATCCACTGCTGCTCCCTTTCAGCAAGGGGAA
CATGGAGCGGGGCTTGCAGGTAGATAACTGATTACTCTTACCTCCAGCCAGCTCTTCTTA
TGCCCCTTCCTCTTTGCTGGTCTTTCTCCCAGTATACTTAGCCACCACATGATCATCAAC
ATCTTGAAACTAGAGCAGCTGGGAGCACATCAGTGTGGTGTAGTCTTCTCACAAGACCCT
CTCTTGTGGGAACATATATGCTCCTCAGAGTAGAAAGGAGACCACGAGAGGAGAAACTCT
TAAGGAAGAAAGGGAAAGAGAGGGTAATTGAGTCCATGCCATGTTAACCTGGAAGCGGAG
AGTGTCTTCGAGAAGAAAGAAACAAGCCAGAGAAAGGCAGAGAGCCTAAGGCGAAAGGCA
ACAGAGGGCAGGGACAAAGGAGAACAAAGAGAACAAAGCATAATGAGCCACGTGTATGGA
GATGCCGCAATGAAACACATAGGCTGGCTTAAAAATTAATAAATAAATACATCCCCTTGT
TGAAGGATGGAGGGCACATGATGCCCCTCCACAACACTTAGCAAGGTGGGTAGACTCTTA
CTTAGGTTTCCTATCATTGCCCATATGCTGACCATGCTTTTGTGAATCCCCATTCCCCTG
CTTCTGTAAGCAATTCCAACTAAACTCACTGGTTCACCAAGCTTGCCTGGAACAGAGTCT
TTTGCTGGTGCCTTATTTCTGAAGCACAACCACATATCACCTCCTCCTCCTCAGTGTTTG
GCTCCTAGCTTTTTGAACAGCAAAGGGTGGGCTGTCAGGCACACAGCCATTACTACAGTG
GGATTTTAAATTTCAAAATTACCCAGAGAATGAAAACCTATGGAAGCTATTTTTAATATC
AGCACATAGGCAAAGAAGGGTGGGTGGAATGGAGGGTGAGTAGGGGAGACACTGTTGGAG
GTAATTCTGTCACGTGGCCATACCTTTCTTTACCCCAGCACAGGAATACCAAAATTCACG
GACAAACACACCAAAGGCTCCATTAGGCTGTGTGCTTCCTGAGAGCAGTGGACTGTGTCT
TAGTTAGGGTTTCATCGCTATGAAGGAACACCATGACCATGAAAACTCTTACAAAAGAAA
ACATTTAACTGGGGCTCTGCTTAGAGTTTCAGAGGAATATTCCATTGTCACCATGGCAGG
AAGTATGGCAACATTGATGCAGACATGGAGCTTGAGGAGCCGAGGGTTTTACATCTTCAT
CTGCAGGCTGCAGAAGGGGACCATGTGCCACAGTAGGGCAAGTAGCACAAACATATGAGG
ACTCAAAGCCTGCTCCCACAGTGACGCACTTTCTCCAACAAGGCCACACCTACTTCAACA
AGGCCACACCTCCTAATACTGCCACTCCCCGTGGGCCAAGTACCACACACACACATACAC
ATACACACACACACACACACACACGGACACGGACACGGACACGGACACGGACACAAGAGT
CTGTGGGAGTCAAAGCCATTCAAACCACTGCAGACTGCATCGGTTCAAAGATGAAGCCAG
AGCCAAGGGAGATTGAGCTCAGTGAGCAAAGTGTTTGCTGTGCAAGCTTGAGGACCTGAG
TTTGAATGCCCACACCTACACCAACGGCCAGCATGCCAGCAAGTGTCAGTTGGAAGCTGA
GCCAAGCATATCTCATGGGCTGGTTGGTCATCCAGCCCAGCTGAAATGGCCAGTTCTAAG
TTCTCTGCAAGACTCCATCTCAAAAAAATGAAGTAGACAAGTTGTCAATGCAGACCTACT
GATGTCAACCTCTAGCTTGCACTGCCCCCCCCCAATCCCTCACAACATGGGCAAGCACAC
TCACTTCACACAAATACGCCCCTCACATGCTTGCATGCACATAACTTTTAAAAAGAAGGG
AAAAATGAAGTCAGATTCTCCGTGGGAAGGTGAAATTTCAAAGATGCATCACATCTATTA
GACAGAGTACTCAGTGTGAAAATAAAGGGAAGGATGTAAGATCGGGCTTACAAATGCACT
GGGAAGAGAAAGACTGAGACTCTGGTTTTGTGAATAATCACAGCATGTCAGTGGAGGCTT
TGTGAGTGGAAATACTCCACACTTATGCTCTTCTGTGCTGTAGTCAAGACTGTGTTGTTT
AATAGACAGCAGGACAGAGCTACCTTACTAATAGTGACAAGAAGGGGGCCCAATGCCAAA
CAGAACCATTTGTCAGCACAAAGGTGCATCCTGAAGCTTGGCAGCCTGGTAAGCCCATAA
CTGGAAACAGCCGAAAACAGGGACAAACCTGCATATGTCTTGTTTTCTGAGAACAACCCC
ACTTCTCAGAAACTTCTATGCTCGAGGCCCTCTCTGACTATAATAATCAGGGTGGAGAAA
CAGAGCCACTAGGCTATAGATTAAGAGATGTTTGACGAGGGACTGGCTAATATAGCCTGC
GCTCTGTCACTGTGAACTTCAGCCCCAGGAAAGCTGGTAGTATAACTCTAAGTCTGAAGG
CCTGAGACCAAAGGAGCCACTGGTGTCAAATCGTAACCCAAGGTCAATGGAAGAGTTTTC
ACACTGCCTCAGTTCTTCTCGCCTCGATGTCGAAACACCTCATCTAAAAATGTTCATGGA
AGAACTGTTGCCTCTGGCTGGGTTTCAGAGGGTCTGGTTTGTGACTGATTGGCCCCACAC
ACTCGAGCAGAACCTCATCCTGGTAGAATTATGTGGCAGAGGACCTTCTGTCAGGGTGAA
GAAGAAGAGAAGGAGGAAGAGGAGGAAAAGGAGGAAAAGGAGGAAGGAGGGAGGAAGGGG
GAGGAGGATGAATAGGAGAGAAGAGGGGGAGGAATAGGAGCAAAGAAGGAGAAGGAGGAA
GAGCAGAAGGAGGAGAGAAGCATTGACTAAGATGTAATCCTTTCTACAGACTGTGCCTCA
CTTCCTCCAACCCATCCCTACCGTCTAAAGTTTTCATAACTTCCCCAAATATCACCGCCA
GCTGGGGACCAAGTGTTTAAGACAAGTACCCGTGTAAGCCATATTCAAATCTCAACACCC
AACCCGAGCAAACAAGCTTCTCCTCTGGCTTCATTCCGACTCTCTATAGCATAGATGATT
TTTCCCACTTCACAGGTAGACGGCTTTACTGAGAGCCCTCCTTCCTAATACTCACCTTCT
GGAAACATCCTGACATAAATACCTAAAATTAGCCTGTGCGCCTTGGGCCTGGTCAAGTTC
ACCCATAGAATGAACACTTTCCCCAGGGTAGGTTCCTTTCCTATTAGCCTGTCCATGGAA
CGTGTTCCTTCCTCTGAGTCCTCTATGCTCATCTTACATTTTATTTTAGAAAGCAACTCT
TTGGGTTTATGTATGTATTTGTTTTATGTGCATATGTGTGTGCCTGCATGCATATACGTG
CACTCCCTGTGTGTTAGACCCTGAAGAGGTCAGAAGGTGTTAGATCCTTTTGAAATGGGG
TTACAGGTGTTTGTGAGTAGTCGTGTGGGGGCTGGGAACTGATCCCAGGGCCATGAGTAA
TAAGTGTTCTAAACCAGTGAGTCATTCGTCACCCCTCTTTCCCAGTACCCGGGGGCATAG
TGGGGTAGAGGTCTGGGGGTGGGGGTGGGGGTGAGAAATAGGAGAGAGACAGAGACAGAG
GCAGAGAGGGAATTTTACTTATCGAATTAAACTTGTATCCAGATCTCAACTACTTCTGGT
CAGTGTTGCAAAGATTCCCAGGGTCAGCCGTGTAACTTAGAGCTACCAAGCAACTGTGGA
GTTTAGCGAGTACACCCTCTTTTTGCCAAGGGTCCCCTGGGGCTGATTGGGATCCAGCAA
ATTTTCAGAATTGGCAGGGTGACACAGTTTAGGCAAGTTTTCACTTCCTGTGGTTTGTAG
GTTACTTAAGTGTGAAGTAACAAACCTCAAACGGTTAAAATTCTCCAACCGAAAATGGTC
ACAGTGAGCACAAGGAGACAAAGCTCTGTGGTGTTTGTAGCCTGGGAGGAAGTGAGACCA
AGGCTTGGCGAGCAGAACCTGGTTTTTCCATACATGAAGCTAGCCCTGGGGGAGGGCCAT
CTGGGCAGCGGTTAGAGTCAGGCCTTCTGCCTGGGTAAAGATAGCAAGGCATGTTTGTTC
ACACAAATAAAATGTCAGGTTCTCTTTTTGCCTCCTCTTCCCTCCCTCTATTCCCCTCCC
ATTTCCCCCTCCTACCTCCCCCTCTGCCTCTGCCTCCGCCTCCGCCTCCCCTCCCCCTCT
CCTCCCTCTGTGTGTGTGTGTGTGCATGTATATTTACATGCGTGTGTGGTATATGTGGAG
TCTGGAGGATGGCAGGGAGTGCCTTCCTCAGTGACTCTCCTACTTACACAGTGAGGCAGG
GGCTTTTGATTGAAGCCACCAGAGCTTGCCTGGTCTAGCTAGACAGCTGGCTCCATGGTT
CCCTTGTCTCTGCCTCCCTAGTACATAAGTAGGCCACCAGGCTAGGCTTTCTGTTTACAT
GTATGCTCTGGGCCTGACCTCTTGTCCTTTACATATGTGTAGCCAACACTTTACCTACTG
AGTCTCTCCTCATGCCCATGGAGCCGCCTCCCCAGCGGAGCTTTTCTGCGTTCCTTGTAG
AACAGTCTAAAGTGAGCCCTCCACTAAAATAAGCTATCTGAAACACACATGCCCTTTGAT
GGCACAAATGATTCATGTGTCGCCCACCCAGAGTCTCCCCAGGCTCTGGCCAGAGAGTAG
ATAATTACTCACACACCAAGGTGAGGGGAAAGACAGGTAAAGTGGCAGAGGTGACTCCAG
CTATTTGGGAGGCTGAGGAAATAGGAACTCATAGTCAAAAGCTACATAGGCTACAGGGTG
AGTTCAAGGGCAGCTGGGCAACTTAGTGAGGCTGGAGAGCCGAGTTTTAAATAGAGTTAA
AGGGGGGGAGGAGGTTATAGCTTAGTAGCAGCCCAGCTGCTTAGCTAGTGCTCTTGGGTG
TGCAAGGCTCCCGCTTTAATCCCCAGGACTAGGAGGGAGGGTTAGGCGAACCTTTTACAA
GAGGTTTTACTGGGATTAGTGGTGAGTTTCTAGGGAAATCTGCCTGCTCCCCACTCCTTC
ATCCATAAGACTCTTAGGTTTGCATGGATTGTGACGTCACTGCACACCAGCACTGTGTTC
TCCCTGGGCTTCTCTATGCCACCTTCATTTGTTACAAGCAAGGGGAGAGGGAGAAAGAGA
GGGAGGGGGAGGAAGGGAGAAGGAGAGAGAGAGAGTAAGAGAGGAGAGAGGAGAGGGGGA
GGGGAGGGGAGGGGGAGGGGGAGAAAGAGAGGGGAGGGAGGAAAGGAGAGAGGAGAGAGA
CCAGAACAATCCTTTAATACAGTGAGCCAGGCTTGTACGTGGCTATTGCCAGGTTGGGCG
GAGTGCTAAAACATGCCAAACATCCTGAATGAAACCTGGGTCATAGCAGGTGCTTAGTAG
GTATCTGGATGAGGTAGGGATGTTTGTCTAGTCTCTTAAACTATTAGTTCAGGTGGGTGA
GCCAGAAACCAAACGCTTTATCTTCTGTTTGTTGTTTTCCTTCCGCTTCCCACACAATGC
CTGGAATGTGTAAGAACTCACTGAATCATGAACCAGGGACTGAGTCAATTAGAGTGATGT
AAAGACTTTTGCTCATTTGGGGATTCTGTAAACAAGAAGTTACTCAGGGTGCTCCATAGG
ATGTCAGAGCTGAGTCAGACTCGGATCCTGCCTCCAGGAAACCAAATGTTTCCTTTATCT
CTAGTTTACTGTCTTTCCATGTGCTTAAACCTAGGGCAGTTTCTGAGGCCTTTTACTAGG
AAAAACAAACAACAAACAAAATTATCATGGATCTCAGATGACTTCGAACAAAGACTGGTT
TCCTGAGTGCAGTTATGAGTCTTAACAAGGGCTTGGGGGTGTAGTTCAGTGGTAGAGAGC
TTGCCTAGGCTCTGGGTTCTGCATTGAACTCTCAGCATCTCAACAAACAAATGAGTGAAG
GGAAAAAAATTGATCATCTAACCTTCTAGCCTACATATCAAACCACTCGCCTTTGTTTCA
CACACTAGAGGTTGGATTTCACTCTCTTCCTGAAAAGGTGGGAAGAGGAATCAGTCTCAA
GGAAGTGAAATGTGGCAGAAGGCCATGAACTCTGACCTAATTCATAAGGAAACATTTCTT
GAATTTACTATTGATCCTGCATTGTCAAATATAGATAGGAAATAGAAGAGAATTGTTTAT
TATTATTATTGTTTATTATTATCATATTATTATTATTATTATTATTATTACTGCTTAGTG
TCTTCTACACTGGTTGCCTTAGACAAAGAAGAACCATTTCTCTAGTGACCAGAGAAGGGA
GTAACATGTTCCAGGGGAGAGGAAGGCAGCAATGGTCCCTTCAGGGTCTGGGATGGAAAG
AGATTTCTTTGTTTGCTTTAAATGATATGAAATATTCTTCTAGCCCACTGCCATTTTGTA
TCCAGAAGGGAGTCAGCCAGTGGCACAGAATTTCTAAGTTCTTAGTCCCCTCTTTAGCTA
AACTAAACTTAAAAAGTTCACCAAGATGGCAACCTCTGTACAAACACTGGCTTTCCTTAA
TTCAGAAAATGCCCTGGGGCATTAATTGTTCATGAATAAGAAAATGCCAAAGAATAATAA
AAATGAGGCTTTGGCTTAGACCTCTGCATTTAGCTGCTTTCCCATTTGACCTGCGGTTGC
TTAACTGGATATTTGTGTCCTAGACAGTGGCTTAGAGGTTCCACTTTGGCCTTAACTGAG
ATTGACACTGTGTCCACAAGGAAGATACCCTGGTGGCTCTGTTTCTTATGAATCTACATT
CTCTATGTCTCTTAAGACAATGAAAGTAGAGGCATGGAAATTTCCAGAAGTTTACCTACA
AGATATATTGGTTATCTAGGGTAAAATATTCAGTATGGTAATTTGTAGAATTGAACTGCC
TGAAATTTTAATGTCACAAAATCTGTACCTATACTACTCTAGATTTTAATTGTGACTATT
GTGTTCGTATGCAATATATATATATATATATATATATATATATATATATATATATATATA
TAGTCATGTGTGCAAGTGTATGTGGAGGTCAGAGGACACTTTTGTGAATTGCTTCTCTCT
TTCCAAATTCAGAGGTCAAGCTTGGGTTTCCAGGCTACCCAGGAAGCACTTTTACCCACT
GAGCCATCTCCAGACCCCAATTTTACCTTTTAAAATATATTCTTTGTATGCTTCAAACTG
AGTGTGGTCTCTTGGCCAAGAACTCTTGGAGGAGGAAGTGTTGTGAAGGGGATATTTGCG
TACGAAGTCTGAAGTCAGGCTCTCCAAGCTTCTCTTGGAAAAACCTGTAAGTCCTGCCCA
CTTCTCTTTTCACTCCCCCCTGTATGGGTTTGAACCCCTAACTCGCTCCCTTTTTGGAGT
GTTCCTTTCTTCCCATTCTCAGGATGCAGAGAGCAGAAATTATCTAGAAGTTCTAGCGGG
CAATAGCATGAATGTCTAAGATAGAAATCTCAGAGAGTCATGGATACCGTGATTTTTGCT
GGTTATTCTTGTCCCTTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTC
CTCCTCCTCCTCCTCCTCCTCTTCTTCTTCTTCTTCTCCTCCTCCTCCTCCTCCTCCTCC
TCCTCCTCCTCCTCCTCCTCCTTTTCCTTCTTGAGACAAGGCCTCATAAAAGGTTGAACT
CTCTACATGGCTGAAGGTGACCCTGAACTCCTGACCCTCCTGCTTCTACCACCTCCTAAA
TTTTGGATTACAGGTGCCACCATGCCATCCACATTCAGCTCATTTATTCTCATACATACT
CTAGTTCCACCGGTTTTGCAGATGTGATATCTTACCAGATGTTTTGATCTCTCAAGGCGG
GTCAGTAGACCCATCTCCTCAATGGCTACACAGGGGGATTCAGACTGGTCCTCACTGTTT
CTCCAGAGCCCTCAATATAGCAGTGGCAAACAATGAAGTTTGGGTGTGTGGCCAACCATC
TCAGCTGCCCATGTTCCCTTCTTGTCAATGTACTGTCCCCACTTCTAGCACCTGTATGCC
TTTGCACAGAGTCTCTTCCTACTTGTCTTGGAAATGGTCCCCTCTGAGAACAGCTCCTCT
TTAGTGAATGAATGAATGAATTAATGAATGAATGAATATGACAGTTTTCTCCCTTTTGCA
GAGGATGGTATAGCATGTTCTGCACTCCCAGTTTTCCCAGCAGAGTGAAGCCGTGCTACC
CTCAGGAGTATCTGGTGGATATAACTCCCTGGCAATTCTTTCCCTTGCCTATCTTATCCC
TACACCTAGCAACTCTTGCCTCAACTGCTCTGGTCAATATGTCTGTCTCATGGTCAGCTC
TGAGAGGACCTAAAAAGAGAGGGTCCATTGAGCATACTCAAGGATTAAACACTACTGTAT
CATATTTGAAAGAGAACACTTACTGAACAGGTGAAGAGAGGCAGTTGATTAGAACGGGTG
GAGAGAAGAGTCGGCTAAAGAGGTGGATTCTAGTAAATGGAATCTAATGTGATGGGTAGC
AGAAATCAGCAGAAGTAAATGATCTGTGTGTACCTTGGGAGAGTCAAGTCGGCAGCTTGG
TTCTGAGAGGCTGAGTCTCTTGGAAAATGACTCCTTCATACCACTCCCGGGTTTCAGCAC
CAGAGGAATGATGAGAAGGAGGAAGCCCCGACTCTTCTACAGTGTGGAGATTTCTATTGT
AGATATGAGGGAGAAGGCAGGCAGAGGGAAGAGTCCATACTGAACATGGCTGGCAGAGTA
AACCAGGCCTTGAGAGGAGACCAGAGGAATGAGAGGAGACACAGGGAGGAAGAGCAAGAG
AGGAGCTGATGACCAAGAGAGGTGACCCGGGCCAGGAGACTGGCATAGCCTAAAATGGCA
GAGTTCTATTGGCGTCAGGTTTGAGGAAGGGAAGTAGAAGCTCAGCCTGTGAGAAGGAGA
GGTTTAGGGTAGGGGATGGAATGGAGCCACAGGTAGTAAGTGAGACCTGTCCCAGGTTTC
CTTGAGACCAACATCTACTGGATAATAATAAAATTGTGACATGTAACAGGTTTAAATATA
AGTTAACGTATGTTCTTTAGAGTACTCATACCCGATTGGTCAGCATTATAGCTTGCCTCG
AAATTTCATACTTGATGGTCTTTTGCAGTTGTAATGTTCTAGTTGATCTATCTGTTAGAT
GTTTGATGATTGGTGAAAAGAAGTGATATTTATTCATCTTTAATTTCACTGTCTTGAAGC
ATATCTGTTCCCATATTTCAACTCAATTTGTGTATGCTTGATCTGACTTTGGATAAATTT
AAATCATGGTGTAGTTTAATTTTGAGTACTAAACCTGTACCCCAGTACTAAACCTGCACC
CCAGTATTCATCTCAATTGCTCATTGGCTCTGTGTAAACTTTTCTTGAGGGAAAAAAATC
AGCAAAAAATCAGCTTGGGAAAGAACACCTCTGGCTCTTTATCCCTCATACAAATGTTGA
AAGAGAACATAAAACACAGCAAAGTGTTAAAGCCTGTTCTGAAATAATGTTTTCCTGTCA
GCAAATTAACAGATTCTGGCTATAATTAGTAAATAAAGGAAATGCATGTCTATATTCCTC
ATAGCCACTGAGAAAATAGAAAATAATTCTGAAATCCCCCAAAGAGAGACCCTTACTACA
TGACTAACACCCTCCGGCGCATCCATTTAATTGTAGATTTTTGTTTGCTCATAGTCTTTA
AACAAACAAACAAACAAACAAAAAACAAAAAAAAAGCTCAGTTTCCAGGTTCCAGTTTCT
ACAGAAAGTGCAACAAGTAAGAGAAGCAGGCCTGTGTTCCTAAAGAAAACTCCAGTTGTG
CTCTCTCTCTAGCTGCCCCTCTGTATCCTGCCAGGCCCAGGCCGAGGGCATCTGAAGCTT
AAGCTCCTGGCTTAGAGGCTTAGGTTGTGAAAGGAAGTAGGAGCTGAGGAAGAGACACAA
ATAAGAAGCCATGCCATTTTTCAGACAAGAAGAAACTCTTCCCACGTGTTTTGTGAACCA
TGTTGTGTGTTTTTGCTCCTTTAGTAAAAGTTTCTGCTTTGTTATCAAAGGATCCAAGAA
GACAGTATGGGGCTGTTGCTATGGAAATGGGAGAGGAAATGCCCGTACCAAGCCTGTGAG
TGCTTACCTAAGCCAGAGATCTTTGCGCAATTCCCCAGCTTCCTGCAGTTGTGTGTTACT
TGGTACGAGGGGCTAATACTGTACTGTGTAAATGCTCTTCCTGGTTTCAGTGATGAAAGG
TTACGAAAGCTTTCACAACTCTGAAGATACCACTGAGAAATGCAGTCGTATCCTGGGTGG
TGTGGCTGGACCATTGGCAATAACCAGCTCTATCATGATGCTGCAGTAGCTGTCACCAGG
GATAGCCTGGGACCTGGGCTTCTCTAGAGAAGGGAGAGGCTCCTGCGTACTTCTGAGGGC
ACTGGGGTGGCAGTTGCTTGCCTCTGTTCTTGCTTGGAAACGCTGATGAGGTTAAATTGC
CTCAGGAGAATTTTTCCATCTGGCCGTGTGCCTGGCACCTTGCAGATGGAGTTTTGATCA
AGTACGATTCCAGTGTGTGTAGGAATCATGGAAAATTTCAGCTTGTTATGCTAAGGAGAA
GGAGACAAAGGGACAAACTGCCCTTAGCTTCCTCCAAGCTATGGAATCAAAGACTCAACA
AGTAGATGTACATTTCACCAAATCCTGGTTCTAATATTTGTCTTAGTTGTAATATGGTGG
CATCTGCCCATTCTGGACATATTTAACTTGTCCATGTGCTCCCTAAGTATTTACAGAGCC
TTTGCTCAGTGTTGGGTGAAGACGGGGGCGTCAGGTTCACATACTTGATGTTATGTTCAT
TTAAAGCCATTATTCTTGGCAACTTTAAAGTTCATGTATCCAGAACTTTATATAAACTTT
CATAATATTTTCAATGTGGATTCTTTTCACAGATGCCTTTTCTATAGTATGTGGTTTATT
CCAATGATGCAGAAAGACATAAAGAATGTGGACAATTACATGAATTTCTTAAAGTGACTA
CAAGTTCCTCAGCTAGCCCTTTGATTATCCTGAGGCCAGCTACCAGCTAATTTTCAGGAT
CGCGTTATCACAACCGATTTACTGTGACTGACTGCACAGGTGCTCAAGCTGGTGTCCATG
ACAACAATAACAACAGCTAAAACACTCCTGGAATACTTAGGATGTGTGAGGCACCTTGCT
CAATGTCTTTGGTAGAGTGACCATCTAATCCTCTTAGTAACACAGATAGGGGTATTTTGT
TTCTCCTTTGCAGATAACTCAGCAAGCTTTAAAAGTCCTTCTATCTAAGGTCTCATAGCA
AGAACAGGATGAATCTAGGATCCAGGCCTGATTAAGTCCAAAGGCATTTTAACTCTTGTC
CTTTCTAATAGCGTCTCAAATTCAGTATGTATTCTAGACAGATTTGATAATGTTTCATCA
ATACCACGTCAAGAAGGTTAGCTTTATATGCCTCTGATTTAGCAAAGTTATCAGCAGAGA
CTTTAGGTCTGGTGCCATTTAGAAAGCCCCACCCCATAGTTTCCCCCAATGAAGCGGGAA
CTCTGAGGTCTAGTGGGTTCTTAGAATCTTCTCTGGACAAACAATGTCATGCTTTGATGA
AGATAAAGTAGAAAAATGAGACATCATGTTTCCACTTAGCTTTGATGGACTTGAGTAGGT
GTTTAACTCTGACTTTATCAGGACATAATATTTACATCAGTAGAAGCAAAGGCAATAGAC
CCCTATACACCACCACCCTGAACTTGCCTTTTTCTCTCTGTATGGGACTAAAGACATATA
TATGCCTTTAAAATGATAACTACTGCCTGGCTTATCACTGACCTTTTTGGGTCCAAGTTT
TGCCTATTTTTATAAATCTTACACACATTGCTATGTACTTAGCCATAAAAATCTTACACT
CAGACTGGAAAGTCCAAGCTAGATTCTCTGGTATCACTGAGATAAGATAATATAAAGCAA
GACGTAATCCCAATAACCCCTTCGGATGGCCCGTATCTTCCAGACGTTCATGACTGTGAA
TGTGTTCCATCGCCAGTGTCAGAGATGGGCCAATTATTCATACTCTTCTTCATATGTATT
CTCTTCTGTAGCCATAGAATACTGATATCACTGTGTGCGGTCACAGTCTCATCTATAAAA
TTACATTCCTACCACCTTCACAGAAGAGGGCAGGCCAATGGTACGTAAGCTCAAGTTGTC
AAGGCTTGTCTTCATTTGTCCTCTGTGAGGAGATCCTGATACAGGGATTCTAATATGGCT
TCTTTAGCTTGGAAACGATATCAATATCAGCAAGTACAAGAAATAGCTATGAGAAAACAT
GGGAGATACTGCCAATCAAATGTTGGTTATTAAGAAACGATTATTAAGAGAAGAATCACA
TTGATACTTGGATTTTCATGTACTGGGGACTTTGCAATGCACCACAATGCCAGACAATTT
TTTTTCTGTTCCTACTACTTACAACCAACCTTTCCCAAATTTTGACTGATGCATGGTAAG
CAAGGGAATGTGGCTTCTTTGATTTTTAATACTATTTTCATTTTTCCTATAAGCATACAC
TATTCTAAAATATATAGTGATCTATAACAAAAACATCATATCAAAATATAACATATCATA
ACATATCAACATAGCAAAAAATGAACAAAAAAAACATTTAATATTAAGTGAAAAAGTAAG
GTTTAATTTGGAGCTGTGATATTAACTGCAGAATACAAACAATGAATGAGGCCCAGCTTT
GCCCAGGTGAGGAAATGAGTGTTCACATCACATGCTTACCTTTATAACTTTAGCTCCCAG
CATGCTAAGTAGACAGGGAATGCTGCTTCTAAATGAGTGTAGGAGTTAGAGATGAACTAG
TGTCTAATGTTCCAAGGTCATGGTAATGAGGTTTCACAAGCTTAAACTGAAGAAAAGGGA
AGAATATTCAGATATGACAAATTTTATAACTCCTAAATAGATTTAACGTTGTTCTTAGAA
AGCCTTTAATGTCGCGTCTGCTACACTGAGGTACATCGTCTGCTACACTGAGGGTTCTGG
AATGCTTCCTTCAGGGGACATACATTCTCCTTCCTGTCAGCCAGGTGGGACTATGTCAGG
ACCTCATAAAGATCAACCCATGTACTGAAGATGGAGAAGAAAATGTGTAGACATCTTCCT
TTCTTATAACCAGAAAGCAATAATGACAAGCTGTCTGTCTTTTTGTAGTATTATCTTGTG
TGTAAGAAACCCAAACTGAAACTTACATTTCATTTACCCTTCTGCTTCTTGTTAATTCTA
CTGTCAGCTAAACCAATCCTAAATGTGCATCTTTTTTGTTGTTGTTTTGTTTTTTGAGGC
AGTGTTTATCTGTGTAACCCTGGCTGTCCTGGAACTCACTCTGTAGACCAAGCTGGCCTC
GAACTCAGAAATCTTCCTGCCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCGCCACC
ACTGCCCGGCCTAACTGTGTATCTTATACAGGATCTTGTTGTGTGAGCTCTTCCTGGGGG
ATATATAAACAAATGTTTACTCAATCAAGACAGAGGACCAGTGATGGACCAAAGTAATGA
TTTCACCTCCCAAAGTCCAATGAATTTACTGGGCTTACTTGCATGTGTAGGGGGTTACTT
ATAGGAGAACAGGTAATCCCCAAACAGCTGCACCCCCTCCCCAAATCTCACCTTAGCATG
TATGCTGACATCCCCATAGTTGTATAGAAGGAAGTTTCCCACACTCAGTCTGTCATGTAC
AGCTGGATGGGTTGTGTAGGAAGGAAGGAATGGAATCTTAGGTGAGGCTCTAATGACCTT
CCCAATCCTCCCCTTCTATGAAGGAACCTCAAAAGACAGCCTCGAGGACCTATTTTGTAC
AGTCAGCTCTCCTGAAGGATGGATGGCTTTGATGCTCTAAGAATAGCTTTTCACAAAAGG
TCTGGAGACATAGTGAAGGAAAGATCTCATCTTTGTATTTTGTTTTGTTTTTGTTTTTTG
TTTGTTTGTTTGTTTGTTTGTTTTTCAAGACAGGGTTTCTCTATAGCCCTGGCTGTCCTG
GAACTCACTCTGTAGACCAGGCTGTTCTCGAACTCAGAAATCCGACTGCCTCTGCCTCCC
AAGTGCTGGTATTAAAGGCGTGCGCCACCGCATGCCTGGCCTCATCTTTGTATTTTTATC
TCCATCTGAGCACCCAACTCAGAGCTGAGCAAGTCCTGGTATGTCTTAATGAATGGAGAC
ATTGAATACAAGGAACATGGACAGCTATTTATGTGCAACTGTGTTGGAGTTGTGAGCATC
TGAAGATGAAAAAAAGAAAAAAAAAACATTGTCACTTCAAGGAGTTGTTAATAAAGTAGT
GGAAGAGAACGTCGCTGACTGCACCTAGCACACTCAGATCGGTCAAGGCGGGAACAAGCC
AGTCTCCTGGTTTCACAAAAACAAGACACCTGTTTATTTCTCCTTTCACCCCAGCACCTC
TAGCTCTTTGGCATCTGCTGGAAAAGGCCGAACTTGGCTTAGGGTAACCATGACGCCTGT
GCTTTGAGAGCTGGTCTTTCTCCCTCCTGCCTCTGGTGAAGCCTAAGAAAGGTTGTTCTA
GGGACTTCTGAATAGCCTGAGTTAGCTGCCCTTGGAACTAGGAGGAAGTGGTCCCCTAGC
AACAGCAGCCTCTGAAAGCCTCTTAGCCCAGTACTTCTCTGGCTTTTTGTTCCTGCTCCT
GCATGTTGCCTCTCAGCAACAGGCCAGAGTGACTGCGCATGCTCTGAGGGAAGACTAGCC
AGTTAAATTCTGGTGGTTCAGTTTTTCCAAGCCAAAGGCTTTCTTCCTCTTTGGGTCCAG
CTTCCTTGTGCGATCTGGGGCCCATTTTGCTGTTGGTTAGACTGTAATTACCTCAGACCT
TCCTTCCTTCCTTCCTCCCTTTAACTTTTGACCCAAAATGGAAACGACTGAGGTGACAAG
AAAACTTTAACCAAGCTTTCCTACACTGGAATATTTATTGCACATTTTCCAAACTTGCTA
AATTTATTAAGAAGGGCTAAATTTATTAAGAAGGTTTAGTATATTTTTTTGTTCTCTCCA
AAAGATCGATCCTTATCTCACTCATTCATTCTATTTTTCTATTGATACCAAAAATATTTT
TATTCCTTAATTATATCAGTACCTTAATAAAAATGTAAATATGCACGAGATATATGGGAC
AGGATAAAATGTCCTCCTAGAGAGTGTTGGCTGTACTACTTTGGGTTCCAGAGACAGTCC
TGACCAGAGGCATTGGTTCGGTCCCTTCTGAAGCCCCAGCCTTCTATATTAGCATTCTAT
TACAGCACAGAACTCTAACACATACCTTACCCTGCTGGCAGGAAATTCCTTGTTTTACTT
TCAAACAGCAACTGCACAGCAGAGCACCAGACTCACAGGAGATGACTATGTATCTGCCCA
GCACTTAACAACTTCTGCTGTTGAATGACAGCTGGTAGCTAGTTGTAACTGAGACTGATG
GCATCCTGAATCCTAGTCTGCTAATACCCTTAAATGTGGACTCTCCATCTACTCTTTCAA
CTATCAAGTATTGGTAGCTGAGTGTCTCCTAAGTGGGAGACTCTGTACTGTCTGGTGGGT
GGGTGGGGCATGAAAACATCACAGTTGGTTTTCAGGTCCCAAAGAAATAAATGGCTAACT
GATGTGTCTATTAGCATGCCAAAAACACATCGTTGGCCTTTTTAGGATCACTCAGTACCT
GTGGCTCCTCCCAGCACTTCTTGCCCAGCCTCCTACCCTGAAGCTCTGCAGCCTAGAGGC
TCCCCCCCGCCCCCTTCTGCCTTCCCATTCTATATATAAATCTGCCATTTTGGCCATGAG
CTCTCTTGACTCTCTTCCTTCTCTTTTGGTCTTCTTTCTTGTCTCTTTCTCTTCTTTCTC
TTCCACTCTCTGACTTCTCTCTCCTCTCATGGCCCTGTTCAGGTTTGCTAGCTATGTTCA
ATCTGCTTTTTTCTCTCCTTGCTCTGGGATCTTCCAGATGTCTCTGGCTGTTCTCTCCTT
CATATCTACAACAAAAACTATATCTAGGAGGGTCATGTTCTCATTCGCATCCATTCGTGA
CCTTGAAGAGACCTCAGTTTCAAACAGACAATGTGCTGTGTTGTCTGTAAGTCTTGTGGG
TTAAGTATCTCTTTCATCACGCTGCCCTAGCAAAAGTGATGGTGGTGATTTAGAATAAAA
CCTCCTTTCTTTGAGAGTGGTCCAACAAACTGAAGTACGAAGAGAGGTGTGAGCTTTATG
TCTGTATTGTTGATAGAAGACTTCATTTCTAATGCAGTGAGTCCAGCTCTTGTTATTATC
TTCTTAATAATCAAGATAAAAAAACAGTAAGCCCCCTGCCTCATGATGTCCTGTTTGTAC
CCTCCTGAAGTGTTTCTAATCAGTGTGACATATGTCAGCATAAGTGACAGAAAACAGAAG
TCGTTTATCTGCGACCTGGAAAAAGTAGAAAATGAATCCTAGCTTGGGGTGGGATTTGAA
TTGTTACTGTTTAAGCTATGCTTCCCCCCAACCACCCCACATAATTTTCCTCTAGTGAAA
AAAGGAAAAATAAATGTATCTAAGCAGCTAATTAATCCCCCAGTAACAAGCTCTTCCCTC
TTTAGCTGTATCTCTCAGAGGGATGGAGGTGCCTTTCCAGTACACTGCTCAGTCACAGTC
ATAACCATTGGGGTCACAGAAAGCCAGAAAAAAGAAAAAGAAAAGAAAAGGTAAAAAAAT
TATCAATGAATGAAAATACATGGGAAAAAAAGACCAGGTCAGACAGCTCACTGTGTCCCC
TTTCAGGTCTGCTCAGCCTAAAGGGAAGCAGAAACTAAAGGCTGATGTTGACATCCAGGT
GACAAGCCTTGGGGAGATCATTTCAGACTTGATCACTTTGTCTCTGCCTCATGATCATGT
GAAGATTCAGGATGTGGAGAATATGAGGCAGCTGATGAAAGTGGTCTCTAACCAAGCAAA
TGGCTTGTGCCCCAGGGCAGAAATGGCAGTTAGGCTTCACCTCCCAAAAGATTTCCTATC
TTCTGAATCCTGAGGCTAGGACTCTGGCATAACTAACCATCTTTCTCTTTCATCTATCTA
TCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTA
TCTATCATCCACTCATCTTCCTTCCTTCCTCCCTTCCTCCCTTCCTCCCTTCCTCCCTTC
CTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCTTTCCTCTCTCCCATG
AGTATATGGTCTATATGTGTTTGTGTATTGTATGTGCAGTATGTTTGTATGTTATCTGTG
TGTATACATGCATGCTATGTATGTATGGTATACTTGTGTGCACATGAGTATGTGATATAT
ATTTAAGTGCAGGGCATGCACATGTGTATGTACAGGTCAAAGGGCATTTGGGATTATGGT
CCTTATCTTTCTGCCTCATTTTTAAAGCCGTCTCTCTTGTTTTTGTGAGTGTTCACCAGG
CTATCTGGCCTGCTAGCTTATGAACGATTCTCCTGTCTTGGCTTCCTGTTATCATAGGGG
TGCTGGGATTACAGATGCGCAGTACTACATCCAGGCTGTTATGTGGGGATGGAGCTTGGA
TGCTCAGACATCTCCCCATTAGGACTATCTCCCCAGGTTCCACAGTTTCCTCCTCCCACC
CTGAATTGTATTCTTGACTGTGGATCTAATTCCACACTAAAAGTTCATAGCTGATTATTA
TTTCTAAGACATGGCAAATGGACGCCCTATAACACTTGACAGATGCAGACCAGGCTTTGC
TTCCTATGCTCTGTCACACAAACTAAGGGTGTTAGTATTTCCTGAGTATCTACTAGAGCA
GGCATCCTTCGTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATTCCTA
TAATTAGCAAGAAGTTTGTTCTCTGCTTTGAAGATGTGGGCATGAAGATGATGAGCTAGT
GGGAACACAAAGAAAAACTCCTGTCTGTCACACAGAGAGAGGGTGGTTTCTGTATTTTAC
CAAAAAAAAAAAAAACCCCAAAAACAAAAAAAAAAAACAAAAAACAAAAACAAACAAACA
AAAAACATAATTATCTCTGAACCTGCACCTGCATCTTCTAAATGTCTTCATAATCATCTT
ACTTGAATCTGTCATTAAAATCCCCCAACATAGGTGGGACAGGTATAGCTTTTGCTTTAC
AGAATAAAAAACTGAGTCATAGTGATATCAAGTGATGTATTTAAGGTCAGAAAGCAAGTG
AGAAGCAAAACCAAAACAACATTCCCCCTTCCTGGTGTCTAATGTAGAAGAAAACTGTCT
GACGCAGTATTAATTTTGCTCATGAGCATAGTACTAATGAGCATCAGTAGTGAAAAGTAG
CATGCAAGAGATAGGACATGTTTTTCCAAGACACACATTTCCTGATGCATCGCCCACTTC
AAGTGTACTTGTTTTACTGGGAAAGTTCAGCTCTATAATAAGATCTACCTGATCAGGTAG
AAGTGAGGATAGCAAGCAGACTATATGGGAGGTGCGGTGTTAGGCACTGCAAAAGATAAA
CAGTGAACTAAAAATTAGAGATGTGTCTGGAACAGAGTAGGTATCTGTTAATGTTATTAT
TGCTACATCATTATGCAATCTCAGAGTTTGTCTCACAAAGCTCTGCTACATTACTGCAAC
AACAAGATGAAGTAATCAAAGCGAAGAAAACTATAAACAGGGTGAGAAAAAGACCTCCAT
CTCATACTACAGCCCCATATTACTAGCACTGTTAGTTTGTAAATAAATAATACAAGTCAA
CGTTAGTAATCCCACATTGATCAGCTGTTTTTCTTATGTTTTTGCTGAGCCTGAAGCTGC
TTAAGTTTTCCTCTAGAATTAATCCGGAAGCCTGCAGCTGCTGCTGAATACAGAGTTCAT
GTCCTGAAGGGTCAATATTTATTAACTTTACTGGGCCAGGGGTTATCAGACACTTGGTGA
AATATCGTTCTGGGGTTGTAGATATAGCTCAGGATATAGTCCAATTCAGGTTAGTGACTT
GGTGTGTGTGTTGGTTAAGATGTTTCTAGGTGAAATTAATATCTGAATAAAATGTATTGA
TCTCCCTATTGTGGCTGGGCCTCAGCCAATCAACTGAAGAACTGTGGAAAACAACAGCAA
CAAAACCAACCTACCAAAAACAAAACAAAACAAACAACACCCCTAACCTAAGTAAGAGAG
AATCAAGACATTGACTTTTTTTCCACCTCAGACTTTGAAACTGGCTTTTATTGAGCTTGA
AGCCTGTCAGCTTTCAGGTTTGAACTATACTGTTACTAAGACATGGTAAATGGACGCCCT
ATAATGATGATTATAGATTTGAAAGTTGTTGTTCCCTATAATTATACAAGTATATTCCTT
ACAACAAATCTGTCTATCTATCATCTATCATCTATCATCTATCTATCTATCTATCTATCT
ATCTATCTATCTATCTATCTATCTATCTAATCTATCTATCTATCTATCTATCTATCTATC
TATCTATCTAATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTAT
CTATCTATCTAACTATCTATCTCACCCACCTATCTTGTCTGTCTACTGTCTGTCTGTCTG
TCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTATCTAATCTATCT
ATCGTCTATCCATATACCTATCTAATCTATCATCCATCTACCATCTATTTACTTATTATC
TACCTTTTCATCCATCCATCTGTCTACCCATATATCTCCCCAATTGGCTCCATTTCTCAG
CAAAAACCTGACAAACAAAATCTCTGGAACTAAGTTGAAGGGGCTGTTGTAACAAATACA
TCTAAAATGTGGAACTAGTTAATTAATGGACATGGAGAATTATGAGGAACCTATTATAAG
TACAGACACAGGGGATATTCCAATGACATCTCTGTCTATCTATCTATCTATCTATCTATC
TATCTATCTATCTATCTATCTATCATGTTATTGGAAACCAGAGGAAAGATGCTCCTCATA
AATTTGGCTGAGCTGTACTCTACTATTTTGTGGAAGCTACAGACTGTGAACAATGAAATC
AAATGCATAAACTTCTAAGCAAATTGTTGAATGGGGGGGGGGACTTAGTTCTTCTCAGTT
TCTTATAGTAAAATATAAAAGCATGGAAGTGAAAGTGTTTAAGATAGAAAGAACCAGAAT
TTGAAGACCTGGGATATCCAGTCTAACCTTCCTAAAGACAGTGGGTTCCAAAGAGAAGAC
TAATGGTTTCACTTATAGACTGGGTTCTTAGGTTTGATGAGATGAGGCGTTAGAGCTAGT
TGTCTACAAGCACTCACTATTTACCAAGAACAGGAAAAAATTATGCTGATGGCTACTGCC
TTGATTTCAGCAGATCTTATGGTCTCTGTCAGGCACTTTGGAAATGGGTCAATCAGGGGA
ACATTGTGGGTGGCAAGAACTTCTGACAGGACCTGTGTCAAAGAAAAAGCACAAAAACTA
GAACCATGGGGATTGTTGCAACTGCACTAAAGCTGGATGATGGAGCACTGAGCCACAAAG
AGCACTCCAAGCCTTATGATCTAATAATCTTTTATTTTTTATTTTGTTTTTGCCCTTGGA
AGGTGTTATACTTGCTTGGGAAATGTAATCCACTGTATCGTTTGGGTTTTCTTCTTAAGA
ACAGAGTGCTGAGGCTGGAGATATAGCTCATGGGGCGAGGATGCTTGATGCTCTTCCAGA
GAACCTGGATTTGGTCCCAGCACCCACATTAGGCCGTTCATAATCACCTGTAACTCTGGT
GCCATGGAATTTGCTGTCAGAAAACAAGAGTCTATGGTTTGATCCAACTAGACACCAAGT
TTCATGGGGAAGCCTGAAATAAGACAGCCAATCAGCCAGTTAAACTTGGTTTAACATCTA
TTTCTTTAACCCACATACAATGCTCAATGCACCAACTTTTATTTTCCCAAACAAAAATCT
CATAGTCTGAGAGGCCCCAAATTCTTAAAATGTGTTTTATGTCTCTATCTGCAAAAACTG
GTATTTCTGCCTTTTGTTCCAGCACTTGGGAAATAGAGGCAGGTGAGTTTGAGGCCAGGG
TGGTCTACAGAGCAAATTCTAGAACAGCCAGGGCTACACAAAGAAACCTGATCTCAAAAA
GCATCCCCCCACCAAAAATAAAAATAAAAAGAAAGAAAAAGAAAAGAAAAAATGGCATTT
CTCACGTCTTGGTAATTGAATACATTAGGTACAGAGAGTGCCAATATGGTTCTTCGATTT
ATCTGAGAAGAAACTAGAGTCTGGTTGGCTTGGCTGATAGTTAGTTACATTATTTCATAA
TTTGGCTGAAGCACATTTTCCCCTTCTGCTAAAGCTGTTGGTTAGGAATGCCAAGTATCC
CTTTCTTTGTGAGACAGAGGCACATTCATCTAGGAAGGCAGTAGGGAACCACCACAGATC
CTTTGACTCTCAGCCAGCTTGGAAGTAGAAGCCTTAGGTAATTGTGCTAGGTCAAGGGTC
ACTTTGAATTAAAATTCCTTCAAAGCTAGCTATTTATTTTTATTTTTTAGATAATGGGGT
GCAGGATGTCAGAATTAGGAGTTAGTTTAATACTATATTCCTAATTAGATATATTTAGGA
AGATTATAGTAGTAGCTCCATTAGTGCTCTTTGGGGGAAGGGACTATTTTATTGGGTGCT
TATATCTACCTCTTTTCCAACTCTGATTCTACCCTAATCCCTTCTAGCACCAGCCCAACA
CTAGGTAGGAGAGAAAGGTTAGAGGGGAAAAGGAGATAGACCTCTTTAGATTACTTCTTG
CTGATTAGGGATGTCAGGTTTCTAGGGCAAGTCCAATCTCTGTAGTCAGAATATACAGTA
ATCCAGAAGACCAGCAACCTAACAATAGCCAGCCCAGCAGTGGGAACCAGCAGCAGCTGG
GACAGTATCAGGGGAAGCAGCAGGCACCACAGGCCCTCTCGAGGTTCTCCAACTTATACC
CTCTCCAGAGTCCCCCAATTTAAACTATTTTCTTCTGGCAGAGATCATGCCCTTGCTGGT
GCACAAGGTAAATCATAATCACCTGCTATGAAGTAGCTTCTTATCCAACACCTGAGATGA
AAACAAATAGTCACTTAAAATAACTAGGTTTTTAAAGAAACTAAAACTCTCACTACCAGG
CGTTAGGGCTATGACTTGTCTAGCTATATGTTCTTGTCCTAACAATGGGGTCATGTCTGG
GGTTCATTGTGTATGAGCGCATCATGTGTGGAAGTCAGAAAACGACAACTCATGGGAGTC
ACTTCTCTTGTTCCATCATGTGGGCACTGAATATCAAACTCAGGCTGTCAGTTTTGGGGA
CAAGCACCTTTACTCTCTGATCCATCTTGTGAATCCTGTTTTGAAATCTTTAAAAGCTAT
TTTATGTCACTTTAAAAAATCAGTACTAATTGGGGCTGGAGTAACTCAGAATTAAGAGTA
TCTGTTGCCTTTAGAGAGGATCCAGGTTCAGTGTATAGCACCCACAACCTTCTTAGTGGC
CCACAATCATCCATAACTCTAGTCCCGGGACATCTGACACCTTCTGACCTCCTCAGTCAT
GAGGCAAGCACATGGTACACACATCCACGCAGTCAAAACATTCTTACATGGCTGGTGGGT
GTTACAAGTAGTGTCATCTCCTTCCTAAGTTGAACTTGTGCTCCACGAAATTCAGAGACC
ACTGAGTAGAAACATTCTAAATCTCTTGATATATTGGAAGTAGGAGAGATATGAGCTTAA
TCCTGAAAACCCGTTGAATTGGTATTTTCTTTGCATACTGTGTAGAAAAGCCATAAGTTT
CAGGCTGGAAAACTGTAGTTCCTTGGCCCTGTGTTCTGTTGATCCAGCCTTGCAATTCCT
TTGCCATGCTTCATCTTCCTGAAATCTGAGGGTTAATAAAAATTTTGCTTTTATTTTCTC
TTTGTTCATTTGCTCAATAAATATTTGTTAGATCACCTATTACAGATTATTATATTTAGA
CTGTTAAATGGAAAGCTAATTTAGTATTCCGTACATTAGGATTAACTGGTGTGTTCATAC
ACTCATTCATCAATAAACTAATTTAGTTCACAAATTGAGTTAATTTATGTATAGCTCAAT
GAGATAATTTGATTTATCATTACATTTCTCATGATTTTCATGATTATTTCAGGGCACTTC
ACAATCCTGGGACAGCTCTTAGAGCATTAGTTTAGTTGTGTTTGCTCTTTGGAATCTTTC
CATCTTGCATTATTTGAAAATCAGGAGTTCATGTATTCTCTTAAAGAATTTTGTAAATTT
GTTTTTATTGATTAGTTTCACAAATAAAGACTTATGTTTAAATTACACATGAACTCCTGA
AAAAAGCCGTCACCCAATTATATATATTGTGTGGATGTGTGTACACGTATGTATATATGC
ATGTCAAAGCTAGAAGTCAATGTTAGAAGTCCATCACTTCCTTTTTTTTTTTTTTTTTTT
TTTTTTTTTTTTGAGACAGGGTCTTTCATTGAACCCAGAGCTCACCAGTTTGGTTAGACC
AGCTGGGCACAACAATTACAGGCATTCTCCTGTCTCTGGCTCTCCAGGACTGGGACTGTA
GGGACTCACAGTGGATTTTATAATGTACATCCTAGGGGCTCAAACTCATGTTCTCATACC
TGCAAGACCTAGGTCCTAGGTCCTCAAGGAGATGCTTTTAATGTGACATATAATCTGGTA
CCTCTTCCCCTGCATCCCCTTGGCTCTGTCTTCTGCCTTTCTGGCTTGCAGTCCTTGTGT
ATATCTTGGTCTTGTCCTTCCTTGTCCCTACCTCAGACTTTACCCCTTTTCTCTCAGCCT
TACTTTACATCTGCCTTGTCCCTGAGAAAAGCTGCTTCTGCAATCCCTGCATGAAATAAT
TCTCATATATAATAATTCTCATAATTCAGAATTCCGAATCCAGTCACAGGAGTCCAGTGG
TTCCTATGGTTCGGGAACCTGTGATTCCCTTCATCAGTTACACTCGGAACAGTACTAAAG
ACTTATTCTCAGAAAGAGCCCACTTTGGCTTATACAGCGACCTTGTTGAAATGGCTAACA
TTCTGACACTGGACTCCATAGCCCAGAATTAAGAGATGTACAGTTCACTGTGAAGGGAAA
GAGAAGGATTCGTGGTAATGACAGTCACTGGGATGAGAGGTTAGAGGTAGAGGGTCAGCT
TTCCATAGCTTCTTCTTTCCTTGATAACCTCCTTTAATTAGAGGATCAGACCTGGGCTTA
CAAGGACAGCCTTCTTTTGTAATTAAATTAGAAAAATGTTAAATAAGCACAATCAAGTCT
AATCTACTCTTGAGGATTTTCTGCTGACCTCCAGGAAAGAAATCTGTCGCTGAAAAACAG
ATGGATTCTAACAGTTGTACCACAGAAATTACACATTGGACCATCTCTGCCATTGAAACA
GAATACCTGATATAGAGAGACATCTTTATCTCAGGAAGGTTGTTTGTAACCACGTCCTGG
GGTGGCAAGAATCCTTGTCATGGACATGCGCCATAAAGAAGTACTATGGTGGTGGTTCAG
GAAAGGAGTTCTGGTAAACCTGGAAAAGGACTGCAGTGCAGGCCTGCTGAAGAGGGGCTT
GAGCGGTGGCCAAGCCGAGCATGAGGAAATCAGTGAGATTCGTGCAGAAGAAGGAAGCAT
GGGAAACGTAGGAGACCATTATATTGTCCTGGAAAACCATGTCTATTGATCCAGGAAGCA
ACAAAACAAGAGAACGAGGGCCCAGTGGAGATGACTATTGTAAGCCTTTCTGTTGGCTTT
ATGGTCATGGTTTTGTTGACTCCAAGTAAATATAAAATGGTAATAAAATCCTTGTAGTTC
GAGCATCCCAAACAGACCGGATACTGTTATAATTCACATAAGTCAAACAATAGCATCTGA
AGACTCTTTGTTAGTGCCCTCTTTTTATTATGTATATACATATTCCACTGCTCTGAAAGA
GAAATACTTTCAAATCATGGTTTTGAAAATGTGAGCTCAATACATCTTAGTGCATTATTT
TAATTCTTAGTTGTTGGTAGATTTGTGAGCAGTGAGTATTTGTGGACAGCCCCCCCCTTT
GCTAATGATTACTGTGGTAATTATTACAATTCAGCTATTTTTCCCTGTTTGTGTGGTTTA
CTTTCCCAAAAGGAAGAAGGGAGGGCTTGTAGTAACAATAACAGTATCAGTAAACACTAC
AAACACATGTTAGTATTGCAGATGGGACAGAAAGGACTTACATTGGAGCACAGTGTTAAA
GTATATTTTCTTAAAAGCTTTGATTATTGTCCTGAGATTCAAAATTCAGGATATAAAATT
CTTCAGCCAAGGAAACTATTCCTGCCCAGTACCCGTAGAAGGAGATTAAACGCCATTGAA
GTGTTTTTCTTTTCTTTTGTTTTCTTTTTTTTTCTTTCCTTTTCTTTTCTTTTCTTTTCT
TTCTTTCTTTCTTTCTTTCTTTTTGGAAGATAATTTTGTAATTATATTTATGTACAGAAA
ACTTAGTGTACATTTAGCCCAGTTTGGTGGCGAGTTCTTTAGCCTTTGCTTTTTCCAGCT
TGGCAATGTGAGCCACAGACTTAGGACCCAGGACGTTGCCTCCCTGTGGCGACGGATCTC
ATCATATCTGTGATTGTAGTTGGTTCTAATAGCTCCTACCAGCTTAGCCAGAGCACTCTT
GTCTTCTGAGTTAACCTGTGTGAAGGCAACAGTGATTCATGTCTTCCTGTGGACCAGGCC
CCCGAGCCTGGCCTTTCTCTTGATGATGCAGTAGAACACACACTCCTATCTTTTGACACC
GGGGCAGGCAGGAAAACCACCAGCTCATTGGGGTCTACATCATGGGCAATCACCACCAGC
TGAGCCTTCTTGTTCTCCACCAAGGTGGTGACTGTATTGACTCCTGCTCAGAGAACAGGT
GATCTCGTCACTGGGACGTCCCCTTTGCCAGCAGCTTTCTTCTCAGCACAGGCCAGTAGC
CTTTGCTTCTACTCTGGCCTGTACTTGTCGCCAGCTAAAGCAGATGGGTAGATTTTGCCT
GTTCAGTGCCTGGGTGAACTGATTAATGGCAGGAGGTACTTTAAGCTGCTTATAGAGGAT
GGCTCTTTGCCGCTGCAGCCTGATGTAGCCAGGCCACTTGATGAAGCATGTGAGATCTCT
TTTAAGTTGGATGTCCTGCCCAATGCCGACGTTCGTGGGTCTTTTCTCAAATGAAGGTTT
ACTACCTTTTTGGACTCCTGTTTCTTCACGACGGCAGGGGCTGGGGCCACCTTCTTCCCC
TTGGCCTTCTTCCCCTTGGCATCTTGCACGGCTGGAGGAGAGAGCAGTTGTAGTATTTTA
TTATGATGCAAACAGTTCATTTAGCATGTAATCACAAAGAAGACATCGTTCATGTCTCTG
GTGCAAACAAAGATTGTATCTTCATGACTTAGGTGTTTTAAAACATATTCATATTATTAA
AGAATAAATTAAAAAATATGACTTTTTAAAAAGTGTATTTCATTATATTCCATAACATGC
TAACAAACATTCATAAAATTACTTTTATGCTCTTCATTGATAACTGGTCACAGTTATAGA
TTTAAACTCCTTAAATATTGTAGAAAAGTCTCCTAAGGCTTGTAATATAAAGCTAACACA
GATAATATATTCACATGTACTGATGTACAAAATCTTAGATTTCCCTAAGCTTTTCATTAC
TGTTTGAAAATTGGCTTTACTATGTCAGCTTAAAAACATGCGTGTAAGTCTATTATTGTA
GCAAATTACTTAGGATGATACAAAAAATATAACACACAAAGTATTGCATATGTTAACATG
TAAAATATTAATAGTATGATTTTTATTCACTGAATCATATTTGTACTTAATTCTAAATTT
TTTGAAATTAAAATACATAAGCACAGGGAAGGGAATTTTGTTTTTAAATGGGAATTAAAA
CTAGAAATAAAAATGTCAGATTCATTAACTAGACTGTGCTTTGCTCTTAGCTCTGCCCAG
TGTTTATTTCATATATTTGACAGTTTGATACACAAACACAGTAAATCTTTATGTGCTCTT
GGTTAATTAATTTCATCACTAAGAAATGACTTTTTAAATGGAATAATGAATATGCTCAAA
GTATATTATATGCATTGTAAAAATATAATAAAACCCATTGTTTTGTGCAATTAGTATGCA
CTGATAAAAAAACAAAAAGATTATATATATACATATATATGTATATGTGTATACATACAC
ACACACACACACACACACACATATATCGAGGAAGCAATTATATAGTCCTACTTTCATTCA
TTTATCTCCCAAGGAATGTGGAGATATTTTTTCAGTAAATATGAGAGTCCCATCCCAAGT
ACATTAAGATAAACCGTTGCACAGGCCAAGTTGCACATAAATGGAAGAGGCAGATATGGA
TGGGAAATGTAGAACTATCTGCCAGCAGCATCTCACCAGTAGCCTGCTCTGTTGGGCCTT
CAGTAACAATGGCTTACATCAAATTGGTTCAGACTCCAAACTGATGTCCCAGGTCTTCTG
AATTCATTCTCTTGTTTTTTTTTTTTAAAGCTTATTTATTTTTATCTTATGTGTATGAGT
GTGTGACTGAATGTATGTATGTGCACTGTGTGCATCCCTGTTGCCTAAGAAGGTCAGAAT
TGTACATGAGGCCCCTAAACCTGGATTTAAAGATGGTTGTATGCTGCTGTATGGGTGCTG
GAAACCAAACCAGGTCCTTTGCTAGAGCGACAAATGCTCTTAACCATTGGGACATTCTCT
ACCCTCCCTACTCTCTTGTTCTTTGTCATGACTGTCAACTGTTTCTGTCCTCTGACAATT
AGGGCAAGTGGCATCATGTGACTTTCCCTCTAAACCATCTCCCTCTTTGCTCAACTCTCT
AAATGGATTCAATCTACTTAAATGTTAGCTTCTATTCTGAGCTCTTTCTACATTCTTTCT
ATGGAGACATGAGCTGGCGTTTTAATTAACATTTTCAGGACCTCTGTTATCTCCTGCAGG
AGTCCTTCAGTCTAATGTTGAACAGAGCGGGATATGTCAGTAAGCAGGAATGTGATTAAG
GTATGCTTTGGTAGCAATGAGGTGGCGATGTTTTAAGAATTAATACCATTCATTTAGGAA
AGTTTCCTTTTTAGTCATTTCACAAAATTTACACTCTGCAGTTCAAGTCATGACAATTTA
CCTAAGTTGCCTGTGTGGCAATTGGTACCTGGAAGGAAGCAGGCCCACCGGTGTCTGCCT
TGTAAATGGCTTAGCTCGCTTTGAGGCCTTACTTGGATCTAATTAGGAACACGCTGTCAA
GGGAGAGAGGTTGATGAAAACAGGGACCATGGCCAAGAGGTTCAGAAGAAAATCAGGATT
TTAAGACAAGAGTTTATAGGTAGTGGGAAGATGGCTTAGTGGGCAGACGTGCTAGACACA
CTGACCTGTTGACCTGAGTTGGCTTCCCTGGAGCTGACCTGAAAGGCCAGATGCAGAGTC
ATAGCTCTGTCATCCCAGCATTCCAGATGGTGAGATAAGAGACAGAGACAGAAACATTAT
CAGAAAGCTGGGTATATACTGAGAGGTGTGGAGAGCCAAGAAAGCAGGAGAAGCCGTGCC
CAGCAAGGTGGAAGGCCAGGACTGACCCACCAAAGCTGCCCTCTGCCCTCCACCGAGTCC
TGTGGCTCAGGAGTGCTCAAGCTCATCAATATATGCCCCTCCCCCCAAGTTAATGACAGA
TGGCTCAGAAGTGGAATGTGGTATAAACAGATCACATCGGCACAGATTAGAAAGTAACTC
TGAGGCTACCTGCCCTGTAATCTTTTCAATCCAATGACTGAAGACCCTGGCTGAGATGCA
CAGCATCTTACAGGATGCTTAAAGCTATAAGATGTTCCATCTCTAATACCATGAAATCAG
ATTTTGTGAACATTGAGGTTGAAGATTGTGGAAGCCAAATAATGAAGGCATTGGGAAATG
CAGCCTTTGGCACCTGCACTCCAAGACTCCAAGCTCTGGACCTAAACAATTAATTGCACA
GTACAATGGAAAACTCCCCCTTGCAGTTCAAATACAAAACAGCATTGTTTTGCTTGTTTC
TCTAATGAATTGTATATTGAAACCAGGAGGGGAAGAGTCCCAGCTCCATTCACACTCCAA
GAAGAGTCCTGTGTAAATCCAAGTCCACCCAGGGGCTGGCAGTGGACAGCCGTGACCAGC
CGTGACCAGCCCTCCACAATATCAACATGGCAGGTGGGGTTTCTCCTCTCCGCAGTCTTG
CCAGCTTCCAAACAGTCACTGCCTTAAGAGTCCCTATCGTACCTTGAAGGGACCCAGTGT
CCTGAGGCTCCCTTAGCCCTAATGAGGGAGGAAGATAGACTGGCTTTGATTTTCAGCTGT
ATGTTTTCTGATGATGGAGGAAAGGGCTCACATTCCATTCGGATTTTGCCTTTTAAGTCT
TCATCATTCAGAAGCCCCGTTGAAATGAGCTGTTCATTTATCTGGGAGCAGCTGCATGCA
GGATTGCATGGTTGGATTGCTTATGTCACAGAGTGCGTCTGGGAGGAAGCACTTTTGAAT
ATTTATTTAATTCAATTATTCCTTGGTGGCACACCCACTCCCTTCTAAGCCGTGGCACTG
GATTCTGTAACCACTAGAATGTTGCCATGAAAGAGATCAAGAAATCTGACCTGACTTGTA
AAACGCAGCTCAGCCCTAATATGAGACAAATCTGCTCTGTCTCTTCAGCCTGTTTCTCTC
ACACGCGACATTAATGCCTATTTTGGCCCAGCATGTCACAGCTGCAAAGCAGGGCTGTTC
CCTCCTGTTCTGTTCTTATGAGCTCCCTGCAGAGTCTGCCAGAAGAGTCATATTCTTGAC
TGGCAGGCCCCAGTGGCTGGAACAGTTCTCAAATAAGTCATTACAAAGCTGGGCCAAGTA
AGACTTTCTGGCTGCCCTGGGGAACTGTCTGGGATTAGATGATGCTTCATCTAAGGATCA
GAGAAAAAAAAAACCCACTAAAGATGACCCCAAGACAAGGCATTGATTTAGTGTCAGCTT
GGAAAATCTGTGGGGCTCAGAGGACACACACACACACACACACACCAGACACAAAGACAG
ACAGACACACAGACAGGCAGACAGACATCAGACAGACAGACACAAAAGGACATATACACA
GACATGCACACAGACACAAAGACGCACACACATACAAAACACACACACAGACATGCATGC
ATGTATGCACACATACATGCACATAGGCAGACACAGAGACAGATACACAGATGTATAGAT
ACTGTCTAGATACACATACATAGTGATTGAAAGGATTATTGTCATGAATATAGGTCAACA
TACCAAAAGAAATACAAGTATTTTACTCTCTTTCTCTGTGTCTCTCTCTCTCTGTCTCTC
TCTCTCTGTGTCTCTCTCTCTGTCTCTCTCTCTCTGTCTCTCTCTCTCTGTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTATGTGTGTGTGTGTGTACA
CATGTGCAGGCTCACATGCCGTGCTGACTAGGTGGAAGTCGAGTGCCAGCTTGCAGGCAT
TAGTTCTCTCACTTCACTGTGTAACTTCTGGGGTGGATCTCAGGTCATCAGGCTTGGCAG
CCAGTGCCTTTACCTGCTCAGCCACCTCATTGGCCTGTATTTGTGAGGCAGGGTCTCTCC
CACTGACTCGACTGGCTATCCAGCAAACCCCAGAGATCATCTTTATCTCCCCAGCTCTGT
GATCACTGGCATAAGCGCTCCACCTGCCTTTTTGTATGTGTGCCGGAGCTCTTACATGTC
CTGGACAGCACTTTACCAACTGAGCTGGCTCCCCAGCCTGCATTTTTTTACTCTTAAATA
TTGGTCAGTGTAAATAAGCTCTGACATATGTATGTTTCTGTTTATCTGGTCTCTATATTA
TTTAGTCAATAGTTCCAACCATCTCTTTGTCTTTATTCTCATGTTTGGTGGCCACTCACG
TGATTTTACCACACTTGTCTTAAGCACAGCTTACTGTACCTAAATATGGGATCCTATTTG
GGTACATTCATACTCTCTGGGAGTTGAATGTCAAGTTCTTTTGACTTTGAGATAGCCTCA
ACACCAGCCCAGTGAGAACTGGCTCTCTCATTGCTCCGGGCAGGACTTTCAGCCAGCTAT
GCAGCAGCTTCTACACTTCTATTATCTGGTAGATTTCCTGGACTTATTAGTGTCATTATT
GTGGTCACTCGATTGTTCTCAATGTTTGTAGACTGTTTTCTATACTCCAGTGGCTTTTGA
ATGGTCTTCCACATGTTTTCTGAATGGGCTTCCTACCTCCCACACACTTTTTTTTCTTTT
TATTTATTACGTATTTTCCTCAATGACATTTCCAATGCTATCCCAAAAGTCCCCCATACC
CTCCCCCCCACGTCCCTACCCACCCATTCTCATTTTTTTTTTTTTTTGGCCCTGGCACTC
CCACACACTTTTTTGTCTGTTATTTGTTTACTGGGAACTGTTTGAGGATGAGTACTGAAT
CTGTTGACACAAGCAACTGGTAATTCATAATGCCTGTTATTTGGAAGTAGTCTATGTCAG
TGAGATTGGCAAGATCATTGAAAACAACAACGTCTTTGGTGGTATATGTAGTGTTTATGT
TAGGAGAGGTGATCTTGACATTTTGTTGAGGATTGGGAAAATTAAGGAAAAGGACTGTCA
TGTGTACCATTGAAGAGCAGAGCCTGATTGGGAGATACAGTGTGAAGCCCAACCAAGTTC
TGTGTCCTTGTCCTTTATATATTTGTGGGGTTTGGTGACCATTTCCATGTCACAGTGTTT
ATTCTCCTTTAGATGTCTGTGTCTTTTCTAATGATTTTTATAATTGAAAATAGATGTGTT
TTCCTACAGTATACCCTGATTACAGTTCCCCTTCAGCTGTTCCTCTGGGTTCACCTCCCA
CCTCCCCTCCCATCTGGATCTATACCCTTTCTGCCTCTCCTTAAAAAACAGACAGGAGTG
AGGTCGGGCCATGGTGGGGCAGAGGTTGGGAAGATGGCGTTGCAAGGTTGGGCACAGCTA
GGCTGGCGCTGTGGTCCGGCGTGGGCGCCTCCCTTGGGTGGCGGCTACCGGGAGCTCTCT
GCGACCCAGGCCCCGCAGCTGCTTGGACGCAGGTTTAACTTGTTTCTTCAGCAAACGTGT
GGATTTAGAAAAGCACCCAGGAAGGTTGAACCTCGAAGATCAGACCCAGGGTCAAGTGGA
GAAGCATATAAGAGAAGTGCCTTGATCCCGCCTCTGGAAGAAACAGTCTTTTACCCTCCC
CCTGTCCTATAAGAACTCTTGTGAAGCCCTTTTTCTTCACCATTGAGTTCACAGGCTGTG
CATTTGGGTCAGCTGCTATTTGGCAGTATGAATCACTGAAATCCAGGGTGCAGAGTTATT
TTGATGGCATAAAAGCTGACTGGTTGGATAGTATATGGCCACAAAAGGAGGAAACCTCGG
AAAGGAGATTAACAAGTGGTGGAATAGCCTAAGTGATGGCCAGCGGACTGTGACCAGCAT
CATAGCTGCAAATGCCCTCGTGTTCTCCATGTGGAGAGTGCCATCCCTGCATCGAACCAT
GGTCAGATACTTTACATCCAACCCAGCATCAACAAATACGTATGTTCTGTGGCGCTTCTC
ATCTAGCATCGTGAACATTCCGGGGCAGGAGCAGTTTGTGGCAGTGTATCTGTCTGCAGG
TGTTATTTCCAATTTTGTCAGTTATGTGTGTAAAGTTGCCACAGGAAGATATGGACCTTC
ACTTGGTGCATCGGGAGCAATCATGACTGTGCTTGCAGCTGTCTGCACCAAGATCCCGGA
GGGGAGGCTTGCTATCATCTTCCTCCCCGTCTTCACCTTCACAGCTGGCAATGCCTTAAA
AGCCATCATTGCCATGGATACAGCTGGGATGATCCTGGGATGGAAATGTTTTGATCATGC
AGCCCATCTTGGGAGAGCTCTCTTTGGAATATGGTATATCACATATGGACATGAACTCAT
TTGGAAGAACAGGGAGCCTCTAGTGAAAATCTGGCACGAAATAAGGACTAATGGCCCCAA
GAAAGGAGGTGGCTCTAAGTGAAGCAGAGCTGGCCAGTATGGTGCATCTGATCCTTGCTG
CTTGGAAAGTCTCAGCATCGGCCACCCCAGTGATTTAAATGTCCTCAGTACGTGTCTCCT
TAGCAAATTATGGCAAAGTTGTGAAATAAATGTTTATATCTCTAGTTTGTAAAAAAAAAA
AAAACAAAAACAAAAAAACAAAAAACAAAAAACAGACAGACATCTAAGGCATAGTAATAA
TAAAATAAGATAAAAATATGATGACAGAACAAAAGCAAACAAAAAGGAGTAAAACAGAAC
CAATAAATAGAGGGGAAAAAGCCCAAGAAAGGGCACAAAACAAACATGGATGCAAAGATG
GGTTTGTATACTCAGAAATCCCATAAACTGTAGGGTAAAATAAATAAATAAATAAATAAA
TGAATAAGATAAAATCAAAAGGAAAGAGAGAAGAAGGAAGAGCCCTGGAGTGACATTATG
AGACAGGAACCTCCTAAGATGGCGCTGAGTTCATTTTCAGTTGGGCATCTACTCCTGGGC
ACATAGCCTAGACTTGGTAGTTTGCTTCCCATGAGAGTCCCTTAGAGAAAACTAAATTTC
CATTTGCAATTGGTTATCCTAGAGATAGCTTCTGGGTTAATTATAGGGGCATATATCTAC
TTCTCTTTCTGCTCTAGGACCCCATCTTGTGCAGACCCATGTAGGCTCTGTGCATGTTGC
CTCAGTGTCTGTGAATTCATACGTGTGTAGATCTTGTTGATTTAGAGGGCCTGGTTTCCT
AGCTGTCCTCCATCCCCTCTGGCTTTCACATTCTTTCTGCCTCCTTTTCTGCAGGGTTCT
CTGAGCCCTGAGGGGAGGGATTTCATGGAGACATCACATTTAGGGCTGAAGATTCTGAGG
TCTTTCATTCCCTGCATATTGTCTGGTTGTGGTCTCTGTATTTGCACAATTATTGTTTTT
TAATTTTTTAAATTATGTGTATATGGTAGTCCAGAAGAGTATCAGAGCCCCAGGCATTGG
AATTACAAGCATTTGTGAGATGTCTGACCAAAAAAAAAAAAAAAAAAAAAAAAAAGAGTT
GCTTAAGACAGGTTACTGCCAAATTAGGTGTGGGCAAGAGAAATCGGGTCAGATGATAAA
AAAGTGAGATTCAAAAAGATTTCAATGGCTCTTCCATTTTCTCCCCATTGTCTCTCGCTG
TGTGTCTCTCTGTCTCTGTCTCTCTGTGTTTGTCTGTGTGTGTGTTTGTATGTTTGTATG
TGGGGGTGTGGGGAGGAGAGCTTGTTCATACCAAGGAATGCATACAGTTAGCAGGGAGCA
ATCTTTGGTGATAGTCCTCAGTCATCTACCTTGTTCCTATTTGACACAGAGTCTCTGTAT
GCAAAGTCAGCTGGTTCTCTAGAGAGAATTCTTTGGGAATTCTCCCGTTGTCTATTGCAA
CATAAGAGCCCTGTGATCACAGAGGCACATACTACTGTATCAGGCTTTTGAGTGAGTTCT
GGAGATCTGAACTCATGCCCTCATGCACACATGGTAAGCGCGTTTCCCCTGAGCCATCTC
CCTAGACACTATCCACGGTCTTGTTCTCTTTTTAAAGAAACAGAGTGTAAATGCTTTGTA
GTTAATGAAGTTTGGGTGATATTTCAGTAAGAAAGAAAACTGAGAACCCATCAAGAAGGT
TTATGCTTGAGATGGAAGGAATGACAATCCAGAGACTGCCCCACCTGGGGATCCATCACA
TAAACAACCACCAAACCCAGACACTATTGTGGATGCCAACAAGAACTTGCTGACAGGAGC
CTGATAAAGCTGTCTCCTGAGAGGCTCTGTCAGTGCCTGACAAATACAGAAGTGGATGCT
CACAGCCATCTATTGGACAGAGCACAGGGTCCCCAATGAAGGAGCTAGAGAAAGTACCCA
AGGAGCGGAAGGGGTTTACAGTCCCATAGGAGGAACAATATGAACTAATCAGTACCCCCA
GAACTCCCTGGGACTAAACCACCAACCAAAGAAAACACATGATGGGACTCACGGCTTTAG
TTGCATATGTAGCAGAGGATGGCCTAGTCAGTCATCAATGGGAGTAGAAGCCCTTGGTCC
TGTGAAGGCTCTATGCCCCAGTATAGGGAAATGCCAGGGCCAGGAAGCAGAAGTGGATGG
GTTGGTGAGCAGGGGGAGGGGAGAGGGGATAGGTGGTTTTCGGGGGAAAACCAAGAAAGG
GGATAATATTTGAAATGTAAATAAAGAAATTATCTAATAAAAATGTAAAAAAAAAAGTTT
ATGCTTAAAACAAAACCTTAAGATGACAGTCAAATGAACTGAGAAGTAGATACCCAATAT
AAGTTTAAGTTAAATTGTTTAAAATATTTACTATGTTTATGAAGTTCTCATTTCTGATCA
ACCACCCTGTGCCAAAATAGTCACATTAAGGGTTTTTAGTGCTCAAGAATGCACTTCTTT
GTTTAGCATGCTTCTTACACAGGATTGTCACTGCAAAGCTTTCTCTGACTGCCCTCTCCC
ATCTGTTATGAATCCCCTGCTGTTTATCCACTGTGGTACTTCATGACGTCATAACTGTTT
GCTGCATTGTCTTGTCTCTTCTAGAAGTCTCTGAGCTAGGGGAGGACAGTGACCCATTTT
AAATCTCCATATTCTTAAGTCATAAAGTCCTGCTTAGTCCCAGTGTGAACACACAGATGT
TTATTGAGTCAGTGATGAAAGATAGACTTTATTAAATGTGTTGGTGAGAAAACCATGCTA
AAATGGCAGGTGTCTTATTTTACAGGGATATAGAGAAAGGCTTTTCTGTCAAGAGCTATA
TACTGTCATTAGCTGAGGAATCAAGACCTTGGAACCATAGTATTTTTGGATTGATTTAGT
CAAGGATTCATTGTTGTAGTACGCCTTCTCTGGCTGCAGGAAGGTCGTGTGGGTCTTTCT
ACCCTATGTCTTTCTTTCCCATTATGTCTTTCAATCTGTGTGCTCTCTCCTGTTTCCAGG
AGCTGAGCCTTACTGAGTGAGGCTTGCCCTCCCCTGATGGGTTGGGAGGTCTCAAATAAT
CAGTCTGGGTTTGAGCTCCTTTCCTTCCTGAACCTCAAATCAACAGATGCTTCTAGTTTG
GAAACCTCCGGGAGTTCTTTAGGCCAAGTATCTCATTTCCTTTGATAGACTCATAGCCCA
GCGAAGGTAAGCATTAACTCCCCTGTCTGTCCTTTATATTCTCCAGTCTTCGGTCTTAAC
TCTTTAATCAAATGCTTTGCTTTAATTGCCCTCGTCCCTCTGGCATTTGGTTTTGTCTAG
CCCACAGAATGCTCTATTTTACCTAAGTTTAAAAAAGCAGACCACAGGAGGAAGTATTTC
ATTCAATAGGATCACAACAGTCTGAGCATTCCAGATCCAAGGCCAAAGAGTGTGTGGTAG
AGTCAGTCACAAGCAGTAAAAATACAGTTCAGCAGAATCACATATGGAATCTAATCTGCA
CAGTAACTTAATGAGTGCTTTCAAAGAATCCAAATAGAGCTAGCTGAATGTCATTGTTCT
TACTGGCTGAAGGTGAAGTCTGAAATCGCTTGGAACTTAATCCTTTTGCCTCAGTATCCT
TGGTGCTGGGTGCTGGGGTTATAGAAGTGTACTAATACTCTAGCTAGCTTTTTAATATAG
TAGCATAAAAATGGAAATTGAAAAGCTAAAACTGGGTTGTTTATGATAGTATCAAACCCA
AGCAATACTCAGGAATAAGGTTAACAAAGTGTATGTAAGGTTTGTATATCCCAAATGACA
AAATATAGAAGAAAGAAGCCTAAGAAGACCCAACTAAATGAAAAGATACTGGAACTGGGG
AAAAGTGCTTGCTTTACATTGTATGAGGGCCTGGGTTTGATTCCCAGGACTGTATAAACT
GGGTATGGTGGTGCATGCTTGTTGTATCAACACTTGGGAGGTGGAGGAAGGAAGATCAGG
AGTTCAAGGTCATTTTTGGTTATATAATGAGTTTAGGCCAGTCTAGGATTCAGCCTTGTC
TTAGAGAGGAGAAAGAAAAAAAAACCCAAAAAAACAAAAAAACCATGTTTCCATATGAAA
AAATATTGTTATAATGCTAGTTGATGTCCATTTCCCCATAATGACCTACAGATTTAATTA
AAATCTAGCATATAGGGGACAGTGGAGAAGGGGAAGAGAGTGGGCTGGAGGATGGGAGAC
GAAAATGTAGATAGCAGAGATCTCCTTTCAGGTGGTGGATCCATTTGGATCCGCTACTGG
GGGATTTAACTTAGAACAGCTTAGAAATTAGGATGTTCCAGCTTTGATGTCCCTCAACAG
AGGAATAGATACAGAAAATGTGGTCCATTTACACAATGGAGTACTACTCAGCAATTAGAA
AGAATGAGTTTATGAAATTCCTAGGCAAATGGATTGACCTGGAGGGTATCATCCTGAGTG
AGGTAACCCAATCACAAAAGAACTCATATGATATGTACTCACTGATAAGTGGATATTAGC
CCAGAAACTTAGAATATCCAAGATACAAGATACAATTTGCAAAACACATAAAACTCAAGA
AGAACGAAGACCAAAGTGTGGGAACTTTGCCCCTTCTTAGAATTGGGAACAAAACACCCA
TGGAAGGAGTTACAGAGACAAAGTTTGGAGCTGAGATGAAAGGATGGACCATCTAGAGAC
TGCCACACCCGGGGATCCATCCCATAATCAGCCTCCAAACGCTCAAACCATTGCATACAC
CAGCAAGATTTTGCTAAAAGGACCCTGATATAGCTGTGTCTTGTGAGGCTATGCTGGGGC
CTGGCAAACACAGAAGTGGATGTCTGCTATTGGATGGAACACAGGGCCCCCAATGAAGGA
GCTAGAGAAAGTACCCAAGGAGCTAAAGGGGTCTGCAACCCTATAGGGGTGGAACAACAA
TATGAACTAACCAGTACCCCCAGAGCTCGTGTCTCTAGCTGCATATGTAGCAGAAGATGG
ACTAGTCGGCCATCATTGGGAAGAGAGGCCCCTTGGCCTTGCAAACTTTATATGCCTCTC
AGTACAGGGGAACGCCAGGGCCAAGAAGTGGGAGTGGGTAGGCGAGGGTATGGGGGACTT
TTGGGATAGCATTTGAAATGTAGATGAAGAAAATACCTAATTAAAAAAAATAAAGAAAAT
AGAAAAAAAGAAAAAAGAAATTAGGATGTTAGTTGTTGTGCCCAGCGATTGAGTTACCAT
TGATTCTGAACTGAGTTTGTGTTGTGTTTTCCTTCATGTGGCAGCTCAACTGGGTTCCAG
AGAGAAAGGTATGGTGGTAAAGTGTGGGTTTGCAAGAAGTGTACCCCAAAAGGCTGTGGG
AATTTTGAAGTGTGGGGTTGGCGTGGTAGTGACCCACCAGTGGGACCTTAGTGAACTGGT
TGGAGAGATTTCAGAGCTGAGTCAGAGAGTCTCCACAAGATGAGAACAGGCCAGCCATGC
CCTCCAGTGCCTGGCCAGTCAGCCTGCCAGGGCCCGTCAGTGAAGCATGGTTTGCAGTTT
TCAATATTTCATGCTACAGATGGCGTCCAACATGACAGGCAAGAATCCACTAGAAATGTA
TGATTCTTAGCTTATCAGTTTGAAATTTAGTTAGAAACTTGGAGGTTTGTCAAGTGGAGC
AGAGTCAAGTCCCATGTGCAGGAACATTGAAACAAAGAAAGAGGGCTCTGAGTGCAGGCT
GCTCTGATCACTGAGAGCCAGAGAATGGAAGCTGCCTGTTTCCTTAGCAGATGTTGATTG
GAGTATGATTTAATTAAAAATTGGGATTATTTGCTTTTAGGATAGATTTATAAATAGATT
TTGTCTGAATCACATGGGGAATTTTGCCCATGGTTTGAAACTAGAATAGGGAAAATTTAC
TGGCCCCAGGTAGAGAGCATAACAGATAGATAAGAGGTATTAATAAATAGATGTCTGTGG
CTCCAGGTAAAGAGCATAAAGATAAATGGTATATTAAAGTCCGTGGGAACTCATATTCTT
TGTTTGTGGACTCCACAGGAATTTTGGGTTAATTTTCTGGCATGACTAAATAGAAAAAGC
CCAAGAATAGACTGGTACAGTATTTTAGTTTACTTTATTTATTTTAGATTGTCTTAATTT
TCAAAATAGGTGTGATTTTGAGTTTTGTGGTTATATCATTTCTCTGGGAGAGAGGTCGAG
CTAAAGGTTTTTCTGGTTACTGGCTCAAGGATATGCTGATTTGGGAGAAAGTTTTGTCTT
TGCATTTTTTAGAAAAGGTGATTATACACCTTCCAGAATGATATGGATCAAATGTGACAG
AGGAAGACCACCTGAAAATAGATTCAGGTGAATCAAACAAACAAAATAATATTCTTTGTG
TCATCCCTTACACAGCACGATTGAAGACTTATGATTGGAGCAAAATTTCATCCTAACTAG
TCTGAACACTTTACACAGACTAATTCAATCCATACAGATATCTTGATGATACTAAAATTT
TGTTTTGAGATTTGTATATTATAGAATATACAGCCTTGGTGAGTCTCATTGTCAGACATG
CTGAACTGACCTGCTTTGAACTCCCGATCTCTTGGACTTTCAGCCAGATCCAATCAGGAC
ACAAGCATCAGAGACTAAAACAATCGCTGGTGTGGCCTTCTTAAGGCCAACCAACTCCCC
TATTTTTTCTACTCTTCTCCCCCCCCTCGAAGATATCTCAGCGCCTATATTCAGCTTGAG
GAAGTTATGAAGAGTTGTTGTTCCAGTTCCCTGGACTTGGGAGTCTAGAGGTAGTTATTC
TAGTTGTCTTTCTGGGGAATTTTGAAATGGCCATAATTGAAACAGGGAGGAAATAGCTAG
AATTGATTGTGTAGCCATATTCCTATTTGGTAAAAATCTTTACAATAGTTACTAAGTTGA
AGTCATAATTTCTTATTTTGGTACAGAATTTATTTTGATACAGAGTCAAGGTTCTCATTG
GTATAAATTTCTTCTTTTGATATAAAAAATTTTAAAAGTACAAGGTTTGGACCCAGTCTT
TCTGTAAATGCCATTACAAACTGATCTGAGATGTTTAAGCCTGTGAGTTAAGGGCCAGGT
AACAAATTAATGGCTCTGAGTTTATTGTTAAGGTGTTTTCAGATAATTTAATTAGAAATA
GTTGAGAGTAGTTAACAGACAACTGTCCAGATGACTTTACATAGCTTTTTTACTTTACAT
AGGTTTTCATACTTTACATAGGTTTTCAAAAATGTCAGAAATCCACACAATGTGACATTT
AATGTTATTTATTCTTTTGTTGTTGAGACATATCTGCTCTTAGCAGCTCCCCTTTTGTGG
ATTCAAAGAAGAAATTGAGTGTCTCTACCTCCAGTTGAGGTAGTACAGTGGCTAGGTGGC
CACTGGGCAGAAATTGCCTATTCATCTATAGACTAAATACCATCCAGAAAAAGGACACAC
TATGCGGAATAGTCGACTCATAATCTCTGCCAAGTCAGGGTAATCAGTCCTTCAAAATTC
TGCAGTACAAAGGTCTGTCAGATGATCCTGGGCCAGAAGGCTAAAGACTGATGCTCCAAC
TTCCTGACATATAGGAGCTGTATAGGTAGGCAGCTGTCTCTACAACTTGTCTCAGTTCTG
GAAGATGTGCTAGGCTTCCTATATTTTCAGATAATATTGGTCATTCTCAGATTTCTGATG
GGATTGAAGACTAATTATAGTCTCATAACCAACCCAGGCTATTTAGCATTGAGAGAATAT
ATTTAAGAAGATAGTTTTCAGATAGTATACAAGCTAAACCAGGTGATAACATATAGATTT
ATAAGTCTTTTAAGTTAAGATAGATGACAGGGTTCTATTTAATTGATAAAAATTTTGGAC
TGGGTGTTAGGTCTCTTTTGTGCTTTATAAATTGCAAAATGTTAATAGCTGTGCTCAATT
TATATCTGAGATAAGAGTCTTTTAATTGGACAGAAAGGGGGAAGTCTTGTGGGTAGCCCT
GGTGCTGTTTGTATTTTGATGCTAATTCACCTTCCCCAAGAGGGGCTGTGTGGGACTAGG
AGTGAATCACATATTCAGAACTTCCTGTGACCCTTCTAATAAACAAAGAAACCAATCACT
GGGTGAGTAGGTGGGACCTCCAGGTCAGAAAGATGGATGGAGAGGGAGAAGAGGAGAATG
AGCCCGAGAATGTGAGATGAAAAAAAAATGTAGATAGCAGAGACCCTGTTTCAGGTGGTG
GATCCATTTGTATCCACTACTGGTGAATTTAACTTAGAATGGCTCATAAATTTGGATGTT
AGTTGTTGTGCTCAGTGATTGAGTTACCATTGATTCTGAAAAAAAAAAAAAATCTAGCAA
ATAGAGCTGGGCATTTGGAGGCAGAGGCAGGCAGTTTTCTGATCCCAGGCCAGCTTGGTT
GACATAATGAGCTCCACCTAGGACAGTCAGAGCTACATCATGAGAATTTGTCTCAAACAA
GCAAACAATCACCAGATACTTGGACAATCAAACTTGTACAACTAGAGAGTATGAATAACA
AAGGAACGTGGGCAACAAAAACAACTTCTGAATGACAGAAGTAGACAATCCACATGGCCT
AATTTCAAGGCATTTAATACAGCAAGGCAAAGAGTGCTGTGATATCATGGGAGGACAGCT
CACCAGACACAAGGAACAGAACAGAGAGGCCTGGAAGCTGACCCAAGCACACCCACACTT
GCACAATCGACTGATGTGTGATAAGCATCATTCAGAACAAAGTAATCAATGTGCCAGGCA
CTTTAAATAAATGAAGCCATGTCAACAGAGTGACTATACAACGAAAGAAAGGAACAGCAA
AAGGGGGCCACCGTGTTGAGCACCATACGAACATGTAAAAATATTCAAACACTGGGAGAA
AACACAAGAGGAAGTATTTGGAATATTGATTTGGGCCAATTTGTTTTCATAGAGGATCCA
AAAACAGTAACAACAACAACAACAAAAAAGGACTCACGCCACTTCATACTTTAAAAGGGT
TTATTTTTTATCAAAAGGAACTAAGAAAATAGTTTTTGAAAAGTTGCAGATAAGCAGAAA
ATACTTTTCAAACACTCATAGAGTGTCTTTTGGTGCTCACACCTGTAATCTTAGCACTTG
GGAGGCTGAGACAGGAGGATGATCCTGAGTAAAGCTGTCTCAAGTAAGTAAGTAAGTAAG
TAAGTAAGTAAGTAAGTAAGTAAGTAAGAAAGAATCAATAAAGCCGTCAAGGGAGTAAAA
ACATAGAAACCAACAAGCAAAGACCCTTTAACAATCTTAACAAACAAGGTGTAGTTACAT
AAGCCTGAATCCCAGCACTGTGCTGACTGAGGCAGGAGGATTGAGAGGCCAGTCTAGGCA
ACATAGTGAGATCCTGTCTCAAAAGAAAAAGAAAAGGGAGAAAAGAAAAGGAGGAGAAGA
GGAAACAAACAAAAACACCTCTTACAACTCATTTAGAAAACACACAACCAAAAATAGTGG
TTAAAAGAATTTCTCAGACTCTTCACTGTGGATTGGTTTAGAGACAGCAAGTGAGTTCAC
AAAAAATATGTTCAGTATCATAATACTGAAAATCAAAAGTACCATATACCTCCAAGAATT
GCAAAACTCAAAAACACTGATAATGTAGAAATCTATAATCTGGATCCTTTACGCCCTTCT
GGTGGGAATCTATACATGCTGAAAAGCAGCTGGGTGGTTTTTGTCAAGCAAAACATACTA
CACACTATTACCATACATACTAACAAATATTAGGAAAGTCAGCAGCCTCCAAAACCTACA
ACTATCCTTTCCACTCTCTTGTGACTTCTGTTACAAACTTGTAAGTCTTGCCATTCCTTG
TCTTGTAGAAGATCATTCCAGTTCCTGTTATATGACATATTCTCTTTATGGAGTAGGCTC
TGTGCTTTTCTTCCTCTAGGAAAATATCTCAGTACCTACTGTGTAGGTCTGATGACCCTA
GTTTGATCCTCAGCCTGTACATGAAATGGTATGAATGGTATGGTGGTACACATTAGTAAT
TCCAACACTGGGCAGGCAGAGATGGGAAGATCCCTGGGTCTTCTTGGCCAAGCCAATCTA
GCAGAATCAGCAGCCGCAGAGAGAGCCCCATTGAGAGACCCTTTCTCAATAACTAAGGGA
TGACACCTGAGGTTGTTTTGTGACCTCCATATGCACACTACACATGTGCCATTGCTTGTG
TGCACACATACAGTTATTACCCCCACCAGCACCACCCATCATATTAAGTCCTACACTATT
CCGGAATAACCTTATTTTAATCAATGAATCTATAATGGCTACATTTCCAAATAAAGTCAC
AGTCTCAGGTGCTGGGATTTAGCACAACATTTGGAAGATCAACCCACTGAATCTTCCTCC
AGGGTTGTGAAAACTGAAGCCATAGCTCAAGTGGTAAAGCACCCGCTGTACAAACATGAG
ATTGTAGCCTCAGAACCCATGAAAAAAGTTATATGGTGGTGCATGCCTGCAAACCCAGTA
CTCGGGGAATGAGGCAGAGACACATAGATTCTCAAATCTCATTGACAGCTAGCTTAGCCA
AGTCAATACTTATTCAGGTTCAGTGAGAGGCCCTGTCTCAAAAAATAGACAGACAGCAAT
CAAGAAAGGACAACCTATATCTACCTCTGACCTCCACATGCATGTGCACAAATGTGAACA
CAGCTACACTGACAAGTACACACACATGTGCACACACCTATACTAACAAGCACATGTACC
ATGCATGTACATCATAGACCCTCACACACACATGCACACACATATACACATGACATATAT
GAGATGTTTATAGCACCTCAACCTGGAAACAAGTCCTGAAGTATTAACCACAAATGGATA
AATTGCGGTGTGTCCATTCACTGGAATAGCACTGAATACCACTTGGCAATCCAGGCAAGA
ACTGCAGATATATCAAAGAACATGAATACATTTCATGAAGAAAAGCTCACTGTAAAATAC
CATTAGTGTAACACTTTAGAAAAGTCAAACACTATAGATGAAGACTCGGAGAAGAGCTGC
AGGGTCTGCTGGAGTGGAGGGGACAGAAGGGGATGGAGCATGAAGACGTGGAAGTCAGCC
TTCTACGGTGATAAAATATTGACTGCCATAATTGTGCTATTGTTACATAACTGCCTGAAT
TTGTCAACATTCATATAACAGTTCATTACACATAAATTTTTGCTGCGTACAGTTATATTT
TTAAAGTGGGTTGAATTATACCTTAAGAAAACATTAGCTATTGTCATTTTCCTTCAGTGA
GTAGTCACTGCTAAGCTGCCACATGCCCAGTAATAACCATACATACATGCTCATGCATGT
AACACTAACTAAACTTGGTGTGTTATAAACAAAGACATGGAAAATGAATTTTGTCACAGG
CCCTTTCTACATCTACTGAGATGATCATGTGGTTCTGGCTTTTAGTCTATGTATATGGTA
GATTGCATTTATTGATTTTGTGTGTTGATCCTTCCCTATTTGTTTCTTCTCCTCCCATCG
CCCTTTCCTGGACAGGCTGTGTCCTGCCTTCACTCACAGGACAGTTCAAGCTTGGTTTTC
TTCAGTTTGTCTTAACTCACAGTTCCACTTTCATATTCAAATATTTCCATTATTTCCACG
CTTCCTCAATCCTAAGAAGTGGTAGGTTGTGGAAATTTAATACATTCTTTCAAATGAAAA
AAGAAAACATGAACACTTTTACACTGTCCTATTCAGTTGATGCTTGCCTAGGTTAGCTTT
AACTGTTAGCTAGGACTAACTAGTATAAGCAATTCAGTTGAGGAATTGACTACATCCGAC
TGGCCTGTGGGTATGTCTGTAGAGGATTGTCTTGACTTTGTTAAATGACGTAAGAGGGCC
CAACCCACTGCAGGTTTGGTGGCACCAGTCCCTAGGTAGATGGTCCTGAACTGCCTAGGA
AAGCTTGCTGAATGCAAGTCTTCCTGCCAGGCAGTAAGCAGCATCTTCCATGATGCTACT
GCATTGCTTTGGCTGAGTTCCTTGGTTGCAGGTGATATGTCTGGGTTTTGACTTTTGTCC
ACTTACACATCGTTCCCCTTTGTGGCTTGGTCTCACAAACAGGCCCACCTGTGTGCACCT
GCCTCAACTTCCCTCAGTGATGGACAAGGACTTGGAATCATAAGCCAAATACTTTTTTCC
TTTTTCCCCCCAAAGTTGCTTCTGGTCAGGGTATTTGCCACACCACCAGAAATGAAGGTA
GAACGATGTAATTGATCTCACCCTCTCTGTGTATATTGAGATGACTAAAGGTTGCATGAA
AGTTCATATAATTAGACATCATATTCCTCCTCACACCTTGTGGCCCTTCACATCTCCCCT
CCCCCTCCCACTAGTCCCTTTTGTTCCCCTGGACAATTTTTGCTTCTACTTTCACAGCAT
CTGAAAGTGCATGAATCTATGCATCTGTGTGCTATCTAGGAATATCAGGGGGTTTTGACT
TTTGTCCACTTACACATCGTTCCCCTATGTGGCTTGGTCTCTCAAGCACAAGGCCTGGAC
TCTCCCATATTTGTAGCTTCAGGGTTGTTCTCCAAGGATTTAAATGTCCCAGCTTCAAGT
GTACAGCAACTGCACTCTTTGTGAATACTGTTATCTTGGTGCACAACAATTCCTCAACGG
AAAGTTCGCTTCCTTAGTCTTTAATTCACAGTTTAACAAGTCCATGACCTTCACATACAT
AGAGCCTTAAAATACCCTGACTTTCTTCCAGGCCATTTCCTTTTCCTTTCCTGCCTCTTC
ATTTCCTTGTCTTCCCTCCTACTCCAAACATGCCTGTGGTTAACACTTCCTGCCTGTTTT
TCTTCTCTTATTGTCCTGTCCTGTCCTGCCTGTTTCTTCTCATCCTCTCCCTGTCTTTCC
CACCCATCTGCTCCCTTATTTTTAAACGTTTACTCACCCATTATTTTTACTGCTTTTTAT
AAGGGACCCAAGGGTATCTGTCATTACATCTTCTTTTTATTCAGTGAAAATTTGTGTTTT
CCAGTAAGTCAAGAAAGAAGTCTGCATGGAACTTGCCAGGAATATGCCAACTGGGTCTCT
CCACTTTGTAATACCAGGCCTACACCTAGGCAGAGGGACAATACCTCCTATCAGCTTCTT
GGTGGAGCTCCAGCTCATGCATATTAATTGCCTGCATCATTAACAGTCCCTTGGGTTTAT
TGCATGTCATGGGGGAGGCACTGAGAATAGTTGAAAATTCAGTTAGAGCAACACCCTTTC
ATTTTCATTTGCTGTTAGTGGTTTGGACATAGATGCCTCCAGCAGCTCCGTGGAGTGGAT
CCAGTTCTTCCTTTTATTTATAAAACCTACCCAGAGAACAGCAGGGCTGTTAAGTGTGTG
GTGAACACCAAGTCCAGCTTTATCAAGTTCCCAGTGAAGTGCTCAGTCCTCCCATCCACA
GCAGATCATAACCATAATTTAAAAATCGTGCAGGCTGACAAGATGGATTAGCAGGCAGCG
TTGACTGCTGTCAGGCCTGGTAACCTGAGTTCCATCCCCAGGACCCACATGGAATGAGGC
TGCTGATTCCCACAGGATGTCCTCTGACCTTTACATTTGTGTCATGGCACAGGGGCTAGT
TCCTGCAATTAAATAAACCAATGTCGTTTTGAAAATTCTGAGAAAGTATAAAAGTAAATA
ACATTTAAGAAGCAAAATAAAGTAAACTACATTTTCAGTACTTTTATTCAATGCAGCAGG
AAAATAGCCTATATTAGACTCTATTATATATTACTACAAAAGTTTGAAAGAATAAACTAC
CACGTTAAGTTTTATACTATAGTGCTATCTATTTTTTCCTTGGTCTAAGCTGGCCTTGAA
TTGCTATAAATGCAAGGATGACCTTGAACTCTTGGTCTTCCTCTACCTTCCAAGTGCTGG
GATTATAGGTGTGAGTTACCCTACTCAACTTATAATTGTACTTTTTTTTAAAAAAAATTG
TTTTTATTTAAAATTATGTATATTTTATATGTCTCCCTGTGTCTCTATTCATGTGAGTAT
AAATTCCCACAGAGGTCAAAGGTACCACATGCTCCTGGAGTTACAGATGGTTGTGTACCA
TCTGACGTGGGTGCTGAGAACTGAACTTGGTTTTCCTGCAAAGCAGTATGTGCTCTTTAC
CACGAAGGCATCTCCCCAGGCCCCAGTGATACCTTAAATTCTTCGATCATATTGACTTTT
TTGTTTAATTTTTGGTGCCAAGGTCTGAACCCAGGGCTTTCTACCTCCTAAACACACACC
TTGATCCAGCCTTGATCACTAAGTTTGCTATATCCATCTATGGTGTGTTAGGTCTATTCA
ATAAGTATATGTCTAGCTTCTAATATGGATTTCTGATTGTTGAGAAAACTTAAACATTAA
TCTCATCTACTTTCAAAATTTGCAAGCTAAGTAAGGCAAAAGTCATGAGTATAACTGAGC
CACCAACCAGGCAGCATATATGAGCTAGCCTGAGGCCCTGACACAGGTACAGCTGAGGAG
TGCCTGGCCTCAGTGGGAAAAGATGCACCTAACTGTCACCTAACTCGCAAGAGACTTGAG
GCCCCTGGGAGTTGGGATGTCTGTTGGGAGAGGGGAGAGGACATTCTCTTGGTGACAGTG
GCAAGGACTGTAGGAATGGGAGGGGGAACAACGATGGGACTGTTAAAAAATAAAAGTAAG
AGAAAATTACAGTATAGGAGTAAGGTGTAGTGACACATACCTTTAATCCCAGCACTCAGG
ATGCAGAGGCAGGTGGCTCTCTGTAGGTTAAAGGCTAGCCTGGTCTACAAAGTGAGTCCT
GGACAACCAGGGCTATTACATAGAGAAACCCTGCTTCAAACAAACAAACAAATGATGGAA
TGTATACTACATTTATTAGCTTCATGAGGGCAGACACTGGACTTTTTTCTGTGTTGCTGT
TATCGTGTATGTGTCTGCATGATTTGTATGGGAGGGAATACATGCCACAGGCCACATGTG
AAGAGCAGAGGATAACTTGACAGACTCAGTTCTCTCCTTCCACCTCTCTGTGTGTTAAGT
GGATGGGACTCAGGTGGCCAAATTATGGGACAAGTGCCTTTACTTGCCTAGCTGCTTTGA
CAGGCTTATCACTACACTTTCAAATTGACATACTTCTCTTCCCAAATCCAGCTTAGTCCC
TTCCACACAGAGTCACTTAAAAAGACAGTATGGGACCATTAACATTGCCTTTTAGGACAA
CGGTTAAAGAAGAAACCAGCTTCATCTGTTTTGGGTAGTGCTGCGCATCAATCCTGGAGA
CTCAAATAAAAGTCAAGCTGTCTAGCACTGAGCCCCCCTCTGGCAGAAGAGTCCTTTCTT
AAAGAAGGAACTTTGAAATCATTAAACATTAACTGTTGATTGATCATGTGCGTGTGCGTG
TAACTTGATGTGTGTCCGTGAGCATGAGGTCAGAGGACAAGATTTTTGGAGTTGGTTTTC
TCTTTCCTTGTTTTAAGGCTGGGTCTCTTTGCTGCTATGCAGATACTCCATCCAGTCTAG
CTAACCATTTGTCTCCAGCCAGTTCTCCTGTCACGTGACCCCTCCCTCTGCAGGAGTTCT
GAGATTACAGATATGCACTAGTGTGTCCAACTTATAGCTGGGTTCTGGAGAGGAAACTCG
TGTTGCCAGACTAGAATAGCAAGGGCTTTTACCCACTGAGCCTCACACAGTACTTTGATT
TTAATGGAAGAAAAGCCAGTGGTCTTAGTTAACTTCAGATTAACTGAAGAAGCAATGCTT
CCTTGAGTAGCCTAGCTCGTGTGGCTGCCTTGCAGGATGGCTTGTGCTTCCTTGAGTAGC
CTAGCTCGTGTGGCTGCCTTGCAGGATGGCTTGTGCTTCCTTGAGTAGCCTAGCTCGTGT
GGCTGCCTTGCAGGATGGCTTGTGCTTCCTTGAGTAGCCTAGCTCATGTGGCTGCCTTGC
AGGATGGCTTGAGGAATTGTGTATAATATACTGTACATATTCCAGAAGCGGCCGGAAGGA
AGGCAGGTGGAGTGGATATTCACTCCATGAGGGGTGCACTGTCTCCCAGGCACTTTCATA
GTGAGAGAGAGAGCAACAATGAGTCTGTGTAGGGAAAACAGTAGCTTGGCATGGTTGCCT
AAGTAGATGCTGGCCTGTGATAGGAAAGTTTTGTCTTGAAGTTTGTGTGGCAAAGAGACT
ATCTGGGGTATACCTAATAAACGGGTTCTAGGGCAAGAAGGGAAGTCCCACTGGTAAGCC
ATCTCTTAAAGGATCTCCCAGCAAGTTGAGAATAAACAAATCTTAGTGAAACACAAGTTA
TCCAGCACTTGGGAGGCAGAGGCAGGCAGATCTTTGTGAGTTGCAGGCCAGCCTGGTCTA
TTGAACAAGTTCCAGGACAACCAGGGCTATGAAGAGAAACCCTGTCTCAACAACAACAAC
AACAACAACAACAACAACCAACCAACAACAACCAAGCAACCAGACAACCAAACCAAACAC
CAACCACAATAGCAGAAGTTGTTTTTCACAGCGCTACATTCTTCTGGTTCTGTGAGTGAA
CTCTAATTGCTGACTCATTTATTGAAAGTTTATAGACATCTCCAGGTTTCCTGTTTCACC
CTGGACATGTGCAGCCAAGCTCTTTCTCTCCTTCATGTCAAGACCAAGTGAGTCGTAGTT
TTTCTGTGTGCTTTTTCCTGGCTTTGAGTATCTGTAGCTGTTTCCTTCCTTTTCATTTCT
GTTTCTTTTTAAAAGCTTGTTCTCTGTATGTAGATTTGTTTTGTCTCTGCTTCTCTGTCT
CTCATTATTTTGGACAGAAATGTATCAAGTCTCTAGATCTCTTACAGAAAGAGACACTGC
CTATAATAGCTTACTGTTTCTTCCTTACATGAACTTGTGTATGAATGGTGTTGATAACAA
ATGGCTTCTCCACTTGTGAGGAAACTCGAGCTGAGTAAAGCAGGTGTGTGCATCCCTGTG
GCTGCAATCACTTTCAGCTGTTTGTTTAGAAGAGGAAGGTCCTGGGACAGGCTGCAAGCT
GAGGACAAGGCAGCATGTCCTGAGCACTGGTGGCAAATGTCTGGGATGAACCTGCATGAG
TGACCCTGGATTAGACTCTGGCCCTTATCGTTCCTTCTAATTTGTGTTCCTCCAAGCACG
ATCCAGTGAATGCAGACATTAGCTAGAGCTCTGTTTCATATTATAGTTGGTTAGAGCAAA
CAGGAGAATGTTATCAGTGGGAAAGGACTTTAAAAGTCCAGTAATCATTAGCAGTTTAAA
TGTGGGAGACATGCTTCTCTAAGCAGAGTTAATAAGAAAACCTTCTCTGGCAAGATTTCA
CATTCTCTGAAGTTTGGACTTTGCTAGTAAACTTCAAGTAGATCAAACAGTTTTGCTCCC
CAACCAAGTCTGTTGGCAAAACTACTACTGTGGAACGTTTTGTTCATATGAAGAGTCACT
TATTGGGTCCAGAGGCGAATGAAGGACACAGTGAGTTAAGTGCCAGTCACCTGGTGGCAG
AGCTGAAACCAGAAAAAACAAATCTCTGTAGGTTTGTTTATTTATTTATATTCACGTGTA
TGTGTGTGAATTCTGTGTGTGTACGTGCTGTTGGAAACTAGGAGAGGGAGTTCGACCTCC
TGGAGCTGGAGTTACAGGCAGCCGTGAGCATGCAACATGAGTGCTGGGAACTGAGTGAGC
AAGCACTCCTAATGGCTGGGCCCAGAGTTCCTGCCTGAACTCATCTCCCTAGTCCTGGTC
TAGCTTCCATTTCCTCACTCCATGGACTTGCTTGATTATACAAACCCAAGGTAGATGAAG
AAAGATGGCAATGAACTAGTTATTAGCTATCCAGACATTCTGAGGGATATTCCTGCCTAT
GGAAATGTTTTTACAACAAATGTCAAGAGGAAGAAAAAACAAACTGGAACAGATCATAGA
AACTCCTCAGTCGACTGTGGTATGAACGTCCTCTGAGCTAGTCCTGTGAAACAAGAATTA
CAGAGGGATGAACGTCACTGTTCAGATGGAGAAACAGTTGAATTATCTGTTAATCTCTAC
TGTTAGCTCTCTTAATGTTTTTACAGGATAAGCCATTGAGCACCACCCCCACCTTTCTTC
CTTCCTTCCTTCCTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTTTTCTTTCTTTCTTTC
TTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTC
AGAGATTATTCATTTTAAACACACAGGAAGACCTCAAGAAACCCTTCTTTTCTGGTTTTA
GATTCATGTAAAGAAAAAGATGTGAAACTCAGATCTTTGCACCATTTGGCAATTGTTTAT
ATGGCTAACAGCTGTTTCTCTTGATTCTTTGTGATAGCTACAAATCAGAACCAGGATTAT
ACAGAGACCCTTGCTTTTAAAACTCCAAACAGTATAGAACATATGTCTTTTAAAAAGGAA
ATAAAATGTTTTAAGAAATACGTAGAGTAAATTTTTTGAAATTAGTTCTTCAGCTCTCTA
AAAACCATGGCATTTTCAGTCAGTTTATGGGATGTAGCTCAGGCAAGAAGTTTGTGAAGT
GCTCTGTAGTGGGTGAGTTCTACTGGGAGAATATTTATTTTTATTATCATTAACCATGAG
CATATTTTGTTAATATACTACTAGCATATTTAATGGAATATTTGTATTCCTTTGCTCATA
AGTGCTCATTTGGTGTATAGGATATAAGATAACTCATATATGCCATTTCATCCCTTCTGA
ATTAGTTACTTGTTTTCTTGTTGTGACAAAGCATCCGACAAAAACAATTCAAATAAGGAA
GGGCTTATTTTGTCTCACAGTCAGATCAAACCATCCATGGTGATGGGGAAAGCATGCAGC
AGGAGCTTGGGGCAGCTCCTGCATCCATAGTCAGGAATCAGAGAGCAATCAGTGTCACTG
TTTGGCTGGTTTACTTCTTCTTCCTCAGCCATAGAATGGTAACACCCACATCTAGAATGG
ATCCTCCCACCTCAATTAATCTAACCTAGAAAATCCCCCCCCCCCTTTTAGAAGGCATGG
GTCCACTGTCTTTGCATAAAAAGCCACAGAACTTTTCCCAAAATATTCCACAAGTGAGTT
CTATAAATGAAGTCCCAGGGTGATAGACTATTGGGTTACGGTTATATAATAACTGTGTCA
AACAGGCAATCAAAATAAGCAGAACATACTGTATTCACGTCACTCTGCTATTTAAGTGAT
AAAATTGGGGTGACATATTCTTAACTTTGTTTTTCTTTTCCCATTTTTCTGTATTGAGGT
CACCAGGGCTCAGTGAACACTACTACATGTCCAACTGTGGAGTCTGGGTGACTGAATAGA
AATATGTCTAACCAATTATCACCATCACAAGCATTCTGAGTCCTTGGATTTCTGGTCTAC
CTGAGTAACTGCTGAACTCTTTGCAGGATACATCCCCAGGGCTCCTTTCTTTAAGGTCTT
TACTTAAAGCAGAACACTTGATGTTATTTATTTTCTGTGCCTGTGGCGGTCAAATGGCGA
CATGTAGGAGGCGCTTCTTTCTTCCTTTCCACCATTTGGGTTCTAAGGATAAAACTCAGG
TTGTTGGGCTTGGCATTAAACACCTTTACCAACCGACCCAACTTGCTGATCCAAGTTCTA
GAAATTCTATGGAGACTGTCTTTCTGCCTCTGTACCAGTCTACCCATGTGCATAATTGTA
TGGATGGAATTCTAAAGTATCCTCAAAAATTGCTGACCTATAAAGCACCCATATCTTTCT
CAATTTCTTCTACCATAAACTATGCCCTGTCGTGTATTAGTCAGTTTTGCATTACCATAA
TGGAATATCTAAAACAGGATAATTTTATGAAAAAACAAACAAACAAGTTTCATTTACTTC
AGGGGTTTATCAGCTAAAAGTGCAGGATCAATTGGGCTCAGTTTGATTTCTGTCAGAGCT
GATGCTAACTAAATGTCATCAAAACCTGGGCTATGTGTGGGAGGAAGAGATCACATCTTG
AAACAGGAAGTCAGAGAGGCTGACCTCACAGAATCTCTTCTGAAGGCAGGCTCCCAATGA
CTTACTGACCTCCCATGAGGCTCCATCTCTTAGTGGTCCTCAGTCTCCCACTGCCACACT
TCCAACACATTAGCTTTTTGGGAAGATACAGCTCAAATCATTTTCAAACCATTTCATCTT
GTGATGGAATTTTGAAGTTTCAGGGAAGGCCTCATATTGATTGGTTGTAAGACACGGAGA
TGATCTGACCTTTCACTAGAGGCTAAAATGGAAGCCATTGATTAGAAATGCTGCAGAATT
TGGCAAGTCACTACTAGATTACTGGTGGAAAGGGCCATGCACTGAAGCATGTGGGAAGAT
CTGAGGAGCTTTGAATGGCTCTGATTGACAACCGGCAAAACCCCCACGAACTTTAGTGCT
GCAAGCACAGGCAGAAAATTCTGCCGTCGATCCAAATGAGCTTAGAAGAAGACCTTAGGC
TCCATGACTGGGAGAGTGACCACAAACCCTGTCAATATCTTGAATTTTCTTTGTGATTTT
TTTTTTTTCAGAGAAACTAGTTAGGGTGGATCTGAGCTGAGGGATATATGAGTGGTATTC
TAAACCACTTAGTCTCCAGTACTTTGCTTTACAATTTTGGTATTTTTAAAAAAAAATTAT
TATTATATCTAAGTACACTGTAGCTGTCTTCAGATGCACCAGAAGAGGATGTCAGATCTC
ATTACGGATGATTGCTAGCCGCCATGTGGTTCCTGGGATTTGAACTCAGGACCTTCAGAA
GAGCAGTCAGCATTCTTATCCACGGAGCCATCTCTCCAGCCCCACAATGTTGGTATTTAA
TATGCTATAGAATGAACTTTAGATACCTACTGGCTTACAACCCAATCAATCTTATGTCTT
GTCTAAAGCCTTTCTTCTTTAGCTCCTTTCTCATTGTTATTAAAGAAGAGACAAATATAT
AGAAATTTAATATTTTTGTTGGTCTATCAGTTTAGGACATAAGACCAACAATAAATTATC
AGACCTACCAAACCTATCTTGTGGGTTTAATGTACAATGATTTTGGGCTGTTTATTAATT
AGCATACATCTCTGGAGACTATTCCCCTCGATTGTCCTATTGATTAGTTTTTGTCAAGTT
GACATAAACTAGAGTCATTTGGGAAGATTGGTCCTCAGTTGAGTATTGCCTCCATCCGAT
TACTACACAAAGGCATCTATAGCTAGAGAAGAGCTTGGGATTGCAATGTATATTCCAAAG
TAGTATGGGAAGAAAGACTCTGCCACTAGTGATGAGTTAGATGATCATGCTGAGGACCTA
GTGAACAGGGTTAGTGACCAAGCTGACAGTGTTAGCCAGCTTCTGGCATTCAAGGCTACT
CAGGGCAAACCAATCCCTGGATGCCCTCCAATGACAGAGCCAAACAGAGGCTACACGGAA
CAGGATGGAGACATCACAGCTGAGCCGTGTCTACGTTGTCACAGCACTGTGAGCAAATTA
CTCATCTTTATGTTAAGACCCAAGGTTTGACATAATTGTTACAATGCATTAAGTAATGAA
TGTAGACATTAGAAAATATGATATGGGTAAAAGTCATGGCTTCCACATAGGATTTCAAAA
TGAAAATTGTATTTGGTTTTTTTTTTTTTTGAGTGAATTATTAACTCACATGAGACATAG
TAAAGATTTCTACATATGCAAGGATTAACTTCTTTTAGGGCACAATTATGCTTCTTTCTT
CAGAGCCCCCTCACATGATGGTTAGGATACAAAGTATGGGCTGCATGATGATGCATAATG
AAAATGACAAAAAAAAAAAGGACAAAACCCAGCATGTCTTAATCCAAATTGATTTTGCTT
TACTTTATGCCCCCAAATGCCCAAATGCTTATTTTTATCTTTCTTTAGTTTTCTTTGGGG
AATCAATTTGAGGTTCCTCCCTCATATCACAGTAAGTGCACAAGACTAATGCCAAGTTCA
CAAGTGACCTTATGGATGAGTGCTAAGTTGCAGGTGACTACATACGTTTTCCAGTAATGG
AAGATGAGAGGATCTGTCATCATGGTGGGTTAGGTGACTCAGAACACCCTGTAGAGGAGT
TTTCCTTTTGTGCTTCATCTGGTGATAGCCAGTCTACCAAGGCCCCCCATGGAGTGGGTA
CTCTAGGATGTCCAGCTGTTCTCAGAAGTTCCAGGTTCACCTGGGCAACAAGCACTGATC
ACCACTAACTGTGATGCCGGCACTGTGATGGATGTTGTGAAGCTGTGAACATAAATGATT
CTAACTTTAAAGCCCTATTTCCATGGTCTGCCCACAATGGCTCTAGGGATAACCAAATTA
AATTAGTTTACTTGAGCTTACCTGGATCAGAACCCTGTGGTTCCCCCAGGGTTGTGAGGC
ATTTGGCTTCCTAAAGTGGATTTCATACAAGGCTGTTGTCTACTGTCAATTGAATTTAAA
AAAGAAATCAAAGTAAATATTTTCTCTCATTCTTATTTGTTTTGGGGTTAAAGAAGATGT
GGTACCCAATACCACAGGGCAGGCTTTGAAGGCATTTTTTATCTCAGATGGCCAAACAAA
CCATATGTTTCCATTTCTCTGAGAGGGCAGGGAAGGTTCACTTATCATGTTCAGGCAGTC
TACCCAATGGCTTGGCATCATGGACGCTGGTCCAGTTTGTTTTGGAGGGACAAGTCAGGT
GCACTGGTAGGATAGCGTCTTACCAAAGTGAGAGTCCAAAGAATGCTTCTTAGGTCATTT
GATCAGGCAGCCACACAAGAATACCACAGACTGAGAGGTATATGAATATAAGGCCCTTTA
CTTTATTTTGATGCAGTTGTGGGGGTTGGAATGTAAGAGTCACGAAGCCAGAAAGATCGT
TTTCTGGTAAGGCCTCTGGTTTCTGAATGGCTGTCTTCTCTTTGTGTCCTTGTGTCTGTG
TGTCCATTTGTCCGGGTATCCGTTTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTCAGAGAGAGAGAGAACGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAGAGAGATTGGGAGGAGAAGGGAGCTTGTCACTTTCCTTCCTATAAGATTGT
CTTGATGGTTAATAGTGGCTGTAAGGTTTACAGGGTCTAGAGTCACCAGAGACAAGCCTT
GAGGTATATCTGTGAGGATGTTATAAAGGTTAGGTTAATTGAGCGAGAAGCCCCACCTGA
AATGTGGCTGATGCTGTTCCGTAGGCTGTGGTCTAGGACCACATTAAAGGGAGGAAGAGC
TGAGTACCAGCGTTCATCTCTCTCTGCTTCTGGATGGTTGGCACAGTGTGAACAGCCACC
TCACACCCCTGTTACATGCCTTTCCTATAGAGGTATTTATGTCCCCTTGAACTATGTGTC
AAAAATGAATACATTCTTCCTGAAATTGCTCCTTCCAGGTATCCTGCTTCAGCAACAGGG
AGAGTCACTAATAATAAACTTATGATCCCATTTACTGAAATTACTTCTATCTAGGGACTA
TTGGCAAACTGCTCCATTGGGATAGGGGTAGTCAGGATTTCAATTTGTATATCAAGGAGA
GAATACAATCTAGGCCCTAGCACTTCTTATATGGCACATGCTAAATTAAGCCCAAGGATG
TATAGATAAGCTTATATGTCAGGCGCAAAATGCTCTCAGGGAGTGCATATTAACAGTGAT
GTGATAATTACAATGCTGTGCTCAGGTCAGATGGGAAGAATGAACCCATTCAGTTAGAGC
AGGTCAGGGAAGGCTTTTCAGAGGAGCCTTAGACTCAGCGAGACTTTTGGATGCTGGGAG
TGGTTAGAAGTATTCCAGGCAGAGGCAGAATCCCACTGTCAGTGGTCACAGAGCAGCAGC
ACAGTGGCTGAGCAGAGCCCCAGGTGCTTAGGGGTGTAGGAAGAGCATGGGACCATGGTC
AAGGTGGTTTCAGGGAAGGGTACTTTCCTTTGGAGGACTGCACTAAGCAGCTTGAACTTC
ACCTTGTAGCAGGAATTGGGAACCTGTTACACATTAGACATTGGATCTATAATGCTCCTA
AGAGGTTCATGCTTTCAGTGTGTGTTCTAAGCCAGTGGTGGTGCTTGGGGGGCTACGGTA
TTTTCAGGGTGTAGATTGCTAGCAGTGGGCTTTTGAAAATGATAACTGGCAGCTTATTCT
ACTCTTATTCTTGTCTGCTTCTGGACACTCATTTGTAAAGTCACCATTGGATACACCAGC
CACCGGGAAGGACACAAGCTTGTGAAACTGTGAGCCCAAGTAAACCCTCCTTCCCCTGTT
TCTATCAGGTGTTTTGTCAAAATGGCAGGAAAAATAGCTAAAACAATAGATATTGTAGCA
GCAGCAGCAGCAGCACCTGCTGCAGCAACAGCAGTGGTGGATCAGTTTTGATTTAAAAGT
TCACCCAGAAAGCAGCTGGGACCCTGACACAATGGTGGCTAGGACCAGTTAGAACACCAT
TACCATACTGTGGTCACAGAGCCCAGAGGCAAGTGTGGTGGGCACTACCGGAGATGGGGA
GGGGATAGCTGCTCATCCTATTCAGAACTTAGGAGTTGATGTCAGTGTGGGTAGGGGTAG
GAGTCTAGGCAGGATCCCTCTGCTTGGAGACTAGGGAGCCATCAGGGGGAGAGGAAACTC
CATGCATGGGGGTGAATGGCAGAAGACTGCGAGTGAAGCACAGCAGAGAGCCCCTGGGAC
TGGGAAGGCTCTGAGGAAATTATTGTTGGCTTACCTCTATGAGAAAGCGGCAAAGGAATA
TTGCAAAGTTATCACTATTACGTGCTGTATTTTAGACTAATGTGAAGTAATGTGAATCCT
GGGGTGAGTGTGTCTATTGCTCCTGGATTGGGAGGATGCCCAGGAGCTGGCTAAGAGGAC
TCTGTAAGACTGAAACATTTGGAATAGGTAATTTGCTCATTGAAATCCACTGACAGCATT
TTTCCCCCTGTGCAAATATGACCTAAGCTCTTTGAGTCAGAAAAGTTTCCTAATAAATAA
ATCCTTAGTCATCTGTTGCCAAGAAAATGAAAAGGCTTTGGTATGGAATCCATCAACCTG
CTGGCCTTGTTCTCACCCTGAGACAGGGCCTGCTTTTGAACTCGTGATTCATGTAAATGG
CTGAACTCGTGATTCATGTAAATGGCACCCTTGGAATTTTGGGTAGGGCAGGGAAACAAT
TCAGGAGAGCTAGAGAATGAAATTAGATTTTTTTTTTTTAAAGATCAGATCAGTCCTTCC
TTGATCTAAATTCTCCATCTGCCCTTTGGTGAGGGTGGAGAGGAAAGCCCAGGTCAGTGG
GTTCTGAGCCTTCAGTTGACTGTGACTTTATGTAATTATAACAAACTCCTTTTTTGATTT
TCTTCCAAAAAAAATATTTGGCAGGGTTTCAACAGACCGAAGAGAAAGGGGTGGGGGAGA
ACAAAAAGGAGAGAGAACACAGAGATACAATAAGAGATACACAGTAACATAGAGACATAG
ACACACAGTAAGAGAGCTACAGATACATAAAGACATAAGACACAGAGAGACAGAAAGGAC
AAACAGAAAGAGAAACAGAGAGAGCAAGAGAAGGACAAACAGAGAGACAGAGCATGAGAG
GGACAGACAGAGAGAAACACATATACAAAGGAGAGACAGAAAGATGAGAAATAAACTCAA
AAGCAGATGCATAATGAATTTTAAATTGTGGGCCCCGTGAACTTGCAGCTGACACCTTCC
ATTAGACAGGTGACAACTTTTCCTTCCACCTTCCTGGTCCTTTCCTGGGCACCCAAGCAA
AGGAAAGTAAACCCGCACAACAGAGGCCCCTGCCACATGACCAAGGATCCAGAGCTCTCA
TCTGAGTCCACTAGGGCAAAGCAAGGCTGAAAGCTCGGGGGGCGTGGTCGGCCGTTCGGG
GGCGTGGCCTAGGAGTTGGGCGTGACTTAGTGATGACTCAGCGGCCCCGCCCCGTCCCCG
GCCCGCCCCGCCACTTAATTCTGACGCGCGAGGCCGCCGGGTGCGAGAGCCGCCCCGAGC
CGGACGGGCTTCTTACTCCGGCGTTGCAACCGCCGTCGGAACCGCCCTCTCGCCACCTCG
GTGGCTAAGGTGCCGGGTACCAACGCCAGCAGCGGAGCGCGCCAGGGAGCAGCGCGCCTT
TGTGCGAGGTAGGCTGGCCCCACACTTACTTCTCACACAAAGACGAGGGGCTTGCAAGGC
GGCCGCCCGCCGGGAGAAAGCGACGGGTGTCTGACCCCGGCCTGGGGGACCCTGTCGTTG
GCCTGCAGGGCGGGCTGGGGTATGCGGTCCCTCGGGCGTAGGCGAGCAGCGGGGAGCCTG
GTGGCCCTGCGCTGCTTGGGGAGGTCTAGGGTGCAGGGCCCGGGCGGCGGCCCGGATCGA
GGGGCGCCGGGGCGGAGGGGCCCCCTGGAGAGGGGGGAATCCAGGCTGCTGCTTGGTTGG
TTCATTGTTGCATCCTCGGCCCTGCAGACCCAGACCTTAAGACCCAGGCTGCAGTGGCTG
CGCGCCCCGGGCCAGATGCCCGCCTTGCCTGTCCCGGCAGCAGGACAGGGTCAGCGTCCC
GAAGCCGGCTCCTACCCGGCAGACAAAGGCGGGGTCGTGCTGCTTTGAAAGGTGGTAGTG
ACACTGTTTCCTGTCTGCAAGTAACTTTTCTATGTTGGACTCTGCTGTGCCTCTTGGAGT
CCGGTCAAGCCAGGGGGTTTGGGTGATGTCAGCGCAGAAGTCCCCACATTTTTGGGGGAC
TCAGTGATTGCCTCCTGAAACATTTCTGGATGACTGGGAGGTAATCTGGTGTATAAGAGC
CAAGTTTTGACATGTGTGCTGGAAGTGAAGCGTCCCCAGCTCTCTTTGAAATGTAGAGAG
TTCCTGTTGAGAGGATGAAGTGCACACACCAGCCATCCCAATCCCTTCTCAGATTTTTGT
CCAGGACTGCTAAGTGAGGTTACTTAGTCAGAATGGGGGGTGATACTGGAGGCGCCAACA
GGGGAACAGAAGGAGCCCTGTTTGGCTTGACTTTCTGAATTTGAGCCTCCCTGCTAACAG
GTACACTTTCTCTAGGCATGCTACCTCACTAGCATTTGGACATGTTAAAGTTGCTCTAAA
TCCTGTCAGAGATGCCTGTCTAGGGACGGTTCCTTAGTGTTTGGAGTTTCAGGCTTTACA
ACTTTGAATTAATAATCATATATATTTGTGATAAATTAAAAACCAGAAGATAGGTCACTC
ATGTGGCCACCACCCACACATACCCTGAGGATGAAGGTGTATTTGCTTTATAGGTGGCAG
GGAAGTTTGTGTGTGTGTGTGTGTGTATGTGTGTGTGTGAGAGAGAGAGAGAGAGAGAGA
GAGAGAGTCTAAATGAACACATTGTTAATTCCTAACCTTTATACTTGTCTAAAGCATGAC
ATTTAATAATGATAACTTTGCAATGTTCCTTTTACTGCTTTCACAGAGGATTATACTAAC
AACTTGTTTTGGAATATATTTTCTCAGAGCTTTGCCAGTAACTATTTATTCAGAAGGGAG
AGGCGGGAAGATGAAGGGAAAGTAATGTGCTTTGCACTTCACTGGAGATAACACAAAAGA
CTTTATCATGTATATATATATTTGTATGGGTATATCTAAATCTATATCTGTATACACACA
CATATATCCATATATGGATATAGATAGATATATATCAGGAGTAGCTTGGGACCGTTTAAA
AGGTAAATAAATGTTTTTACTGTGAAAAGTTCTGAGAATCCTGAGAAATCCAGGATGGAA
AGAGCTGCCTGTAGAAAGACTAGCCGTGTTTTCCATGTGCCTCATGCACATCTCAGAAAG
TTTGTGTTGAGAAAGTAAAATATGTTTTCATTACAGTGAAGAGTTTCGAGTGTCTAAAAG
GCCATTCAGCTACGTACTTGGCCGGTGGACATCTTTGTCATTACTTATATTTTCCCCTTG
TAAAAATTTTGGTCTTTGAGTTCTTTAGTATGCAAAGCAGAAAGAAGCCTTTGAGACAGC
CCTTTAGAGGCAGGGTGCTCAAGAGATGATGAAGTATTCTGCAGTCATTTCTGAAGCAGG
AGACACCATAGGAGGAGGTTGGGACAGTGTGCTGTCAGGTCCCATTTGCAGTTTTTCATC
TGCTTTGGGTTCCTTAATATGCATGCACACTTGGAGTAGTTGCAGGGTTGTCCCCTAGGT
GGTGGGCAGAATATTTTGCCCTCCGTAGTGATTTCTGTTGCTTTTCTAGTCATGTACTTC
CTAACAGCATCGAGTGGGATGGAAGGTCCAGGAGGAAACAGCCGTGTGCCCAGTCTCATT
TCCTACCCCTCTGAGGGCTTTGGGCTGTGTGAGCAGTACAGGCAGCTTGGGCCTCAGCTC
AGACTTTAGGAGTCCCATGTAGGGCTAGAGCTGTTGCTGGAGAGCCCGCTCCTGAAGTAC
ATAAAAGACTTGTACTCTAGAGACACACCCAGAGCAATCGAGTTCTTGCCCAGAAGGAAG
GCAGGTGCTCTTACTAATTGACTAATTGCTCCGAGTTTTGTTTAAAATGCTGCAAGCAAA
GGAAGAAGGATTTTTCATTTTTCAGTTTTGTTTTTTTCTTCTGTGAGACTGAGGGATAGA
AAACTTTTTCTTCCACTGAAAGGGGGGACACAGACTGAATACTGTGGCTTAGTTGGGGTT
ATTGATGTCTAAAAGCCCCTTCCCTCTGGAACACGCTGTGCAGGAGTGGTTTGAGAACTC
AGACTTGGGAGTTTGGTTCAGTGAGATCTGGATTTTAAGATGTTTGTGGAAGTCCATATA
TACCTTGGTGAGTCTAGAAGTACTGGGGAGAGAAACTGGCCAGCTTTGGGGTTCACTGGT
TCCATACTGGGAAAGCTACTGTAGAGTGAAGATCTATGTATAGCTGGTCCCACGGGAACT
ACTCATAGCCTTGTGTCTTCCCCGGTCTAATCTTTTCCTCTTCTTGCTTTTCCTGTTTAA
AGCAATCTCTTATTTTCTCTTTTCCTTTCTGTGGAGAAGTGCTGGGCCTTTTCCATCTGA
ACTTTTCCTCACAGTGAGTACTTACTGAGTGCACTTAAAGGGATGAATGCTTTTATCCAT
CGGTGCCTCACCCCTGAAAGAATACATTTATTTGGGAAACTGACTTGGGTTACCTTTGGA
AATGGTAAATCAATGGGGGCTGTTTCTGAGGTTGCTGGAGGAGGCCAGACACTGAGTTTG
TTGTAGTTAACAAGATGAACTTGGTCCTTGTGGCAGAGTATGTGAGGATGATATTTTAAG
AATTGTACAAAGTGACCCCCACGTTATTTAATAGCTGAGACTTTCAGAGCTGTGAATAGG
AATTAGCACTGTTTGATTTAAGCTCCTTTAGGAAGAATGAGAGAAACCACAGGGAAACAT
GGGGAATACGTTCCTAATCCTGTAAGGCAGATACTTGGGATACCCTGGGAACATGAGTTG
CCCAGGGCTAGCTGGGCATAGTTGAACTAACTGATGAGGTAGACTGCTGTGTTTTGTCTA
GAATTTGGCTGGGATATTGGGACAGTTTCTAGTGCAGCTTCATTGTCCCCACTGAAGGGG
TCAGTAGGGCCATCAGGGAGTCAATTGTTGTAGTGATGTGGTGTCCTGACTTAGAGATTC
TGAGAAATGAGTGTTGGTGTCACACAGAGATCAGCAGACTACAGCTGTGTTTCCCTCCAT
TTCTGGAAATTCTATTACAGATGAAGAGACAGCTAGAGGAGCTTGTGGGAAAATAGATAC
TGGCTTGAGAGTGTTCCCAAACTCAGCTGGAATACAGGAAGGAAGAGGGGATAGGGCTGC
ATTTAAAGCAGAGGAATGCCGGACAGTTCTAGCAAAGATGTCACTCAAAGTGGAGTATCA
GGCGACGAGCAGCTGTACAGCTGGGCCTGTGGTTGGCCTGCCGTATGTAGTGGTGTGTGT
GTGTGTGTATGTGTGACTTATGTGAGATCACAAAGGACATGTGCACTGGCATTGATGACA
GTAATACTCACTCCACACTCCACAGGCATGGAGCAGCAATAGAGCTTGCTGCAGGGGTTA
AGGAGGCCCTCCTCAGCCCCCCTCCTTGGGCTGCTGTTGATTAAGCCTTTGCTGGTCATG
AGACACAGAAAGCTTTAGTTAGGGAATTTGCGGGGCCTCTGTAAGCTTCCTAAGAATGAG
TTATTAAGACTTCTCTCTAACAGGAGAGAATACAGCTTACAGTTTGATGACCTCTAAGTA
AGTCACATAGCCCCTGTGAACTTTTCTAATTTGTGAGGCTAATGTGAACTTGGTAATACT
GACCTCCTATGATGCGGTAGGTAAAGACCATCCTGAGGCAGTGGCATTCCAAGGCATGGT
CCCTGAGACTTGGCCAATCACCAAGTTGTTGATGCTTTCCTGTCAGTGTCTGTGGCCTTG
TAAAAGTGCACTTAAAAGTTTGTCATGATAGGGCGCTGAGAGATGGCTCAGTTGGTAAAG
CATTTCCTTCACAAACATGAGAACCTGAGAACGGCTTGCCAGCACCCATGTACAGAGCCC
CTGGGCAGGGGATGATTGTAATCTAGGTTCAGGGAGGCAGACAAAGGAGAGTACCTGGGT
CGTGTGTGTTACTGCTAACCACAGGCTTGGTTCTGAGCAGCTACTCTCTAAAAGTGATAG
CTTGACTGAAACTTTACGGCTGTTGACTGGAAGTCCCCTTTTCTTCTCTCCTCAGCCTCT
TTCAGCTGTCATTCTTCCCTTTGAGTCTGTGAGCTTGACTCTTGGATACTTCATAGAAAT
GTGACTGTGCACCCCTGGCTCCTGTGCAATGGGCTTCCTTCCCTCAGTATGACACCTTCA
AGATTAAGGTTGTAGCATACTGTAGGCTGAGTAGCATTCTATTGTAAGTGTATACTATAT
TGATCCAAAACCTGCAACCTGTTGGTAGATAGATAGGTGTTCCCACAAGACTTCTAGAAG
AGAACAGGAAGCCTCTATGCTATTGGCCTTAGGGGTGATCTCGTGGCTGTGACACCCAGA
ACACAGCAAAAAACAGAGTGAATGGACCCCGTCGAAGCAGCGCAGCAAAGCTGTGAGCAG
AAAGGAAGGACAATCTGCAGAGTTAGTTATGGTTCCCCAGCCATTTAGCTAAAGAGGGCT
CTTCTCCAAGTCTGTCAAGAACTTCAGTAGTGAAAAAACCCAATTAAGGGCTTCGGAGCA
GAGTCGGCATTGCGCGCAGCCTTGTAACTGAGCGTTTTAGTAAGGCAGCATGCCATGGGC
GCCATAGGGATGCTTGAAGAGGGCAGGGCTCCATCCCTCTCTTCACCTTGCTTTTCTTCT
TGTCATGTTCGCTGGAGCATTTTAAAGATTACCTGGCTGTGATGTTAGGATGTCCATGTT
GTCTTCTCTTCTTGCACTCAGGTTTTGGCCTCCTTCCTGAAGTGTCATAATGAGGTCTGT
AAGAGTGAAGGCTATTGTTTATGGGACGGATCCCCAGGTTGGGCAGTCTCTGGATGGTCC
TTCCTTCAGTCTCAGCTCTGAACTTTGTCTCTGTAACTCCTTCCATGGGTATTTTGTTCC
CCCTTCTAAGAAGGATCCAAGTATCCACACTTTGGTCTTCCTTCTTGAGTTTCATGTGGT
TTGCAAATTGTATCTTTGGTATTCCGAACTTCTGGGCTAATATCCACTTATCAGTGAGTG
CATATCATGTGTTCTTTGTGATTGGGTTACCTCACTCAGGATAATATCCTCCAGACCCAT
CCATTTGCCTAAGAATTTCATAAATTCATTGTTTTTAATAGCTACGTAGTACTCCATTGT
GTAAATGTACTACATTTTCTGTATCCATTCCTCTGTTGAGGGACATCTGGGTTCTACTGC
GGATGCCAACAAGAGCTTGCTGACAGAAGACTGATAGAGCTGTCTCCCGAGAGGCTCTGT
CAGTGCCTGACAAATACAGAATGGATGCTCACAGCCATCCATTGGACAGAGCACAGGGTC
CCCAATGAAGGAGCTAGAGAAAGGACCCAAGGAGCTGAAGGGGTTTGCAGCCCCAAAAGA
GGAACAACAATATGAACTAACCACTATCTCCAGAGCTCCCTGGGACTAAACCACCAACCA
AAGAAAACACATGATGAGACTCTTGGCTCTAGCTGTATATGTAGCAGAAGATGGCCTAGT
CAGTCATCTATGGGAGGAGAGGCCCTTTGTCCTGTGAAGGTTCTATGCCCCAGTATGGGG
AAATGCCAGGGCCAGGAAGTGGAAGTGGGTGGGTTGGTGAGCAGGGGGAGGGGAGAAGGG
ATAGGGGGTTTTCGGAGGGGAAACCAGGAAAGGAGATAACATTTGAAATGTAAATAAAGA
AAATACCTAATTAAAAAAAAAAAGAAAAAAAAATAAGAGTGAAGGCCGTGGAAGCCTGAC
ACCAATGTTCCTAAGGTGTGCACTCTTGAGAGGGAAGGGAAAAGTCAGGTCTCTAAGCTG
CCTGATATATGCTAATGAGACTTAAAGACTTGCATACTCACCGGATAAAATCCCATAGTC
TTCAGCGAGTACAGGTTATTTATGAGTTTCCAAGGTAGAGAGATGAAAATTCCTATGTCC
TGGACAAAGTTAAGAATGCCATCGTGGACATCTCTATGTAGATGCATAATGTGCCTCCCC
TACAATAATTGATGTCATTTGAAATAGGTATCACTGTGGGCACAAGTGTGACCAAAGTTC
ATCCGCAGTCTCTCCCTCCCTCCTCCTTTCCTCTGTCCTGTCCACTCTCCTCCACACTCT
TTCTTCTTCTCTCTTCTTCAGTGGTTGCACAGAGCAGTATAGCATGCCTGAAAGAGAGAA
GCCTAGACTACAGCCCAGCTTCCTGGGAGTTAGTGCATGGTTTGAGACAGGCTGTTGAGC
TTTCTCCTTTGTTAGCTGAGTTCATTCTATCTCTCTGCCTATGTTACCCCCATGTCCTTT
ATAACTAACGATGCATCCTATGCGGGTCAGTGGCTGCAGAAGAGCATGCCCTGGGTGGGG
AGTGTCTCAGAGCATGGGCTACGCCTTAGGAGATGGTGTAAGGAGACAGGGCCTGGACAG
ATAAGGAGAACACAATACATTTCCTATAGGTCCTGCTGTGGTGACCAGTTCAGCTACTCT
GTGTTCATGGAACCTGAAATGTTATACACTAAAGTTTGACATGGGCCGTTAGGGATCCTA
TATTCTTATCTGTGAAATACAGTGATAGCAACATAGTTACTACCAACTCAAAGGTTTTGA
TCGTGTCCTGTGTAGTAGAGTGAACCTTGTTCATTCAGTATTTAGGAATGCTGATGTGTT
CTAGTCCATATGGCAGTCCCTAGGATCTGGGGCTAGAACAGACTTCTTTGGAGTTAGCAT
GCTAGTGTTGATAGACAGTAAATGAATACACAGACCAGGTAGCTCTTTCATTGTGCTGCC
AGGGAAACAAGCCCAGCTCAGGGCTGCAACCTGCTGGAGAGGAAGTGATGCTTTTAATTG
GGTGAGGGTCCTATTTGAGTTTTGAACAAATGCAACAAGTCTGTGCAACCCACTCCAGTC
TCTCTGAGTAGAGCAAAGGGGCTAAGATCCATGGGTGCTTGCTATAGAAGGAACCACAAG
AAGGCTAATGTGGATGGAGCCAGGTGGGTGGTCAGGAGCAAGGCTTCCAGATGAGGCCCT
CTGGTGAGGAAACTTGCTGATACAGACCCCATGGGAGGGTCCTGTGAAGGGGCTGGAAGA
GTCAGGCCTTGCCTGTCTGTGGCTCTGGAGTGAGTCGTGGTGCCTGAGCATCCGGCACAG
GCATAGGAAGGTTGGTAGAAGTAGATGCTCCAGTAGCTGGATCGTATATTTTGAAGATAG
GGCCACAATGACTTGCTAATTATTTGGAGTTGATATTGGCTAGCAGAAGAATCATGAGTG
ACACATGGTCCCAGACACCAGGCAAACGATGATGTCATTTTCTGGATGAGAACGAATGGC
TGAGAATTGTCTCTATAATACACTGTGCTCTCTGAGATTAGTACTGCTTTACTCTTGTAT
CAGAGATGGGGAAACCAAGGAGCAGAGAAGGTGAGAGGCTGTGCTGGGAGAGGCTGGGAA
GTGGAGATGGGACACACCTGAGACCCTCCGCCTTTTCATCTCACGTTGGCTCCACTGTCT
GCCTCTGAACGAGGATGGCAGATGGGTGTGGTTTCATGTGAATATATGTCTTTTTCACAG
CACACCTTGGTTGAAATTGGATTTACATTTCATTGAATGTACCCATTATCAATGTATAGT
TCCATATTTTTTCATAATTTGTAGGCTTGGCAGCCACCATCCTGATTCAGTTTTAGATTC
CACAGTCAGCTCCCATTCCCATTCTCAGCTTTCGGCAACCAGGGCTCACTTTCTGTCTCC
ACAGAGTTTTCCATTTCAGAAATTTTGGACAAACGGAGTCATACAGTATACCATTGGGTT
GACTTTGTTCAGCTAGTTAGTGTTTTTTGAGACCCACTCATTGTTTTATATGTTTTATAA
GTCATATGCTTTTAAGGGGCATTCTTGGCCTTTCTTAGAAGGATGTACTCTGCTGATGGG
AAAAGCATCCTTAGGATGTACCTTAAGATGACATTAATAAAAATAGTACTCACCGATGCA
CGGCTCTGTAAACATTGTTATCTTTCGTGTTCTTCTAAGTGATTCCATGAGGGTGCGTCT
GTGGTTGGTGCTTGATCAGGGAGGGGCCTGAAGTGCTGAGGGACTAAAGAGCCTGTCCAG
GGCGAGAGGCTGAGGTAAGGTCCAGGCTTTGGCTCTTCCCATCCCATCCTGCTGGACTCT
ACTGACTGCGTATTTAAAGCTTGCACAGCTCAGCTTCAGAGAGGGCTGAGAACATAGGCT
TGCAGATAAATCTTAATTTGTAACTTTAAGAAAAGTGTTTGTTGTGGATTTTCAGTTTGG
CTTTGCCCCATGGAGATGATGGCATCTTAAAGCGATCCTTCTATGGGGCAGTTTTCTTAG
GCATAACATCAGAGTGGCACCAGATTAAAAGCACATAATTATGCCATTAGGCAGCGCTGC
GTGCTTGAGTTATGTTTTAAATATGATGCTTACCAGAAATACATTTTTGTATGAAGTACC
CTGAGGCTATTTATGAATTTACTGTTACTGGATGGAATTTAATTAGGCATCATACATTTT
TAAAGATGATTATATAATTGCATTAGATATTCTTTGTGCCAAGTACATATTTGAACAAGT
TTTTTTCTATCTATGTGACATTCCTATTAGAAGATTTCATATCCTGTATCGAAGAAGGAT
TCCTTATGTATTACAAGTATTCTGGAGTTGTGGAAGACATTTTCAACAACTCATTCACAG
CAGTAGCTCGGAGTTGGTCACGTGTGTTTAGCTTGGGTAAGCACTGATGAGCTGTGGCTT
TTTAACAGCCATGAGATGTTTGGAATAAGGACAGACTTTACACCCAGATTCCACCCTTGG
TCTCTGCTAAGACACTCTTCGCTAGCTCCACATTGTTCTAAGTTTCTAAAATGGAATTGC
AGCATGGTTACACTAGCTTCTCAATGGTAGTATATCTTCCATCTTTTAGGATTTTGTTGT
ATAATCCAGCTTACTAGTTCACAGCCACAACTAAAACCCTACATTTCTTTTTAGAATATC
TAGTTTTAAGAAGAAAAAACAATAACAATTTGAATTTAAAAAGTTTTCCTTTGACTTATT
TTAACTGCAGAGTCTGCTTTTTTTTTTTTCTTAAGAGATTAGTAGGTATGATGCTAGACC
CTGACAAAAATCAAATCCCACCCCTCTGGACCCCACTTGATCCCCCTCAACCCTCCTTGA
GCCTCTCCCTCTCCAAGCTCCCAGAGGCAGAGATGCTAGAATGGAACATTGTTCAAGAGG
CAAAAATCTCAGTAGCTTTTCAGCATCACTGTCTCCCTATCTCTCAACTCCCAGCATCTT
GCTCACTTCTGCTTCGACCTCCCTGTTAGAACACTGACTTTTTTTCTACAAGTTTCAGTT
AAAACCCTGGGCTGCTATAAACTTATTTGCAAAAGTACCTGGGTGGGAAGATCTGTAAGT
TTTTTCTTGGGGTTATCCCCAGGATCCCCCTGATTTTTCTGACCTCAGAGGCTTCCCCTT
GTGAGCTGAGTAGAACACACCATCCTTGCTTATTTCTGTTGCTAGGCCAGGCCCTTTGCC
CCTTTGCCTGAGGGGTGACTGAAAGTGATGTCAACCGAAAACTCAGGCAAGATGTGGGGA
AGCCCAGAAGTCTATTGAATTTGTCACTGTCGTTTTTAATATTGGCCTCATTTCTTAATA
ATGTGCTGTAGCCTTATTATACCTAGTTTCTTTGAAGCCAGATCTTTAAAATGTATACAT
GTAGTGGTTCCACCTCTTAAGGCTCGATAATCCACAGGGCCGTTCTTCCTCAGCACCTTC
TTCCTCGTGCTGTTGGTTGTTGTCTAGTAGAAAGGCCCACTTCCTTGACTGGGCTGCAGT
GTGTTTTGAGAACTTGTTCTACAAGTTCTTGTGGTCTGTAAACTGGAACTTAGCACCGCT
GCTCTCCTGGGTTCTTGCTCTTAGCACCCCAGCTCTTTAGAAAGGGCTAAGTTGTTGGTA
GTGACATCTGCTTCATGTTGCATCATCCCAAGGCGATGTCTGCTGTCACTCACAGCAATG
TGAACAATGGCCATTCGGTTTCTGTGTTGACAGCTTGATCCTTCATTGTGAATTTCCCCC
ATTGACCTTTCTCCTAACGTTGTTAGCGTCTATTGATGATGGTTGCTTGAGTTAAGTATT
TCATTGGAGATTGTTTAATGAGCAAGTTAGCAAGTGTGGGATGAGACCTGCAATGGCCAG
AGTGTCCAGCAAACCAATTGTTGGAGTGACTTAAGGACAGTGGGGACTTAATAGAGAAAA
ACAGAATGGCTAGACTTTCCCATTTACTGCATGCAATGTATTTCCTACCATCAAAGTTAA
TTGCTATTTATAAATCTTATTGTGTCAGGTAAGTTTTATAGTAATATTAACTTCTGTGTG
TTTATGCTCTTATAGCATATAGCATAGGGTCTTACAGCATAGGATTACAAGGTACAGTAC
CATGTGGTGGTATAGTCCATTGCCCATTATTTTCTTCAGTAGTCAGTTGAGCTTTTTTGA
TGTTTATGAACATGTATAACCAGACTTTTTAGGAAAGGCAAGGCATTAATAAACTTACAA
AGGAGTGGTGCTAGAGAGAAAGCTCAGTGGCTTACCTCCCTTCAAAGGATTAAGTTTAGT
TCTCACAACCTATGTTGGGTGAGTCACAGCTCCAGAGGATCTAATTCCTTCTGGCTTCTA
TGGATACCAGCACACAAGGCACATATACACATAGAGCATGCCTGCACACACATGATATAC
ATAAATAAAATTATTTTCAAAAGGGGAGAATGATGGGCTTGAGAGATGGCTCAGCTGGTG
AAGTACATGCGAACCTGAATGTGAGACCCAGAACCCATACAAAATCCCAGAGTGCCCTGC
ATGTCTGGAATCCCAGTGCAGGGGAAACAGGAAAAGGAAGATAATGGGTGCTCACTGGCC
AGCCAGTCTAGCTGATTTGATGAGCTCCAGGCTCACTCTAAATATAAGTAAGGTAGATGG
TGATTATGAAAGACACCTGACATCAGCCTCTGGCCTTCTCATATACCTGAGTGCACACAG
AACCATGTAGGCACTCACTCACACATATACATACATACATACATACATACATACATACAT
ACATACAGAGAGAGAATGAATGAATGATAAAGATGACTTCTTCCAAAACATAGGAGAAAT
GGCAGTTTTCAGCTTGAGTCTTACGTGGTTTGGAAAGATGGACCACTGCCATGTTTCCAG
AGTAGAGAGTACTCCTTTTAAAGGACAGTGTCACAGCAACTGAAATTGGCTCACTCTCCA
AGCAAGCTACACGCTGCCACTACAGTCAGATCTGGGGATACCCTCAGCATTTGATGGGCA
TGGAAATATATTGGTTCCTCCTGTGTGGATGATCATTCTCTTGGTATACCATAGCGTGCT
TCTGGAAACCACATTATGACAAGGATCATCATCACAACGGTTCTAAGAGTTGGGCATTCC
TCCCACAGTGCCTTAAGTAAAGACCATGCTTTTGACTGTGCAGTTGGTGTCAAGTAAATC
TTGGCTCTGACCATAAGGTATTGAAAAAAGATGAAACCTGGAATGATAGAAGATTTTGAC
ATTGTAAAGTGATGCTAACAAAAGCCACAGAAAGCAGGAGGCCATCTGATTTAATCCATT
TTTGAGGGGGTTGGGCAATGGTGGGCAATCTAATGCTTAGATGTTTAGGGAGCCTTCCCG
AGACTGCACAACTAGTGGTGGTTGCTTGGAGTCTAAACTCACAGTAGAAAAACACCCTAA
TACCTAATGTTTATGTGAATACTAAATGATATAGGACTATAACTAACGTGTCTTCACTAA
AGCAGAAACATTCCATAATCACCAGCTCACAAATACTTGATCATACTAACAACAGTGGTC
CTGCCTCTCTTCCTCTCTTACTATTTTAATGTCTTTTTTTTTTTGTTGTTTTTGTTGAAG
GAATACAGTATTTTATTGCCCCAAAACATTCTTTCCAGGGCCTTCTGTGTACCCTGAAGA
GCTGTATGAATTTTTTTTTTAATTGGTAATTTCTCCCAGCTTTTAAAAAGGCATTGCATG
AGCTTTGGGCTGCTAGCTGCTTCAAGTTTCCTAGAAAATGTCTAGGTATATTTGGACGGA
TAGTATGTTTTAATAAGTATCTTGAGCCAACTCACATGCAAAAGAAAAAAAAAGAAACAA
ATCGTTCCTTTGATCATTTCTATTTCATAAAATCACTACATAGTCTTTAAATACTTGAAC
AGTCACCAGGAAATTGACTTGGGAGCCACCAGGGAATTGCTCATCCCTTTCTTTTCCCTA
CACTGGGCAGTTCTAGACCTGAGGCTTTCTGAAGGTACCTCTGGGGAAGTGTGTGGATGG
TAGGTGGGGAGGAATTCAGGCCCTAAGTCACCCACTCTGGTGAGAGGGAGGGAGAGAAAA
GGTGTCTGGTGCCGACTTCCTGAGGTTAGCCTTAGTTCCTTGAGGCAGCGAAGGCTGCAG
TCACCCCTTCCCTGTGCAGCACAGGAAGCTCAGAGAGCTTGCCCCAGAGCTGTTCATTAG
ACTAGTTAACCGTGTTACCAGAGCGCTCCAGGATCAGATGGAGAACAGCATCCACTCGGA
TACGGTTTGTTCTCTGATCCATGATTCATACAGTTTGTGGTAAAATAGAAACACGCTTGG
CTTTGCAGCAGCACTCCTTAGATGTGCCCAGAGAACGCTTGTTTGCTTTCAGTGCCCCTA
AATTACAATTCTTTGTGCACTTCCTGTTTCACAGTTAATGGCTGAGATCTGTGACTCTAG
CAACACTGTTGTTTTTCACTCCAGTCCGTTTCTGCTAGAAACTACGCAGCCTGTGTACTG
TCTGGAACATGTTGCACGCATGTGCTTTGAGAAGAACAGCATGCATAGCTGACTAATTTC
AAAAACAGCCTATTTATAGTCCTTCAGAGTAATTGTCAGACACTTGGTCTGTGCGCTTTT
GCTCACGTCATGTGGATCAACATGGCTTTTTAAATGGAGATAAATTGTTTTTTATGTGTG
GGTGATTCATTTGATACTTCTCTATAAATTCATACCCCAACTGTGTCTCTGAAGTGTGTC
ACTGCAGTAATAGCCCAGGGAGGAGTTTTCAACAATTAGCATTGGATTCAATATGAGATG
GTGCTTTAGAGAACTTACAACTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTATGTGTGTGTGTGTGTAGAAAAGGGAGGGAGGGAGAGAGGGCTGGAGGGAGACTAT
AGTGTCTGTATATGGGTGTGGAGACCAGAGGAGGATTCTGAAACTCCCTAATGTATTCGT
ATGCCCTTGACATAGTCTCTTACTGAGCCTGAGCTAGCCTGATAGTGAGTGAGCCCCAGC
AACACACTTGCCTCTCCTTCCACTGAACCCCAGAGTGCCTGGGATACAGGGATATGCATG
GCCACCTGGCTGGATACAGGGATATGCATGGCCACCTGGCTGGATACAGGGATATGCATG
GCCACCTGGCTTCTCAGTGTCCTCATGCTTCATCTCTCCCTAGCTCTTACTTTATAAAAC
GTGCTGAAGCTGTGGAGTCACACAGGACCTAAAGGACTCTCGTCCTTGACCTCTAACTTA
CAACAGCATTGTTGGCTGTCACACATGGTCTTGCCTTATCATACCTAGCCCATGTGCTTG
CCACCACAGAGAATACAAACAGGAACAGGAAACGGAAGTCACTAGTTACTGAGCTGGTGA
TGGTTTTATTGCGAGGAAGAAATGATGAAGTTTGAAATTCTGTGTGGAAGAATCAGGTTC
CTGTTTATCTTGTAGAAAGTCTAAAACATATTAGGTATTAGAAATAGTTTCTCATATTAT
ATACAAAAGCCTCGGCATTTGTTTACACGGTTGAGAACTTTCTTTGCTGTTTCTCCATTT
TGACTTTTAGGGCCGAGAGACACCCTGTGGTTGAATATATTTGTGAGGTTTTTGTAAATA
AATATAAGAGAAATGTGTTTTTGTAGATAAACATGAGAATAAAACATGAGTTGTTCTCAT
GGTGGGTGACTGAGACATCTCAAACATCACCGTAGCCCTAGTCTTGCAGGCTTGTGACAT
CACTTATTGGTTCTAACAGCGCACAAGAGAGAGTAAGAACTTGATGTTGCCTAGAACTGG
GTGTTATGTGAGATGCCCTTTTCCCTCATGAACTCAGGAGTTCTCATCTTTGCTTTCTGC
CCCTCAATGAGCTGGCAGGTAAAGTGTAGGCACCATGTCTATGTGTAGGTGCCAGTAGCA
CCCTCCTTGTGTATTTCCCCAGGATGGTGTCATGATGTGACTTCGTACATGACTGTTGAC
GTGGCTGTCCAATGGCATGAGACTTTTGATCTCATTGGTACTCAAGAGAATTTGTCTCAG
ATTTGGGCTCTTGTGCTTTAAGCAGTGGTAGAATAGAGATAAGAGGGGCAGAGGGCTCAG
GCTGGAGCTTTGGGATCATCTTTGCTAGGGTTTCTGTTGCTGTGATGAAGCACATGACCA
AAAACCAACTGAGGAGGAAAGGGTTTGTTGGGCCTATCCTTCCAGCTTGCTGTTCATCAT
CAAATGAAGCCAGGACAGGAACCTGGAGGCAGGAGCTAATGCAGAGGCCATGGACTGATG
CTGCCTACTGCCTTGCTCCCATGGCCTGCTCAGCTTTTCTCCTCCCCCAATAACCCAGGA
CCACCCACAGGGAGCTGAGCCTTCAACCATGAATCAAGAAAATGTCCTGCCAGGCAGTGG
TGGCATATGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGCGGAATTCTGAGTTCAA
GGCCAGCCTGGTCTACAGAGTGAGTTCCCTAACAGCCAGGGCTACACAGAAAAACCCTGC
CATGAAAAACCAAAAAAAAAAAAAAAAAAAAAAAAAGAAAGAAAGAAAGAAAGAAAGAAA
GAAAAAGAAAAAAGAAACTGGCCCACAGCAGGCTGGCCCACAGCCTGATCTCATGTTCTT
AGTTGAGGTTCTCTCCTCTTAGATGATGTTAGCTTGTGTGACATAAATCTCTCCAGCATA
AAAGCTAATTGAAGAATGGAGGGGACACCTCTCGGCATAAAAGTGTGGGTGGCTGTTAGT
TTGGGCTGCTAGATGTTGAGTGTCTTAAGTGACCATCATTCCCTTCTTATTTAGAGGCAG
AGAATGCCAGGATGAAGGCACTGTCAGGGTCAGAGTTAGGAAGGGCCTGCATTCAGGTTT
ATGGATACTTCTTGCTATATCCTGACATGGCAGAGAGGAAAAGTAAAACACTTTTCTTCA
TCCCTTCTCCAAGGGTGTGAATTCATCACAAGGGCTCGACTCTGCATTTCCTTCACAATG
TCCCACTTCCAAATACTATGGCATTTTGGCTTAGGGTTCAAAAGGATAGATTTAGGAGTG
ACACAAGAGACGATCTGTGGTGTAACCAAAGCGATCAGTGGTTTACACTCCAAGGGAAGG
TGGCAAGGTTGGTTCTGAGATACAAGGAGGTGTTCTGCAGAGAAGGGAGGTCTTCAGGGG
TCCAGGATGGATGTGGAGGTGAAGGGTTGGGAGTGGGAATGGGAGAAGGAACAGTGTTGG
TAGAGGTCAGGAATCTAGCACATAACCAACCAGAACTGGTCACCCAAAGCCAGGAGAGCA
CTGAAGCTGAGAGGTGACCTTGTCTAGGGTGTTTGCTGTTTCTCACAGGCCTGCTACTTG
AGAAGTGTTTGCTGGTTGAGAGTAGCACTATGCTCAAGCAAGTGAGATCCAGGGTCCCGT
GTTAGTGGCAGGCGGAGAGCAGGAAAGAAACTAGCACAGGGTCAGTATTTGTCCAGGCTT
GAGTGATTAGTCCAGGTATTGTTAGTAACAGCGTCTTTGTGCACTCTTAAAGCAGTGATG
TGAATGTAGTTGTTAAATACAGACACCCAGCGTGCATGCACATGGTTGCAGAGAGATACT
CATTGCGTGTGTGAGTGAAGATTTGTCCCACAGGGGCTTCTGTGGTGTGTTGACCGTCAT
TGGAGAGACCTGGTTGTTCTCTTTGCATATTTACTGTTTGAATTCTAAAAGACACTGTGC
CTTGTGGTTCCCTGAGCTCTCTTCTCTGGGTTTGTTTTAGATGACTGTCTGTTTGCTCAG
CTAATATGGAAACTTGAGTCCAGCATATTGCCATGATATCTGTTATTGTAGCTCTTCTGG
ATTCTCTTAGGAGACAGTGGTCTTTTCTGGGAGCTCCTAGGAGCTTAGTAAACCCCTTAA
GACATAGCTGGCTAGGACTGTATAGAAAAGGAGGCAGGGGAATGCAGAAGAAGAAGGAGA
GGACGCTGAGTTCTTTTACTTTCCAGCCTGGTGAGAATTGGTTTGGGAAGCCTTATTTTC
CTTGACTTCTGGGAAGGTAGGGGTGAGGGAGTGAGGTCAGCGGGAGGAGTCTGGGGTCCT
CAGAGTTGCTTCTTCAGGCAGAAAGTGCCCCAGGCTTATGGTACTTGTGGTGCTTCAAGA
GTGAGGTTTTTATTTGAGCCGTTTTATTTGAAGGCTACCATATGTAGATTATTACCATGC
CCGAGGTGTCTTTGTTTGTGGTGCAAGGGGATGGAAGACCCTGGGTCCTGAACGCTGTGG
GATGGGAAAGCGTTCCCATGGGACATGCCTTTCCCACCGTGGGGTTGTTCCTGTGCTCAC
TTGATTATGCATTGAGGTTTTCCAGGTCTGGCTAGAAACAGGAATCTGTTGTTCCAATCT
TTGAGTCCCCTGTAGGGCTTTCCTGCTTCCTGAAGTTGGGCTCCTGACACTGATGTGGCT
GTACTCAGGCGGATGTGGGGTTATCTCCACGGGGGCTGAGTGCGCTTCAGAACGCCCTGT
CTAGCTCACTCCCCTCAGCTGGTGCTTGTCGGAAGCTGAGATCTGCAGGAGTAGCTGGGA
ATTCCTTTATAAGGCGGTGTCTCCTTTTGTGTTTCTATCATTTTTGTTTCACGCATCCTG
AGTCCGTTTCCCTAAGGGCCGTGACACCAGCAGGCCTCAGGGAGAAAGCCTCATCGTGCT
CTTTGAATGGCATCTCAACCATAGCATCCAAGCTTGGCTCCTAAAAGTGTCCCACAGGGC
TGAAATTCAGAAGGTCTTCTTAGCAAGAGATGGACTTGGGTTTCTTTTCCTTCCCTCTGT
AGCTGCTTCTAGCTGAACTTTTCCTTTTTCCTCCATCTGCTTGATAACTGCAAGTGAGTC
TCCCGTCTCCACCCACCCTATCTTGATGATTTGGGTGGAGTGGTGTGTCCCTTTTTAAAA
AACAAAGCAAGACAAAAACAAAACCCTTAAAACACACTAAAACCCAGAAGGGCAGCTGGG
GAGTCGGTAGTGTGTGCTCAGAAGGTGCACCCGTATCCTGTTGTCAGAGCTCTGCGGTCT
GTCCCGTGGTTCTGCACTGCATGCCCCTTATTAGTAACAGGTAGACGCCCTGCAGTCTGG
GGTGCATATATCTGGATCTTAGTGAGACCCCAGCTCTCGTTAGCCAAGGGGTCTATCCTC
ACTTCTTTTCTCTTTCCAGTGCTTTAAGTTAAGACACGGTGTGAGAGGATGGAATTCCAC
TGTTTGGGTCCACCTTCTGTGTCTGCAGTTCACCAGGCAAGTAAAGTATCTATCTGCCTG
AGTTTGTTTCCTTGCGAGTAGAATAGGAATGGTGCCCTTGAGTGGGTTCACAGCAGTGCA
GTCACTTGCCCCATGTGCCCGTGTAGAGAAAGCACTCAGTAAGACAGCTGGCAACATTGC
AGGTGCTTGGCACTGAGAGCATGTACCACAAAGCTCTGTTCTTGAACATAGGCTTGCCCG
CGTGTTTACTTTCTAGTCATGTCCGAGTGAGCCTTCTGGAAACGTTACATGCATTTATGG
GGACAGCACAGCTAAGGCACTTTGAAGCTGAGTGGTGTGTCCAATCGACCCACCCCTCCA
CATCCAGATTCAATATTCACAGGATAATAACAGTGTTATTAATTTCGAGGACAGAGGTTT
ATTCTAGTGTCCCACAACCAGAAGAGTCACAAAGGATCCGCCAGCACTAAGCTAGAATTG
AAATGGCCAACCTGGACAGACATCTGCTGCAATTGTAAACAGTATGGAACCTTACAGTAT
GTCTTATACCAAATGGACATCATTTTAAAACACTTGGCTGGTGTGGAAACCTTCAGGGAT
GCAGGAAGTAGGCGTCCCAGGCACGTCTAGGTGTCTGTATAAGGCTGCATCAAAAGGGAT
GTCTCTAGACATTTTCTAGAAGAGTTGGTTTCTAGTGGTCTGAGGCTAGACCTGAGGTCT
CCACGTATAAGGGTGAGTCCAAGTCTGGTCTTGCTGCTGCTCTGTCCTTGGCCTGGTTTC
CACTAATGTCCCTTCTTGTACTTGCCTAGGCCTTTCCTGTTCCCTAGCTACCTCTCTGGA
AAGGCCTGCAGAGGCCTTGGTCCCTCTTCACCTGCTTTGTTTCCCGTCCTCAAAGCTTAT
CAGGTACATTGTAGACAGTGTGTGTGTGCTTGTTATTGCTGGCCCTTCCATCTTGTACGA
GCTTGCTCTGTGCACACAGGCATGTGGTGTGTTTGTCCTTAATTTACTGGAGCCTAAGGT
GTCCTTCAGCCTGGGGAACCTCCTCTCAGGCTAGCTAAAGTAGCAGGACATGGGCTCTCT
AGCTCTTCATCCCTGAGGATGGCTGAATACTCCTCTGTCTCAGTGAGTTTGCAGACGGAA
AGGATATTTGGGGAGATTCTGCAGAATACGTTATTTTGAGATCCATCTTGGTCTGAAGTT
AAGATTCTGGGAGAAGTGAATTGAAAGCCAGGCATAATCTATGCCTTTGGCCTTTAACAG
CTTTTTTAAAAATAGAAATTAGGAAAGTAGCCATGTGTTCATTGTACTTGCATTTGTGTG
TGGATGAATGAAGGATATTGTCTGCACTGTTGCTCTTTGTTCTTTAGCTAAGCCATGTGG
GAAATGGCTTCTACACCCGTGTGCTAGGAGTTTTTTTCCTTTCCCTAGAGAAAAATTGGA
TGCTATTTTTTTTTCTTGCAAATGAAAAATATGTAACTTTTTGGTTCTGGACACCAGGAA
GCAGGTAATTCAGTTAACTTTCAGACCTGGAAATTACATTATTCCTGACCCACTTTGTGT
ATTGGATCCTTTGACTTTCTAATTCTACTTTATTTATGTACTTGTATAGCTAACTTAATT
TATATGTACAACTCAACATTTATAGTGCCATTAGTTTTCTTGAAAAAATGGCAAAACATT
TAAAATAATTTTATGTTCTTACATGGGACACTGAGGATGGTCCTTCTGTCTCTCTCTTTC
TTTCTTCCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTC
TTTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTCCCTCCCCTCCCCCCTCCCTCCCTC
CTTCCCTCCCTCCCTCCTCCCTCCTTCCCTTCTCTCTCTCTTCCTTTCTTTCTTTCTTTC
TTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTCCTTCCTTCCTTCCTTCCTTCCTTTC
TCTCTTTCTCTCTTTCTCTCTTTCTCTCTTTCTCTCTTTCTCTCTTTCTCTCTTTCTCTC
TTTCTCTCTTTCTCTCTCTCTTTCTCTCTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC
TCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCTC
TCTCTTTCTCTCTCTCTTTCTCTCTCTCTTTCTCTCTTTCTCTCTCTCTTTCTCTCTCTC
TTTCTCTCTCTCTTTCTCTCTTCCTTTCTTTCGGTGTAGATGGTATATAAAATGTGTGTA
TGTCTGTGTGTGCACATGTGTTTATGTGGGCAAATGTGCAGCACAGTGCCCATGTGGAGG
TCAGGGAACAACCTTGGGGTTACTTGTTGAAGACAGGCTCCCATTGTCTCTAATGTGTAT
TCCAGGCTAGCTGGTTTTAGGTTTCAGAGGATTCTCTGCCATCTTGTCGGTGGATCACTG
GGACAGACATAAACAGAATAGGGCAGAACTGCAGGTGGGCATAGCCGTCAGAGCCCATTC
CTAATGACCTCCTAGCCTCAGCTTTATATGTATGCTAAGGATTCACACTGAACTGAGCCA
TCTCTCAAGCCCTGCAGCCAAATTTCTTTTGGAGTGAGACCACCTGACCCAGAGCCTTGC
CCATGCTGAGTTATATCCCTACTCCTTAATGTTTTGCTATAAGGTATTGAATTAATAATT
AGTTAATAAACCCAATGCAGGGTTGCTTCCCACCTCAGTGGTTGATGTTCTGGAACAAAA
CACACACACACACACACACACACACACACACACACACACACACAGACACACACACACACA
CACACACACACACACACACACACACACACACACAGCCTTTACATTTTAACATGCCCTAAG
CAGAACAATAGCTGCTTAACTGCCTAGCCTCCGTGCTGCTAGACTCTACCTCCCTCAGAT
AATCCCGAGTTACTACTTACTAGTTTCTGTCTTCCATCTTGGCTGCTCTTAACTCCAATT
TGTCAGCCTTCTGGGCCACGTTTTCTTAAAGCAGAGTCTGGGGTGCTCTCCTGGCTTCTA
TACCCCATGGCAGCCTCTGTGTCTCCTCTCTCCTAAGGTGTGGTAGATCTCCTTCCTCTT
CTCCTGGTCCGTAAAATCCTGCCTCTGTCTGTCCTCTCCAGCTATTGGCTGCTGGCATCT
TTATTTACCATTCAGAACCAACTGGGGGCAGGTTCCCAGAAGCTATACAAACCCTCTTGT
GCAAACAGGTTTTTTGGGGGGGCGGGAATAATTAGCATTTGTAATATAAGCATGTAATTA
AGGTAATGATGTATGTATGTATGTATGTATGTATGTTAACCTGAAACATTTGATCCTCCT
GTTTCAGTCTCCCAAGTACTGGGATTAGCTCAACTTGAATTTAAAATTATGTTGCTGCTG
TGTGTTTTACATCAGAGAGAGGGTCTGGAATACAGAACGCCTGTGTTTGCACAGGTAGGC
TTTGTGTTTGTTTGGCTTTGCTCTGGATAGCAGTTTTATGGTTGTCAGGTTGAATGTGGT
AGTAGATGCTGGCCAGTAATCCGTTCAGCTCTCATGGCTTTTACCCGATTTATTCCAATC
GTGAGATTCTTAGTTACTTTCCCCTTTGAAGTTAAATATTTAATATTTCAGTGCGGTTAG
AAACCTGCCTTCTGAGTACTATTATGATTCTCCGATTTTGCTGTTTCTAGGACTTGAGAT
TTTCTCCTTGGTGGTGTAGTACCTTCTGTTTCTGGAACCCCACCAGATGCTGTGGCCATT
TACAAATGTCAGTGTGCATAAACTACTTAGGAGAGAGCTGCACTTTAATTGGTCCTTAAA
GTTGTGCCAGTGGGTAACTATTTTAGCTGAAAATTAAGGAAAGAATTTACAAAAATTAGT
TTACTTGTTCCTTTGAGTTTAATGCTTGCTACACCATAGACATCTTCCCGATGCTTGTGT
TGGGGGTGCATTCTTATGAGAGGCCATGGAAATGAATAGACAATAACTTTATTTCCACTG
TAATTCTGACTCTGTCTTTGGATGAGTTACTTTTCTTGTTTCTGAGATAGACTACCTGAC
AGGAAGCAGTTGCAAGAGGACAGGTGCTTTTGGCTCGCAGCTTCAGAGGGATTGCAGCTT
GCTCTGGAGTGGTGGGAGATACGGTGCCCTGGGAGATGAGGGTGTGATGGTGCCCTTGCT
TTGAGAGTCACAATCACAAGGTCCATATTTGGTGACCTACTTTCCACAGCTATTCCTCAA
ATTTAAAGGCTTCATAACGTATCCAGATAGTCTTTCCATTTGGGGAGCGAATGTCCGAGC
ATGTGAGCTGGTGCAGACCATTTCAGACTCAAACAGTAGTAGCCTTACGAGAAAACATGG
GGTCGCGTTCTTAGGTTTTGCTTGAGTTTAAATGAAAATGTTGTGTCTTTTTTGGGGAGT
CTGGCCGAGAGATGATTACGTGAGTGCAGATGAAATCACTGAGCACACTCTGGACAGTTT
GGATTCTGTTACCGTCAGCCCTCAGCAGTGATTTATGAGGCAGGATACACAGATATCCTT
TCCTGCCCAGTTCTCCTCATTTTAATCTCTTCTACAATAGTCATAGTTGTCTTTACTGAG
AGGTGAGTGAGAGAGCAAGTGTGTGTGTGCCTGAGTGCGGGTGCTACAGAGACAGGAAGA
GGGTATCATATCTCCTTGGGCTGGATTTATAGGCAGTTATGAGCCTTCCTCACATATGTG
TGCTAGGAACTGAGCTCTGATCCTCTGGGATAGCAGCAAGCCCTCTTAACGGATGAGCCA
TCTCTCCAATCCCAATAGTTAAAATTTCATTTTGTAACAGGAATTCCCAAAATGACTTTT
TTCTTCTACAAGAAAGTATAGTTCGTAGCTTTCTTGCCTTCTGAATGGCTTCCTGAATGG
AAAATAAGTCCTGCGGGCTGCTGTGGTTTATTTTATAAACAGGGCTAGAAAGCGAACAGC
CTGGCAAGCTCCTCATCTCTCAGCAACTCTGAGACGGGTTCCGCGCCCCAGTGAAGACTT
GTCATATTTATAAACCATTATTATTTCAGAATCATCAAAGGAAATGTGTAGCGATGGCAG
GGAAGCAGCTTGCTTATTCTGGAATTTTCTTCACTGTATTTTTAACATTGAAGAAATTAC
TAGGAAAGCTTTGGCAAAGTGAAGACAGATGCGCAAAGATGAGACTGAGTTCGTGGACTG
CGTTAAACTCCTGAGTGGGGCAGTATCTGTATGACATGGGACAAGCCGGTTACCCTCTGG
AGTGTCTTGAGGGAAGCTGGGGGGGATGCTTCACATTAACAAAAGCTTTAGATTTAGAAA
TGGAGACTTTATCATTTTACTCTGTGACTGCTCCTTACTTTATTCAATTTTAGCATAGAT
GTCAGCTTTAGGACTATCCAGTTGGGAAGAATTTTGACTAGGAGCCATTCTTAAATGAGT
GTACCTCTTTCAAAAAAAAATGGTTTTAATTAACTGTACTTCCTGACCTGCTGTGGTCAC
AGAAATCTTAACTGTCCAAAGATGTTTAGGAGACAAAGTGGCTCATTTTCTTCCGGAGTG
TTATGTGAATAGAAGGCTGTGGATTACCAGTATACATTTTCTTTTCTTGAAAAGCAAGTT
CCTTTTTACCCAGCAGGGTCAGTGTGGATGTGTGCTTTGATAAGCACAGGTTATAGCCCG
AGTTTAAAGGACTCTATATCTGGGTTCAAGCAGAAATCATGCCGCTGCCATACTGTGAGC
TGAAGGGCAAACACAGTAGGCAGCATACATTTCGGAAAGAAAATACTTTCTAAAAAGTTA
TATAGTTTTAAACATTTGATTTTTTATTTATGTTTATATGTGCATGTGTCTGTGTGAGTA
TTTGTCATGTGTGGTGCCCCTGGAGCCACAAGAGGATGCCATATCTTCCAGAGTTATAGA
TGGTTGTGAGCCTCCCGCCACCCCCAGTATGGCTGCTAGGAGCAGAGCTGGGGTCCTCTT
CTTCTCCTCCATCCCTGGCTACCACTGTTCTGTCTTCTTTATAAATGTGACCACATGAAG
GGCTTTGCATTAGTGCAGTGGTACAATATTTGTTTTTCATCTTACTGCACCGAGTCTGTT
GTTCTGAAGTTTCGTCCAGGTCATAGCACGGGTCAGATGTTTTCTTTTTCTGGGTGAATG
ATTTCCCATTGTATGCAGATAGCTCATTTTGCTTGTCCATTTACCTGGAGCTGGATATTT
TTGCAAGGTGTGTTAGCAATCTACTTTAAGACACAAATGCAGGAGAAAATGGGTGACATA
ACCACTAGTATATTATGACACATAGATGTGGGTCTGGGTTAGGACCTGTTGTTTTCGAGG
GGGGTTGGGAATGGATCTTGCTGCCTTTGCCTCCTGTGCACTGGGATTACAGGTACATGC
CAGCACTCATGGCTGGAGTCCCGGGGTAAAATGCTTCCTTACCATCAGGGATTGACTGGG
AAGTGTGCATCTGTGTGACCTGCTCCTGTGGCTGCTGTTTGCCTGGTGTCTCAGGTGCCA
CACAACAATTTTTTTCTGAGTTTTTATGCTTTGTAGTGAGGCTTAGTACAGGGTGATATA
AACACCCAATATAGAAAATCTAGAAGCTCTGGCTCCTACCTCGTTCTATGAAAGAAGCTG
TGTTCCATGAAAGAGGCTGTGTCCAATTCTTTATTGATTCTTTTGGATAATTTACTTTTA
TGAACAGCTTACGGCAAAGGCCAACAAAATCTGTTTTCATGAAAGGCCACCAGGAAGCTG
CATTGTGAGTATAGGATGTCATATTTCCTTTCCTGCTGTGCACAGATGGGGTGCAGAGTA
ATGTAGACTAGTCTGATCTCTGGGATAAAATGGATCTGGACGCAGACTTCCTGCTACCGG
CTGGTTGTGACCAGATATGCACAAATTAGAAAGCAATTTCTTTTCTTCTTGCAGAATTTA
AAGGACCATAGGTGACTTGTGTTAAAAGTAAAGATACATTGGGGAAATATATGATGTAAT
ATTATTAAAGTATCACATAATCTATTTCTTTTGTTTCATGTAAATTTACGGATATAGTTA
CATACGGCTTTTCCTGTGGGTTTAATAAGTGATTTATTTGTGGTCCTTATGTTTTTCCTT
CTATCTCCCGTGTTGGTCAGTTTTGAATCACTATATCACAGTCTGTTAATTTGATTTACT
GCAAAGAGTAAGGCCTTTGTCGTCATGCCAACTACTATCCCCCGAGCGCACGCACGCACG
CACGCACGCACACACACATCTCCTACCAACCCAACACTAGTCTGTGGGTTCTCCTCAGAA
TGGGCAGATAGCAAAAGCAACAAAAACCATGGCTTGCTTTTGAGATACTGAGTAAGTTTT
ATGTACCATGCGTTTATAACAAGTGGTTCATTCTTACAGAGTCAGTCAGGAGTACTTACA
TTAGGATGCCTAAGGAAATTTTACCCAGCCATTTGTTATATACCAGATAAAAGACTTTTG
GGGGAAGGGTTATAATTCAATTGTGTGGGTTGGCAGGGGAGTTGAGTGAATGTGATTGAA
TTCTGTTCTCAGTGAACTGGGTTTTTAAATTTTGTTTTGTTTTTCTACTTTATTATTATT
TTTAACAAGCACACTGAAACTGAAATTTGCTAGCCATGTCTTGCAGGTTTTGTAACACCT
TTCACATTGGCAGCTGTGCAGTGCGTGCTGTGTGGAGGAGGCTGACGTACAGAAGGAGGC
ACAGATCATTGGCGCAGTTGCTCTTTAAAACCCCACATGTCCAGTGATAAACTTGGGAGG
AATAGGAGAGAATCACACAGGAGCCAGGCAGCATTGTTTGCAGTTTCTAGGGTCTCTAAT
GGAACTCTGAATCCCACAGTGCACTGTGAGAGCGAGCAGCATCCTTGGGCATGCGTGGTG
ACTGTCCTAGTGTTGGGTTGGTAGGAGATATAGCTCAAGTCTAGTCTTCTCCTTGTGATT
GGATCCACAGGAAGATCTACATTTTTAAGTGAGCTGTGATGTCATGAGCACACCATAAGG
CATGCATTTCTGATTTGCCCCGGAGCCTGTGCACTTTATAATGTCAGGGTGATATTGCAA
GGCAGATCTGAAGAGCCTTCTGTAGTTGGGCAGAGTGTTTATAGGTAGTCAGGAGTGATT
GATTCAGCATGTGCCAGATGGTGAAGCAGTGTGAATGTTGGCTGAGGGTGGCATCCATCC
AGGACTGTGAGGAGGTCTGACTTTTAGCTACAAGGCGTATTGTCACAGAGTGAGGGAGCT
GCTTCATCAAGAACAAATGTTTGCTTTTGTAACTAGGTTTCAATTAACTGACAATGAGGC
TATTTACTTTCCAATAGAGATGAGGTTTGCGCATCTGACTGAACTTTTCTTGTAGTGATG
GGGATGGTGCATGTATGCTCTGGGTCTCCAAGGATAGTAGCTGCTCTTGGCTTGGGGACA
GTTTGGTTTGCTTCATTTGTTCTGGTCTTGTGTTGTAGAGTTTCTGCCTTCTGAGACCTG
TATTTGTCGCTCTTCTTGGTTTCCAGTGGCAGAGTGTTCCTTCAAGGTGTCAGGTCCTTG
TTCTGAGTGCCTTTCTACGTCACTGTCTTGGCTTGTCCTGTGTGCTCTTCTATTCTGTGT
TCATGCTTTCTCTGTTCTTGCTCCATGCCCACTTCTGTTCCTGTCCTGTGGTCAGCCAGC
TCTTACCCCACCTCTGTACGCTCTGCTTTTTGGCAGCCTGCAGCCTAGGAGAGAATACCG
TGTCTCTCACACCTAGAGGCCTTTGGTCTGAAAACAGGAAATGGAGACCCTGCCCTGTAG
TCAGTCTTCTGTCTCTGGCTCCCTAGAGGCTGACCTTAGCCATATGTCTTGTTAGCCCTG
GTCCTCAGTCAGCATGAACTGGGGACAGAAGCCCCAGTTTGGTTGTGACTGGGGTGGCTC
TGGTATAGTGAGTCTGTGACCTGAAGACTTACTTGCACAGGACATGTGACTTTCAGAACT
CACATCAAGATGAGTGGGACACCCTTCTCTCTAGGATGCCGCTCCAGGGATCACTGCTCT
AGGTCTTGTTAGTAACAACTGCTTCTGGTCCAAACTTCTGAGATCTCACTGTTGGATGGA
ATTTTCTGGGCTCCCTTTAGGAAGGGTGAGTCCAGGCTGTGCTGGACTCCCTCATAAGCC
TCCTGCTGTCCTCTGCTGCTGCTCTCTCCCATGCGTTGGCTCTGCTGTATCGAATGCCCC
CCAATGGACACCCTGGCATCCCTTCCATCCTCATCCTCACCACCTGCTCCTGTCCGTAGA
TGGCTGAGCCCAGCCAGAGAAAGTCACTCTGTAACTGAGAAATCCCCCCACCCCCCCCAC
TCCTCCACCCCCCCACCCCCCCATCCCCCATCCCCTCCCCACCCCCCCACCCCCCCACCC
CCGCTTCGGAGGGCCTCAGGGCAGCCTGGAAATGGAACCCTTTCCTCCTTGGCCCACGCT
CTGCACAGTGACTTTGAATGTTTTCTATGCTTCCCCCCCCCCCCCCGTTAATTTATTAAT
TCATTTTCAAACCTGGTCACCACCCCCTCCTCCTCCTAGTCACACCGTCACATGAATTCT
GGAGTTTCGCTCTCACATCTCATTCCCATTTCATTCTCTAGTCAGTAATCCTCCCACCAC
ACACAAGTCAGACAGGTAAATGCTGATATTGCCGGTTCTTCCTGCTGACCTTAGATACTT
CTGCCTGCTGCTGGACCCCACCCTCAATTTGCATACTTTCTGTTCATAGTTGAAGAACAG
TCCCTCTTAATTCCTACAAATCACACCACTAGCCTATTTTTATATCCTCATTTGTCAAAA
TATGAATGTGTTTAATAACATGCTGATGTCTGTTTTATATACCCTTCTGTGTTTTCCAAT
TTTATATGATTTATCATTTTTAAAGTCAGAGCAAAGTTAAATGTTCTTGGTTGAGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGTGGTGTGTAGCACAC
ATGCCCAATAAGCCTATTATTCCCTTATCTATGGGTTACATTATAAGGAAAACACTCTGA
TTCCAATTGGGACTGAAATACTCTTCCCCCCCGCCCTCAACTTTTCTACTGAACAGGTGA
GTGTGGCCTTCCTATGGCTGCCCTGAGAGTCTAGCTTTCCTTTTATTTTGGTAGTGGCAG
CGAGCGTTTCCGATGTAAGAAGTGATGTGAGGTGAGCTTAGCACGCTGGAACAGCATTGC
CTTTGCTCGGCTCTGTTCTGGTGCATGTGGAACTGTTTCCTTGCCTGAGAGCACGGCAGA
AGGTGTCTGTCTGTCCTGGGGTGAGCACGGCAGAGGGTGTCTGTCTGTCCGGGGCTGAGC
ACGGCAGAGGGTGTCTGTCTGTCCTGGGGTGAGCACAGCAGAGGATGTCTGTCCTGGGTT
GAGCACGGCAGAGGATGTCTGTCTGTCCTGGGGTGAGCACGGCAGAGGATGTCTGTCTGT
CCTGGGGTGATGAGGACATTCCTTTATGCCTGGGAAATGACCTGACACGAGCTGGCAGCC
ACTCCACGGGTTAGTGCCTGGGTCATTTGCAGTGACAAGTGTGTTACTTCACAGTTTTGT
TTTTTGAAGACTTATTTATTTTTATGTATGTGAGTACACTGTAGCTGTCTTCAGACACAC
CAGAAGAGTGCATGGACCCCATTACAGATGGTTGTGAGCCACCATGTGCTTGCTGGGAAT
TGAACTCAGGCCCTCTGGAAGAGCAGTCAGTGGTCTTAACTGCTGAGCCACCTCTCCAGC
CCCACTTTACAGTTTTATGGCTGGAAATTGAAGTGGTTTCAACAACATGAGGGCTCACTC
TCTGCTTACTACTGGGTTTGGCAGTAGTTGGCAGCTGTGTGGCTGAGGCAGCATTGTCCC
AAAGGAGTGCAGATCCTAGGCTATTGTCCTATGCTGGCAGGAATCCAGATCTGATGGCAG
TCACGCTCCTGAAAATGCAGAGGTTTTTCATGTTTTCCTCTCCTTGATTTACACCTTTAT
GCTATAATTAGTGATTACTAAGATGCTGGAAGACTCCACACAGCTTCCACAGAGCAAGAA
CAAAGCAGCTTTGCATCTGACACCTGTCATGTTAAAGCCGAGAGTGCATCATCACGTGGG
CAACGCTTGTGTGCTGCTGCGCTTTGCTGACGTGTCTCCCAGGATGTGTTGGTGGCTTTT
TGGCCACTATGGAAGGCATGGCTCGGTGATGGAAAACTGCACGACGTAATTTATATTCTA
ATAATGTTTTCTATGAAAAGACCATTTGAACCTCTACTTAAAACAATCATAAATGCTATA
CTTGACCGTATCCTTACTAATCATTATCCTTGGAAACAGGCTAATTTACCGTCCACCCAC
TTTAGCACAGGTTCTGGAGAATAGCAATGTACTCTAAGAACGCCTCGTGCTGTCTCCTCA
GAAGCTGAGGCTGCTCTTTACTTTCAGCTCCTTCTTGAGTTTGGAGCTGTCTTATGAAGT
AGACCTGGCCTGAAAGGATTTTCAGACTTTGCGGATCGGAAGGAGGGTTGTTATTGTATT
ACCATAACCACAACTGAATGGACCTTTACCCTTGCCTGCCTGTGATGCTGAGACCACGGA
AGATGCACGCTCCCCTCCCCACCACTAACCTAGATCCTGGTCACTTTCCCTACATGCCTC
TAGAACAGTTCCCATCATGCCTTGTCCTTCTGAAGGATCTGTCACCACAGGTGTCTGTTA
CTGACCGCATCACAGGTGAACTGTCTAGGACTCTAGAACTTATGTCAGTGGCTCCTCTCC
TTACTCAGCCACATTTCCTGTCACTAACCAAGTGACCTCCCTGTCAGTCACACTGGTTTT
GCCCCTTTGTGTGCCCAGGTCCTCTGTAAAGCCGTCCTGCCAGGACCGGCCACAGCCTGT
TTACAGACGTCAGCAGAGCTTTCCTTCTGACTACTGTCTTTCCCATTGCTCATGGGGCCA
ACATTAGGATTGAGCCGTCCAGTCACCCAGTCAGAGGCTGTGGGACATTTAGGGGCACTG
AGGACATCCTATTGATTGAATGAATGTGTTGTGTACTGCCCAGCCTGCCTGGTGAAATGA
GCTTGGATAGGCCAAACTATGGACTCAGTTTTCTGAAGACTGCAAAACACTAAATCCATA
GCTGCATTTAGTTCAACCAGGGATGAACCTAAGGTATTGAACGTGCTAGACAGGTACTCT
ACCACTAAACTTTGCTCCACCCCGACCCCAGTGCTTTCCTTTCCAGACAAAATCTCATGC
ATTACCCAGGCTATCCTCAACATACTAGAAACCCAGGCAAGCTGTGACCTTGTGATCCTG
ATCTGCTCAGCCTCCTGAGTAGCTGGGATTAGAGGCCTGCATCCCCAGGCCCGATGGCAG
TGGTATTGAAGTCTCCATGAGCCTGCCCTGTTTACATGGTGATGTTGTAGCGCATACCCT
GTAGTAGTTATGGCCACGGTGATTGATTCACTTTTAATGTCCTTATGCTAACTGGTTTGC
ATGGCAATACAGTCAGCATGGCCTCTAAGAGTACAGCTCTGTTGAACCTTTACAACTGAG
AAACTGACCATTTTCTATGGCTTTTTTCATGAAGTAATTGCCCACCCTTTCTGTTTAGCT
TCTGAGAAGGAGAATCTGAGTTCCTCGAACACTATGTGATTCTACTCAGCAGGGTGGATT
ATCAGGGTGCTGATGCATTTTGGAAAGGGCAGCAGCCCAGCCCCGATGGTCTGCTCCACA
GGATAGATGTACCAGACGCCTGCTCAGCGTCCTTCCCACCTGACCTCCACCTTTGCCATG
TTCCCTGCCTGCAGCAGAGGCAGTCAGGATCCACTTTACACTCTCAGAAACAGAGGCAGA
ATCACAGGAAAATCAGGCTCAGGAGTTCGCTAGCTAGCTGGCCTCTAACAATATCCCCAT
CTACTTCTGGAAATTTCTATCCAACTTTGTTCATTTTCTGGCTTCTTAGAAATTTAAATT
ACATGTTTACTAAAAGCAAGCAGTCTTTTGTTAGTTACAGGTTTTAGCATTTGTAGCAAG
GCCAGAACATTCCCTTTCATATCTCAGGGTGAAACATTTCAATTCTGTCAGAGCTAGAGA
GAGGTGTTGGAGTTTTGGAAGGGTGACTGACTGTGTTTAGCTAAGGGAGGTGAGTAATTA
TGGGTTTTGTTCTGAATTCCACAGTGTAGAGGTGCATAGCTCAGGGATTTCAGGGATATG
AGAGGATGCTGCAGATCAAGGGAGGAAAGCTTTGGGAACTGGGAGGGGACTCAAGTGGAG
GGAGCTTAAATGTGAACTTTGCCCTTTTGGAATTCCAAGCTTCTTGACTTTGGGTAGGTT
GCTAATCTCCTGATTTCTGCTACTCCTCCTACTCCTCCATCAGTAAGGACACAAATACTT
GCTGCATAGAACTCCCAGGGATTTTTAGAGATGAGATCCAAGTGTTGCAAACAATGCCTA
CAATGCTGTAAGCACTCAAAAGTTCCCTGGTAATAGAGTAGTGCTTCAGCGAGCCACTTG
TAGACCAAGCCATGTCACTCATGGAATTACTGTTACAAGTTTCAAAGAACTGATAACAAA
CCTATTTTAAGCACAGCTTTGCAGTAGTGAACAGGCCCGGCCAAGGTGGGTATTTCATAG
GAATAAATAGAGACTAGAAATTAATGTTTTCTAAGACCCGTGAAAACTCCTTCTATATCA
CTGTCCACCAGAACAGGATGGATGAACGGGCTCACAGATTGTGCCTTTTTCCATAGCAAG
TTTACTGAGACACTTCATCCTGTTAACAGTGACAATAGAGTGCTGTGGGGATGATTTGGT
GGGTGGGTAAGGCGCTAACCACACGGGCACGAGGACCTGAGTTTGTCTCCCCAGAACCCA
TGGAAAAGCTGGACACTGTAGCACACATGCTTGCAATCCCGGTGCTCGCACACGGAGGGA
GATGGGAGACCTAAATTGTCAGTCAAGCTAGTGAGACCCTGCCTCAAACAAGGTGAAAGA
TCACACAAGGTGAATGGCGGCTAGGACCAACATAGGAGATTCTCCTCTGACCCGAACATG
GCACACATGCACGCACGCACGCACGCATGCACGTACGCACACAAACACATGATGACCACA
CATTTGCTTTCTGTATATTTGGAGATACATCCATGTATAAGTTAGAGGTGGCCTGTGTTC
TCATGTCACTGTCAGATAACAGGTGTCACGATGGGAGAGGCTCCATTCCAGGTTAGGGGT
GCTAGGTGTACAAGCGGAGTTTGGTAGAGTTCTCAAGTTGGCCGAGGGGCAGGGCCATGG
TGAAACAGTGAAGTGTGGGGAGCAGGATGGGCAGGGTGGACAGGGAGGGCAGGGAGTGGC
AGGTCCTGCTCAGAGGACCCACTGGGCAGAGCCCTGGCACACTATTGGGAGAAAGCCAAT
TCCTGCTACAGAAAGTGTGACTGTTCCCTTGTGTTGTTGGCTGTTTGCACAGAGCTATCA
ACGCTGAGTGTCTTGGGAGGTAACAGTGCAGAGGTGTGTGTGTTCTCACCCTGCAGTTAC
ACTGGAGGCTGTACTGTTTTCAGCACAGGCATGGCTGCTACTGAAGCCAAGCATGGCCTG
GATGTTTCCCCGTGTGAGTCTCCTGTGAGAGGAGCAATAGCGGGAGTACAGCATAGGCTT
CAGTCATGTGTGGATCGAAAGCGGTCACACACTCTAGTGTCCAGAGCAGGGCTCGCACTG
CGTCAGGGCTTTGGCAGAGGACGACAGTGAGATCTGGGTTGATGCTGACAGGCTGGATGC
TGACTGGTATGTTTCCATTTTCAACCCCTGAGGCCTGGCCTGGCCAGGATCAATTCCGGA
ACGCAGTATCAGCACTTGTAATTCTAAGTCTTTTGTGCATCCCTTGGAAGGAACCACTTG
GGAAACCTTATCAGTTGCAGATTCACAACCAAATCAGTGGCCATTGAAGTGCTTGGTTCG
AACACCAGGAAGGAGAGAACCCTTTAGATAAACACTTAAGTTAAGCGTTGTTAGGTAAAG
TGTGTGAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGACAGAATTTTGAGAAAAGAATGAAATATTTTATGTCAC
ATAGAAATATTCTATGCTTTCTGTATATTCCTGGTCCTTTCTAGGTTCTGAGGAGCCCAG
TACTGGTGTGGAGCTGCACTGCAGGCATAAGCCTTTCTTTGGATTCCTGTGGATCACAGG
CATATTTGCGTGATAGATGAGAAAAACCAGACTTCTCTTGATTCTCCTTTCTGGAGAGGG
GAAAGTCTGTGTCTCTGAAAGATGTCACATATAGCCTAATTGAACTGCCTGGTGTAGCAA
TGCAATTGTGTACCTGCATGTGTGCACTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGCGCGCGCGCACGCGTGTTTGTATGTAAGGGTAGGTTACTTTCTCA
GGGTACAGGATCCGAGGGGTGACAGCTACTTTGTGCTGATGTTTCTTACCCTTGGGCCTG
TGCTCTTGGATGAGGTCGTGAATCTGAGTTAATGTAAGAGAAATGGCTCTGGAGCAGATG
TAATGAGAAACACTAATGGACAATTCTTCCAAGTCATTAAGGTGAATTTTTTCTATCTTT
GCAATGAACAGTTTAGGAGCAAAACTAAATTCATTTCTTTCTAATAGAATACAAATATAA
TTTATAGTAAAAGCTAAAAATGAGGTGAGATAAAGCCAAAAAAAAAGTTAGTCTCACAAA
AGCAAAGATTAAAATGCTTAAATTTTATATTACAAACACTAGTCTCAGATACCCTGTTTA
TTTTATAGTTACTCTGATATCTCTGAGGGGATGAGTCCAAATTCATATGTGTTAGTACTT
ACATCAGTAAATTGAGTTTTGTTAGATTTAGCTGACTGTGTCTTGTGTCATAGTAATATT
TACTTCAAGTTAAAAGCAAACATTTCTTCATCTTATTAAGTAGATTTATAATAACTGTGT
CCTGTTTTCTGAACACTTAAATATAGGCTACAGGTGCATTTTTCCAAATGAAGATGAGTA
CTCTGGGTTATCATCCTCCCTATTTTGAGATAAGTAGAGATTTCTTAATACTTGAGATGG
ACTTTAAAAAATAGTTAATGATATATGTAAAAGATAAACCAGGGAGCTTTATGGTTGGTG
ATGATCTGCGCGTGCGAGCGTGCACACACACACACACACACACACACACACACACACACA
CACACACACACTGTAGCTATGATAACATTTAAAATTTAAATTTATTGGTTTTACACGAGT
GACTGCTTACCATAATAAGTTTCCCTGACCACGGTTGAGAGCATCATACATCTATGCATA
TAAACATAAATACCTACAGGACCGTCCTGCATATTTAGCATTTTAGATATTGTAGATATT
TAGCAAAACAACATCACTAGCTTCTCACCTTGGACCTGGAACCTTCCGTAGCTATGGTTT
TGACCATATGTACTTTACCGTGCATGGATTTCCTCCTGTGGTGCAGGCCTCAGATTCAGT
GAAGAGGGTGTTTGTAGCCCCATAGAGTCTTGCTTCAGTTGACCAGTGGGCACTTGTAGC
ATGGAGGGTCCAGGACTGGGGAACACCTCTGATGCCTTCTACCCTGCAGCCCACATAGCA
GCGGCCAGCACTGTGAGAGCTAGCCCACAGGACAGGGAGTTTCCTGGTCAGTTCAAGGGT
GATTTCTCTGTCTTTTGCAACCAAGGATAGCATTTTAAAGGTCTAATGTTTACAGTTGTT
TCCCACAGGAAGATGTCTTTCATCCACTTAGTTTAATCTAGTGTATACACTTAGCCTGCT
TCCAGTTAATAGTCAAGTGTCTCTCTATACCCACTTTCTTGGTAAAGGATTGAAGACTTG
ACTAATGGTGTAGCCAGGAAAGAGAAAATGTAACCCTGTTTGGAAAAGCCCTGTCGGAAC
TTATTAGCAACTCTCCTGGTTTTTCCTCTTTCCCAAACCCAAGTTCACGCAGTCCTACAC
CACACTGAGACTGGACTGCCCGGGGCAGAATTCCCGGCATAGTTGAGGCCTTACCCCTAT
TAATTTCTGCCAGATTCCCCAAGCCACAACTGGCCCAGTCCATTTCACACCAGCAAAATT
CGCCTTCACCTCCTCCCTGCCCTCTTGCTGACTGTGCCAAAGGCATTGTTATGTAAGTAT
GCCAAGGGCCAGTGGTTTTGCCAGGGCACTCCCATACCTGGTTGGTGTCCCAGACTTTAT
GGCTTTCTGCTGCCATTGTCTTGGCTTTGAATTCAGCCTGACAACTTTGACTGTTTGACA
AATGTTAGATAACCCACCTCCCTTCCTTTAGTAAATATACCAGTGCTAAGTATTATATGA
CTTGTACCTGATGGAATAGGCCCTATTTCTCAAGGCCAGTGGAAGGAATTCGTGGGGGAG
GTATGCTTGAGGGGTGGGGCAGTGGGAGGGTAGAAGGAGAAAAGATAGAGAAGAAGTCAA
CTGCTGATTCCAGAACAGGCAAAGCCGGCTTCTCTGGGTAGACACAACAAGCCTGTGTGT
GGTGACAAAGCCCAGAGGACAGGCCAGAGATGGCAGTCCGCGCAACAAGGCTGAAGGGTG
ACGGTAAGGAGAGCTCCAAGGGCGGTAGGCCAGCACGAGGGTTTGGAGATGAGCCTGGGC
TGGAGTGCTGCTCTGTTCACTGCAGGGACTTGGGCTTGATGGCTCTGCTTCTCAGAGGGC
AGCTCAGCCTCAGTACTGCCAAAGCCCTGTCTGTCTGTCTGTCCAGCTCCCACTGTGCTC
GGCAGTGTTTACTCATTGTTTAGCTGTATGCTTAGCTGATCTGTGGTGCGGCTGGCTTGA
CTTGCTCGGATGCTGAGACTTCTTAAGCTGGTTTCGGTGTGTGGTGTTAGGCATCAAACC
CAGGTGCTTTGTGGGCAAGAGCTATACCCCTGAGGTACACCCGGGCCCATTTATTAAGTT
CTCTCTTTTGCTGTTACTATGTTACATTTCTTTTTGTCAGCAAGGAAACACTTTGTCTCC
TACCATCTGTTTCTCTGCAACTGTCCACGTGGCAGGACCTGGGTCCTGATGTTTTCTTTC
TGACACCTGAGCCTGGGGAACCCCTTTGCCCTTTGCTGACTGTCTTAGTGGAACTTTTTT
TTTTTTTTTTTTTTTTTTTTTGAGTTTCTATAAGTGAGTAGCCTGGAAATGTTGCTCAAG
TTGTGCTTTTGCCTAGCATACTGAACACTTTGGGTTCCATTCCCAGCAACGCACGCGCAC
ACACACACACACCACAGTTACACAGATAGAAGTATTGTTTTGGTATTAAACAGATCTTCG
TACTGAGGGGGGGGGCGGGGGGGGAGCCTCACCTGTCATCTCAGCACTGGGGAAGCTGGG
ACTAGATTACCTTGAGTTTCAGGGCAGCTTGGCCTACAGAGTGAGTTGGAGAGGCCCATT
TGGACTACATGAGAGCCTGTCTTATGAAAAGAAAACAGAAATGCGGGGCAGGATTCTTTT
AGCAACTCGTTGTACTTTTAAAGGCGCATGGAAACTTCCAGCAGAGCTGCTGTTTGCAGA
GCATCATCTCTTCCGAACCGCAAATGCTTGACTTTAGCGATTCTGATCTCGCAGCCATCA
GCTCCACTATGCAACCGTTAAACAACCCCCTCTCACAGAGCAGTCACAGATGCCTTTATC
TGTGTGTACATCAGGGAGGGGGTTAAAGATTATCGGGAGAATTATATTTGTTCATAGTGA
TATAGGTCTCCTCTCTCCCTGATGGAAGATGGAAAGCAGACTGGCCGAGAGAATTTTGTT
GTTTTGCTTCCATTTATTAAGATGTTTTCCAAAAGCAGTGTCAGAAATTTACTTATAAAT
AACAAAACAGCTACAATAAATCAAATGTTCAAAAGTAACTTTTCAGAGTTCTTAAAATAT
AGTGACTCAACACATGCAAATTTCTTTTTTAAAAATATTTATTTACTTATTAGTTTAAGT
GTGTGTGTGTGTTGGTGTCTGTGTGTACATGTGCAATGTGCCTATGCAGTGAAGTCACAC
CTTACATTCTGGATCCCCTTACTTCCACTTTCTTGGCTGTCAGTGCAGCCATTTGCCCCT
GAGCCTGGCTCTACCATTCATGTTTAGGTAAGTGAGACAGGATCTTCTGAGCTTCAGGTG
GGTCCTCAGTCTTGGAGTCAGTTTGGGAGGTCACAGTGAGCTTTTAGAAGCTGAAGCGAT
GGGCATGTCAGAATGCGCAGCAGGTAGGAGAATCATGAGACGGGTCCTTTGGAACCTTAA
CTTCATCTAATTGTAGGGTCTGTCCATGTCACTGTGTATAGTGGCTTATACACAGAAACA
TTTGAAAGTCACTGATCTGGGATAGTGTAGGTTTTACCCAAGTATTTCAGGGTGAATTTA
ATTATGCACAGGGGAAGTGCTGGTTACTATGTCTTTCTTAGCTCTTTTCCACAGCTAACT
GAGTAGGCTCAGAGGGAGCGTTCTTTAGAATTTAAGAATTTCTGAGTTGGAGGCCAGCCT
GGTCTTTTCCAGGACAGCCAGGACTACATAGAGAAACCCTGTCTCAAAAAAAAAAAGAAG
CTGGTGGTTACGATGGTGTTGTTTTACTGTGTCCTCCTTCCTTCACTGTCTCCCACTAAG
ATCTTTCAAGTCATTGTGAGCCACATTCAGCTGATCCCATTGTCACATGAAGCATGACGC
ACGGAGGAGGTGACCACTCAGACTGTAATTTCCAAATTTAAGTGTATTTTCTTTGTTCTA
CACTAAATATAATAGTTCCGGATCCTTCATGATAGAATCAAGCTATGTGTCCCCAAAAGC
AGATGTCTTAGAAGGTGAGTGTGTGTCACGCACACACACACACACACGCACACACACACA
CAGTGGACAGTAAGGGAAGGCAGACTAATTCTGTGAGGTCAAATAAGAGAAACTAGTATC
CCTTCTACCGTGAAGGCTTTGAAACGTGGGGACTTTGGAGACTGTGGTGGTAAGTGAAGG
TAGAAATGAGAGCTGCTGTTGAACTGATAAGTCAGAGGGTGAAACGGATTATTACTTCAA
TACTGAACATTCATAGATGAAATTAGGATCCTTCCCTCCCTACCTCCCTCCCTTCTTTCC
TTCCTTCCCACGGAGTCTTGCTATAAGGCTCAGGCTGGCCTTCAGTTCATGATCCCCTCC
CCTTTTCTTCTTTTTTCCTTTGTGGTGCTGAGGATAGAACCCCTGGCCTTATGCAGCTAG
GCAAGCGGGGCACCAGCCCTGATGGACTTTCTTCCTAACAGGTTACATGCATTCTGTGTT
TAAGTATTTTCTAACTATAAAATGAGGTTTTCTCATATACTTGGAATCTTATTCAGTATG
ATACTTATAAGATTGCAAACCAGAATTTAGTTCCAGGTTTTGTTCCTTTATTTGTCTTGA
AAAAAAAAAAAACTTTTAAAAGAATTGCTCATTCTTTTCCCTTATATTTTTTCTACATTT
TACTTTCAGCATTTGATCTCTTTAAGAAGGTAGAATCATTTTTTTTCACATTAGTTTTTT
TTTTCCCCCACAAGGGAAGTCATGATACATGCGCCCTTTGTTAGAGAATTATTTTATAAT
TGTTCATCCGGAAGCAATTCACAAGTTCCTTTATAGCCAACTGTAGTAAGGGTGAAGCTG
GTGTTGTGACTGTGCAGACGTGTCATTTGTCTGTGTCCTTCTTATTTACTTAGTCACCAG
TCGTCCCTATGTTTGTATATTTAAAGACAGGTTCCTTTAAAAGTAAGCCCTGCCTCTTGC
GACACCAACTGTGAGAGAAGTCGGAGCTGAGGGCAAGTCTCTGGGTGCTGAGTTACTGGG
TAATGAACCCTGTGGCAGCAAAGGACATGGAAACGTGTGGGACTCGGTTGGCTGCTGGGA
GGGTGATGGATTTTCATTGCATTAGGAAGGGCATGGGGTACAGCTCCCACTCTTTACTTG
CTCACTGTAGCTGTTAAGAAGGTTTGTTTAAGGAAGACATGTTGCACGTAGTTGAAGTTG
GTGTTTGGCTGCAGTACTGTCCGACAGTCATAGGTTGACAGCTGTGCCATGGGTTGCTGG
AGTGAGCAAGTAGATGGGGATGTGTTGGTTCCTGGGGCCAGAGCCCTAATACCCAGTAAT
CAGGGTGGGCCACAGCCTCAGTGGTGGGAGGTTGGTGTTTTCACATACGGTGTGGGAGGG
TGGAGCACCACGGGGAGTTGTCTTAGGTACTGTTCTGTGGCTCTGAAAAGGCCGTGACTG
AGGCAACACCTAGGAACGAAGAATCGAATCATGGGCTTGCTCTACAGCTTCAGAAGTTAG
TCTGTTATCACCATGGTAAAGAGCATGCCAGCACACAGGCAGAAGTAGCTGAGAGTTCTA
CATCCTCATCTGTAGGCTGGGGGCAGAGGGGGGCAGGAACAGGACTTTTAAACCCCCACA
GAATAGATGTGGCCTTGTTGTGGGAAGTATTTGGGTTCTGGGGATGTGAACTCAGGTTGT
TAGGTTTCCATGCAAGTATGGGTACTCACTGAGCTGTCTCTCATTCTGAATTTTGAAATT
TTTTTTTTATTCAGTTTTGGGGATAGAATTTGGATACTTGCATATTCTAGGCAAGATTCT
ACCACTGAGCCAGAACCCCAGTGCTGGAGTGTTTTGTAGGCAGTGAGCATCCTTCCGATT
CCCCTAAGGATAAAGGTCATTATGCCTTGCAGACATCATGGCACCTGAGGTGTAGCCAGC
TTATTCTAGCTCCTCACTGCCTGTGTTCCTTGTTTGCTAGGAAGGCAGTTGCTGTTTTCC
TCGGTCTGATTTGCAGAGTTCCCTGTGCCAGCCTGTGGCTGGATAGCCAGCCCGGGGCTT
AAGTTGAATCAGCTTCTTAAGTTGAATCAGCTTCAGGATTGGGTGTGTAGGGGGCAGGTT
ACCCAGGCCACTGTTTATAGCAAGGCAGTAGTTTCTGGGCGCTGAGGTGCTCTTGTCTTT
GTTTGTCTTGTGGCTCCTCAGGGCAGCCTGTGGGAAATGGGAAAGTGGAAAGGCCTGGTG
TCTTAGGAAGACAGGCCTGCAGAGGGAGTGAAATAATGTGTGGGGTTCATTCTGAGAAAG
AGTTGAAGGAGTTGACACCCCTGCGGTGTTCCTGTGCCCACATTGACTACAAATGTGCTT
ACATCTGGACACCTGCCAAACCTCCTTCCTATAAACGGGTGTTTCCACACAGTGAAGCTG
AGGCCCAGGAGGCTTCTATTGAAACCTTCCCATCCTTACTGATTACAGCTTTTGCTATGG
AGATGCTGTGGGCTCTAAATACTTAGAAGCCATATATTGTTTCTCATTTTCCCTTTCAGC
TTTGGAGCTGAGGCCCAGGGGCTCCTTGGCCAGGAGGCTGCTATGTCCACGAAGACAGGT
GAACTTAGTATGAGTTGGTTTGTTCAGCCACCAGCGTGAACTGTGACAGACTGGGTGGCT
TGTTCAGCATGTCTTTCTCCTCTTCAGTTCCAGAAGGCTGAGATTCAGACACAAGCTGTG
TGGGGTCTCGCTGTGGCTTGACCACTGAGCCATCCCTACAGCTCTTTGTTCCTTATAAGG
ACACTAATCCTGTCATAAGTCTCGTGGTTTCCTTTAAATCCACGTACCTTTCAAAGAACT
CAACTTAAGAAGCTCTCCCTTTGAGGGTGGATTATAGACTTAGCTCCTTTGAATTTTGGG
GGAACATAATTCATAACTGTACATGGATGAGGCTGGGTTAATTTTCAACTGAGAGTCATT
GCTGCTCCCTTCTCACAGACGCTATGCTGGGTCCGCAAGCCCCCGACTTGCTTTGTAGCT
AGGTTGTTCACACTGTTCTGGACACTGAGAAAACAAGCAAAGCCTAAGGGCTTCGGAAAG
TCCCTCCCTGCAGGTGAAGAGCCAGTGTGGGGCTTTTCCTGTCTTCCCTCCCCTTCCCAC
TGTGTCTACAGAGGGTGGTAGAGGCAGGGTTGGACATTGCAGAGAACTCAGGACGCCTAT
GAACTCTATGCCATTTTAGTGTCAGCTTCAGCTCCTTGTAGGCATGTTATTGGAACCCAA
GAGTATCTCACAGTAGACTCTAGAAGGGAGAACTTCATCTTCCTGGAGCTGACAGAAACC
AGGAGGTTGTCTCTAAGACCTTGTCTCTAAGCCTCTCTGTATTCTCACTCATAGAACCCA
TACCGTTGTCTCACTTCAGATTTCCTTGGTGTGTTTCTCTCAGCTCCTGGACACTCAGGG
CCCTGTTTTACTCACCGCAGGGCGTCAGGGTCTGCCTCCCAGCCCGTGTTTAGGAGAGAA
ACATGAAGATGAGTAAATGCTTGGGCAAGCTCTCCCGTTCTGGCCTCAGGCTGGCTCTGT
TGTTTTCTTCCTACCTTGCCTTTGATGTCCTTCATAACTAAGTGGCAACTTGTTGTTCAC
AGAAAAACCCATGAGGTAGCCTGAAGAGAGGTAAGTGGGAAAACAGACTTTAATTAGCTG
TATCTGAGCTGTGTAAATAACTGTTCCCGAGGGTTTAGTTAGAGACAGGCGTCCTCCAAA
GATGCAGACAAAGATATATCCCAGTCTCCACACTGTAGAAACAGAAATCAGGTCTAGTTG
TTGTACATTCTCTTACTAGGAAACATTTTAAGATGTCCAGAAAAACACATAATTGCAACC
ATTGTTTCTGGCTTGCAAATTTCTTCTTGATAATTATGAAAAGTGAACCTTTGAACTGTT
GAGTATGAAGCATCGTTCTGTAGGATTCACACTGTGGTTGCAATGCAGACTTTTCTGACA
CGGAAACCTGGAATGTGGTAGAATGAGTGACTATTGTTTTACCAGGAAGGACACAGGTGG
CAAAGGTGGCAAGTTTGGGATTAGGTTCCGGGTCTTTCTTTAAGGCTTTCTCTTGTACCT
TTTTACTCATAACTTCCTGAGCTGGAAGTATGTGCCACACCATCAGTGGAAGCTCCCAGT
GACACGTAGGAACTTCTGGAGGAGTGGTCTCACTGAGCTTTCATTAGCAGGGCCAGCCTA
GCCAGAAGGACCTGGGTTGTCCTGGAGGGGAAGGTCTGGCCTTCTGCTGTGCTGTGTGGC
CTGAAGGAGCCACTTGGGACCTGGGCTCTTGGGGTCGAGGCTGGGTTTGATGGTAAGAGC
ATCTTCAGGATTTATGGAGGAAGTAGAGACTGAGTTTATTCAGGGAGGGGATGGAAGTGT
GGCTTGTGTCCCACTTTGTACCTTCCTCAGGTCCTGGAGATATACTGGGGTCGAGCGTCA
CTGATGCGGTTTCTCGCTTCTCTGGGTGTCAGTGAGACTGACTCTCTCTTCCCCCACAAA
TGCAGTTGCTGATGCTTTTGAAAAGGCAGGTGTCAGGGGGATCAGATGTAAAGTAGAGAT
GGCTTTCTCTGAGAGATCACTGACTGAACACCGTAGTTACTCAGTCTCCAGGGGAAAGGG
GGGAAGATGACTGCTGACTTCCTGCAGTCTTGAAATTGGGTTCTTCTGGAAGCACACAAA
GCTGCCATGCTGTTATCAAAGTGTGCATCTCATTTAAATAGATTACCAAACATACCATCT
AATTATTGACCATGATAGTGCTGGTGTTAGTTACGGTGCCAGAATAACTCCAAATCAGGA
GAAAATAGATTTGGAAAAATTGGGAGAGCAACCGGGAGTGAGTGAGGTGGTGTGGTGAGG
TAAAATGTGAGCTCAGGGCTGACCTTGGGCTTCCACTCTGTCGGCCTCAGTTTCCTCTTC
TGTGACAACAGGGAAGTGGTCCAGGTCTCTCTGCAAAGGTTCAGCCATTAGGTCCTTTGA
ATGTTGAGCCTCTTGTTTGAATCACTTTGATGAGCTGAGCCCAGTCATGAATTCTCTGCA
TTAGTATTCAGTTCTTAAAAGCAGGAGTGTTTGAGGCTTTGAAATCGAGTCCAGCAGGAA
ATTTCTTCTGGTCTGTAATTTCCTTCCACTCAGGAGTGACAGGGCCCCAGTCTGCCTCCG
TCCTCCATCAGGAGTTTGAGGCAGTGGGATGACTTCTGATTCGTTTTCCCTCCCACCTTG
ACTTCTGTGAATATAAATTGGCATGGCATAAATATTTAAGCACTGCATTAATGTTCAGAT
GAAAGAATCATGCAGAAACCAGAACAATCAAAGTAAATTAGTTAAAATTTGCATAACGTT
AAATATGGTAGCCTTTGAGGCTTGTGGACAGTGGTTCCTGGCCAGCCACTGCACCATAGC
AGGTAGCAGAGATAACTTACCTGTGCATTTGGTATTTAATTGTTAATGATGTGGGCTGGG
ATATAATAACGGGCACTTACTAATAAATCTATGTGCAGTCCTCAAATGTGCTGATGGGGT
ACCCGTCTAGGCATGTGACAGTGGAGATGCTGGCACTAGGGAATGTTAGTAGCTTCCTAA
GGAAGGACTGACACACGAGGAAGGAGGAGAGGGTGCCTTGTGCTCCTCAGTTAGGGCAAA
GCACAGGCAGGCTCCCGAACGCCAGGTACAGAGAGACACGATTAGTGCAGGGTGTGTGGT
TGTAGAACGCTTACTCGATAGCTTGTCGGGCTAAATCTCCAGCTGCACTGGGCCTCAGTT
TCCCCATGTGCACAGCATTACATTTATGATCCCTCAGGGGTTGTGAGGCGCACAGCACAC
AGGACGAAGATGCGGAAATTGTGATTCAGATTGTGTTGGACAGTCTCCTGTGTGGCTTCG
GCTGCTGCTCTGGGGCTTAGGTGACTGCAGGTCTCTGTGCTGAGCTTTCCTGCACACAGA
TGAACCCAAAACAAAGTTCAGGCTAGCTGGGTGGTTTTTCCTCCACTTAATTAATCATGA
ATATTGTCCCCTTCATTATGTTTTCTAGTGATATCTAATTTTATGCTGAATTATATTCCA
TTCTTAGATATTTAAATACCATTTCTGCTATTTCAATATTTGAGGTCATGCTGGAATCAA
TGGTCTTGTTTATTTTTAAGATTTTATTCCTGTGATACACATAGGGATGTGTGTGTGTAG
GGGGTGGTGGTGTCTGTACATCTGAGGGCATCAGATCCCCTGGAGCTGGAGTTGAAGGCA
GTTATGAGCTATAATGTGAGTATTTTCATTTTCTCCTTCTCGGGTCCTCTGCAAGAGCAG
AATGCGCTCTTAACATCTAAGCCATCTCTCCAGCCTCCTGAGGTCAACATTCTTATCTGG
ATGCTTCTGTCAACATCTGTCTTTTCTCTAGAGCTGGAATTACCCAGTTTAAGAATGTTA
ATGCCTTTTGCTATATATTGCCAACAACTCTTCAGAAATGGAGTTGTAAAATATACCTTC
TCAAAAATAGATTATTAAGAGTAAACTCTAAATACAGGGAATGAGGAGGGAAAAGGTTTG
TTTGTTTGTTTTAATGTGTCTGGGCTTAGGTGACAGGGGCAAGAATAGCATGCATTTTTA
GAGAAGGTAAACACAAGTCAAGGAGAGTCAGGGAGCAGTGCACAGGCGGGGAGCAGTGCA
CAGGCTGGTCTGTACTTTTTTTTTTTCAGAGCAGCTTTTATGGTTCAAATTTGAAGGAAA
GCCATGATGCTGTGATATATACAATATCGTATATATACTATAACATATAGGCGACTGTGA
AAAGCAGGGTAGGCCCTGATGAGCTCTTCTTGCCACAGATGGTAATGTGCTGCTGCCACA
TGGTCACGGCCTCTCTTTTGCCTCAGTGGAAAGCTGAGGAATGAGATGATGGTGTTCGTG
GGATCTTGTTCTGCGTGACTTATCCCTTAGTTATGCGTGTGAGTGTATGTCTAGATGCAT
GTGTGTACATTGAGTACAGTACCCATAGAGGCCAGAAGAGGGCGTCAGATCACCCTGGAA
CATGGGTTACATACAGGTGGTTGTGAGCCATTCATTGTGGATGTTGGTAACTGAGCATGG
GTCCTCTGGAAGAGCAGTAACTGTTGTAAACTGCCGAGCCATCACTCTACCACAAAGGAA
TTGGTGTTTGGATTGAATGAAGTGTAAGTTCTTTGTTCTCTTTGGCCCTCTCTAGCCCTG
GGACTCACTGCTTGACTCTGGTAGACAGACATAGAGGGAGGATAGATAGGTGAGGAAAAC
TGAAAACCCGCTCAGAAGGCCTACTCAGTGTGGGTGTGTAGGAGGGGGTCCTAAGGGGCA
GAGTGGAGGTCCTCCTGGGGCCTCTGTGGAATCTGAGGGGAGCGCTCTCTATTGGATGTC
AGATGCTCTGCAGCCCTCAACACTATGCCAGGCTGGTTGAGTCAATGGGTAAGTTCAACT
CCTCTTTCATCAAAATGTTTAACTCTCAAAGGACCTCCAGGTCATCTGGCTTAGCTTTTC
CTTTGTACAGATAAGTACATTTTCATTATTCATTTGTTTGTTTAGCAATGATGGAGATCA
AACCCAAGGACCCATACATGCCAAACAGGGGCCTTACCATTGAGTTATAGCCCCAGGAAA
CTGATTATTTTCAGTTGAGCTTCACCATGTAAACAAGTGAAGTTTATGTTGCTCCTTTAA
AAAATGTATTTGTTATTACGTGCGTGCCTGTCTTTGTGTTGGAGGGTGTCTGTGTGTGTA
TGCACATGCTGTGGAGCTCTTTGGAGGTCAGGTAACAGCTCTCAGGATGAGTTCTCTCCT
TCCACTGTGGGTCCTGGGCATCAAGTGCAGGTCGTCGGCTGAGCTTATTTGGCTTATCTT
ACTTGCTGAGCCACCTCCCAGGTCCTGTTTCTTTCTTCCTCCTCCTTTTCTTCCTTGGTC
TTCTCTTAATTTGTGGAATCAAAGAGCCTACCTTGGAGTGGAGTTGGATGCTGAGAGTCC
TCAGCTCTCACACTAAGATGGCAGAACTGTAGCGGGCACATCTGGTACAGACAGCAGAGC
TGAGAGCCAGCTTCACTCTAGTCACTTCTTCGGCCTGGGGTTGTGGGCTCAGGTCTGCCT
GCAGTGCTGCTGCTCACAGGGGTGGCTCTTCTTCCTGTGTGGCTCACTGATGCTTCTGAG
TAGTCTTGGACAGAGAATGGCTCTCTCCTCTTTATGTTTTAGAAATTATCTGCTAGTTAC
TGTATTGTAATTCAAAATAATTTTTTTTCTTTTTCCTTGTAGTGACGGAATAATGGCCAG
TGCTTTCTTTAGGAGAGTGCCAGTGGCTCTGAGCACACCTTGTGCCTTTTACCACTGGGT
GACACTCTTAGACCAGAGTGCTGTACCAGTGGAACCCAGGGCCCTTGAACCTCAGACTTC
TTCAAAACACTTTATGCAGGAGAAAGGGACACTCTTCCATCTAAAGTGCATACTGGCCAC
TCTCAGACATGATAGGTATTATGTATCAGTCTGAAGCAATTTTTAAGGCCAGTGAGTATT
GGGCAATCAATTATTAACAGGATCATCAATTAGGCAGCCTTTCAGTTGCTTGGAGGTTTA
TTTAGATTCATGTGTTGCATATTAACTAGCTACTAATTATTTCAGGGGAACATTTATATG
AACTTATTATTCTAGTATTTATTTTGCACCTGACACAAATCTGTGTTATCTGTTGGTGGC
TAAAACCTTGGTGATGGCTTGCACATACTAATGGATGTCACAGCAAACCTTTGGCAGTCA
GAAGACAGTATGAGGAAGTTGTTTCTGTCCTTTCCTCATGTTAAATTTGGGAACTGAACT
GAAGTCCTCGGGGCTGGCACACATGCCTTTTCTGCTGATCCGTTCTCCAGCCCAGTCCTG
TGTATGGACTTCCACTGAGCCATCTTAAGAGGAAGCAGAGCAGTTACTTGGGAAAATGAA
CACAGGTTCCCTGTACAGATCTCTAGCAAATAGAACTTGTCTAGAACTTGTGCCAAGCAC
TTGAGAGCAGGTTAGAGAAGGACTTTGCTCAGAGCGTGTGCTGGCCTGCCTGCCCTCCTT
GTTTCACGGCTTCTTTTGTAAACCCAAGGCCCACCGTCTAGGCTTGGCATGAATAGCTCC
TAGTCACATTCAGCGGAACAACATGTGGTATTTCTCAGGACAAGGAATTTGGAAGAGTCA
GGTCTCTCCTCTGCTGGCTTAAGAGGAGGGATGACAAAAGTTAGAATTTTAGGATCCTGA
CAGAAGTATTTACTGTATCCCATGGGGACAGAAAGAAATGACAGTGGCAGAGTCAGAGAA
GAAAGAACCTAGTGAGGTTAGTGACTCCAGTGTATTTTGATCCCTCAGTATGTGCATCCT
CCAGTTAGTACATTGTTGGGTGACCCTTAGTGTGATACCCAGTGCAGGGGGTGGGTGGGC
TGTGGCAAGCAAAGCAATGTGAATGGAGTAAGACTTGAGGCACAGCAGGTCTCATGGGAC
TCAACCAAGGGCACAAGTAATTGACAGCCCCAGATTTCTAATAGATGGTGTCATGGTGTG
ACTGCTTCTGCTTCATGTGGCTTAGGCAAGAGGCATTGTGCTTGAGGTGGGAAGAGGTGG
TGGCCAGAGGTCTTTCTGCTGTGCTGTTAGAATCTGTCTTTGCAGAGACACACCAGAGAT
GGTGTACTGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTTACCACAGAGAAAGGAGC
TTCAGTTGAGGAAATGCCTCCATGAGATCCAGCTGTAAGGCATTTTCTCAATTAGTGATC
AAGGGGGAAAGGCCCCTTGTGGGTGGGGCCATCCCTGGGCTGGTAGTCTTGGGTTCTATA
AGAGAACAGGCTGAGCAAGCCAGGGGAAGCAAACCAGTAAAGAACATCCCTCCATGGCCT
CTGCATCAGCTCCTGCTCCCTGACCTGTTTGAGTTCCTGACTTCCTTTGGTGATGAACAG
CAGCATGGAAGTGTAAGCTGAACAAACCCTTTCCTTCCCAACTTGCTTCTTGGTCATGAT
GTTTGTGCAGGAATAGAAACCCTGACTAAGACAGATGGTATGGAAAGTTAGCTTCTAGGG
CAGAGGACTAAGTGTTAAGTCCTTGGGAGCAGGAGAGCGCTGGGTTGAATCTTCCACTTC
AGTTGAGATAAGAGGGAGCTATCCCATTTAGGAATACTATGTTGTTTACAAACAAGCTAG
GTCTTTGAAAGATGTATGGAGTTTTCATTGTTCTGGAGGATGGAATTATATGTGGGAGGA
AAACCATAAGAGATGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCTCGCACGCGT
GTGCGCATGTGTGTGTAAGGCTGCTGTGGGAGAGCTGGATCCTGATATTAGAAGTCTGCC
TGACGACCTGATTATGGAAACATGGGAAGGAGGCCAGGCAGCTGTGCACCATCTCCTCGG
GTGATGGATAGAGATGCTTTGCTTCTGGGACTTTGATCTGATTAGATTAGTAGCACATTG
GTTTGTCTAAGACAAGGAAGGATGGTCAGGAGAAATGGAGCCCAGAGAGGAGCAGGTTGG
CAATTACTACTTGGGATGAGAAGTGAAGAGGGAATGAGGCTCCTGGCGGTGGAAGAGGAT
GGGTTTCAAATACATTGATGGACAAGAATCCAGGATGGATTGGTTCTTCATGGAGGCTTT
GAGAGGACGCCACCCAAGATGGGTGTGCAATAAGGAGGTTAGAAGGACACAGGATGGCTT
CTGCCAATCGGAGGCTGGCATGAAAGGTGGCACAGTGGACATGTGCATTAGCCTGGGTTT
GTGTGGGTGATTGCTGCTGCAGTGGCAGCTAGTAGGGCGAGGTCTGCTGGCCTGTGGCCC
CTCAGTCTGTGTAGTGTCCAGTACTGCTGTAAATAAAGAATGAGGTGAGGTGTGGCTGTA
CACTGGTCCCGAGGTGGGTGCAGAAGCCCACAGTCAGCATGTTAGAGCCCAAGCTAGAAA
AGATGGCGACGGCCCTTAGGCTTACTGTAGAAATGGCTCATATGGCAATGTGAAGGGAGA
GTTTGCATTGTTTTCAGATGCAATTGTGGGGGGTTAGGGTGTAAGGCTCTGGACCTGTTC
TTGGACACCCTTGTCACTGAGGGCTAAGAAGCAATAAGCTTTGGTGCAGACCCCAAAGAC
TGGCTTTCTAATGCAGCAGATGGGCAACAGCTTCAACTTGGAGAAGAGGCTAAGGAGACT
GTTAACTGTAGGGAAGCCAGAAGCCAATTAGTCCTGAGAACGTTTCTTGATAGGATAGGG
ATGGGAGCTGGAACTTGTGCAGTGTTACTGAGCAGCGGAAGAACCACATTGCTGTTTTTA
GTGATGCATTTCCTGTCTTGGCTGCCTGTGGACCATACTTCTCATGCATGGACCTTGAGG
GCCATGAGTACAGGACCTTTTATCTGAAAGAGCCTCTGATTAGCAAAGAGTCACAACCTG
CCCTCAGAGGACGATTGAGGAGGAGGGTGTGTCTTAGGGTTTCTGTTGCTGTGATGAAAC
ACCATGACCAACAAGCTAGTTGGGGAGAAAAGGGTTTATTGGGGTTACATTTCCATACTG
GCATTTACTGGTGAAGGGAGTCTGGACAGGAACTCAGAACAGGGTAGGAACCTGGAGGCT
AGAACTGATGCAGAAGCGGGGAGCTGATTATTGGCTTGCTTCCCATAGCCTGCTTTCTTA
TAGAGCACAGGACCACTGGCTCAGGGATGGCACCACCCACAATGGGCTGACCCCTCCCCC
ATTTTCCACTAATTGAGAAAATGCCTTACAGCTGGATCTCATGGAGGCATGTCCTCGACT
GAGGCTTCTTCCTCTCTGATGACTCTAGTTTGTGTCAAGTTGACACACAAAACCAGCCAG
TGCAGGATGTTTGCTAAGGCTTTTCCCTTTGTGATATTTTCTCAAGAGTCCTCAGACTCA
GTCATTTGCTGGCCTAATCCCTAATTGATTCCTGGGTTTGATAACCCAATCTGTTGTTAG
GACCTCGGATGATACTAAGCAGGTATTGGGCTCTGGCTTCTATCTTCATCACACTGCGCT
GTTTCCACGTCTTCGAGTGGGCTAGCTGTCTGGTGGCCTTGCATAGATGTGCTTCTGATT
GCCAGGGCCAAAGAAGCTTTCTCCCACTATTATACACACCTTAAAGAATTAAATAATATT
AATAATATAGCTTATCATGGCATTCTAAACTCTGCCCTTAAAGGATCTGAGACACCTAAA
CATTGTCTCTCATAGCCTGCCATGTGGAGAGTTTTTATGTATGCATGTATGTATGTGTGT
GTGTATGTATGTGTATTTATTCTGTGATCCTGCCCTGGCTTCTGTAGGCAAGCTCCCTGC
CTCTGAGCCATATCCCAGCCTGGCACTGGTGTCTTTTTATTTGCCTTGTCTTCAGATTTG
TTTCTAAAGTTGTCTGAATATTCACCTTCCTTTCTAAATGGGCTTATTCAATAATTGTCC
TTTACTCTGGCTTTCCTCATAATTGGCCAACTTTAGACACGGTGTGTTTTTGGCAGTGCT
GGCTGTTGAATGGCTAGAAGGTAGAGGGAATACAGTTAGTTGTATTACCCACTAGCATTC
TTGGAAAGCAGCCCAAACTTTTGCTTGCTGATTGGCAGCATCACACTCTTCTGATGAAGC
CACAGTGCAATCTAGGGTGCTACCCGGACACACCATTCTCCTTCCTGTAGCCACGGTACA
GACATGAACAGCTTGTGGTTAATTGGCAGTATAAATTCACAGTAACACCAAAACTCGATC
TTACACACACAGGCCTAGTGAACGTTCTGTCTGATGTCAGCAACATGGAATGTAGACTTG
TAAACTATCATAGTGGCTGTCAGCTCATTGCTTATCTGCCTGCGCCTTTGCATAGGGTTT
CATGGAGCATTATACAAGCAATGCGTCTGTGAGGAGCTCCCCTCATTTCTGTTTCCATCC
TTTTGGAGTTCCATCAACTGGTGGTTAATTCATGTTCCACGAGATATGTGGGGGAGTAAA
TGCATTGCAAATGTGGACTGGGTGTACCTGCTTTTCTATAAGACCTCTGACATTTATGTC
ACTGGCCTATGTTCAGGACATATATTTATGCAGAGCAGATTACCAAAAAGCCCAATGAGA
GAGGAGGCCACTCAGTTGAAGAGATCGGACTGAATCAAGGAGATTGGGGAAGTTCTTGAG
GGTTTCTAGGCCTTGGCAGGATGGGATCCACTCAGGGCCTGGCCTCTCGGGGATTTTCTT
TCTCTACTTTTTCACTTTCTGTCCCTTCTCTTTCACCCTTCTGTGTCAAGACTGGAAAAA
AAAATGAACAGAGCCATTGACTTGGTTCATCCATATTAACTCATCCTGTCAGACTTGTAG
GATGCAGTCATCATCCATTTTCCTGGCACCTTCATTAACGGAGAGGTAGATGTTGAGCTG
GTATGTTGGGGCACGGATGGGCACTGCTGGCCTCAGGTGGGTCCCACAGGACTTCTCATG
CTTAGAACATGCCACAGCTATTGGATTGTTGGCTCTGATTTCCAGTTAAGAAAGTTGAGA
TGCAGAGTAAGCCATTTAATTAAACAAAACCACATAACTGTTGAATGACCTAAGCAAGGG
CCTATCTAGGGTCACTGGTCCTCAGGCCAGCTCCTTCTCATTGTGTGCATACATGGATGG
ACATGTAATGCATGCTTTATATAATAGCCAGTGGAACCTTATGGAAAGTATATAAAGCAG
ACAGAATAAAAATGTTCCAAGATGCAGTATAGTATTAACATGCATCCATTTTATTCTGTT
AAGTTTAGATGTAGGATTACTATGCCTACATTTCTAATGAGATGTGAGGCCAAATTCTAA
TAGCATTGTAACAACAAAGTGATTCTTAGTTGATAGTCTCAACAGCAGTGTTATATAAAC
TGTGTTCACTGAGGTGTGTTTATTATGCCTACAGAGAAGGTATCCACAAGAAAGTGCCAT
GTGATGATCTGTGTAACCAAACTGGTATTATTAGCACATGGAACACCATACTGTAGAATT
GCCCTCCTCCCACCTTATGTCTTCCCTTCACCATCCATGCCTAAGGTAACATGATATCGA
ACAAGGGGTTGTTTGACTGCTATTTACTTAAATTAGACACCCAGATGGTTCTTTTGTACT
ACTGGCACCTGATTGGCCCTGACACTGGTCCAGTTTATCATGGCTATTGGTATGTGCTCT
GACTATTGGGTATTTTTGATTCCCCTTCATTGTGCCTTCATCTTTCGCCATCTTCTAAAT
ATAAAGTATGCTCCTTGTTTAAAAATACATTGGTGGGGGAGGGGAGCTGAAAAAAAAACT
GATGAGAAAGTGAGTTTGGACATTTTCCCAAGAACGTCATTATGTGGTGTTTGGACAGCA
ACATATTGGGAGCAGATCAGTTGAGATTATATCACTATTTTAAATGGGCCACTTGGGAAT
CCTAGGGTCCCCTCTAACCGTCATAGAGCTTGGCAGAATATGAAAAAGTAACACTGCTGT
GTTTATGCAGATAATCCCAGAGGAGCGCCTTTTCCCAGCCTTTCTCCTAGCAGATTTGTG
TCCACAAAGGGTCCTTCAAGTATTTGTCAAATGCTTTTGGGTATCAGACGATGGCTCCTT
GTGGTAGAGTGAGTTTGTAGGTTCACCTCAAGGCCAGGCTGTCCTAAACACTGGCAGATG
AGGCCAGTTCCGCTGGAGAGAGAGACTTGCACTAACTCATTTTCCTGTCTGTCTGGGAAT
CCAGGGGCAGAGGGAGGAGATTGCTATGGATCCAAGAAGCCCCTTCCAGTTTTCAGGCTG
ATCCACGCCTAAGTTTGCCAGCTACTGTCTTAAGTGTTTTGGGGATCTCAGCTCCTAGCG
TTTGCCAGTCTTCTGGAGCCAGTTTGGGGAATAGGTTCTCGGAAAGAATGTCTTGAAATA
CTTTTAGCATTCTGGGAGTAGTTGTTGCAGTTCAAAAGTTCAGTTATTTGGGACTGACTG
AATTCTGCTGTATGTGTACGCATGCATCTGGTATATACATTGCCACGTCCTGATGCTTCC
AGATAGAATTGGATTTAAAAAAAAAATTGGGGCAAATGAAAATTGGCATAATCTCTAAAT
TCTGATTTTCAACCACGAAAGGTTAGTTTTTTTGCATTTTGTTTGTTTTATGTACAGATG
TGCAAAGATGGACCAAGAATAATAGCCTGATGGTGCAGCTCAGCCACAATAAGTGTGTGT
TCTCTTGGCTTGGTGGGGAAGGTTTACATTGGGAATCATTATCTAACTCAGAAAAGCACT
GTCTGTGGCCATTAGAATGCAGTGTATTACCTCGGTAATGTGGTAGGCAGGCCTTTTTAA
CTCTGCCATAAGGGTCTGTGTTTGTAGCTTTGCTGGTAGAACTGTGGGATGCTGGGCTGG
GGAGAGCACTTAATAGTTAAAGATGCTTATTGTTAAGCGTGAGGACCGAGTATGATCCCA
GCGTCCATAGAAAGCGTTGGGCACGTTGGAGTGCACAGGCAACTACAGCACTGGGGAGGC
AGAGATGGGGCGGCGGCACTGGCGGCGCGGCGGTGGTGGTGGTGGTGGTGGTGGTGGTGG
TGGTGGTGGTGGTGGTGATGGTGGTGATGGTGGTGGTGGTGGCAGTGTGGAGTTCTGTGA
GCTCACGAGAGGCCCTGTATCAAAAAACAAGGTAAAAGCCCCTGAGGAATGACTGTTGGA
TTTATCCTCTGCCCTCCACACCTAAATCTCACACACACACACACACACACACACACACAC
ACACACACACACACACAGACACACACACACACACACACACACTCATATACAACACACTAT
GCATCCACATGTACTTACTTACTGTTACTAATGAGGAAACTGTATTATTCATTTGAATTC
ATGATTAGAAGAAAATATGACCCAAAGAAGATAGATATCTCTAGATAAAATATGTAATGG
TGTCGGCTATAGCTTGGCTAGCAACACCGCCTACTCAAGTACTCACTCATATCCTGGGTA
ATAGCACATTGCTGCCACATTATTTCATTCATTTTCAAAGACAGCTGGGGAACTGAAGTC
ATGGAAGTTACGGCTTGTCTAACCACTCAGTTGTCTTTCTTTAATTAAGCCAGCACTGAT
TTTTCTTCCCTTGACTGATACTTGATAAAAACCAAACAGCAGCAGCAGCAACATACATAA
AAAACTTACTTTATGAAAGATCGTTAAACCATTATTTCATATGCAAATCATCACTTACTT
AAAATTCAAATACTGGTCTAAAGTTTAAGGTGATTTGGATTGCATTTGTTCCCTGATAGA
TCAGAAATAATTTATCTGTTTTCTTTTCTCCAAGACAGCAAAGAAATATATAAAGGTTTC
ACATTAGTCAATAAATATTGGCTGCTGAGGTATTTCATATTCTCATTTCAAATAAGATTA
ACTTAATAATTTATAATTGACTGAGGGCGAATTAAGGAGCTTCACCTAAGCAGATGTTTT
CATGTAAAGGGAAATCAATCCACGTCTCAGGTTACACACGAGCCCACCACTAATGTGCCA
TAAAAATAAAACCTAGAGGGGGCTTAAGAGTGTGACTGCCAATATTTCCAGAGAGAAAGA
CATACTAAACACAGTGATAAATTATTGCAGTCTTATGTAACAGAATTGTGCCAATTTCTA
ATCAATTACAGATAACTTATTTTTCATCAACTAAATGTAACTTTAGAAGTTTAAGCTTTT
TTATTGTTTCATTGTTGAGATTCTATTCTTGGTTGTACTTCCTGCCACTGAGAGTTGGTA
ATAGTCAGTTGTATACTTTATATTTTTATCTGGTCTAAATCATTGTGCTAGTCTAGATAG
CTTTCCTCTAAAATATGTGGAAATTTCTAGAATACTGACTATGTTAAAAAATAAAATAAA
GTTGTCTATTTGATCACTTTAAAGAGGTAGAGGAAGAAGGGTCATTGTAAGCTTAAAGCC
AGCCAGATCTACATAGAAAGTTCTAAGCCAGACATGGCTAGATTGCAAGACTCTCAAAAC
ACAAACAAACAAACAAACAGATTTAAAATGTATAAATCTGATACTTGTTCCATGGCAGCC
ATGATGCTGTTTTTGATCTCAATAAGACTCTGTAAGACAGCAAAATAATTTCCTAGAGAC
CTATTACTTTCACATTGGATAAAATATACTTAATATCCTTTCATTTTCATGTTTCAAAGG
AAGAGTCAAAGATGATTAAAGGGCTCTTTGAAGCGGTCAGGGCTTGGTCACTTCACATTC
TGTAGTCAGGGACTGAACCATAGTTACTTTTATAAATGTATTAGGATGTGAAGAACTGAC
TATTAAGTCTAAAGTAGCTGTATTATCAATAAAGCAATACACTGAGTTGGGGTATTGTTT
TTTAAATATGTAATTATATTTCTTTTCATGAAAAATCATACATAAATTGTTACGTTTATT
TAAGATGAAATTGTACAGCCGATAAGAGAAGAGAGAATCCACATTGTAGATTCCTTTTGT
GAGGGCATGAAGAAGTCTGTACACAATTGAGCATATTCCATGTTTAAAGGAAGAAAGTAA
ATAAATGCAAACAACTCCATAAAAAAAAAAAAAAAAAACTTACTTTATGGTCCAGTTACT
TGGTCAGTAACATCAATATGATGAGAATATCTTGTGTTAATGTCAAGAAGAAATCCCTCA
TGTAAGGATACTTACTTCTAGACTCCCCCCCTTACTCCTAGACTTTTCTATCACATCTTT
ATTCTCAGCCTTCTTGGTTGCTTAATGCTCAGTGAAGAACCCCACCTTGCCTCCCTGAGC
GTATTTCCAAAGGCCAAGGAAGTCATGTGGCTCAGGAGCGCCCTCTTCTGGCAGCTAACC
GCTAACCCCTGACTTGGTTACTTCTTTTAAATACTCTCCATAGAACCTCCATAGAATCCT
AGGTGGCTGAAGAAGAGGAGGAAACCAGTCTTTGCAATAAAGGGATGGAATGTTTCGTGT
AGATTTCAGTGCAGACTAAAGAGAGGAGGTGATTCCGTAGTTGTCGGAGGCCAGAGTTTA
ATTACAGTCAGGATGTTAGGAAAATCTTCCTGAAAGACTTGGCCACGTATCTGTATCTGA
TTCGGCTTGGTGTAAGGTGGATTAGAAAGGAGCATCATGCCTGCTAGGAGCAGCAGCAAT
GGCGAGGGCCTGCAGGTGGAGGAAGGGCCAAGGAGAGGGAAGGTGCGGTACATAGTATTT
ATGCCAGTTCAGTCAGAGCGTGGGCTTTGTGAGGACACGTCCCCACATGATCAGAATTCT
GTTGTCAGGCTTCAGTAACCACGGACAGGATGGCTGACAGGAAAGAGCATCAGGTAAGAA
CGTCACAGAGATGGCTACTTCTTTGCTTTTGTTGTGGGTGCAGAGTGAAAAGCCAAGGAG
AAGTGCCCCTATGTAGCTCCCAGCTCCTGTCCCAGCCGCTCTGTGGTAAAGCCATCCAGG
ACACAGGGAGACACTACTTCCCTTTCCAGACCCCTTTGCTGTAGTCTGGAGGAGCTGTAT
TGCACACACCTTCTGCTTGGCCTGCAGAAGACTCTGAGCCTGCGCATGGGACTTGGGCTG
CGGGGCTCTTGTGCCCACCCTCTGACTCCAAGACAGAGAAAATGAAGACAGTGCTGGCCC
TGTGCTTAGATCAGAACTCATGCAGGTTCACCCTGGGTCCTGCCCAGGGTCTTGTCTGGT
AGGAGACCCCCACTTGGGTGCTTCTCACCGACTGTTACTGTGGGGGAGAGGTCCTAGAAA
CTCTAAAAGAGAAATCACCCACTTGTGCCCCAGCATCCTGGCCTACGGCTCCTCTCCCCT
GTTGCTGACAGCTACCCCATTCTTTCCCTGCCTGCCTCCTCCCTGAAACTTTGACCTTTG
GAGTCCCTCCTGCTCTGAAAAGATGTCATGGCTTAGGATAGAGAAGCAGGTCCTTTTATG
GAAGCAGGCAGCATACTTTGTCTACTGATTAACCAGAGTGAATCTGCTCTGGGCTCTTTT
AGACAGGTTAGGCTGTAGAGCGGTGCCTTGTGCATTTGAGATTTCAAGCAGACAGCACAG
CCCCTTTAGCCAGGGAGCAGTGGAGCTGAAGTCAGGCTGGCTGTGATGGGCTCCCTTACT
CACTATGTGCAAGGTTTGTATTTCTCTCTCTGATTAAGGCTGCAGGAGTTCTCAGTTAAA
ATGTCCACAGTGTTTTGGGAATGTGTGGGTTCTCTGTTATGTTTTCCTCATTTGGTAGCT
CTGAGCCTTCATATTATACAGTGTTGCCTCAAATATTTAATTATGATGCAGTTATAGCTG
CTTTTATATTTTAATTGACTTGGTCTTTAGACATTTAGTAGCTTTATTTTCATGTTAATT
AAAAAATTTTTTTTACAACACTTGATGTAAAAAAGAAAAAGGTGGGCATTGCAGTTTGGC
AAACCTGGGTTTGGGGATTAGTGGACGGCAATTTGGTTTTAGCACTATGGCACTAGCAGT
ATAAGTACCAGCATGGTATAATCTTGTTTCTCTGAGTGTTGGTGTAGAGTCTGAGTCTTT
TATTCCTATGGTTGTTGCTGGAATCAGTTGGGACCCTGCATCTGCACGTGCCGTTCCCAA
GGCACTGATTGATAGTTGTTGGCTGTCAGTTTGCCTAGATTTGGCTTTGATGAACTGTTA
GTGACAGTTCAGGGCTTCATGCTGACATGGTTGCTTCTCTCCGGTGTCTACTCTGGAGTC
TGTGGATAGATGCCCTGCTCTCTCTCTTCCCTCAACATCCACGTAGCCCCACTCCTCCCC
ATAACTGTCTGCTGGGTGGCCTCCGTGGGCAGAAGTTAAAGGTAGGAGCTAGCATTGGAC
TAAGAGCTTGTGCACAGAGAAACTCTTCTCATTCTTCTGAAGGCAGGTTTCATGCCGTCA
ATAGTAATTCAACATCTTCTACTTATCTGAAGTGGCTGGGATTAGAACTGGGGCAGAGGT
GGTCCTCCCCCTTGCAGAGAATGGACAGAAACCTACAGTCACCCCGTATCCCGGTTTATC
TTGTGGTGTCAATACCAGGGAGGTGGCAGTGCAGTGCTAGGCATGAATGTTTCAGGTGTG
ACTCTTCCTCCCACACAGTCCCCTGCTCTCTGACCCACTGTATCGCCTACTAAGTGAGGA
GGTAGCCGTAGTTAGCAATCGGAATTGTGGACTTACAGAGAAAGCAAGGTTGCAGTACTC
TGGTATAGTCAGGCCCTTATCTGATTTTGAGTTTGAAAATCAAAGTCTCTGAACCAGGAC
AGGCAAGTAGGAATCTCCTGTTAATTATCATGGCATCTTCATCTGCTTTGTTCTGAGCAC
AGGGAGCAGGGATGGATGGGGTCAGCACTAAGAATGATCTTGGTACGCATGGTAATCATG
GCAATTACTGGCACCAACCTTTGCCTGTCTTCTGCCATGGGGTCAGCCCTGGTCCTCTTG
CTTCAGTCTCCAGAGGGATTTTTCTTCTGTCATGAAATGGTACTCGCATTCACAGGCGTT
CACTACATGTCCACAGCCCTAGTTAGTTACAGGTGTCCAAGAAAGGAGACTTTCTTTCTT
TGGAGAGGAAGTCTGAGGCCAGAGGGGTTAAGTGATCGCCCAGCTCTGTCAGCACATTGC
TCTGCTGTAGTTCAAAGACATGTTCTCTTTAGCCACCCCCACTGCCACTCTGCCCAAAGG
GGTCTTGCTCAAGCAAGGTCACCTACCTTCCCTTCCTCTGCTCTCAGTTCTAGCCCTGAG
AATAGATGGTCAGCCGGAAGAGGAAACAGACCGCCCGTTTTCCACGTTGACTGCTGGAAG
TTTTGTCTCTCTGCAGGCTCAGGCTTTACGGTGGTAATGTGGACTCATTTGCTGAGGTTG
AGGAAAAAGCTAGTACCCAAGTGTTTCTTGTGAGCTTGCTTTTGAGATGTGGTGGCAGGA
GGTATCCTTTGTGACTTGAACTCAGGGTGTGATTGGCACTGACTGGAGTCAGGTCAGAAG
ACTCTTACCTTGCCCCATTGCTTTCTAGTCCTTGGAGGATTAATCAGTGGCATCCCTGAG
GTAGACACCGGAGGATGGCGTGTCCTGGTATGACAGACCAGACATAGCTCTTGGGACCTT
GACCATCAGTGAAAGAAGTGTTGACAGAATAGGCTGCAAATGAATGTGCCTTCTCTTTGT
GTTTCAGACGGCCCCCTTGAGAATATTGACCCCAAAGACTCCTGTCTCATTCCAAGAAAC
ATCATGGCTGAGCCAGACTACATAGAAGATGACAATCCTGAGCTAATTAGGCCCCAGAAG
CTTATCAACCCTGTCAAAAGCTCCCGAAATCACCAAGACCTCCACAGAGAGCTTCTTATG
AATCAGAAAAGGTGCGTGGTTTCTGGGTGGTGTTTCCTTCCTCCAGGAAGCTTTGGGGTG
GCCAGGTTTCCTTTTGGGTTTACAAAGGCTGCAATTGCTTGTTTGCCATGTTGAAGGCAT
CCTTTTACCAAGCATGGGGGAGCTGTTGTCTCTGCACCAAGCTCCTAGGTACACTGGCAG
GGTCTGACACTGTCTCCTTTCAAATGCGTGCTCATTTTAAGGAGCACTTGCATTTCTTTT
GTCTGTGCCTGTGCTCAGGCCTGTGGAGGACAACTTGGAGGAATCCGTTCTCTCCTTCCA
CCACGTGAGGCCTGGGGATTGAACTACAAGCAGAGCTTGGCAGCAAGTGCCTTCACTTGC
TGAGCCCATATGTGCATATTGTAAAACTTGGGTAGAAGAGGCTGAGTTCGGGGTAGAAGA
GAGTGACTCTTCCTATGCAGAAGAGAAAGACTATTTCTTAATTTTAAGTCTCTGACATTT
TGGGAAGTGTAGGAATCAGATTTGAGCCCTGCCTGTGCTAGTGTTTTCTAGCTGCAGAGA
GACGTTTCTATAACTATTAGAAAATAATAAACAACAATATTCTTCCTTGTGTCTTTATTA
GTTTCTTTTCTGTAATATTTTAAATGTTATTGTCTTTCTGTTAAATTTTTAAAGGGATGC
AAAATATTCCCTGTCTTCTTGTGCAGTCAATCCTGTCTCTACCCCAAATTACTCTGGGTT
CTGGGACTTGGGCCTACTGCTGCTTGCTTACGTGTTTAATGCCTGTTGTATGCAGTGTGT
GTGTTAAGGCATGTGGAGACATGAGGTGGTCTCTCCTCAGTCAGTTTCCGCCTTACTCCA
TTTTAGACAAGATGTCTGACTGAAGCTAGGGCTTTCTGGCAGGCCAGCAAGCCTCCAGTA
CCATCTGTCTCCATCTCTCAGTACTGGGGAATCTCAGGTGCTTGCTCCGGAGACCAGGAT
TGTTTGGTGTTGATTGTGGATTCAAGGGGATTCAAACTCAGGTACTTATGCACTACACAG
CAGTCACTCCATCCGACAGAGGCAGCTTGGCCAGGATCTTAGGGCAGTTCGAATTCAACA
CGGAACCAGGGAACTCAAAGTGCACAACCTTTCCACACTGCAATGCCTGAGCTAATGTCA
GCCTTTGGGAACAGTGAGCTAGGGCTGCCTGAAGAGTCACCTGTGGGCCTGGGGAGGTGG
ATCTGTGGGTGAGAACCAGAGTTTAGACTCACATAACCTATCTAAATGCCAGGCAAATAT
GATGGCCCACCTGTATAATCTCAGAACTTGAAAAGCAGAGGCAGGGGCTGTGGAACAAGC
TGGCATTGGGCCAGCTGAACTGAGAAGCAGTTCCCTGAAGTGAAATGCTGCCTCAACAGA
GATGGACAGTGACCAAGGAAGACACTCAGTCAACCTCTGGCTTATACACACACACACACA
CACACACACACACACACACACACACACACACACACACTCACACACACTCACACACACATA
CTCACACACACACACACTCACACACACACACACACACACTCACACACTCACACACACTCA
CACACATACACGCACACACACACACACACTCACACACACACACACACATGTGCAAACACA
CTGTGTGTTCAAGTAGGCAAAGAAGGAATGAGCAAAACCAGACAGAAATACAAGGCTGCT
TCATTCTTTGGAAATGGGAGACAGCTTCTGTTGCTCTAAGACCTGTTTAGCATCAATAAG
ATCCAAGCTACTAGTAATATTTTAGCAGAATAGTTTGTTACCTATAATCTAGAAAAATGT
ATGCTCAGTAGAATTAGGATTGACTTTTGCTTTATTCTTCCTTTTCACAAATTTCTTTAA
AACTTTTCAGTTAACATGCTTCTTAGAGATTAACTGAGTAGCCCTTCCCCCACTATTCTC
TTTAGAAAGGAATAGAGGCTAAGAGCAGACTGGCTGGTCGGAAGAATGGGAACCTCCACA
AAGCTGCCCCTCAGTTTGGAGACCCCCAACCCCACCATTTCCCCAGCACAATGCAGACAT
AAGCTAAGCATTTACAAAAGATGCATAGACTTGTGTTCAGGGCAGCAAGCAGCAGTCCAA
CCACACACTTGCTTGTACTGGGGCCAAACCCAGTGATGGCACAGAGAACTCCTGGGTAGG
GAGTCCCCAGGGCTGGCACAAAGGCTGTACTCAGGGTGGAGAACTGCCCTAAAAGTGCCT
CACAGGGCCAGGAAAAGGCTCGGCGGGTGAAGGCTGCGCTTAGTCCTTACAGTCACATAG
TAAAAGGAGAAAGGTGACTCTAGCAAGTTGTCCTTTGGCCTCCATATGCATGTTGTGTGT
CAGTGACCACACACCACACACACACACACACACACACGCGCGCGTGTGTGTGCACATACA
CAAACCCAAATATATGTAATAAAATGATTTTAGAAGGCTTGTAATCTCCCTTATTAAATT
TAAATTAAGATAATATATATTCAACTACATTTAATTAGTATTACATGTAGTTTGAATTTA
AGATATATAAATTCAAACTACAACACCTACCACAAGACTACAGTATAACTGGTGCTTCTG
CAGTCTGTTTAAAGGGGAGAGCTTGGGTTAGGCATTCAACTTTTAATTTTATGAGTATTG
ATATATTTCATATATAAAATATGTGGCCTAAAACCCTAGCCCTAATTTTAGAAACTGGCT
ACACTCTGGCTGGAGATGTGAGAGTTAAGAGCATGTGCTGCTCTTGCAAGGACCCAAGCT
TGGATCCTGGTCCTTATCAGGCAGGTCACAGCTATCTGTAACTCCAGCTGCAGACCTTAC
GTCTGTCCTCCTTAGGCGCCTGTACTCACATGCACACACAGACATCTACACATACTTAGC
TCAGCTCTTAGGATTGATCCCTGGACAGTCATGAAGGGGTTGGAGAGACTTAGTAATGTA
GGCATCAGGGCTTGTAAGGACCCACCACTGTACGGCTGCACTGGTATAACCCAGAAAATG
TTATTACTAGTTGAAGTTACTTTTGCCGGTGAACTATGGGAGATATCTGAACTTAAATTA
TTCATATAACTAAATTCTTAATCTTAAAATGTAATTGTCTGCAGTTTTATATTGAGACCT
TATGTATTCATAAAACTGAGAAAGCCTTAATTCATTATTCCTTAGTGATGCTTTTGGGTT
TTGAGATGGCATTTTACTATGTAGCCCAGGCTAGCTTCCTGCTTTAGCCTTCTGAGTGCT
GAGATTACAGTGTGCCTTCACACCCTCCTGGTTAATGATACCAGGAACTCATATGGGCTG
TAACTATGCTGATTAAAGATTTGATTTCCTTGACACCCTGTGTGCAGTTGTGTATCTGTT
CATTCTTAATAGTTGTGAAATAAATCATAAAATCATAAAAGTAATCTCTCTTCTTTCATA
GGACTTAGATCAGTTTTCTTCTAATCAACTTCCTGCTATTGAAAATAGGGAAAGAGAAAG
TTCATTGTGATTTTTAAAAAAGTAGGTAGAAAAGATGCCAGAATCAGTGTGTGTGTGTGT
GTGTGTGTGTGTGCGCGCGCGCACGCGCGCGCGCGTGCATCTGTATGTTTGTATAATTTT
CCAAGAAGCATGAAATGTGGGCTTGTTTGGGTTTGTAGTGACTTGTATGGCTGTGTTTAA
AGAGGAGGATTTAGTATAACCCACCTATGATAATAAAGGATACACTGTTAAAATAACACA
CATATCTCTTTTTTTCCTATTTTTATTAGCAGGATGTTGGTTAGAAGAAAACTGATGTAA
GCTCTAATGAAGGGAGATTACGTTTATGATTTTATGGTTCATTTCACAGTTGTCAAGAAT
GAACAGGCACAAAACTGCACACAGGAGTCAAGGAAATCAGATCTTTAATTGGCATAGTTA
AAGTCCACATGAGTTCTGTAAGGTTTTGCTTTTTGGAAATCATTCTTTAATGTGTATTCA
GCAGTGACTAGCTGATTAATCAGTATGAGTTGATAGAATCCTTAGGAACCATTGTCTCCA
GAGCAGATCAATAGTCATCACCTAGGCAAGGTAGGCAGCGGTGGGATGGGGGTGTGATGA
GGGTGGAGTAAAGTGTGCCTTGTAGACGAGCCGATGAGTGCACAGTTGTGCATATATGCA
TAGCGTGAGTGTGTATTTAATACATTTTAATATCAAATAGATATTGTTTATGGATCAATG
GTGTAAATAAGGAAGACAGGGAAGAGGTAGGCAGGTCCATCTAGAATCTTAGAAACCTGG
GGCTAGATAGCTCCTAAAGGAAAGAGAGGTGAATGGCATGCAATTTAGAATTCCTACCAG
AAAGCATGCTAACAGGAGTCTGACTGTTGGATTGCCCCAAGCCTTTCATCGGGGTTCGTC
TGCTTGCGTATGGTTTTCCCCATGTACTGGCTGTTTTTGTGTGTCAACCTGACACAGCTG
CAGTTATCACAGAGAGTGGAGCTTCAGTTGGGGAAATGCCTCCATGAGATCCAGCTGTGG
GGTATTTTCTCAATTAGTGATCAAGGGGGAAAGGCCCCTTGTGGGTGGTTCCATCTCTGG
GCTGGTAGTCTTGGTTCTATAAGAGAGCAGGCTGAGCAAGCCAGGAGAAGCAAGCCAGTA
AGGAACATCCCTCCATGACTTCTGCATCAGCTCCTGCTCCCTGACCTGATTGAGTTCCAG
TCCTGACTTCCTTTGGTGATAAACAGCAGTATGGAAGTGTAAGCTGAATAAACCCTTTCC
TCCCCAACTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGGCTAAAACACT
CCATTTGAAGAAATGGCCACCTAGTTTTTCTCTGAGGAATGTAGAGTTTCCCTGAAGTCT
GCTCTCTTGTGTATCTCATTAAGCACACTCGTGGCGCTCTGTGATAGCTGGCTGCAGTTA
GGAGGAAGCCTACTCCACTTCCTTTGTCCTTCAGGACGCGCTTAGCCTTGGATGTTATCT
CTAAAGGTTTGAGAGCCTCCTTCAGGTCTGAAAGATGAGAGGAGAGAGACTTCCTCAGCC
ATTTTTCTCAACTGCTGTGCCACTAAACTGTCTTCAGAACGTGAGATTAGCGGCTGCAGT
GTGACTTCAGGTGGATTTGCCTCCTGTCCTAGGCATCTTCATCTCTCTTTTGAGGATCTG
CCCCACCCACTGTGTAAGCATACTGCTGCCTGCCTTCCCTACAGCCCTGGCCTTAATGTG
CTTTTATTGGATTCATGGACTCTCTCAACTCTTTGGAAGATGCCTTTGGCTTCTCTTCCA
GGCAGTAAGTGTCTGAGTGCTATTGAAGAACCATTTGGCTTAGCAGTAGATACTCTCCTC
TGGCTAATTTCGTTTCCATCTCTTCTGCAGCTCATACCTTCAGTTATATTTCTTTTCCTG
AGAGATACTTCCAGTGAGATGACAGTTTTTCAATCCTTTCTTTGCCCAGAGGTCTTGCCC
CTCAGAATAAACCAGAACTGCAGAAGGTGATGGAGAAGAGAAGACGAGACCAAGTGATAA
AGCAGAAGGAGGAAGAAGCTCAGAAGAAGAAATCCGACCTGGAAATAGAACTATTAAAGC
GACAGCAGAAGCTGGAGCAGGTAGGGCTTGAAAAAGGGGTCTGCTCTGAGAGGCAGGGAT
GCTGGATGCCAGGCAAGCAGAATTCCAGCAGGCCAGATGTGCGTGTGTGTACCCAGAGAG
AGACAGGAGTCGAATGCAGTGCCAGATGTGTGTGTGTGCCCTGAGAGAGACAGGAGTCGA
ATGCAGTGGAGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCGCTCCCTGAGAGAGACAG
GAGTCGAATGCAGTGGAGGGTGTACATCCCATTCAAGGCAGACACTCAGGTTCCATTAGG
AACCTAAAAGAGGCATCAGAGGCCAAAGCAAACTAGAGGGGCTGGGAAGGTGGTTCAGTG
ACTAAAGCATTTGGTAACAGCTGGACCTGATTCAGATCCCCAGAATCTATGTAAATGTGG
GGTGGTTGTGGCATGGTGGCCAGCCTGTAATTCCAGGACTTGGAAATAGACAAGGGATCC
CTGAAGTAAACAAACTAGATAGACTTTGTCATGTTGACCAACCCTGAATTAAGCCAAGAG
ACCCTGCCTTAAAAGAATATGGTAGATAGTGATTGAAGAAGATTGTCCAGGTCAACTTCA
GCCTTTCACATGGATGTTTACATACATGGTGGTGCATGCATGCACATATGTGTGTGTGCA
TGTGCACACACACACAAACACACACCGAAAAAAAGTTGAAGTATCTCTGTACTCCAAGTG
TTAGAATAAATTTGTTTGAGAAAGACTCCAGAACAGCTGTGTGTGAACCCAGGATATTCT
TTTAATTGTTGTCACCTCTGGGTATAGTTTATAGCAACAAACAAAGGGTCCATGCTTCTG
CACAGATTAAAATTCCTAAAGTTTATATACATATATATTTTTTTGAAAGTTGAGAGTCTT
TTGAAAAGCCATCCAGGACATAACTAATTTTTTGTGTTTGACATTCATTCAGCTTGAACT
TGAGAAGCAGAAATTGCAAGAAGAGCAAGAAAATGCCCCAGAGTTTGTGAAGGTGAAAGG
CAATCTCAGGAGAACAGGCCAAGAGGTGGCTCAGGCCCAGGAGTCCTAGGCCCAGGCTGT
GTGTGACCTGATGTGTCCCCACCATCTCTGTAGGAGCCCCGTCTAGACACCTCTACAGTA
CTGTTCTTGGGCCAAAGTCCTGAGGAAGAGAATCCAGACAGCTGAGAATTTTGACTATCA
AAAAAGGATTGCGTTTGATTTACCATTGTGGTAGATGAGTTGTCTCTGATGGTTGCAATT
CCCATTCGCCAAATGAAAGACATCGACCAGCACACAAGATACCATGGACCTGTGTTTAGA
CCAAGAAAGCCACAAAAGGAGTGAAAAGAGGCAGGAAGCGGGCACTGGAACACGCAAGAG
GGTTGTACTACTCGGCCTTTCTTCCATTCCAAGTTTAGTGGGACACAGAGCCTTCCTTGT
TAAGAGAATTGTTTGGAATCCCTCCTTGGGTTATCTGTTAGATTGTTTTGATTGCATCAA
AATGTATTTCATCTGTTACATCCAGTATTTGTATTTCATTCTGAGAACCCAGATTTCCCC
CCACCACCACCACATTATAAATTAAGAAAGGAGGCTATTACTGTTTATGTTTAATTATAC
CTATTACTTTGGTTGACATTGAAGTTCAGAAACAGGATAAGACATTTGAACATGTCAGCA
CCCATCATGAACTAACTGTAATTCCCTTAGGTTCTTGGCATGACAGTATGCCAGATATTG
CCTTTTCACTTCTAAGAAGGTATATACAGCTTGTCGATTCCTTTCTCGCCTTGATAACCA
TAGCCTTTCTGTTCCATTTTAGTTTGTCATTTCTTGCTCAACTATTCCTTTCAGTTGAAG
CAATTTCTCAGTTCTTTTTCGGATGAAACCAGAGTGTGTAACTCAACTTCTGTGTCCCAT
ATAGAGAGACCAGCTCTTTTGAGTTCTCCTGAGAGCAGTGTAGAGGAGTGTATATTAGGA
CTGGTGATGAGGCCTTTAGAGATTGTATGGAATGCAAATAGAGATCTGTTTCTAAGAGAC
TTTAGGGGAAGGCTTGATACTTTTTACATTTTGAATATTTTAGACTTGAGCTTTGAACAT
CTCCGGCGGATGGTCACAAGTTTCTTTCCCTTTTGTTTCCTGTGAAGATGACCATCTTGG
CGCTCTTGGCATGATGCTGTTGGTAGGATGATCCTGACTACTGTGTTGCATCTCTCAGGA
AAAGCTGAGGTGCTGGGCAAGGCTGCTCAGTTCCCTCTTGCTAGCTAGCATGCTGTTCAA
AGAGACATCTAAGTTACAAATAATATGAAAGTTCTCATGCAAAATATATTTTGTACTACA
GGCATGAGATTTTTTTTGGCTTTTTTTTTCTTTTTTGTATTTAGTACTTCTCCATAGAGA
TGATTTAACCAGTAATTTCTACACTGAAGACTTCTGTTTCCTTTCATGATGCATAGAATA
GCAGATGTAGCGCTTTGGAATCCTTGCTTAGCACACTAGATGCTAGTTTTCTCTGGGACC
ACTTCAGTCTGGTAGTTTACAGGCCCACATTCCCTTCCAGTCTGCATAAGAAGTAAGTGG
GTGATAATTCACTGCTAGATAAGAAGCCTGAGAGCTGAGTACAGCAGAGCGGATTCTTGG
TCCTATCAGCAAGTGCTATCTAAATAAAATATGAGACGCTGAAGATAAGGTGGTTTGCCC
TTGAAGATTGGCTCAGTGACCACTTTGTCATCTTCCTTTCCTTTGAGAAAGAAAAGTTCA
TTCACTGATTGTTGAAATAAGCCTCTCCATGCACACTGCTTAGTCTTTCTCTATGCATAC
AGAATAATGACATCAGGTGGTAGGGTGACGAGTCGGGGCAATTAGACCTTTTTATCTACC
TGGAAGCTAGCTCTGGAGATGTCCTGCCACTTGGCAGGATCTTCAAGGGCCATCGCTAGC
TCCCATAGAAGGCCTGATGCTGTTCTACTCTACAACACTGGGGGAAAAGTTAGCTACAAA
CATGTTTGCTTCCTGGTTGCACTCAGACCGGCCATCATCCTTGGTGGTTAGTGCTGCAGG
GTCTATCAAAAGACGACTTGTACATACAAGAAGTGATGGCTTCTGCTAGGTCTCAGAGCA
TCCGGGGAGCAGAGCGGGGCCTTTAGGAATCTGCTGGGAACTCACTGAGAATGCTGTCAG
TCACTCATTTCTTGCACTTAACACTGCACAAAGCCTCAGTCCAAAGCCTGAGGACAGGTC
ACCAACTGAGCAGTGTCGTGCTTTGAGCCACTAATAGGGGGGAAAAGGCTCCATTTTTCC
ACTCTGTAGTTTTCTTAAAATAGTTCTGTGTTTTGTAGTCTCCTGCTAGTAAAGTAGTAT
TGCTTTCTAAGCTATACCAGTTGACTTTATTCTTCTACTCCAAGAATCTAAACCCATTTG
AGTGTACATAATATATATAAAGGGAGCCTTAATGGATTTGTTTTCATAATTTAATATTTT
TTGTATTTGCTCTTGTATAATTGTTTTTTTAATGGAAAGTATTACAGAATCGAGGGTGAA
ATTCTTAGAACCAAAGTTATTCTTAATAAAAATCACCAATGCTTGGACCACGCAGCCATG
TTTGTCTCGTTTGTTTAAGGGCTATGTAGACCAGGAGGGGAATGTTGTAGCTTCCAAGCC
TCCCTTGGGTGGCTGTTCTCTCTGACAGCAGGTATGTCTTCTCTTTGTGCATTTGTTGAA
TCTGAAAACTTACATGGCGAACAATTCCATCCCCACATATCAGTGGCTCTCAGTGCTGCC
GCCCTTTGCAGGAAAGCACACAGCATTGTTGCAGTTGTTGTCCTTCAGGTCACAAGACTT
GGAATTTTAGGAGCTCAGGAGGACAGTAGAAGATGCCTTTTTGGAAGGTCCAGATTTTTT
TGTGCTTTTGGATAGTAAAAGTTTTAGGAAGTCTGCTTTTGTGCTGTTTTTGCTTACTCC
ATTGCGTGAACACTACCCTCAAGGGAGTTGGAATGCTCTATAAACATGGCTGTATTATAC
TGTTGCTCTTGGGGAGGTTCAAATCTCTCTCTTTGACAGGTCTCACTGTGTGACTTTCCC
TGGGCAGATAGAAGTGAATGTCTATTTCTCACAGATAGGATAATGAGAATATACCAAAGA
AACGATTCTCCCCATTTCTGGCTCGATCATCCACAGGGTTTGTTGGGGCTTCTTACAGGA
GTATGGGTGATTCAACAGAAGTCATCATCGAAAAGGCCGCCCCACATAAGGGCTCGTGAG
AGCTGCATCTGCCACAGGGAGAGCATCCTATCCCAGCAATCACTAGTTACAGCTGGATCA
GAAGCTTGGGTTTCATGTACTTCCTAAGTCTTACATGGTGTGTGTGGGTCTTAGAGCAGC
AGTGGGAGCAAGGCAGAAGAATGCCTGGGATGTGAAAAGCGAGGAGGGGACTGTTGGGGA
CAGAAAGGTACTGAAGGGAAAGAGGAGGCATTGCATATGAACTGAACATCGGTGCTTTTC
TTATCAGTGACAATACTCTTATTAACTTGCATAATATTTTCATTGTATTAGATATTATAA
ATATTTGACAACCCTGCAAGGGCCCTGTATACTCTTTTTAGAGACAGAACACCTATGTAG
CTTACATTAAGGCCCTGAGCTCAATCCATACAATAGAAATAAATAAAAATCTTTTTTGTT
TTTTTTTTTAAATACAAGCACTCCCTTTCAGGAGGGAAGACAGTCTGAAGAAAATAGCCA
CACAACACACTTTTACTTTCTATTTTGATCACTTGCCCAACTTTTAAGATCTTCGGAATC
TTGATCTTAAAGTCTGCTTTAATTGCCTTTGATAACTCAGTCAGTGGAGTGGAGAACTGT
AAAGTCCCTTAGAGCCAATTTAAGTTACACTGTAGACTCTAAAACCAGCACAGAAGGTGG
ATTCCACAAATGAGAGCTGCCCCCTTGGAGTAACTAAGTTCCCAGGGTGACAGTTATCTG
TGAAGTTTTAAGACTTTAGACTACTATATCTAAAATAAGTTTTAAAATTCTGTTACTAGG
TGTGCATGACAACTAAGGGTGTTTTATTTCCAAGGTTTTAAGATGAAACAATCTTAGGAG
CTACTAGGCTCACAGTTACAATTTTGCTTGATTTTTCTCTTGAGAAACACATCTGATTGT
CAACTAGGGATGTTTTCAGTATCTCCCCATCTGCTCATACGCTTTCTAGCAACGTATTAA
TTCCCAATTGGAATCTAGGATAAAAGTTACTTAGTTATTGAAGGTAACTTTATTGTTATG
GGCTTCATCAAGGTGTGTGTGTGTGCACGTGTGTGTGCGCGCATGCCAAGTGCTGCGGGT
GTTGTTGAGGACAACAGTGTTTGTGTTTACACGTGTTGAATGTGAACCCAGGGAGCACAC
TGTCTGACCTGTGTCCTCTGAGTATCTGCAGTTCCCATCTCCAGAGTGAGCCGGGCGGTG
GCGGCGCACGCCTTTAATCCCAGCACTTGGGAGGCAGAAGCAGGCGGATTTCTGAGTTCG
AGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAAGACTACAGAGAAACCCTGTC
TCGAAAAAACCAAAAAACCAAAAAAAAAAAAAAAAAAGTCTACTCCCCATCTCCAGAGTG
ACAGACAGGCTGTCAGCCAGCCTCCCTCCCCCTGCCCTCTTATTTCCTCAGTCCTGTGAG
TCTGCCCACTCCCCTGCCCTGCCTCAGCCACCTTCCCACATAAGTCCTGCCTACTGGCTT
TCTAAGTCAATTACAAAGGAAAACAACCAAATTTATTTTATCCCCCCCCCCCCTTTTCTC
TCCATTGTAGTCTTGACTTCACCCTGCCCTCCTCTGCTTCAGCTTCCCAAATGTTATCAC
GGGCTGACAAGCTTGCCTTGTATTTTCTCTCATCTTTCATTTTTCATTATTTTTCCGCCT
CTGAGAATTATTTTCCTCAACCAAATAAACATGTATGGTAAATATAATTACTTAGATGCC
CCAAACAGCCAGAACCAGAATGGCTGGCTTAGTGTGGCCGATGTTCGGGGACTTGCAAAT
CAATATTCAATACATACTTGAATACAGTGACCAAGACATTTTAGAAATAACTTAGATAAA
CTTAGTTTAAAGGTTTAGCCTTTGGCTAATGAGAAAGCCCAGTGGAGTAGAGTTAGTTGA
GATATCCAGCATCCACTTAAATGCCACTTAAGCATGACAGTTACCTGTAATCTTAGCCCT
TGGAGGTAGAGATATGATCCCCAGCAAGCTGGCTAGCGGGACTAGCTAAATCAGGAAACT
CTGGCTTCAAGTGAGAAACTCTCCCTCAATATATACAATGATGAGCAGTGAAGACAACGT
CCAACATTAGCCTGTAATCTCTCGTACAGGTGTGAGGCACATGTGTGTCTGCACACACAC
AAGCCTGTAATCTCTCATACAGATGTGGGGCACATGTGTGTCTGCACACACACAAGCCTG
TAATCTCTCATGTAGATGTGAGGCACACATGTGTCTGCACACACACAAGCCTGTAATCTC
ATACAGATGTGAGGCACATGTGTGTCTGCACACACACAAGCCTGTAATCTCTCATGTAGA
TGTGAGGCACACATGTGTCTGTACACACACACACAGGACTGTAATCTCTCACACAGATGT
GAGACACACGTGTGTCTGCACACACACAAGCCTGTAATCTCTCATGTAGATGTGAGGCAC
ACATGTGTCTGTACACACACACAGGACTGTAATCTCTCATACAGATGTGAGGCACACGTG
TGTCTGCACACACACAAGCCTGTAATCTCTCATGCAGATGTGAGGCACATGTGTGTCTGC
ACATACACACACACAGGCCTGTAATCTCTCACACAGATGGGAGGCACACGTGTGTCTGCA
CACACACACACACACACACACACACACACACACACAACAAGCCTGCAAAAATATGAAGCT
TTATTTCTATTATTTTTATATTTTAAAAATTACTTGACTACTACTATGGCCGTGCCTCTT
TAACATCCTCCTCAAGTCTCAGGAAAATTTGTCTAGACAAGATTACAGAAAGGGATGCCC
CTCAGACTCACTGAAGGAGGAAGGTCTGCATTTTTGACTGACTTTTTGCTTGCACAGAGC
CTGCCTGGACAGTTCTTCTGAATCCAACCATGACTCACAGGCCTTGGTGCAAAGCCTTGA
GTTGTTGCTTTGTCATGGGAGTTTTACAGCTTTTCTACTTACTGGGCGCTCGCTTGCTGC
CCTTCTCAGGAACAGTGTGTGCCTTTATTTCGCAAGGCTAGCACTGTCCTGCCTTTAGGA
TGCATTGATCTTATCCATTAGCATCGCCGAAACGTATGCCTTTCAGATTGCAAACTTAGA
GGGATCCGTTTGATATTTATTTATATTTGTCAAGGAGAGTAATCAGTCCTGTGTGAGGAA
TTTTGGGAATACTTGGCTATGTATCAACTTGAACATATTGATATGATATAATTTTCTGTC
ATGTAGGCTCTGCAATATTCTCTATATTTGGTACTCTAATTTTCTTTATTTCTCCCTTTT
TTATAGTAGTATTTCCTATATACCCAGCTAAAAACAAACATATCCATATACTTTTTTTAA
AACCTGTATATTCTTTGGAGAACAAGCAAGATGCCCATATATGCGAATCCTCTGTCAAAT
ACATTGGTTCTTTTTTCTTTTTTTTTTTATTAGATATTTTCTTTATATACATTTCAAATG
CTATCCCGAAAGTTCCCTATACCCTCCCTCCGCTTGCTCCCCTACCCACCCACTCCCACT
TCTTGGCCCTGGCATTCCCCTGTACTAGGGCATATAAAGTTTGCAATACCGAGGGGCCTC
TCATCCCAGTGATGGCCGACTAGGCCATCTTCTGCTACATATGCAGCTAGAGATACGAGC
TCTAGAGATACGAGCTCTGGGGGTACTGGTTAGTTCATATTGTTGTTCCACCTATAGGGT
TGCAGACCCCTTCAGCTCTTGGGTACTTTCTCTATCTCCTACATTGGGGTCCCTGTGTTC
CATCTTATAGATGACTGTGAGCATCCACTTCTGTATTTGCCAGGCACTGGCATAGCCTCA
TACGAGACAGCTATAACAGGGTCCCTTCAGCAAAATCTTTCTGGCATATGCAATAGTGTC
TGGGTTTGGTGGCTGATTATGGGATGGATCCCTGGGTGGGGTAGTCTTTGTATTATAGCT
GTTTGTTTCCTGAGTCAGGCTCTTGGTGTACAGCTCTGGCTCACCTATAGCTTGCTGCAT
AGGCTAGGCTAGCTTTGAACTTGTAGTGAGCCATTTCCTTATCTCTCCACCACCATCCAG
AGTTGGGATTACAGGTGCAAGCCACAATACCCAGCCTTATTTGTAAAGTGTTACACAGTA
AGAAAATGTGAATCCCAAGGGCTTAAAAGGGCAGAAATAAACATTAACTGGAAGTATTGT
ATTAACTCAATGTTCTTTATCATTCAGATACCATGTCTTGAAATTATTGGCATGTACAGG
ACATGTATTGGTAGGTAATAAACACAATGGTTTCAGCAATCCAATATCATAAAACCTAAC
AATTGATATTGCCAAGGTGAGGGAGTGAATGAATAAAGAGATGATAGGTGCAGTGTGTGT
GCACAGGAGGTGGAGTCAGAGGGGGTGCAACACCAGTCTGGGCTTTATCAATAAAGTGAA
GTGAAGCAGGCTCAGAATAAACTTCACTATCCTTTCTTGGCCCCTGCGATGGCTAGACTT
GGTTCTAACTGGTAAAGAGCACTTCTAAATCTATCTGGGTTATTTCCAGAAATAGTGGGT
CACTGTTGTGAATATGTATGTCACTGGGATGGGACAGGACCTAATGGGGCAAAAGCACAC
TTGTGCAAGCGATTCCTCCCTAGCAAGTGTGTTTAAGCTCCTGCCCTTGTGCCCCTCCCC
GTACCAGATCCTACAATCTTCAGTCTTTGCTTGCAAACCCTCACCAGCAACTTTCCCGAG
AGTTCCAGGCCTCCAGCCTCGATTGGGGCTGCAGACTTGACCTCCCCTGTTCTAAGGCTC
AGCTTCCAAACTGAGCAGCTGCTAGGTTCCCTGACTTTGCAACCCACAGACAGTCACTGT
GGGTTCATAGGACCTCTGCTGCTGTGAGCTGACCTACCACATTCCTGATTCCTGATTTGT
AAAATTGCAAACACGTTAGTTCCTTTGCTCTTGAGAACTTGTTTGTGTATGTAAGACTGT
AACTAGCTATAGGCCTTGTCATGGAAACAGTTTTGACCCTTATGTGGTTTCTCTGCTACT
GGAATTTAAGGTAAGTTGGTTCTACTCTGGTCCTTGCTGGCATTGTTTATATTGGCTGGG
GTCAAGGTGTCTGAGAACATGGAATAAATGGAAGCCCTGTAATGAGATACTGCTACTCTC
TCAGGCCTTGGCAGAGCCCCAGGGTTGTTCAGTCAAGGTCTTCCTGGATAATCCCCTACC
TTGGGTGATGCTGAAACTTCTGTTTACTTTCTTCTATGGCCCTGGGTAGGGCCTTTGTCA
GATTCCTTGGTACTTTTATTTCTCCTGCTAGCCAAATGCTTGAGATTTAAGCCTGGGGAA
AGGCTGACTTCTGCTTCTTCCTGAGGCCTCATAGGAGCTGTGACAGAGGCTGGCCTGAAT
AGAATTAGCAACAGAATGGAGGTCTGTGCCATTCTGATTGAATAGCCAAGGTCCACTCAC
TACAGCATATCTGCTGTCATCTGCCCTTTGTAATTTACTTTTCCCCATCATTCCAGGACA
CAGTTGCATCTGGATCAGCCAGGTGCCAGCAAGGAGGGAAAGTGTTTTGATTTAAAAAAA
AAAAAAAAAGAATTGCTGCTCCCAGGAGGGCAGTGCCTTACCCCAGGAACCAGAGTCAGG
GGTTCCTAGGTAGCTGGTGTGGAACTGATAAGCAGTCTAGGACCATGGCATGGAAAAAAG
TCACTATGTAGAACTCCAGTGAGCCAAGGCATTTTGCTGAGTCGGTGCCATTTTTAAGAA
GTGGTCACAGCGTGAGCTCTCTTCCCATTTTCTGCTTTCTTCCTCAGCGATTTTGGTGTT
TCTCAGAGATAAGCAGCCATTTAACTGCTTGTACTTAACAAATACAGATACAAGATGGCT
TGCTGGCTCCAGTGTTTGAAGTGTGTTTATAACTTTGTTCAGACATAAGACATTGCAATA
ATAGTCAATAAGAGTTCAATACAATGTCACAGGAATGACCAGAAGACAGTAACTACAGGG
AAAAATTCCAGCAAGAACACACACACTAAATCGTATGGTTTTATTGCTAGATGGGTGTTC
TCTGAAGGTGACAGTGGATGCCAGCAGCTCAGGTGATATAAACAAAACATGGATTTTCTT
TATCTTCCCATCTCTTTCTCTAGTTTCAAAAATTAAGACTGGGTAAGTTTAGGGGCTGGG
TAAGAACCTCACTTCAAATCTCCAGAATGTACCAAAAAGCCTACATGATTGGACACATCT
CTAATCCCAGCACCCTTAAAGAAACATGGAAGGTGGAGAGTCAGAAGACACTGATGAGAG
AATCCCTGAGGTTGCAAGGGCCAGGGTTACATGGTGGCAGATAAGAGACCCTGGGTCAAG
CAGAAGGCAATGACTTACACTCGTGGTTGACCTCTGATGACCACATGTGCATCATGGAAT
GTGTGTATCTGTACTTACATATCTGAAGGCAAGGCTCTCTCTCTCTCCCTCTCTCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTCACACACACACACACACACACACACACACACACG
GATTGGGTGGGGAGAGAGGTACAAAGAAAAGCAGGCCCTTAGGATTAGTAGTAACATAAG
ACCTGGATTAGACAGAAGGAGAGCAAGTGAGCATTTCGTCTTCCCATGTACTGCATCCTA
GATGTGCCTATGGTATATGTGTCAGCTATCTCCACAAACCTTCCTGAGGGTGTGTATTGA
TTTGCTTACTAGCAGTGAAATTGTGTGCTCTGCCATGGCAGAGTCAATAGCCACCAAATG
GTAGGCTATTCTGACCCCTCTGCCCGGCCCCGCTCCCACCCCGTCCTGCATACAGGATAA
CATATCATGCCCATGCCTGAGACTGCAACATTGAGCTCAATTAGAGCCAGCACCTTGCCC
TTTTGAAACATCAAGGCAAGTCCAGAGACACACATTGAAAGAGTCACACAGATGCGATAC
CACGACAACCATGAAGGGTGGTGTGAAAACAATGGCCACGGTGTGAGAACAGGTCACCTC
AGCTTCTCATACAGCTGGTGCTGGGAAACATGCCCCCCATCACTACATTCTCTGTGTGCC
ACTTAGTGGGTGCAGTGTTTGACATTCAGGATCTAATAATCCTGTAGTTCCCCACTGGGT
GCTGCTGTCACTGCAGCTGTAGAGAAGAGAGAAATGTAGTTCATTAAAATTAAGTGAGCC
CAAGATCTACCTGGCCCTATGACACCCCTGTTCGCTCTCCAGTTCTCAGGGATGGGGCCA
GGCTCACTCATTGTCTGAGTTACTTTTCCATAGCTGTGATAAGATACTGCAAACAAGACA
ACTTATAAAAGAAAGGGTTTAAGTGAGGTTATAGTTTCAGAGAACTGGAGTCCATCATGG
GTGGAGCAGAGGCTGAGAGCACACTGGGAATGGTGTGAGTCTCAAAGCCTGCTCCCAGTG
ACACACCTCCTCCAACAAAGCCATACTAATCCCTCCCAAACAGCTCTATCAACTGGGTAC
TAAGTATTCAAGCATATGAGCCTACGGAGGCCATTCTCATCCAGACCACCACACTCATCT
AGATTAGGAGCTGGGAGTTAGCATACCTCCCCTCCTCACATCTGGCTAACCAAATGGTTT
TGCCCACTTAGCTCCCTAAATCCATCCTGAATTTTTTCATCCCTCCCCAGTAACACTAGC
ATTTCAGCACGACAACTTCTGGTATTATGGCATCCTTTTTGGTCTGTCTCTCATTTACTG
GCATCCTGTTGATTTGAGGGTAAAGACCAAAGCTATGTATCCATTACAAATGAAGCTCTA
ATGCATTTCTTACTCATTGCAATTTTTACGCTTCAGGCTTGCCAATTGGTAAGCATGCAG
TAAGTATCTGTTGAATCAAAGTCAGACCTTTCCAGAGTCCACACACTCCATCTCCGGCAG
AAGCAGCTCTCACACCCGTTTGGAGTGATTCCAAGGTGCATGCATGACTGCACTGGTGCC
ATGCATGCCCTGCCATGACATTGATTTAGGAGGGAAGAATGCAAGCGTGCTGCAGATGCT
TATGGTCAAGACTGTGCTCTTCCAGGGGATGCTTCGTGCTGTACCTCCACATGATCCACA
CAATTCCAACTCTCCACCTGTTCTTATATGTGCTGCTACTGAAAGGGTCTGTAAAAGCCA
TTTGTGATAAAAATCAAGAGGCCCAAGAAAATTATTTAGAAAAACAATTAGAAAGAAAGG
TTGGCATTTGATAGTGGTCGGCTGAGTTTTCATATTGAATGTGGGTAACTTGTGAAGCTA
TATCAGCAGGTGTTTTAGCCAAAATGTGACATTTGCCACATATGACACAGCACTGGAATG
AAATAGGAAAGACAGTTGAATTGCAAGTAAGATTAGGTGAAGAAAGCTCACAGTGTGACT
TCAGGTTAGACAGTTTCGTGTCTGTTCATGGCCACATCCCACCTCTATGACAAGTGCATA
CTAGATGTACTAAAGACATGTTGAATAAATGAATGAGAGTATGATTTCAGAAGTCTATGT
GCCAGTGAGGATGGATCCTGTAGTGTAAGAGACTAAAGTTAGATTTTGTTCTGTAAAGCC
CACCGTGGGCTCATGGGACTCTCTGAGAAGCTATCCACACAGCATGCACTCAGAGCTGGC
TGTAGCACCTCATTCTATATTACCATGACAGCAGGGTGCTAATTGGGCTGGAAAGTTGAG
GACGGTGGGTGTCATTATTCAAAGTGAATTATGTGGTTATACCTCTATACCTACTGCAAA
AGGAGAGGAGAGATCTCTAATCTCTCTGTATCTCTCTCTGTGTCTCTGTCTCTGTCTCTC
TCTGTCTCTCCAACCCCCTTTCTCAAACACACACAATGAGAGGAGTGAACCTGTCATTGC
TGAACATCAGTAACTAACCACAGCAGTTGCACATGGACAGGTTCTGGAGTTTCCTTGGCT
TTCATGATTCTTGAAAGCATTGTCTATTCTCCGACTTTCTCTGTAGTCACACACATTCAA
GAAACATATACACATGTAGATAGATGACTTTGTGATCTTCTTCACTCTGCCATCCCCGCC
CACTTTATCATTCCCATCCTTGATAATGACTCCCATCTTCTCAATTCATCTCTCTCTGTG
TATGTGTGTGTGTGTGAGAGAGAGAGAGAGGGAGAAGGAGAGGGAGAGGGAGAGGGAGTG
GGAGGAGGTAAGAGAGGGAGGGAGAGCAGCTCGTGCACTGTGTGTTGTGTCGATGATTAC
AGCAGCCTCGCATCCAGAAGGCAGTGTTTCATAGTTTCTAGCCATCCTTTGGCTCTTACG
ATCTCTCTCCCGAGCTGCTATGATTGTCCCTGGACTTTGGAGGAAGTGAGGTAACTTTCA
TTTAGGGCAGAACACTCAACAGTCACATATTCTTGACAGCATGACCAGGTATTAATTTCA
TTTAACATCCCCTGCTGCAAAAATGAAGTGCTCTGACTCAAGCAGAGAGCAGCACTAGTT
GATAGTATAAATGTTTCTGAGGCCGCATGACTACATTTTACTACATTTAGAAAAAAAACA
AAACATAACACCAAAACAATAACAACACAAACAAACAAATAGCAGTAGTATACTCTCCTC
CAGGGGCTGTGACTTCCCAAGCCGTTGGTTTTGATGAGGTTTACAGCAGCAGGTATATTT
ATGTTCACTGCTGCGGAGCAGACCTCAGATTCAATCAGAAAGCAGTGGGGGGGCCCCTAT
ATTGGACATTCCACTATTATACCAGTAGGTAAATCTGACATTTTTATAATATCAAATGAC
TCTGAGAATCTTTTAACCATGTGGATTTCTACATATTTCTGACATTTTTATAATATCAAA
TGACTCTGAGAATCTTTTAACCATGTGGATTTCTACATATTTCTGACATTTTTATAATAT
CAAATGACTCTGAGAATCTTTTAACCATGTGGATTTCTACATATTTCTGTCCAAAAGAGT
ATGGGTCAAAGTTGAGGAACTGGTTGCTTGAATTTCACAATTATCTTTCAGATGACACTA
ATGATATAAGTTATATAAGCTCAAGAAACGTATTCACAGATACTTGTATGTATGGTCAAG
GAGAGAGCCCCTTCTCTATGGTTTTTCCTCCATATCTGACACTGCAGATTTAATCAACCA
CAGACTGACGCTATCTGGAGAAACACTGCATCTGTATTGCACATGAACAGACTTTTACAA
ATCTTATTGGTCCTAAACAGATGGTGGAACAACTATGTACTCAGCTTTTACTAGAGAACT
GGAGATGGCGATAGGAAGACACGCATAGGTGACACATGAGTACGATGCCATTTTGAATGC
TGACTTGGGAGTACGAAGGTCTTTGAATAGTCCCTTGGGTTTATTGATGCTGAGGGTGCA
CTGAATGCCTCCCTTTTCTATCCCAGGTCTCAAGACTTGCAGTTTCCTCCCCTCCCCGTG
TCCTCTGCCCTCTTTTCTTTCCTCCCCATTCTATTTTATAAACAATTTATTTATTTAATA
AATAATAAATAGTATTATGTATTAGCTTTTCATTTTACGTGTATGAGTGTTTTACCGTCA
TGGTATGTATACTGTGTGCATGGCTGGTCCTCACGGAGGATAGAATATGGGAGAGGTACT
GGAGTTATGAGTAATTATGTGAGCTACCATATAGGTGCTGGGAACCAAATCCAGGTCCTC
CGCAAGAGCAGCTAGTGCTCTTAACCTATAACCCATCGCTCTAGCCCCTTCTTTGCTTTA
TAAAGACTGAATCGTGGGAGACAGCTGTTTGGTCAGTCTGGCTGTGCAGACCTCTGGGTA
ATCAGAGAGTCTGGGGCTCATAGCTCTGTGTCACAGCAACAATAGCATCTATAGAGCACT
TTTTTTTTTTTTGCTAAGTGACTTAAAAATGCAGGCTATGATCAATAATTTTATTTCTCA
TAAGTGTTCTTGAATTTGCATTTGCATTTTATTAAGGGATGTTTACTGTGTTTTATGATC
AACATTCCATGATGCTTTTCTTTGGAGCGTGTGGTTTGGGGGTAAAATAATTTTGTTTTT
GTTTTTGTTTTTGTTTTTGGGTTTTTTGTTGTTGTTTTGGTTTTTTCAAAACAGGGTTTC
TCTGTGTAGCCCTGGCTGTCCTAGAACTCACTCTGTAGACCAGGCTGGCCTTGAACTCAG
AGATCCTCCTGCCTTTGCCTCCCGAGTACTGGGATTAAAGGCGTGCGCTACCATTGCCTG
GTTAACAATTTTTATTATCTAAGGGAAGAAAGGGTATTAATAAGAAGGGTGAGAAGGGAA
GGCAGAGACATGGGGCGGTGACAATAGAACATGCACACAAATGTAACAGTTTGTAAAATA
AAAAAATCCACTCCACAAGAGCAATTTTTATTTTGAGATTTATTTTCTATTTGAATAAAT
ACAACAAAGAATTGTTTATTGTGACCTTCTCTGACCCCAGCTGGAGTAGTTCATAGCTTC
GTGACTTTGTGTCTATGATCACTGAATACGAATGTATGGAGAACATGGATTTGCATTATG
GAACTGTTACTGAAAAAATATTCTTCCTTCCTCTTGAAGAGTTATAGATTTCCATCAGGG
CAAGTGGGTATCCATTCTGGTGTCTTGGCTTCCTGTTGAAGAGGGTGTGAGGGGAGATCT
TTCCACAGTGGAAGAAATGTCTGGGCTGGAATTCTTTCAGTCAGTTCAAAGCCAGTCAAA
TCAAGGCATGACTGAAGTTTAGGAGCACACAATTCAAATCAGGCAAGAGAGATGTTTGCG
AGCAAACAGCCTTTAATGGTAAATGCATAGGCTCTGGAAACACAGTTTTGCATTGCTAAT
TGATTCTTACTGAATGCTTAGAGGCACTAACCTAAACCAGAGGAGAGGGGTTTCTGTGGG
TGTGTGGGCTGGCCCTCGGGCATGGGCATGACCTCATTCACATTGCCTTAGGGTCTGGAG
GTCCCCCTATTCTCTAAAGAAGTTGGATCCAGCAAAATAGAGGTGAACCCATGAGATAAA
CTGTGCCAGAGTCCAGCCGAATAGAAACTACAAAGAAAGATCAAGGCCAAATCTGAGAAG
CACACAACTGAATGTTGGCTGCAGTTCTTTCTCTTCCACATTTTATTTTACTTATTTGTT
TGTGTATGTGTGTGGTATAGGTGTTTGTGCTCCATGTGCACACATGTGGGGGAATGCATG
CATGCATGCATGCATGCGCGCGTGCGTGTGTGTGTGTTTGTGTGTGTGTGTCTGTGTATA
TGTGTATGTGTATGAGAGAGAATGCATCAAGGGAGGAGGACATCAGATGGCTCTATTACA
TTCTGCTTTATTTCCTTAAGGCAGGGTTTTTCACTGAACCTAGAGCTAGTGTTAGGGTGT
ATATATGCTCCGCCCAGGGAATGGCGCTATTAGAAGGTGTGGTCCTGTTGGAGTAGGTGT
GTCACTGTGGGTGTGGCTTTAAGACCCTCATCCTAGGTGCCTGGAAGGCAGTATTCTGCT
AGCAGCCTTCAGATGAAGATGTAGAACTCTCAGCTCTGCCTGCCTCCTGCCCGTTGAGAT
ACTGCCATGTTCCTGTCTTGATGATAATCGACTGAACTTGTAAGCCAACCCCAAACAAAT
GTTGTCTTGGTCATGGTGTCTGTTCACAGCAGTAAAACCCTAACTAACACAGCCTGGTTG
GCAGCTGGCAAAGCCAGGAGGCCTCCTGTGTCCCCCACAGCTCTGGGGTAACAACAGGTG
CACAGGCAGCCACACCCAACTTCTTATGTATGCTCTGGGGATTTGAACTCAGACTCTCCT
GCTCCACAAGCCCTCTTATTTGCTGAGACATATCCACAACCCTTCATTTGAGTTTTTATG
CATGGAAGCTTAATGTACAATAAAGACTTGTATTGTCTCAAGTGCGGCTATTTCCTTCCA
CTTGGGTATCATTTGGCTAAGATACCTCTTGCCTCATTCTTAGTACCATTTGCTGAGGTT
CTCTCATTCCTAATTTTTTTTAGGTTTTACCTACATTTACACACACACACACACACACAC
ACACACACACACACACATACACACACACACACACACACACACACACACACACACACAGGT
GGGAGCTGCATATGAGAGAGAACACGAATATTTTGTCTTTCTGAGTTTAGGTCACCTCAT
TTGGTGTAATACTTTCCAGATCGCCCCACTTTCCTTCCGGTTTCGTACTTTTGCTTTTCG
TTAAAGCTGAATAAAATTCCACTGTGTGTGTATACCATGTTTCTATGTCTGCTCACCTGT
AGATGGACATCCTGGCTCTTTCCATCTCCTTCCTGTTGTGAGAAGAGCAGCAAGGAACAT
GTCTCTAGGCAGACACAGGTTCCTTTGGGTATCTGCCTAGGAGTGGTGTACCTGAGCCAT
GGTGTAATTCTGTTTTTAATTTTCGGAAAACAAAAAGGAGGTTAAAAAGAAAAAGAATGT
TAAACAGGCAGAGAGATACGCATGATATAAAAGCAGAAAGGAGAGGGAAGATACAAGTTG
TGGGGCAGAGAGATGGAGCAGATAAGAGGAGACAAGAATCCACTAATATGACACTGTTTG
TAAATGTCATATTGATACCTATTGATTCATATTGATTCAGGATGGTTTAAAAAGTAAATT
TTAAAAAGATTTTCCCTCCCATCTTTCTCTTCTTGCACAGTGAAATGAGGGATGCCTAAG
TTGATCGTAAATCACCATTCTCCAGTGAGTTTCTTTTCTGTAGGCTCTGGGGTGGTACTA
ATGCAAAGCACTTTAGCCAAATTAAAACTCTTCCGTTCATCCCCCAGGAGCCTGCTTCTT
TCCAGGATCACCGTAGCCTGTTTGTCAAGGGTTGTTGTCTCTGCTGAGTGGCCGTGTTTC
TCTTACCATCTTACTCTGTACATGACAGCTCTGGCTTTGGATATGCATTGCCACGTATGC
CTTCAGCTGACAAAGAAGGGAAGAGGCATAAACGCAGACACATGGTGGTGGTGGTGAGCC
ATGACAGAGAACAGGGATTTGAGGAGCAGACATCTTTGGAAATAGAGACCCAACCTGCCT
CTTCTCTCCCAAGGCTGAGTTCATACCTTCTCTTGTGTGAACAAATGTTTATTCAGCACT
TATTACATGTCAGCCAGCATACAGATAGAGAAGGGGTAGTTGATGGTTAGTTTAGCTGGA
TTGAGGGACACCCAGGATACTCATAAAGCCTACCTCTGGATAGCCAATTAGGTCATGAGG
GCTCTGATCTAGTTACTAGTTTAATTCATTGACGGATTCAGTTTTAAGTAGACCCCTGGG
AGGTGGAGTTTAGTTGGAGGCATGGGGCTCCATAGAGCCCTGAGCCTTTCCTTTCCTGTC
TCATCATGTTTCCCGTGTACCCTGATATGAGGTGGCCTGCCTTGTTGTCCCCACCATGGT
GGAGTGAAACCTCTTCGACTGTGGCTAAAATACATTCCTCTCCCCTGATGCTCTTCTCTC
TGGAACTATGGTCATGGGGATCAAAAATAAGAACGAATGGAGAAAATTCTCACAGGTGAG
AAAGAATCCTTGCCATGGAAAGAGCCCCTCGTGTGTCATCCTGGGTGACAGGCAGGCACA
GAAGGGCAGCTGAGATTTTCCCATGAGATTGTGAGGAAAGCTCAAAGTTGGCTGTCATAG
AAAAGTACCAAAGTCTTGCCCTCTTCCCATGTGAACTCACCACACACATGCATGAATTTT
GTGGGAGAGCAAAATCCAGTAAGCCAGGAGCAGGGGCCAAGGGCAGCAGCCAAGAGCAGC
TGATATCCAAGACCAGCTTATCTCTGGCTTGTCATCTCCAGATGTTGGATCAGGACAAGT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTCTCTCTCTGTCTCTGTCTCTCTGTCT
CTCTGTCTCTCTCTGTCTCTCTCTCTCTCACTCTCTCTCTCTCCTGTGTGTCTATATGTA
TATGGATGTGTTTATGTGTGCACACATGCATATGTATGTATTCGCATGTGTAACAGGAGG
CTCTGGTGTTTCCCATAAACAGTTTCAGATGGAGTTCATTTTGGGTGTTAGAATTTGGGG
ATGGAGAGTGAGTGCACAGTAGAATAAGCTTAGGAACTCTCTCTGGACTCAGAGAATCTT
ATATTAGTTTTACCACCTTTTTGCTTTTGTAATACTGGAGAATTCTCTGGCCTCAGTTTC
CTCATCTATAAAATGGTCATAATGATTGTATTCTGCCGCAGACTAACCCCTTATTTGGGT
CTCCTGTCTGCGTGGAACAGGTCTCTAGTTGCAGGTGAGCAAGGAGTCAGCAAATGACAA
ACAGAAGCGACACAAGAGAGTGTGTAGAATCTGAGTGTATTGTCACAAAGTGAACACCAG
TCTTATATAATACAGAAAACAAAGGGGTAGGATGTCACGGCTGGCAAAGTACATTGAAGT
TACCTGACATTGAAGTTACCTGGAATGACTCCAAAAGGACTTACAGGAACCAGGTAATAT
TTACAGTAAAGATAAAACAGCCCTGCCTAGGGTCAGCTAATGACAGCTAAGGATTTCACA
CCCTAGTCACACTTTGTGCTACTCCTTTGAGCCTTGTGAAAGCTAGCACCAGGGGTTTCT
GCTCTAGCAGACCTTCTCATGATTAATGCAATACCACAAACCTCCTATTTCCTAGGCCTT
GATAAATTCTTGTATGAGTGTAACTTGGCTGTTCTTTTAAGTATTTGTAGGGAATCTCCA
TTTGTCAGAAGAATTCACCAACTTTCTTCTAATATGAAATGTAGCCTGTTATACCTGGTT
GTAGTGAAGATTCCAGTCTCAGTGGGATTCCCTACCTCTTACATGGTAAACCCACCTATT
AGCTAGGTCATTGTGTATTCCCTTGTTTGGGTGAGACTGGCTACTGTCCTAAGTAATCAC
TCTGCAGACCAGCCCTGAGCTATTCTAGCTTCTTCTTTGTAATGCCTACTTTCAAATCTC
TACTAGAAGTAAATTTGAATGTTACTGAATAGGTAACCTTTTCACTGAATTCCTACTGAA
TTCCAAGCTCGTTAGTTCGTTGGCTTCAAGGATTTTCTAGGACGTTGGAACACTGGTGGA
GGCTTACCTATGTCAGAATTCAATCTTTAAAGGCACTTATAATAAGATAATACTGAAAGA
GAGCACATGGATCCATACATCAGACTAACACGGGGATAGGGTATGAGTACACGGGTTATG
AGAATGCCAAGGTTCCAGGAGGTTGAGTTTCCTTGAAACTCCCTGCCTCGTGAGTGCTCC
CAGGCCTCTCGGCCTGCCAAGCAGACTTCACTGGGGTAGACGGAGCAGTGTTCGCCTCCC
CGGGTTATGTGTGAGGTGGTTAATAAGCATAAGTAGTTACCATTCTCGTATTTATCTATG
TTTTGTTTCTATGCTGTTCAAGCTAGGCAGGGCTCTGTCACCGGAATCCTATGCCATGAA
GGACTGCAGAGCCCATGTCACCAACAGATTACAGATCCAGCAGTAACTTGTATGATCTTA
AACTCAGATGTCTGTCTCCAGATTCCTCTTCTGAAAGTCTGTCCACATTGGCCTTAAGAA
CTTCAAGCACCATTTTGTGGGCTAACACTCCACTGTGCCCTCACTTAGAGAAAGCACACC
GAAGCCATGGTTCAAGGCAGAGACATGCTGACCCCTCCTCATTTTGTGGGAGCAGTCAAT
CAGGACAGTCCTGTTGGCACAGGAAGGAAAGCTTTAAGGCCAGGTCAGAGCCAGGCCATG
CCTTGCAAAGTCATTTGGGAAGCCAGAGGAACCTAGAACAAGAGGAGAATGTTTGAGGGG
TGAATTCTGTCGGGGCTGGAAGTTGGTGTTTTTCATGAAAGTCCTGGCATGAGTAGTTGC
TCAATAAATAGTTTCCTTTTTGGCAATATTGGAACTTGAACTTGTGCTTCTCACATGTTG
GGTGAGAACTCCATGACTGAGTTCCAGCTCCATCCCTTCATTTCCTGTTAAACAATAGAT
GCTCAACCGAAGCCCAACCGGAAGTCTAGTGAATGTTGTTTTTCAGCAGTGCGCAGAGGA
CTGGGCCAGTCACACTGAAGGTGGAGGGTCAGGAAGCAAGGCACACACAGCAGGCAACTT
GGTCCAGAAGGAGTCAGCGCAGGGGGTGAATGAGAGTAAGTAGCTTGTAGGAAGCGAGCT
CTCCCAGGGACACAGCGCAGCGCAGCGTTAGGTCTCCCTCCCTGTGCCGGCTTTTGACAT
CAGGACTCAGCAGCTCTGAGTTTGATCCTTTAGCCTAGGACGCTCATACCTATCGTTATA
AGTGATTGTGAATGAGGCTTAAATAAAGTAATAAAACCGACTCCTAGCTAGGACCTAGCC
CATACAGACCCTCAGCGCAGGTGGTTGAACCTGTTTGCAATGGCCTTAAAATGATGCCGG
ATGCTGCCACCTACTGGGATCCAGTGGAACTTTTAAAATATTTTTTAGCTAGAATAATAA
TCCACGTGTGTTAGTTTGTTGGTGGTGTTATTATTTTCCTTACTGGTCTTCGTCTCCTCA
CCACCCCAGGCCCCTAGTTTTCTGCTCTTGTCTGGCTGAGGTATTTACTGAATGAATAGT
AAGTGTTGTTTAAACCTGTCCGTGTGGTATCCAGTTTCTGCCTCCAGAAGAGTCCACTGT
ATGAATCTCAGGGCTGCTGTTTACTATGAGGCAGGGGACAGCGTCTGAGCTTCCTGACCT
TCAGTTTTCCTGGCAGGCTATAAAATGGCCTCCATCTGTTTGGAAGAATGAGTTTTACTC
ATTCATTTACTCATTCATTCATCCAGCGAGTGAGCTTTTAGGAGGAAGGGGAGTGTCAGT
CTGCAGAGGAAACAGATGGTGCATGGGGAGGGGCACCCCACACACCCATACCTTGCAGTG
ATTCACGGGAGACTGATTGCCCCCATCCGCTGTCTCTCTTCTTTTACTGTATGAGAGTCA
TTTCCTGAAACACAGATCTCCGCTTATGATGGCCTCACTTCAAATTTGTCACTACGTTGA
AGGCCAGTCTGCCTATCATGGAAACTTTGGTCCTATTCAAACTGGTCTGCTCTACCAAGC
TACTTCTGGGTTTCTGAAATGGTAGTAGACAACCTTTACCACAGGTTAGACATTGTGCTA
AGTGTTTTATTGGATAATTGTTATAGCTTCCCAGGACATGAGCCTTATGCCTGTTATAAT
CGTGGAGCTATAACAATAACGTCAAGGGACATCTTCAAGGAGAAAGCGTGGCTTTGGTTC
AGTTTCAGATGTCTCAGATTAGGGTTCCCAGCTCTATTCGATTCCCAGCTGGTGGGGTAG
AACATTATGCCAACAGGAACCTGTGTGTCTTAGTTTGGGTCTTGTTGCTATGAAAAGACA
CTATGGCCAAGGCAAGTCTTATGAAAGCAAATATTTAATTGGGGTTGGCTTACAGTTTCA
GAGGTTCAATCCATTATCATCATTGCAGGAAGCATGGCAGCATCCAAGTAGATGTGGTGC
TGGAGACGGAGCTGAGAGTCTTGATTTGAAAGCAGTCAGGAGAGACTGTCTTCTGCATTG
GGCAGAGCCTTAGCATAGGAGGAGTCCCCAAAGTCCATCCCCATAGTAATACACTTCTTC
CTAAAAGTGCCACTTCCCATGGGCCAAGCATATTCAAACCACCACACTGTGCTAGAGACT
ACTTATCTCATGGTGGATGGGAAGCAGAGAGGGGACAAAGAACTGGGGACAAGTTAGAAC
CATCAGAGATACGCCCTCCGTGACCCACTTTCTCTAACTTGAATTGGTCTCCCATAGTTT
CCACAGTCTCCATAAGGAGCCCTGCCAGCTGAGGGAGAAATCTTGAACATGTGGACTCCT
GGGAGAACTGTTCATATGAAGACCATAACACTCTTAGTCAAACAGTTCAAATCCAGGTCT
ACCCAGCTGCAGAAGACATCCCCGAGCCTCTCTGCCACAACTGCCATATAGCTGTCTGCA
TCTGTAGCCTTCTCTACACAGCTGGCACTCTGGCCTTTCCACTCCTTCCTGGGCCTATGA
CCCCGCTCAAATACCCCATTAACACTGCTACTTCTAACGTGCACACAGTGCTTATGCCCT
CTTCCCTGGGAGCCAACCCTACTGCCATGCCCCATCATGAATGTTAGAGATCCTTCATGG
ACATGTGTACCCCCTCGGCACATGGGGAGAGTCTTAGAAACACACATAGACTTTGAACTG
TCAGGACTTGCTGAATAAATGAGAGGGCACAGGAAAAAGTATTTGAACGGTAAGATATCA
GAGAGACAGAAGTCAGATGCACTCAATCACCCTTCTGCATAGAAACAGATCTAGGAAGTC
ATGTACTAATTATGCACAGTATTGTTTTTTTCACTGACTTTAGGTCACTGTCTTAGTCAG
GGTTTCTATTCCTGCACAAGCATCATGACCAAGAAGCAAGTTGGGGAGGAAAGGGTTTAT
TTAGCTTACACTTCCATACTGCTGTTGATCACCAGAGGAAGTCAGGACTGGAACTCAAGC
AGGTCAGGAAGCAGGAGCTGATACAGAGGCCATGGAGGGATGTAACTTACTGGCTTGCTT
CCCTTGGCTTGCTCAGCCTGCTCTCTTATAGAACCCAAGACTACCAGCCCAGAGATGGCA
CCCCCCCCTCCTTGATCACTAATTGAGGAAATGCCCCATAGCTGGATCTCATGGAGGCAT
TTCCCCAACTGAAGCTCCTTTCTCTGTGATAACTCCAGCCCATGTCAAGTTGACACAAAA
GTAGCCAGTACCATTGACCCCTTGTCAACTTGACTCACAAACACATCACTAGTAAGCCTC
AACCTTTAGTTTCTTAATCATCCCCAAGATCTAAACAACTTTAAAAGTCCCACAGTCTTT
ACATATTAAAAGTTAAATCCTTTTAAAATATCCAATATCTTTTAAAATCCAAAGTCTTTT
TTACAATTAAAAGTCTCTTAACTTTGGGATCCACTAAGATATTTTCTTCCTTCAAGAGGG
AAAAATATCAGGGCACAGTCACAATCAAAAGCAAAAATTAAACTCCAACTGTCCAATGTC
TGGGTTCTAACTCACAATCTTCTGGGCTCCTCCAAGGGCTTAGGTCACTTCTCCAGCTCT
GCCCTTTGTAGCACCCACCTTGTCCTGTAGTATCCAGATGCCTGTACTCCACTGCTGCTG
CTCTTGGTGGTCATCTCATGGTACTGGCATCTCCAAAACAATGCATGACCCCTTCAGTCT
TGGGCCATCAATTGCAATTGAGGCTGCACCATCACCAATGACCTTCCATGGCCTCTCACA
GTACCGAGCCTCAGTTGCTCTGCGTGACCCCTTCATGCCTTCAAAACCAGTACCTCTTGG
GTGACCCTTACACATTACCAAGTCCTGCTGCTGCACGAGGTACAACTTTGGCTATCTCTG
GAACACAGCCTCTTTGTGCTTTCAGAAAACACTTCCCAGAAGATGTCACCTCAATGATGC
TGGTCTCTTCTTAATCACTGCTAAATTCTTAGCTCCAGCTAACCAGCATCAATATTCCCA
GAAATGCAAAGGTTTCACTTAGTAGTTCTGGTATCTTGTTAACCACAGCTGATTCTTCAG
GCCCAGCTAACCAGAACCACAGAAGCATCCCAATCAAAACAGCAATGGCCCTGAAAAGAG
TCTTTCATTTTCCTTTTAAATTTCACAAGCCAGGCCTCCATTTTCTTCACTGTTCTCAAC
ATTATCTTCCAAACTCCTACACAACATCCCACAGAGCTCTTAACACTGAATGGATCTTCT
AGCCCAAAGTTCCAAAGTCCTTCCACAGTCCTCCCCAAAACATGGTCAGGTTGTCACAGG
AATACCCCACTGTTTTAAAAATAATTTAAAAGTAGAATTATGAAACACTTTTTTGCTATT
GTAGCTATTATTATTATTATTATTATTATTATTATTATTATTAATTGTTATTATTATTAC
TTCAAGAGATGGCTAAGCTCACAACCAAAAATAAAAAACGTAGAAGGCATCCAGATATTA
TGGGTGATGAGATGCCTCAAAGGTTAAAGTACGTGATGCTGGAGTTTGAACCCCTGAAAC
CACTGAGGTGCCAGGTGGGTGTGGCATCTTGACCACAGTTCCAGCTTTGGGAAGGAGATG
GATTTCCAGAGCAAGCTGGCTGCTGAGACTAGCTATAATGGCGAGCTTTGGCTTTGACTG
GAGTTGACTCCCAATATCAACCTCATGCACCCATCTTCACATAAATCCACACATATACAG
ACATACATGTATGCAAATGTACAGCATACTCACACGTATGTGAGAATGGTAAAGAAAAAG
TAAAGCATTAAAATATTGAATAATTGGAGAGAGTAATATGGTGGTTTCTAGACATGTTTG
GGAGGGGAAGTTGGGATAAATAAGTCAAAGTACACAAATACGCTGGGTAGAATTAACAAA
ATCTATGTGCGTAGTAGAGACAGTAATTAATAAGTCTTCTTTATAAACAGAAATTTGCGG
GGTATTTTGAGATATTTTTATTAGTTATGTATACAAAATGTCACTACAGACGGTGACATA
TGTTCATTTACTGAATGGCAGTGATTATTTCACTGTGTATTTGCATGTCAAAACATCATG
CTACATACATTACATATTTACAATGCAAATAAATTCGAACGTTATTAAATATGTGGTGAT
AAGTATATATGTTTGCCTTATGAAGAGGAAAAGGTTTCCTAAGTGCTTGAAGATTCCTGC
ATTCTGTTGTTACTTTTCCATGTTTATAAAAATTTTACTATAAAAATTTACTTTAAAAAA
TGAAAACTAAAAAGTAGTGTCATTAGCCTTCTAGAGATTTTTATGCTTTTAAAATTTTAT
TGAAAATAAGAAGTCTCAAATAAGATGAAGAAATATTCTATACTGTGGGCCAGAAGCTAT
TCTCTCCAAATCAGCATTGTATTCAAAGAAAGCTCAGTGTGGTTTGTGAGTTTGCACAGC
TCGATAGGCAGACTCTAAATTTAATTTAATTGCAGCAGGTAGGGTCAAGGACAGCTAAGG
GGGAAGTAAGGCCTACCAGATGCCATTGGTATCCAGTATAAACTACAATTGATATTTGTC
CCATATCAATGCAGAAATTTTAAAAATAGAACAATGAGTTGATATTTATAGGGGATGGAG
GGAAAGCTCAGTGATTAGGACCATGGCTACAGGACCCAGGTTCTATTTCCAGCACCCACA
TGACAGCTCATAACTGTCTGTAATTCCAGGTCCAGGGGATCTGATGCCCCCTTCTGGTCT
CCGGGAGCCAAACAGTCATGCATATGAAATTGTTAAAGGCATATTTCTTAGATACTGTAC
TTGAATATATAACTTAGGTGATATTGCAAGTCAATGAAGAAAGACTGACGTATTAAGAAC
ATTTAAACACTTATCTAAGTGAGAAACATAGAAGAACCTATTTCATTTTATATACAAAAC
AATTTTCAGGAGGATATATACACAGCTATAAAAGTATCATCTCTTAAGTTTGGCAAAGGA
TAATGTGATTTGAACTAGGAGGCAGTCATCTCGCTCAGGTCCTTGGGGTTGGATGCAGCA
TTCACCATGGGGAGAGATAAGGAACCTTCTTAGTAACTTCAATGCTCTGTTTCTCAGCTT
TGGTCATGCGTTCCTAAGCTTTTGCTTATTATTTATGATATAGCAAAAGACCTGTGCACT
CTTCTGTAAAAGGAAATACTTCATATTATAAATTTCAAGTGATGAATTCTCAGTGAAACC
CTGTGATTCATGATCTCGATTATAAATCTTGGTCATCCACGAAGCAGACACTAATATACA
GACACAAGAAGGAAGTAAGCCAGGTGTATTCTCAATGGAATAGTCTGGAAAGAACGCTCT
CCTCACTCGCTAATGGAGCTCCCTTTCCCACTGCTCGTCTGCCAACATTTCTAGTGGGAC
CCAACTGTCATCCCTGCATACTGAAGGAAATGCATGTATACTGTCCCGGGGACAACGGAG
AGACAGGATGCTTGCATCTTGCAGCAGCTGGATTTAGATTACATTCACTTTACAACTTGC
TTATTTTTAAGTCACTATGACTAGCAATACTGGCAGTAAATGTGCAGTCTGTGACATTTA
GCATTGCATCATGATTTCCCTGTGGCCCCTAAGGATGTGGCCCAGGGAACCATCCCCTAG
TGTAACAGTTCATCAAGGTTTCACATATATGGGCTGGTCCGAGGCCCCCCAGCACGCATG
TAGCAGAGGACTGCCTTGTTTGGCCTCAGTTGGAGAGAATGCTTGAGGCCCCTTGAGGGG
ATTGGCAGTCGGGGTGGGGTGGGGAAAGGGGAGCGGGGAAGGGAGGAGCACCCTCTCAGA
GGCAAAGGAAAGGGGGAATGGGATGAAAAACTGTGGGAGGGGGCAATGTATGGACTGTAA
TAAATAAATAAACAAACACATACATACATACATACATGAATAAATTAAAAAAGAAAGAAA
CAGGTTTCTATTAAATACACACAAGGGAAAGAGAGAATAGCAACCAAGCCTTTTTTTCTT
TGCCATGGCTTAACACATCCCTCTTCACCCTGTTTTATTTACTCTGATTTATTATTTATT
TATTTATTTAGTCTCAAGTTCTTCTTTCATGTTCAATTTACATGTTTGCAAGATCTTTCT
GCCTTTGAGGACCCAGAAAATCCAGGGATGTGTATGTAAGCAGGGATACATGAAATCTCC
TTTGTCCTTTGAGGATGGACTTTGAGATGCTCCCAGTAAAAAAATCTCTCTCTCTCTCTC
TCTCTCTCTCTCACACACACACACACACACACACACACACACACACACACAAGAGAGAGA
GAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGAGAGGG
AGAGGAGGGGAGGGAGGGAGAGGGAGAGAGAATGAGACATTGAATTGAAGGAGAAAGAGC
TTGTGCAGTGATATCTTATTTCCACCATCTCCCCCTCCATAAATGTTTTTGCCATTTCTT
TAGTTGAAAGGATAAATTTATTTGAAAAATAATACCACACGAGGAAGAAAACATTAAGTA
AATTTAAATTAATTCTGAAACCTATTTTATTGTTTAAGTTTCTCCCAAGACACTGTTGGT
ATCTGGTGTATTTTGTAACCCCAGCGCCTGGCATAGTCCCCAGTAGTGGCTCACCAGGTC
ATGTTAAATGTAAGGAATGTTGGGGCTAGTGTCCAGGCTTTGACGACTGATCTGTCTCAG
TCACACTTTACGCAGGATCTATGGACTCAGATACTCTTATGAGAATTTTGAAAGGGGAAG
AAAATTCCAAGCACTAAATACCCCGGACTTGACTGTATGATGCTAAGATCCTAAAGATCT
GAGATGCTGTTGGTATCTGAAATGAAAAGTTGAATTGTTCTGCTTCTGGTCAAAGAGTTT
ATCATGTATATCTTGTCCCCTAGGGGTTTCCTTTTAATGAAATGTGCAGGTAACAGATGA
GTTTTGGTGGGTGGCTAAGAGAGATGCTTTCTACCAACATGGTTCAGGAGTCTGCATTAG
ATCTTCCTGGCACCAAATGCTCCTTGCATGATGGGTCTTGAGTATGAGAGAGAACAGGCA
TCTCTCGACAGAGGAAGTCATAGGACTTTCCTACCATTGGTCTCCATAAAATTAAGTGTA
CACAGCAGAGGATGCCTGCTCAGAAGCACAGAAGGTTAGGCCTGGGGTTTTTCTCCTGCC
GGAGTTAGCTCTTCCTGGGTTCCTGGAGAACTTCCCTGTCTTCTGAGATGTTCAGATGTC
TAGAATCCACACCTTTGCTGCTCCACACCCCCAATCAGCGAGCTACCCAATTACATTAGC
AAGTGAATTTCCTTTCATATATGAAACTTCCCATGTCCTTCTCCTGTCCTCTTCTCTCTT
CCCCTGCCCTTCTCGCCTATTTCTCCCTTCTCCTATTCTTCTCCCTTTCCTCTTTCCCAA
TCTCTCTCTTTTCCCCTTGCCCTCCCATCCCTCTTTCCTTCCCTTTCTACTCCTCTCCTT
CCTCATCCATCCTCCATTGTCTTGATTGATAGAAAATGCCATGGTGGAATCTTTGGGGTC
ATTCATACTTGATTCTACCAGACTTTGATACAAAACCCCTCAGAAGCCTAGAAAGTCATC
AGTCATTTTTGGATAACATATAACCAATGATCTATTACCCTCTTCTTGGAAACAGGCTTC
CAGACAACTAAAGGGTCAAGGAGAAAACCAAGGTGAGTTTGACTATGTCATAGCATGGAA
TGTTGAGAGAAAAGCTATCTATATATTATGGAGGTAATGGTGAGTCACAGTCTTTCCAAC
AAATCAGATCTTATATCATGGATGCCTCCATTTAACAAATGTTACTGCTGATTTATCAGT
AGACAGACAAAATCCAGCATCTTTATTGAGCTAAAAAATGGACAGTGAGTGAATTATTGT
GCTATGTTGATTCTGGAGAGCAAAATGCTTTACATTAGTACCTCCAAAGCTGGGATGCAG
TCTATGGTCACCAGCATCTTACAGTTAATATTGGCCAGCTAGTCTTTAGGTCATTGTTGT
TGTATAAGACTGCACTAACCTGGCACACTCTGTGTATATTATTGCTACCTGGCCTCAATA
TGGTTAACATTGACATTGGCATCTATATTATAGGATTCCATTTGTCATTAAAATATCTTC
TAGAAGGTTCTATAATGATCCATTGTTGAAATGGAAATGAAGAAGTAAAAAATATTCATC
ACTGGCAAACTGAACATAATATCTATTTTCCTGTAACAACCTTCTATTCTTAGATGCCAC
AAAAAAGAAACACTCTCAAATGGAAAACAATATGTCCTATATTCTTACTATGTTACAGTT
GCTAAAGATTGCTAACACGTGCCTAGGATGCCCACAAGGGCAAGAGACATCCCTAAAATT
TTTTCAGATTGATAAAAGAATCTTGTGAGGTATGCACTAAGTGAGGTCATAATTCAATTG
GCAACATTTCTCACTTGGTGAGAATATAGGACACACTTTTTTCCAGACAATGGGATGTGA
TTGACCACTTACATGAGTTACAAATGTTAGAAGACAGAGAGGAGTTTTGAATGTGTGTTA
TCAGATGAGAGGAACCAATGTGACTCCCTGGAGAAGGCCAAGCAGTGGAGATAGTTGGAA
GGCCAGGTTGTTGGTGGGGCTAGGAGAGAAGAAGGCATGAACAAGAAGGGCACAGAGGAT
TTACAGGCAGTGGAACTATTCTCTATACTGTACAATGATGGATGTGTGCACTTGCCTAGA
CCTGTAGAATGTCTGATGCTTGGGTGCACATGAGTCAGGTATGAAGATGTGTGTCTATAA
TCCCAGCATTGGAGAGGGAATGGCAAAAGGTCAGATGTTTAAGGACAGGCTAGGCTAGAT
GATAATCCATTTTAAGAAAACATCAAGCTCTTTATTGCCAACTCGACTGGGTTTGGAATC
ACCTAGAAGACACATCTTTGTATCTGTAAAGGCATTTCTAGAGAGGTTTAACCAAGGAGG
CAAGACCCATCCTGAAGGTGAGTAGCACCATCCTAGGGACTGGGGACACAGACTGAAGAA
AGCAAATAGAGCTCTAGAATTCTTCTCTCTCTGCCTCCGAACTGAGGATGCAATGTGGGC
AGCCACCTTCCCTCCACTGCCTCATCTTCACTGCCATGATGGACCCCTCAGATGATGAGC
CAAGATAACCTCCTCCATTCTCAACCTGCTCTCACAAGGTTCTTATTTTTTGGCATTGCA
ATGGGTACGGTGGTATAATATAGATACATATTATGACTTGTCTCCAAAAATCAAAAAGGA
TAAAAGAGTCTAGACTTTGCAGATAATAACAGATAAGCTAATATAGATTGGTTGGTTATA
CTAAGTGTAGGGATGTTGATGTTGGAGGAGTCAGTGTGAATACAGGGCCTGGAGGCATAA
GGTGAACTCTATTTTATTTATTCTTATTGTGAAGCTATACTTACGTAAAACATATAGCTT
ATTTAAGGGGAAAAACCCTCAATGATGTAAAAATAATTCTTCCTTCACGGTAATGATTAT
AATTTTGGCACTATGCCATATTGTTTTAACAAATCTCCAAAGCAAGGGAGATTAAGATTA
AGATAAAGATTAGGTGGTCACTAACGTGTTACTTCATTTGATTTAGAGAAGGGAGGTTAT
ATTATGCAACAGTTGTTGGAAACAATTATTGTTTAATTAAATTTAAGGTCGTAAGTTTTC
GTAGACTAGAAATTGGATATAGGACTTCAAAAAGCAGATAGGAAAGGAACAAAAAAATTT
AATGAGCCCAGTGTGCGTCAGGAAAGGAAACGCACAGGAAATGTAAATAGAAAACTTAAC
AGAATTGGTTACATAAAAGGTATCGTGGCAAATAGCGGCTTGCTCTTGAGACACAGGCTG
GTCCTGGGTCCAGTGAGGCATCAGGAGAACGCTGCTGGAGTTTTCTTCAGGACTCTGGTC
TGTGAACAGCCTCACAAATGCAGTGCATCTCTTCGAGTGGAGGGGTTCTTAACAAAGGGT
CTTTTGATGGCTTCACCCCTCTTTATCCAGGGCAGCCTCTTGGACAAGGCATCTGTTTGC
TGCCACTCAGGGAATTGACAGAATCTTCTTCATTTCCATCCTACCCACTTGGCTTGTGTG
ATCTTCCAGCTGCAGCTAGAGATAGGATGCGGTTATTATAAATTCCATTCTACTTTCACT
TCCTGTGTCACACATATAACCACGTGGGTTACCGCATCCTGGATCTCTGACCCACATCTG
TGTGAAGAACTGCTACCCTTACCTTGCAAGCTGTCCACCTACGTGAGTGGAGTGGACACC
TTTGCAGTCATGGAAGCTTCTCTGTATATTCCCTCCTCTCCCCTCATCAGCTAGAGCAGA
GAACTGGCACACACAGCACTTTATGAATGTTTGCCAAATGTGCAGTTCTGATTTACTTTA
TATTTCTTACCTTCGGTAGCGGAGCATCAGGGCCAGCCAAGTGGGTAGTTTTAACCAGTT
CCATTTCACTTCACAGGGTACTAAATTCACAAAATAACTTCCTTATATGAATATATTTTA
GTGGGTTTTTAATTACTAAATAAAAATATCTTTTATTTTATTGCAGAGCAATAAATTGAT
CTTTGGTTTAGCTTATCATTCTTTTATAATAGTGAATTCCAAATCTAGAAGATGTCACTA
AGCCAGCTGTATGAACCACACCATCAGTTTTTGTGGCATCTGGGGTGTCCCTCTGTGGAT
AACCTTTTGTTTGTGAGTACAGTGCTCCAACCTACCAGCTGGACAATCATTCAGAGATAA
TAAGGCAACACAGCAGTTCCTAGTGGCTGTGTTTGGTTGGTTCAGCCTTCAGCTGACATG
TTTTATTAATAATAGCAATCCTCCTTTGCCTTTCTATTATTTCCCAGTGTGATTAATAGC
AAGCTCAGGGATGCAGAGAGCTTTACAATAGTAAATGATCATTTAAGTTAGGTGTTGACT
GCTTCCTGCTGCCTGTTCGAGTAAAAACGGAGCTGTCCAGTGTGGAGAGCAGTTTCTGCT
ATAGAATTTAGCCACCAATAAATATTAGAGTTTAATATTTAAAAGAAGGCATTGAGGAGG
ACCTGAGTGCTGAAGGCTGACCTTTCTGAAGCAGAGTTTGGGTGACTGCAAGGATGAGTT
ATTGCATTAGCCTTTGGGTGTCCAGTGTCAGGTGTCCAGAAAGTCTTCTGGGAGATGTGA
GTTAGCTACAGAAGCGCAAAGCCAGGAAGGAAGGGCACAGAACTGGGATAGAAGAAGGAA
AAGGAAGTTGTTTTTTTTTTTTTTTTTTTTTTTTGGGACTGTATCAAATAACCCAGTTTC
CTGACCTCAGCCCCAGTTTTCTTTCTGCAACAGGATATGGAAGCAGAGCAAGGGTCTGAT
CACATTTCTCATTGACTTTGGGAGCCCATTGATCGGGGGCCAGTAGAGACCAGCTGCAAT
GTCTGGTAATGCTGCTGAAATTGTTCTGAGGAGTAGCAACCAGGTGAGTAGATATGGCCT
TCTGCAGACCTCCCAGCTATGAAAAGAAGGTGTTTGCAAGACGAAGATTAGCAAATATCT
TGCTTGCGTCTGCCATGTTTCTTTTTCCATGAGAATATAGAACCTTATCACTGACAAGGA
TCCATGGTCTGTCCTGGATTCCAGAATGCCTGTTAGAATATTTTAAGGTTTTCCTAATGC
CAGCTGCCATGCTGGAGTAGAACATGGGTATAGATTAAGGTTTGCTCAAAGGGGAATGAT
GGGAATGATATAAAGCGATACTCCCTTCTCTTGTGGGAGCAGTCTACATTCCCCTAGCTT
TAGTATATCTCACTGGCTCCAGAACCCCACGTGTTGATAACTGGTGATCCATATGAAAGA
AGATGGCAGGAATTTTACACTTCGGTTTTATTTTCAGCCCAGCCTTCTTGTTATCCTCTG
GTTTGTGCCTGATGTTCTAGGCAGACCGAGTCGTCCTGTTAGTACTGATGCTTTCCAAGT
TTCATTTACTGTATTGTCAACACAGCGGATCTTTCTCTGGCTGCGTATCTAATACTGGCA
TCATTTTAGCAAAAGTCTTGGGTTAGAGGAACAGGAGATTGCATAGGCTGAAAAATATGG
CTTACATTTCTGGAAAAAGCCAAGCTGCTCTCCTACATGAACTTTAGCTCATTCCCTAGA
ACTGGGTTCATAGTAGTCTATCAATTTACAATAGTTCGGAAATGGTCTAGAGGTCCATTA
GTGGATAATGACTCCCCTGCCCCCCCATACACAAGCAGAGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAATAGAATTTTACTCAGCAAGTGAGATAACCAGGCCCAGAAACACAATTATA
CATGTTCTCCCTCTTGTGGGAATCCTAGCTTTGAAATTTTAGAGCAGTATGTTTAACTTT
GAGTACAAGTAAAGACAGAAAGGGACCATTGGGGAATAATTGTTCTGAGGGAAGTAGGAT
TACAGAACTCATTAGACATGAAGGTGGAGGGCTTCTGGGGTAAATAAAGCTAAGCAGGGA
GCAGAGGGAGGGTATGGAAGATGAGGAGCAAGGACAGAAATGGTAACTGAGGGTATATGT
AAAAGCCATAGAAACCTATTATTTTATAAGCTTGTAAAAAATAAAAAAACTAAAAGAAAT
AGGTTGAATAGAGGTACTCTCCATAGCAGGAGGATGCTGCTCCCAGAAGCCATGAGCTAT
TAAATAAAAATCTCAGTGCCAGTGCTAAGTGTGGAATATGCCCTATGAATTATTAGTCAA
AAAGTCTCGAGAAGCCAAAATAAATCCAGGCTATTGACACTGCTCACCAGAACTTGAAAG
GAAGCCCATATTGGTGAAGACATCACATTACTTGGGTCACAGGAGATCAAAATCAAGCTG
GGATTGGAAGTTTTCTCCTAATGCCTAGCTTTCAGGGAGCCAGAAGGTGCTGTGTGTGCA
GGGAGAGAAAAGTCACTAACAACTGCTTCAAGTGAATTCTGGAAACTACAATAAAACCTG
TCAGGCAAAATGTGGTCTTTGGTGCAAAAGGAGCATAAATGTTATGGGAGTAGCCAGTTG
TTTCCTGATGGGATTTGAGGTCTGTTCTGTAGGAGGAAATGAATGCCATCTGATTATATA
TATATATATATATATATATATATATATATATATATATATATATATATATGAAGAGAGAGA
GAGAGGGGGGGAGGGAGGGAGGGAGGAATGGGAGGTGTGAAACTACTAATACTATATATT
ATACATATATTAATAGCATACTATATAGTATATTTTATATATGCTAATATAGTTCATTAT
ATTTTTATTATATATGTATATATGTGCATATATATATAGTCAAAAGATTTAAAAAATTAG
AAAGAAATAAGAATAAAAGCCCAGAAGCCTGTCTCATAGATGTGCTCATGAAATGTCTAA
ATGCCCAGTGAACAGTAGCTAGCTACAATTTCCTGGGTGTTACTATTATCATTGGTTCTA
GTGATAATGAGGAGAGTTTGTAATACCAACAAAATTCATACCGGATCTTTTTCCAGTTGA
GGGAATTCTCCAAAATCCAAGACAAGAACTCCTCCACAAATTGTGACTTCAAATCATTGT
GAATGAGACCAGCGTGCATCAGCAGAACATCTGATGGCCAACTATCAGTAGGTAAAGGAC
TGCATTTGCTATGGTTCTTTCGGATCCCGTCCCTAGGGTCCTGACAAGAGGCCTTCAGAT
CTCCCCATGCATTTTCCAAGGACAGTGTTTTCAGCTCCCCCCCCCCCCCCCGTTCTCATC
AGGGTCTCGTCAGGGTAAACACTAGGCTGGAGTCTGGTTGGAGGCAAACAGAGGATTCCC
TCTCCCACTGAGCCCTGAGTCTTTATCTTCCTCTCCCCCCTTCCCCTCAAGCCCAAGAAC
TAGTATTCACCTCTGAAGATTAAACCCAAGAACACCCCTCTCTGTGAATCCTTGAACCGG
ATGCATCTGATCGGCCATTGTGGTTAAAACCTGAGCCTAGTCCTCTGGCTGCCCCCATCT
TAAGGCATGATGGGTGTTGCTGGTTTACTTCCATGCATCAGTTATTTTGTGTTACTCTGA
TAAAATATCTGATGAAAGCAACTTAAGGAAGGGTGTGACAAAGGATATAGTCCTTCGTGG
TGAGGTGGCACGAAGGTGACAATGACTTTAGCTGTAGTGGCAAGGGCTTCAGGCAGGTGG
TTATATTGTGCCCATGGCCAGGAAGCAGAGGAGATGAATCTGTTGGTCTGTTTACTAGTT
TTTTTCTTCTGTTCTTCCTTTTTATACAATCTAGGATGCATACCCATTTGATAATGATGC
CCATATTCAACCCAAGTCTTGTTTACCAGTTGAATCTCTCTGGAAACCTTCACAGTCATA
CCTAGAGGTGTATCTCCTGGGTGATTCTAAATTTGATCTAATTGACAATGAATATTAATT
ATTTCATTTTCCAAACATAGGCGGTCTCATGGATTTGAACTATCTCTTGCTACTCTTGGT
AGCTAGTATAATTTACAGTTATACTGGAATATAATGGGTCCATATGATGAAGGCGTTGCT
CCCTGTGTGGCACTATGGGGTGGAAGTAGAACCTTTTAGGGGTGGGGGAAGGGCCTAATG
GAAGCGATTTTGCTGTTTTTAAGGCGAGGTCTTGGTGTGCAGCTCAAGCCACTTAATACT
TGCTAGGTAGCCCAGGCTGGTCTTGAACACACAGCAGGTCTCTGTTCTCTTTGAGTGCTG
GGACTGCAGGTGTGCACCAGAAGCTGCCTCCAGTGGCGGTGCTCAGGCCTCTTCAAAGAG
GACAGTAGATGGCACCTCAGCCCCTTCCCCTTTCTTCTGCCTTTGCACCATAAGTGGATA
GCTCTGCCCTACCACACGCTCCCCGCCATGAGAGGACTAGATGCAACAGACCCTAGAGCA
ATAGTAACCAATGCAGACCCCCAAACCTAAATATATCTTTGTAAATGGAGCTTTTCTTTC
CTCTTTGTAAGTAGATCATCTCAGATATTTATGCTAGTGGCAGAAAGCTAACAGTGACCT
CTGAGCCACAATGATACCATCCCCTTCTGTGAATCCTTGGACCAGGTGCATCTGATTGGA
TCTGGTCACAGAAGATACTTTGCGAAGTATTCGGATGAATCAACAACCGAGAATCACCGC
CAGGAAGGAGGAACTGCCACACCTTCCTTTGTTTATGTTTCCTAGCTGTGGCCTACACAA
ACCCACATTCAGCCTGACAGAGAGCGGGATCGGTGCTTTCCGGAACCTACTGAAAAACTG
GTATTATGATTATATTTTCATGTTCCAGACTTATTGAAATGGCTTTTAGTCCCTATGCTA
AGGTCAAAGGTTTAATGGATGCTTAAAAAATCTATTATTTTTATTTCCTACATTTGAGTA
TTTGCCTGCACATGTGTATGTGTACCACGTGTATCGCTGATGATGGCAGAGTCCAGAAGA
GGGTGTTGGATCCCCTGCAGCTGGAGTCACAGATGGTTGTGAGCCTCCTGATGTGAGTGC
TGAGAACTGAACCCAGGTCCTCTGGAAGAGCAGCAAGTGCTCTTAACTACTGAGCACCTT
ATAGGTGTCTAATAATACTTTTTAATCACGTGACATTTTGCTCAAGTCTTCTTTAAACTA
GTATGTTGGCTTATATTTACCCATTCTCAATTTTCTTAGTTTTCCAGGAAGGGAGAAAAA
CCCACTTTTAACATTTTAAATTTAAATTTAAATTTAAATTTTAACATTTAAATGAATACT
AGCCTTCAAAGAAACTCTAATAATCACAAGGTAAGAGGTAAATATGGGGGTGAACAGCAA
CAGCGAGCAGTAGACAAGTAACTCAACACTAGAGGTCCCTCTCTTCTTAAGATCTAAAGG
CCTGCCCTGTCTGGGATCTTAGCCAGCTTCAGTGGCTTCTGACTGGGAACAGAAAGTGAG
GAGCAAAGGAAATCTGAACCAGAGAATTCTTTGTGGCATTGCAAATTAGATCTCAGGCAG
CAGAGGCCTGCATCACTGAGTTCTGGCTCGCCCACAAAGTATTTGCTCCCCAACTCTCAG
CCCCAGCTTCATTTTGTTCTATTTCTATCTGCTTCTTAATTTAGCCATGTGACTGCATTC
AAACCCTTTTATCTCGTCCCCATCTGGAAGGCAATCTGGGTTGGTCCTGAATTTTTATTC
CTGTGGAATAGAAGAGAGTGACAGAGTCCCCACTGCTCCTCCGAGGGTCACTGCGATGCC
GAGGTGAACTGAGGGATTTCACAGATCAGGTGGCAAGGGCTCATGGCAGACAGGAAGAAG
CTGACATTATTCACACGCAGCTAGCAAGTCAGAGAAATGAGGGCTTAGATGAGGGCTGTT
GTTTTCCAGCAAGGGCCAGTGTCTGGCAGGCAAAGAACTAAGGAGACAGTCTCGTGAGAA
GGCCAGAGCTTGCTTTTAAAACCGGGAAGACAATGGCGACCAATACTGGGAAGGAAATGG
AAAGATCACATAGGAAAGGAAAGCTCTCTTCTTCGTCTTAGTAGTGTCACCTCCGGTGAA
GAAGGGGACACCGAGGGTGACAGTCTCTTTGGAGGTCTCCATGATGCTCATGTTTTTCTT
TTTAATGTTGTGTGAAATTTTAGCTTCATTGTGAAGTCTAGACAGAGCCTGGTCCTTTCT
CTGTGTCTGTCTCCCAGAGGCTTCTGTTTTCTTCTACAGACACACATACCTCAGCATCCT
TTGTGGCCTGGTGGTGGAGCTGGAAGCAGCATTGGACACTCTGTAGTGACCAGAAGTAGT
GTGTGTGTGTGTGGTATTTGTGTGGTGTGTGTGGTATGTGTTTGTGTGGTGTGTGTGTGT
GTGGGGGTGTGGTGTGTATGCTTGTGTGGTGTGTGTATGTGTGTGTGGTGTGTGTATGTG
TGTGTGGTGTGTGTGTGTGCTTGTGTGGTATGTGTGTGTGTGGTGTGTGTCTGCTTGTGT
GTGGTACATGTGTGTGTATGTGTGCTTTATGTGGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGGTGTGTCTGTGCATGCAAGCACTTGTGCAAGGCTCATGGTGACTCTGGAA
GGAGGTCCAGAAAATTTAGTCAAAACAACGTTACAGTCTAGAAATGGGATCATAAACTCT
GGGGACTAGAGGATAAGTCCTTGGCCTTGGAAGCTCCTTTCTCCATTGTGCTAAGTTCAG
CCTGAGAAAAACCAGTTCAGGGCTCATGGCCTATGTGCAAGAGCTATGCCTAGTGTTTCT
TAGGTCTCAGTCCCCAGTCCCTTTGTTGTCTGTTACCATGTCTAGTGTTCCTTGGGTTCT
AGTGTTTCCAAACCTAGGAATTTCCTGAGAATCTCCTGACTAAAATGGCTGTTCTCACAC
ACAGCCAGATACGTCCTTAATGATTTCTACCAAATCCAGTGGCTTTGAATTTGGCATCCA
TTGCATTCTGCAAAGGCAATCTGAGCCCGAAAAACGCTTTGGCAGTGAGAGCCATCTGCC
TGTGGAGAGGCTGGACCCAGTTTAGGAGAGGCAGAAAATTATGCAAATTATCAGTGCAAT
CTGACATTCACCATTTAACTGACTCAGTCCAGAGTTGATTGTATAAAGAAGGAAGGCTAC
ATGTAGCTGGATGCCTGGGCTGGAAATCTTTGTGTACTGTGTTCAGGTACTTGTTATATG
AGGTGGGCAGAGAACAACCTTGGATATCCATCTTGTTTTATGCATTAGGCTCTCAGGCTT
GGAGCTCACCAAGTAGGCTAGACTTGGTTACCCAGTGAACCCCAGGTATCCTCCTGTCTC
CTTTTTTCAACTGTTTATAATTAAACGTGCTACTACAGCTTTTTGTTTGCTTGTTTGTTT
GTTTGTTAAACATCTGCTCTTGAATCCAACTTAGGCTCTTGGCTCTTGTACTTGTGTGCC
AAGCCCTCTACTGACTGAGCTGTCTCGACAGCCCTTAAATGGGTTTTCCATCTACATGAC
TAACGGTGGTCATAGCTACCTTCCTTTTGCCGGGAGAGTACAGAGAAGTTGGAGAACACT
GGTCCTCATGTTGGGAAAGCTCTACTTAAGTTTCTTGTCACCTGAGTGCTAGCAGTTGTG
GAATAGTTTACAGATGGGGATACATTGTTACCCCAGAACTCCATTCCAGGTTTAGTAAAA
CAAAAACAAAAACAAAAACAAAAACAAAAACAAACAAACAAACAAACAAAACAAAACAAA
ACAAAAACAAAACAGCTGTCTGTGGCAGAGCCACAATAGGTTTCCCATGTGGTTTGGCAT
CTCTGGGCTCACCCACAGTAGTGAGATGTCCCAGGAAACACCTTTGATTCTATGCTTCCT
TAACTTTCTCTATAAGGAAACACATCTCAGTTTCAAATGATTGAGCAGGGACACCTGCTC
ATTGCTGATGGCTTGAAGCTTTGGGAGACAGGATTCATGACCTGACAGCAGTATTCTTGT
TAATTCAGGGACTGGCAGGGTGCAGCCTCAGGCCCCAGGGGAAATGGGATTTTCTGGTGG
TCTCACACCTTGTTTTGTCTTGAACACATTCACTCTCCTATGAGATGAACAGACTCTAAA
ATGAAATCCAATTAACCTTTAGCAGTGAGCAAGCTGGGCACTGGCGAAGCACATTCGTTT
TTTTCCCAATTCTTCAGTTGTCATGACACCAAGAGATGATAGTACATGGGGGGACCTAAT
AGTCATTGCGTTTTTATAGCTTGGCAATTAACTTCTTCATTTTTATAGCAGCCTGGAAGG
CCGGGGTGTTGAAGGTAATGGGTGTTCATCATGGCTTCCCTCGCTTCTGAGTTTATGCAG
GTAGTCACAACACCCCCCACAGTCTCCCTTCTATGGGATTCTGATGAAATACCAGCAGCC
CAGGAAGAATGGGGGCTTTACATTACTGCTACTTCTTCATTTTTGGGAGACGATAGGACT
CTGTTTACAAACCGTTATGTACCAAATTACTTCCAGCTTTTAGTAGCCTAAGCATCACAG
ATCAAGTTTCTTTGTGATCAATTTGATCACAAATGGGGCGGGGCCATACATTACAAAATG
TATCTTCTTACCTTCCTATGGGTAGGAAGGCTGAGGCTTGGCTTCTCTGCAGCCCTTCTC
CCTCTGTAGTGAATGATCACGCTGCATGTGTGTCTGAGTCTTAATCTCTTCTCGTGGAGA
CAGCAGCCAGTTTGGATTAGGACTACTGACCTTATTTTAACTGAACTCAAGATTCAATCT
CCAAATATAATACCATTCCCAGGCCAAGAGGATTGGGGTTTAATAAATGAGGTTTTGGGC
GGATATAACCCTGACAACCATGTATTTACAATACAGACTGAGGTCAGAGGGCACAAAATG
TGGGACCTTAGTCATGAGGAGGAGAGACGTGGGGGAGCTGTGGCCTCCCAGGCATACTTT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCCCCACCCCCCTCACGTCTTAGC
ATCTCCACATTTTCTCCATGTGTATGGAGTGTTGTTTCTTTCAGGGTAGAGAGTCTACAG
CAGGACTTTTTGCAACTCAGCCTTAGAAGTAATTGTGAATCACCCTTTCCTCTGGGGCCG
ATATAGAATCAGTTTGATTTGACACAGATGAAATATAAGACGTGTATGTGTGTGTGAAGG
AGCATGTGCAGGGGTGGACATGGGATCGGGGAGTGTCAACATCCAACTTGCAGGAGAGAG
CATGGACCTGGCTCACAAAGCTGGGAGGAGACGTGTGTGGGCGTGGCGCTAGTGCCCAGC
CCTCCTCAGAGGGCTCCTAAACTGACATCTCAGCTTGTTCCAGGCCAGCCAAAGCTAAAT
AGAGGGAACTTGTCTCAATGGTACCCTGCAGAGGGCAAAACAATGTGTCACTTTCTGTAC
ACATGCACACACACATACACGCACATGTGCACACACACACGTGCACGCACACGCGCATTC
ACACACACACATGCACACACATGCACAGGTGCGTGCACACACACGCACAGGGAAGCCTTG
TAAAATTGCCCTGGGTTACAGTTGATGTAAATGGATTTCATAGAATCCAGTGTTTGCTCC
ACTTGCTAGGATTACCGAGTGGTCTCTGGCAGGGCCTCACTGCCACCTTCTTCACTGGTT
TTGGACTTTGCTGCCATCACTGGAATTCTTGCCATGCATATTAAGTTTTACTCATGTACA
CCCTTCCTTGCTCAGAGCTACTGTATTTTTTTTCAGTCAGTTTGGCGATATTTCTAGACA
GCCCCTTACAGGCTAGGCCTGGGACCTGGCAGTGGGATGTGAGGATGCTCTTCCACTTTT
GGGAGGGTCAAGGACCTGGACTCAATATGATGCGTGTAATAATAATAATAAAAAGTCCAA
GGAAATTAGTGAAGATGTGAGGAAGAGATTCCGTGAAAGTTCCATGAGGAGATCTTCACA
GCTGTGGGGAGTTCCAGGTACAAACCTGGCAAGAGCTTGATGGGCGGAGCCAGGAATGGA
GGGGTGTGTCTACCAGGTGAAAGCATTTGCAATTCTGTGGCAAACCTGGAGGCCTCAGAG
AATCCAAAGAAGGGAGAGGAAGAGAGAGAGACAGAGAGACAGAGAGAGAGACAGACAGAG
ACAGAGAGATAGAGAGAGACAGACAGACAGAGAGAGAGTGACAGAGAAAGAGAGAGGGAG
AGAGAGACACAGAGACAGAGACAGAGAGACAGACAGAGACAGAGAGAGACAGAGAAACAG
AGAGACAGACAGAGAGAGACAGACAGAGAGAGGCAGACAGAGAGAGACAGACAGAGAGAG
ACAGAGACAGGGAGAGACAGAGAGAGACACACAGAGAAAGAGAGACAGACAGACATAGGA
ACGGAGAACAGGGACCATGGGAAAGGTTGTAGAAGGAACAGAAAATGGTTATTTTCTCTA
CTTTGGGGATGAGAGTTGGTTTGAAGGAGGAGCCTGAGAGGTGGGGGCTGTGTTGGGATA
CTTTAGCAGAATCCTGAGATGGATCCTAACTCTGCCTGGCCCAGACCAGCAGCCATGGCG
ATGTGGCAAAGGACAACTTTGGCCCAAGTAAGTGGAGCAAGTGGCTGGGCATTGTGAAGT
AAGAGGGGATTTGCTTCTTTCCCCGAGAAGTCCTGGTTAGAATCTCCGTATGGTTATCGC
GGTTAATGGTCTGATTTCCATGAAGTCCACTTGACATCTCATCAACAATGTCACCTGAGA
AGTCTTAGAGCCTGATAAACCTCAATCCATAAATTACCTCAGGACCCCAGATGTTTCTAG
CTACAGAGGAACAAGTCTTGGCACTGTAGCTATGCCCACTTGGCAGGGTTTAGGAGTGGA
TTCAATGAGACTCGATACATTTTTCATGAAGGGTTTTATACCTGGTACACGAGAAACCTA
AGTTTTTTCTCCCTTTGTTTAAAAGAATATTTTCCTTTGTGTATGTATGTGTGTGCCCAC
ATGTGTGTGTGTGCACATGTATAAGTGCTTATGGAAGCATGGAGAAGGCATTGAAACTGG
AACTGTAGTTCCAGGCCGATGTAAGCTTCCGGACAGGAGGGAACCAACTTCTGGTCCTCA
CTGGGAGCAGAAAGTGCTTTTAACTGCTGGGCTGCCTTTTCAGCCTCCTTTGTGGTTTTT
AAAACTTATGTATATGGATGTTTTAGCATGCATACCTGTGCACCCCCTGAGTACCTGGTG
CCCACGGAGGCCAAAAGAGGGTATCAAATCCTCTGGAACTGGCATTATAGGTGGTGGTGA
GCCATCATATGGATGGATGCTGGGAATTGGACTCAGTTCCTCTGTAAGAGCAGAAAGTGC
TTTTAACTGCTGGCTGTCTCTGCAGCTAGCCACGCTTTTGCTTGAAAGTCTTAAACTAAT
TTCTTAAATTCCAGCAATGTTTAACAAATAGTCATTTTACTCCCCTAGTGATTTCAGAAT
GTTTGTTTTAGGGTTAGGCACAGTTTATAACTCTATATAATAAGTGAGCCGGTGAAGTAG
CTGAGCAGGGGGTCAGCCAACACAGTTGCCTCAGGAGTGCCTGAAATGGGCTTGTGGCAA
TCTTTTTCACGGTCAGCTGCAACTGGGTCCTTTCAACAGTTTGGAAAGCAAGTCTCAGGG
CGGTGGGTAAAATGGTTCCTTGGGAATGAGAGAGTCCCCGAGGAGTGCCATCAAGAGGCC
ATTCTTCAGCACATCAACCAAGAAGAGTAAACACTTCAAATCCAAAGCATGCCTTTCGCA
GAAGGAAGATTTATGATCTGCGTATAAATGGTGATGAATAACTTGGTGATACATGCTTTC
TGGCACAAGCTGTCAAAAGTAAAGAGCCATAGTGTGTTCCAGAGTTCATCTGGCCATGCG
TGTTCCCTATAAAATATGGAATATACTGGGCCACGATTTGTCTGAGTCCTTGCACAGTTC
TCTTCCAATTACTGTTGCTTCTATTCCTGTCACCAGTGGAAAACAAATGGGCTAATAATT
ATAGCCTCAGATAGACTCTTGTAGCCTGCATCTCCCTGAGCTTCACTGGCCCCTGTGTCT
AATGGGGTCACAATATGAATCATAACTCAAACCTTATCGTCTTACTAATGCTCCCCAGTC
CCCTGGCTCCTCCCCCGAAGTGACCTCCAATTGAGTGCAGAGTTCTCTGCCTCTGGGATG
CCTCACATGTCCTTGTGTGTAAGTCTGCTGCTTGCAGTACTGTCTTGCTGTGAGCATGCA
GTGTCCTGGTCACATTTGACATCTTGCCATCTTTGGGCCTTATCATTGCCCATCAATCCA
AATATATATGTTTTCAGGGCAACTGCCTCTAATTCAAATGTGACTGGCAGTCTGTGGCAA
GCTGGGAAAACTAAGTTTACGTCTGTGGAACCTTATGCTGTGTGTGCATGTATGAATATG
TATGTGTGCATTCATGCATGTAACTTGTGATCCTTGTACCCTACATGACTATTTTAATTC
AATGGCTTTCCTACTTCTTCTATTTACAGTCTCTAACCCAAAAAGGAGCCCATGTGCCTT
TTCTATAGTCTTTGCTTTCCAGACTTGGCTGCTTCTGCCCTTAGTCTGTTTCCTTCTTGA
AAAACCAGTAAGTTCTCAGTGCAAAGAGCATCTTTCTCCCCCATTCATCAGAAGAGCTGA
GCAAATGCCAGAGAAGCTCAAGCTGGGACCTGCATTTTCTTCCCAATGAAATATTTGCAG
CCTGTTTGCAAAGGGCTTCATTGTTACCCATGACTTCTAGGAAGGCAGAGAAGTGAGTCG
TGTTGAAACCAGGGCACTGCGGCGTCTCCCCTGAGCTGGTTCTTGGAGTATACTTTACTG
TTCATGTTGGACCATGGTCCTGGATTTCTGCTTGGTAGACATCATCTAGATACATGATGC
TGTTGGTGTCTTCATTTCCAACTGTGTCTGTTGGGAGCAGCAGCATAGGTAAAAAAGGCA
CTGAGTTCTGAGGAAAGAACCCTCACGTGGCATAATTTGATTTCTATTGCTTTTTGATCA
GCTTTGTATATCTAACATCAGAGAATCATCCTTTGAAAGACGTGATTAGGGAAGTTGAGG
TTGAAACAAACTAACTAACTAAAACACAAAACAAGGAACTTTAAACACTCTGAGCCCTGC
AAAAGTGTTCCGGGTCTTCAGTTGTCTTCTCTGGAGATAAATCAGGAAAATCTTTTTAAA
GATGGAAGAGACATTGTCATGGAAGGAAACTGAAGGCTGTTTCCATTTAAGTCTGGACAG
TGTTCTAGGGCTTTAGGACAGACAGATGTTTGTCTTCTTCTGGGATGACTTACGCCACAC
CGCTGGTGTTCCTGAACGACGCAGATCCAGGACACAGGAGACTGCTTACAGTGAGTAATG
TTTTCAAGCCCTGAGCTCTCCCTCTGCAAGAATGACTGATAGATGGTTGGGAGGAATGTT
CTTAACCTTCCCAGAGGTTACCAAGCAGACAGACAGATAGCCCAAGCCCCCTCCCACCCC
CACCCCCAAGCAGACAGACAGATAGCCCAAGCCCCCTCCCACCCCCACCCCAAATCAAGC
TATAACAAGTAACAGCAATTTGGAAATAAAAGACCTGATTCCCAATATTACAACTAATTC
TTTTCTGTGTTCTCTTAGGACATGAGAAGAAAAGCGGGTGCGGGACTTGGGAATTTGAGT
GTAAATGTATGACATTAAGTAGCAAAACAGAAAGGCAAGCAGGGGAGCTTGAGGGGAGTT
TATATTGAATGCACTCAGTTTATTAAAAGGGAAAAACTGACTTGAGAGAAAAAGTATTTT
CCCATTTCCTGATTTACTTCCCTTTCGTGGAAGGTAAAAGGTACTTCCTGTCATTTTATG
TTTTTGTGAAAATGATGTGAATATTGCTTTCTAAGGACCTTTTCTGACTGTAAAGAATTA
AACACCTATTGGAGAAAATCAGTAAAATGGAAGAGAAGAATTTGTCTACCACCCATGACT
GTTACATTTGTTCTCTCTCTCTCTCTCTAACAGTTTTATTATTTCTGTGTGTGAATGATG
AAGTATCTGGGTATGTGCATGTATATGAATGTACTAACCCTTGTATGTATATAGGGGTCA
CATTTTGATGGTGGGTGTCTTCAATTTTTGCTTTCTATCTTAATTTTATTAAAAATTTAT
TTATTTATTCTTCTCTCCTTTATTGCATCCTGACTGCAGTTTCTGCCCCTCTCTTCCCAT
TCCCTCCCTCCTCCATCTCCCCACTCTAGATCTACTTCTCCTTTTCCCCTTAGAAAAGAG
CAGGCCTCCCAGGGATATCAACCAAACAGAGCATAACAAGATACAATAAGACGGCACATA
TCTCCTATCAAGGCTGAATGAGGCAACCCAGGAGGAGGAAAAGGGTCCCAAAAGCAGGCA
AAAGAGTCAGAGACAGTCCCCATTCCCACTGTTAGGAGTCTCTTAAGAGCACAGCCATCA
CATATATGCAGAGGACCTAGGTCAGATTCATCCAGGCTCCCTGATTGTCCCTTCAGTCTC
CATGAGCCCCTGTGAACCCTGGTTAATTGATTCTGGGGACTGAGGCATTCTTGTGTCTAC
CACCTTAACTTTGAGAGTCAGGTCTCTTTAGTGAACCCGGAGCTGTCATTTGGACTGGAC
TGGCTATCCAGCAAGGCCCTGGGATCCTTCTGCATCTGCTTTCACCCAGTGTTAAGGTTA
CAGACATGTGACACTGTACCGGCTTCTGTATGATGCTGAAGAGCTAAATTTGGACCCTGA
TGCTTATTCGTCTGAGCCATCTCCACAGCCCTACAACTGTAAAAATGAATTTTATTATAA
ATGTATGCAGCATATTAATATAGTGGCTGTTTTTCTTTACCCTAATTAGTTCCCCAATAG
CACCACAGAGAGAGCAACGTTTATTTACAATTTAAAAACACAATAACTAATCTAATCCTC
TAATCTAATCTGGTTACCTCCCAGTCAAAATCCTCAAGATACTTGCATTTTTGTATTGGC
TTGGCTCTCTGGGCTTCGGGTATATTTTCTCCAGATGTCTCTCTGGACTCCTTTCTTGTG
GTGACCCATGTCTTCCACTCTTTCTCAGCCTCCTCCTCTGCCTTGCAGAAGTCTCACCCT
ATTCTCTCTATTGCCAGTCATTGGCTTTTCCATCTTTTATTAACAAGACAGAAAACAAAC
AGTGGGTATTGTTCACATAAACTTGAGACAGAAGATTTTTTTAATTAGGTATTTTCTTCA
TTTACATTTCCAACGCTATCCCAAAAGTCCCCTATACCCTCCCCGTGACTCCCCTACCCA
CCCACTCCCACTTCTTGGCCCTGGCGTTGAGACAGAAGATTTTTTAACATAAGCATTACA
ATGCAGTGTCTGGATTGAAACCAGGTAGTGGGATAGAGATATCAACATCTGAATCATACA
AGGGCAAACATTATACCTTCATGTAACTCCTGATTTACTCTGATAAAGTTAAGAGACAGA
GCTGGTGGTACAGGCCTGTAAATCTTAGGTACTTGGGAGGTTGAGGTGTAGGGATAGCCA
GGTTCCAGAACCTCTGGGCTACAAACCCCAACCTGGATAACTTAATGAAGAAGATGTTGC
CTCAAAATGAAAAACATAGAAGGGCAGAGTATTTAGCACAGCGGTAGAGTACTTATCTAG
CAAGGTTGAGGCCATAGGTTCAATCCCCAGTACTGAGGGTTGGGTTGGGAGGTGGCCAGA
GTTCATGCTTCTGCTCTGGGAACCAGAAGAACATACAGCTGTGTCTTCCACACGCTGGCC
ATAGGTCCTAACCATATATATATATATATATATATATATATATATATATATATATACACA
CACACACACACCCTTCACCCCTCTCCCTTCTCCCATTCTCTTCTTGCCAGCTGCTTGCAA
ATACACCCAACGTCTCCCCTGGCCTTAACTAGATTTAAAAAAAAAGATTATCTTTAACTA
TATGTTTTAAAAAAGATAAGCTCCCAGCCGGGCGTGGTGGTGCATGCCTTTAATCCCAGC
ACTCGAGAGGCAGAGGCAGGGGGATTTCTGAGTTCGAGGCTAGCCTGGTCTACAGAGTGA
GTTCCAGGACAGCCAGGGCTATACAGAGAAACCCCATCTCAAAAAACAAAACAACATCAA
CAAAAAACAACAACAAAAAGATAAGCTCTACATTTCCTGTTTGAATCCCTTTCAAATGAG
CAGTCCAAACACAATCCCTTGATGTTTCCTTCACTTTGCCACTGAGGTGCAATATAAAAG
GCTTGGAATAATTTTCTTTGTGTTTATCTTATTCAGAGTTATTTAGATATGATCATGAGT
CTGGCAGCTCTTGCCTTTCATCAATTTTAAATTTTCTTTTTCTTCATTTAAAAGATTTTT
TTTTGGTAGTGCTTATGATGGAACCCAGGGGTTCCCACAAGCTCTGTCTCTTATGGAATT
CGAACTACACATACCTTCAGACTCTTGGATGGTATCCCATCTGTCTCTCAAACTGCTATC
TCTCCCATTCCATTTTATTTTCTCTCTGTGTTTCCGTTTAATTGCTTTTGTTCACCAGTC
TTCAAGTTTGCCTACCTTTTCCCCTACACTTCCAGCCTTCACTTGAACCCACCCAGGAAC
TGAGCTGGGTCCAGGACTGAGTTGAGACTTTAAGTCTTGCTCATCGGAGATGGTAGGAAA
ACCTGTGTGGTTTATAGACCCCCTCCTTGCAGCAAGATTCTGAGCCCAGGCACTGGGAAG
TTACTATGTTTGTTTATGAGTCAGATTCCAAGACTGATACGTAGATGTTGCTGCTGTAAT
ATACATGTGCACACACAGGCACACATACACGTGAGAATGCACATATACACATCATGGGAG
AGAATAGTGAGAAGAGAGGTTAGCTCCAGCCTTCCCCAAGTTCTATAGACTCCAGTCTAA
TCTCTGTGACAATCCCAAGCCCCAGGAGTTTCTCCATATACACACAGTGTCTAACCATGG
CCAGCCAGGTTCTTGTTTGCTTATTTCTAGACTTAGCAGCTGACCAGGGAGGTACATGGC
CACTGGCATTCACCTAGGAAGTGCTCAATCTTCTTCAAACTCTTTGTATCCTTATAAATC
CAGAGTTTTAAAAATAATCAGTATTTTAGCTTATCATAGCATTTGGCTTCTTGAGTAGTG
TGCTGGTATGATGAGACCTCTCCCTTCCTATTCATAGGCAAGAAGCCAGTGATTCCTCCC
CTCACTCTGGGACACACATGTCCATATGTCCCATAGCACTCTGTCAGCTCGGTATACCAC
AGAAATAGTTGAAACAACAGTTTGCTTCCAATTTAGCCTCTTTGAGACTGCATTCCATAA
ATTTATCTAATTGTCCCAGTGTCTCCCCCAGGGATGTGTCTCTTACATTCACTTCATTTC
TTCTTTACTATCTTTGCTCTAAGAACAAGTCTTGGCTGTGTTGTCTTCCTACTCTCTAGT
CACTCATAGCCCTTAAAGTTTTGTTTGCATCTTCAGTGTTCATGTTTTACTGAGGTCCAG
TTCTTTACTTTTTCAACTTCTTGCTTATAAATCTTTTAAAAAACCTTTCATGGAAAGTGG
GTTAAAAAATTCTCAAATCATTTAATAAGAGCTGTGGATTTTTCTCCCTGGAAACACAGA
ATTTTGCACGTGATTTCAAAAGGGCTCAGAGTTGTCTTAAAAGTCCTCCTAGGGCTATGG
TTAGAATATGATTTGTCTTCCATCTTATCCCAGACTTACACAGCTGTCATTTAAAAAGAA
ATGTGTTAATCAATTCTGGTATATGGTGGTATGGCCTTTGGAAAGATATTTGCTTCAATT
GTGGAGTCCCCATGGTTCAGTCCTGGTAGGTTTAGAAGAGAAGGAACAGAAGTCACACAG
AAGGCATGTGCTTCTGCTGTTGATATACAGCTGCCAAGGGGCCCTTGCCTGAGTCTGTGT
AACATTTCCTGGACTTCCAACACAAGATGAGTGATGATCCTTTTCTTTTTATAAGTTAGC
TATTTCATGTATCTCATTGTAGCATTAAAAATGGACCAATGCAAAGTTACAGGTGCGTCC
TACCTTTTGATATTGTGATCCATCTACAGTTATAATTTTCATGCTTTAGAACTACACAAT
CATGGTAAAACACACACACACACACACACACACACACACACACACACACACACACACACC
AGTGTTTTAAGTAAATTTATGGTTTTGTGTTGGGCTGCATTAATAGCTATCCATGTGGCC
CAAGGGTCATTGATTAGACATGCCTGGTAAACTATCAGCTGGGAGCAGTGAGTTCTTTCC
TTCCCAGGGTGAGGAACAGATAAGGGAGTGTCCAAACCCCATCCCTGTTACAAGTACACA
AGTTGCCCACAGTCCCCTAGTAATCCTCATATACTAAAGATAACTGTCTTAGGGTTTCCA
TTGCTGTGAACAGACACCATGACCAAGGTAACTCTTATAAAGGACAACATTTAACTGAGG
CTGGCTTACAGGTTTAGAGGTTCAGTCCATTATCATCAAAATAGGAAGCATGGGAGCTTC
CAGGCAAACATGGGGCTAGATGAGCCAAAAGTTCTACATCTTGATCCAAAGGCAGTCAGG
AGAAGACTGTTTCGTGGGCATGAGGAAGAGGGTCTCAAAGCCCACTCCCCATGGTGACAC
ACTTCCTCCAAGAAGGCCACATTTTTTAATAGTGCCACTCCCTGGGTCAAGCATATTCAA
ATCACCACATTCCACTCCCTGGCCTCCATCAGCTTATACAAACACATGAGTCTATGGGGG
TCATCCCTATCTATAGCATAATGCAAAGTACATTTAGTCCAACATAAAAAGTTCCCAAAG
TCTATATCAGTCTTAACAATGTTAGAAGTCCAAAGTTCAAAGTCTCTTCATCCAATCACT
TAACAGTAAAAAAGCAGGTCACATATCTCCAACATCACAGGATATGTATTACCATCTCAA
AACATCATAACAAGGAAATACTGGACCAAAGCAAGACCAAAAATCAGCTGGGCAAACTTC
AAACACCAAGTCTCCATGTCTGATGTCAAAGCACTCTTCAGATCTCTAACTCCTTTCATC
CTGTTGACTATTGTTGGCAGTTCTGGCACTCAGGAGCAACAAGCTTCATTCCCTCCTTGT
TAGCAGCTTTCCTTGGCAGATTGCCCATGGTTCTGATATCTCTAACAACTTGGGGTCTCC
AAAGTAACTTCAGTTTTACAGATTCTTGTTCCAGTGTCTGGGATCCACACATAACCTTCT
GGGCTCCTCCTAAGGGCTTGGGTCACTTCTCCAGTTCTGCCCTCTGTAGCACTCTAAACT
CTGGTTGACTCCATTCCATGTTTTCTGCTGTTCTTGGTGATTATTTTATGATACTGGCAT
CTCTAATTTGCTCTAGTCTTCCATTGCAACTAAGCTTCACCAATAGCCTCTTACAGGCTT
TCTTCATGGTACCAAGCCTCAGCTTCTTTGCATGACCCCTTTAGTCCTGGGCCATCAACT
GCAACTGAGGCTATACCTTCATCAATGGCCTTCCCTGGCCTCTCACAGTGCCAAGCCTAA
GCTGCTCTCCATGACCCCTTTATGCCTTCAAAACCAGTGCCACACGTGTGATTCTTATAT
ATTACCAAGTCCAGCTGCAGCCTGAGGTACATCCTTGGCAATCTCTGGAAGACAATTTCT
TTGTATTCTCAGAAAACACTTCTCAGAAGATTTTACCTCAGTGATGCTGGTCTCTCCTTA
ATCACCACTAATTTCTTAGCTCCAGCTAACCAGCATCAATTGTCCTACCAGTCCCTTCTA
TTTTTGAATTTAAAACCAGAGCCACATGGCCGAAGCTGCCAAGTTCTGCTGCTTGGTAGG
GCTGGGACATGGCCCCTTGTTTTATTACATTATCACAAGCTTTCTGTTTTCCAACTCCTT
CACAGCCTCAACTTGGCTGCCCTGTAACTTGCTCTGTTACCTTGAAATCAGAGATCTGCA
TGGTTCTGTCTTCTGAGTGCTGGGACTATAGGCATGTCCCACCTCACCAGGACTTAAGAT
TTTCATAGCCACTATTCCTCAAGATTTGGATCAGAAGCTTGTGTGTCCCATTTCTGGATT
GCATTCATTCCAGATTAAAAGTCCAAGTGAAAACAGTAGCCCAGTAATAATAACGTCTGA
CATGGTGTAACTATTCCTTGTTCAAGGGCAAACATATAAGCAATAAGCTTAACTGGGTGG
GATCTTGCCCCAAAGGCACCACTCCCTTAATCTGTTTATCTCCTTGAACACAGGATTTAG
TTCCATTCCATTTTTTGGTGCCCTTTAATGCTCGCACCATACATTTTGGAGTTTTCCTTT
CTAAGCTTGTTACATTTTATCAAAATGCTCCTCATAAGAGTGAACCACAGGATAAAATCT
AAACTTGGTTGATTTGAGACTTCTTTTGTCAATGCATGTAATTTGAAACTGTTCATCTTA
GCCTCAAGCAAACTTTTAGTACAAGGGCAAAAAGGAGCTACTACAGTCTTCACCAAAGTG
TAACAAGAATGATCACATGAAAATTCTTCTCTTCTGAAACCTCTTGAGCCAGGCCTCCAG
AGTTCAAATTACCCTCAGCACCACTATCTTCATGGCTTCTACTAGGATGGCCCCTTAAAC
TCCACTTAAACCATTCTACTGCTTTCCTAATCCATAGTTCCAAAATCCACATTTCTCCAA
ACAAAAACATAGTCAGGCCTATCAGAGCAATACCCCAGTTCCTGGTACCAACTTTGGTCT
TAGTTAGGGTTTCCATTCTTGTGAAGAGACACCATGACCATGGTAACTCTTATAAAGGAC
AGCATTTAATTGGGACTGGCTTACAGGTTCAGAGGTTTAGTTCATTATCATCAAGGTGGG
AAGAATGGCAGCGTCCAGGCAGGTGTGGGACTGGAAGAGCCAAAAGTTCTACATCTTAAT
CCAAAGGCAGACAGGAGAAGACTACTTCATGGGAAGCTAGGTGAAGGGTCTCAAAGCCTA
CCCCCATAGTGACACACTTCCTTCAACAAGGCCATACTTGCTAATAGTGCCATTCCCTGG
ACCAAGCATATTCAAACCACCATAATACCACAGGCAAGCACCATCATTAGCCCAACACTA
AGAGAAAATCCACCTCACTGTTTTTCTTCAAATAACTGTTTATTTACTTAAATATTGGAT
TTGAAGGGTTTTTTTCCTACCCTAAAATTCAAACTTGATGAAATACCATCTCTGTTGGGG
TCTCAGCCAGACAGGGATGGTTTATTGAATGCACACCCTAAGACAGACTCAGAATGAGCT
ACAGTGCCACTGAACATCTATTTCTGTCAGCTTATAAATGCTAAAACTGCAAAAACTACA
ATGATCTCATACACAGATGCAGGAAGTGCTGCCTGGTGGTCAGCTCTGTCTCAAGCTACT
TTGGCTAGCTAGACAGAACAGTTCCAACTGACCTTTATTCTGATTGATCCTAAGTGAAGC
TTACAGTTGTTGAATTTCCCAAGATCAACAAACCTCAGAACATATAGAACATATCAGGAT
ATATGATCAGCATGATCTTGTTTTGAGTCAAGTCATTTCTCTGTGTCAATTCAATGACTG
GCAGGCATATTACAGCAACAAAATGAAATAGCTGGCAGGCATGGAACAAAATGACTATAC
CTATTCTGGAGGGTGGGGGCAGACCTCAAAATCTCTCTCTCTCTCTCTCTCTCTTACACA
TTACCAAGTCCAGCTGCAGCCTGAGATACATCCTTGGCAATCTCTGGAAGACAACTTCTT
TATATTCTCAGAAAACACTTCTCAGAAGATTTTACCTCAGTGATGCTGGTCTCTCCTTAA
TCACCACTAATTTCTTAGCTCCAGCTAACCAGCATCAATTGTCCCACCAGTCCCTTCTTC
TATTTTTGAATTTAAAACCAGAGCCACATGGTTTTAAATCTCTCTTTCTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCATTTGTGTGTGTGTGTTGGAAAGGGG
CATGGTATGTTTCAGTACTTGTGTGGAGGTCAGTGAACACTCAGAGCCAGTTCTCCCCTT
CTACCATGGGGGTTCTGGGGATTGAACTCAGGTCTTCAGGCTTAGAGGCAAGTGCTAGCC
CCTCTACATTACCTACCTACCTACCTACCTACCTACATCTATCTATCTATCTATCTATCT
ATCTATCTATCTATCTATCTATCTATCTATCTATCTGAGACAGGGTCTCTCTACATAGCC
CTGGCTATCACTATGTATAACAGGTTGGCCTCACACTTGCAGAGATCCACCTGCCCACCT
GCCTCTGTCTCTCATTGATGGAATTAAGGCGTGCACCACCATGCCCCACATTTCTACCTT
ATTTTTTGAGATGGGATCTCCACTGAATTTGGTTAGGCTATAGGCCAGCTAACTCCAAGG
ATCCTCCTATTTCTTCCTTCTTAGAGCTGGGATTACAGATGTACTGCAAGGTCTGGCTTG
TGATGTGGCTGCCAGGAATGGAACACATGTTCCCATGCTCTGCGGTAGGTACTTCACTGG
CTGAGCCATCTCCATAACCCCTTGAGATAGCATCTTGATGAGGACATCTTGGTCAGCTCT
GGTCTAAGTGACAGGGAAGTTTCTAGTAGGATTGGGCTCTATCTAGCCTGGTTTCTAACA
GTAATAAATACCAGGTCACATCCCAGGACAACCACATAAAGTCTGAGGGCAACACAGCAG
CTTGAATTATCAAAGCACAGGACTTACCAGTTTGAGGCTTCCAGGCCCATAACACGCAAT
ATGCTATGTTTTCCATCCCCCATGCCTACAGCCATGTCTGACCTTAGACAGACAGGAAAG
AGAAAGTTCTCTGAAAGAGCTGATAATGAGCTCCAAGTCTCTGGGTTGCTTTTCCTCCTC
GGGCACAGCACACAACATTTCCCAGAAAACCACACTGGTGATGTCTTTGCCACAGTTTCA
CAAATGTCACAATTGTTAGGGCCTGAGAAGACAGAACTGCCAATAGATTTAGAGTAGACA
GAGCCAACTTCTACTTCCACCAGGATGCAAACTGGCAAGCCACTGAGTTTATTGGTATGG
ATAATGCCCCAAACAGTTATCCCAAACTGTTAGTTAACAGTGACAAAAATGTCACGTAGC
ACGGATGTCAACAAGCTCATGGGTACATAGATCATGGCACTTCCCCACCATCAGTTTGCC
ACACACACTATAAACACTGATGTCCAGATTCTACGAGAACCTGCTGTTCAGAACCCCGTG
TAGCTAGGCTGGTGGTACAGAGAAGAGTGGCTGGAACCTCAGGTAGGGTTATTCATCCCC
AAGATCTAAACAACTTTAAAAGTCCCACAGTCTTTACATATTCTTAAATTTTCAATCTCT
TTAAAATATCCATCTCTTTTAAAATCCAAACTCTTTTTACAATTAAAAGTCTCTTAACTG
TGGGCTCCACTAAAACAGTTTCTTCCTTCAAGAGGGAAAATATCAGGGCACAGTCATAAT
CAAAGCAAAAATCAATCTCCAACCGTCCAATGTCTGGGATCCAACTCACGATCTTCTGGG
CTCCTCCAAGGGCTTGGGTCACTTCTCCAGCCATGCCCCTTGTAGCACACGCGTAGTCCT
CTAGGCTCCAAATGACCCTCCCTGGCCCCTCTTATAAGACGCAAGTGTGGAGCCTATGCA
GCCTGGTCCCTGATCCAGCTCAGGCTTAAAACCTGGGAAACCGCAGGTGTTTGGCCACGC
CCCTTGGGCCCCTAGCTCCTGTCAAAACTACAGCCCTCCCACAGCTGATTGGTCTGTGGC
CATCAGTCACGTAGGAGCAGCACCAAGCCCTCCCACATGCAAATAAAGTTTCCCCTAGCT
CTCAGACTAAGCCAATGAGAAGTACCTGCTGCCAGACCCTGACCCACCCCCAAAACTGTA
TATAAGAATCCTATCCAGAAGGTCTGAGAGAACTACTCCATCCTCTGAGAGCTTCTGTCC
TAAGAGCTAAAACACTTGCAAAAAGGTCTGTTCTCCCGAAATGCCACCTGAAGCTCCCCC
ACACTTCTCCCTGGCTAGTCAGACTCTTGTCGGCCCAGCCCAGCCCGACTCAGCACGGGG
TAACATAGAACAACTGAGACAGCACGGTAGAGACAGAGGTGGAGCAGCGGAAGTGGTGGA
ATCGACTCGCCATACCTGCTTACACTTTCTCACCTTTGCTGGAACCCTCAGACCCAGCCG
GACCAGAGATCATCATGGAAAGCCTCCAGTACACAGGCCTACAGCAAGGACAATAAACCA
GTTCTTGAGGGTCTCTTGGAGTAGGCACAGCCACTCTGATTGAGATGCAAAAGCTGATCT
GTTGGGAGCACAGTGTTCCATAAGAATAACCCTGGGCATATATCCAGAAGATGCCCCAAC
TGGTAAGAAGGACACATGCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAG
CTGGAAAGAACCCAGATGCCCCTCAACAGAGGAATGGATACAGAAAATGTGGTACATCTA
CACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGCCAAATG
GATGGACCTGGAGGGCATCATCCTGAGTGAGGTAACACATTCACAAAGGAACTCACATAA
TATGTACTCACTGATAAGTGGATATTAGCCCAAAACCTAGGATACCCAAGATATAAGATA
CAATTTCCTAAACACATGAAACTCAAGAAAAATGAAGACTGAAGTGTGGACACTATGCCC
CTCCTTAGAAGTGGGAACAAAACACCCTGGGAAGGAGTTACAGAGACAAAGTTTGGAGCT
GAGATGAAAGGATGGTCCATGTAGAGACTGCCATATCCAGGGATCCACCCCATAATCAGC
ATCCAAATGCTGACACCATTGCATACACTAGCAAGATTTTATCGAAAGGACCCAGATGTA
GCTGTCTCTTGTGAGACTATGCCGGGGCCTAGCAAACACAGAAGTGGATGCTCACAGTCA
GCTAATGGATGGATCACAGGGCTCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTA
AAGGGATCTGCAACCCTATAGGCGGAACAACATAATGAACTAACCAGTATCCCGGAGCTC
TTGACTCTAGCTGCATATGTATCAAAAGATGGCCTAGTTGGCCATCACTGGAAAGAAAGG
CCCATTGGACACGCAAACTTTATATGCCCCAGTACAGGGTAACGCCAGGGCCAAAAAGCG
GGAGTGGGTGGGTAGGGGAGTGGGGGTGGGTGGGTAGGGGGGACTTTTGGTATAGCATTG
GAAATGTAAATGAGCTAAATACCTAATAAAAAATGGAAAAAAAAGAAATAGATAACATTT
ATAATTGCTTTTTACACTTATAAATTTTGATTGTGTAATTGTCATAGAAATTTTATTTTA
TTTAATAAATATTTCTATAAAGAAAAAAAAAGAGGGAGGACTTGAAAAGGAGAGGGGGGG
GGCATCCATGAAAGGAAGGGGGGAGGTCCCAAGGAAATGAGGGAGAGGAGAACTTGTAGA
GTTCTGAGCACTGGGTATTGTTGATATACTCTCAGAAAGAGGCTTTATGTCACTGGAGAG
AACCTGGAGCCAGCCCACCTATGGTCTTCCTCACCAAGACCTTCTATGTCTGAGGTGTGG
GGGGAGGGGGGGCAGTTGGATTCCATCTGGCTGCAGAGTAGAGCTATTGGGATGCCCGAG
GTGCGAGAGTGGATGTGAAAGACCGCAATGGGGAGACCCCCACTCAAGTCCTGAGAAGGC
ACGCACACCCAAGGAATCATGAGAGACCAGCTTGATGCAAATACACACGAGGTAGTTTAA
TGACGGAGCTCCGGACATGTATCTCATGCAGGAGACAGAGGAGTCAACCCTGAGGCTCAA
AAGTTAGGGGTAACAGCAATTCTGAAGGGCGGGTGCTTATCTATGTCAGCAGAGCATCAG
GTTAACATTTAACCCATGTCAGAAGGGCGGGAAACAGGAGAATTGCTAATCTTGTTATGG
CTGTCTCTTTGAGAACAGCTAATATTATTTTGCTAGCTGCAGGCTTAATCATTTTGACCG
CTAAAACTATGTTTTTACATTTGTTTAGTCAGCCAGCTTCCTTATCTGCACTTTGCCTGA
TAGTATAGTTTGGAAAGTCCTTTTTTAAGGAGGAAGGTACTGGGTGGTCTTGAATTCATT
TTGGGTATTACAGATGAGCTCACCTGAGTCTGAGTCCATCTTTTGGTGTTTTTGTTGTTG
TTGTTGTTGTTTTGTTTTTTGTTTTTCGAGACAGGGTTTCTCTGTATAGCCCTGGCTGTC
CTGGAACTCACTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCGCCTGCCTCTGCCT
CCCGAGTGCAGGGATTAAAGGCGGGTGCCACCACGCCTGGCCCCATCTTTTGGTACTTAA
GTGGGTGGGTTCCATGGACAGGGCCCTCAGTCAGGGTGCCAATGAGTGAGGCACTTATTT
GCCTCTGATCCAGGCTAAGGATGCATAAATACCTCAGGTGTATTTATAAGAGAAATAATA
GTTTCATGTAATATTTGAAAAGTCTGAATGCAAACATTTCCAATGAGCAAAATACCCAGA
TTTTAAATAAAATCAGGACTCAATAATGTCATACTGAGCCATACTAAAACCTGAGGTGAA
AGTTTTAAAATGTTCCTGTTACACTAATTTATGCATTTTTAGTGTTTCCCCCCCAGATAT
TTGAAGTAGCATTTAGAAGTGGGGAACTAGGCATATTAAAAGTCATGTGACTATCTTTTC
TTTTGTAATGTTAGGAATGGAACCAGGATCTTGAACATGTATTCGTTCCACTAAACCACA
CCCCCAGCCTTGTGACCATTTAAACTTGAGATTCTCAGAATATTTATTCTTGACTCCTCT
AACATTCTCCAAGCCCACTTTCTAGTTACTTTCTTCCATTCAGAAAAACTTACAATTCTC
AAGAAAATGAAGATCACCAAAGATGCAGACCCCAGGGGGGAAAATGTTGTGTTTGCTTTA
AGAAAGAGAAATGAGAATAAGTTATACTTCATTTGAAGTATAAGTAAAACATTTCCATGT
GAAGTTCCATTGTGAGTTTTAATCCATTGGTTTCTCAACTTTTTAGGTTTCTGAAATTAC
TTTTATGGTCTGGAAAAGTTCCTGTCAAGCATGGTCATAAAATTCTCAAAGGCTCTTATT
TCTCTTCAACTTTACATCAGTGTGACTGTTTTGTGTTCCATCTTTATCTAAGATACACAC
ATTCATTAGGGAACTGTTTGTGTTAACTTGAGTTTTGTCTTCAGTCTTACCCAGAAGGCT
GAGCAGAAGTAAGTTTATTTAGATTAAAAATAAAAACGAAACAAAACAAGAATCACTGCT
TTAAAATGTTGGTCTTGATTAATAATTTTTAAATTTCTGAAACCTGTTTACATGTATTTA
GGCATTCAAAATGAGTGCCTAATATTAGCCCAGAGCTGCAGGAAACTATCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTCTCTCTCTGTCTCTCTCTGTCATAGGC
TTAGATTTTTCAAAAATCTACTTTAATTATGGTTCTTTAATGCTTCAACCTCCCTTCTAG
CCCACCACCTACCAGAGGTAGGGGAAAAGAAAGGTTATTAGGAAATGGGAGTTGTGGTCC
TGTTTAGAAATTGGTTTTTGGGGCGATTCTAATCTTTGTTGTTAGCAGTCCAGTCCACTA
GCAAAACACCAAACACAAATCAGCAGCAGCTGAATTCAGAAGAAAGCACAAGGCTCTGCC
AATTGGCATGAGTCTGAGGAAGTAATGAAGCAGCCAAAATACTACCAGAAGTGCTTTGGT
GCATTTCTGTCTATGAAGTCACAGCAACTGAAGATCAGCCAAGAAAGCAACCAGTACAAG
AGGGTCATCGGCAAAGACCAGTATCAGCGAAGCCCAGCGGTGACCAGCAAAGAGTTGTAA
GGGGGAACCAATCCAAGAGAATTGCCCACTGTCTGTTGGGTTCTACTCATACTCTTTCCA
AATATCACGTGTCCTCTCAAGCGCCCAGTCCAGCAAAACACCACATGCCCTTTTTCCAAG
CAGCTTCCAGAAAAACACTGTGTCTGTTCTCAGTAAAACATTCTCTCATGTATCTGCCTC
AGTAAATCATCCTCTCATAAGTCAGGTTCACATACACAATCGAGTCTCCAGCAAAACCAG
AAACGCCCCTCACACTGCCCCCCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTATCT
GTCCATCTGTTATAGCTGCCCAGGTGGAAGGGATGCTGTACGAGGCAGTTGCAATTGGAA
CTGGAGAACACTAGGCAAGTGTAAATTAGGGTTGCCTAGCAGGCAGTGGCATCGGCGCTA
TTTTACCATATTTCTTTCTACTGGGATCCCAATTTGCTGGTTTTCACATTTACTTTTGCC
TTTCAGTATTATGATTTTGTCAAAGCTGAATTTTGATATCTCAAATCTGTTTTCAAAACA
AGCCCACTCACTCTATACTCACAAGTCTCTATTTTCCTTTAACAGTGGGATATTGGCACT
GAAGGAAATACCTGGGTGAATCTCCTTCTTGGTCAGGCTGTGCAGGCTAAATACATGTGA
ATTCAGTCAGAGGCAAGCTGGCTGCAACCACATCAAGGCAATGATTCCCCATTAGAGAGC
TGTGTGACACAGCCAGAGGAGCCTGCTCCCTTCAGCCGGCAGCATCTCCTCCAAAACTCA
GTACTGTGTCTGTCTGATGAGGGCTTTCTATCTTGTAACTGGTTAAAATATGATATTTAA
TTAAAATTAAGCTAGCTGTGTTCTTTTGAGTTCTTGAGACAAAAGCTCACTGTGCAGCCC
AGCCCAACCCCATTTGCAAGTTGGCTTCCCCATGCCTGGTACTAAGGTCACAGGTTTGAA
CTAGCTGGCTTCAAGGTTCAGTTTTGAATTATCTTGATTCATTACCTTCAATATTTAATG
GTGAAGAGCAGAGAGATGGAAATATTTCCTTCTTTCTTTCCTCCCTTCCTTCCTTCTGCC
CCTCCCCCTCTTTCTGTAAACTTTCATCTAAATGGCAGTTGTTGTGGCTAAGCATTTGCA
GTGGCCTTTTGCTGGAGATGGAAGGGCACATCACGGACACTTTAACACACTCTGGTTCAG
GGGGATACATTTCCTCCTCTGGACAGAGAAATAATTGGTTCTCAGTTAACTATGCAATGA
GGACTCAAGTGGACTTTTCACAGCAGGGCTCCATCAGGTGGCTCACCTTTTAGGCCCAGG
CGGCCTCAGCCTTAGGCCCTTCACTGCCCAGGTGCTTCATATGAGCACAGGAACATTTCC
AGAATCCTAAGGCAGGGTTAAATTAGGACCCAGAGCGGCAGTTTTCCAAACAGCAGTGAC
TGCCTGTGCTGATACATTCCCATCCTTTGGGGTCCAGCTCTGTATCAAAGGCTCATGAGT
CCCCTAGCTACTGTATTCCAGGAAGACTGATTAAATGCCCATCCCCCACTTTTTAAAAAT
TGCCTTTATTTAACACTTGTCACATGACCATGTTGTGCCATGTGTGGAGACTGTGGGTGC
AAAACATGCTTAAAACGAACACTTTGTTAAACACCTGTGGATTTAAAACCAAAGGCTGCT
GTTTGTTTTTGAGATTTATTAAAGGGCCATGAAGGAAGAATCCTGGGTCTCAGATGGCAG
GGATGTCTCTTTAGGGAGGGTACCAGCACTGAAACTGTCTCTCACACGAGGCATCTTTAA
AAATTTATCCTTTGACAGTTTCACATACATGTATAGCTAATCTTAGTAGTTTCACTCCAA
TTACCCTCTCTTACATCCCCCAATAAATCCCCTTCCTCTCATGACCTCCTGTGTATGTCT
CTGAGGTTGGCTAGGGTTGCTTTTATGAGCAAGTTATTTATTGGACATGAGCTTCTATTT
AGTGGCTTCACCATTGAAGAAAATGACAGCCTCTCCCTCAGCAACCATTAACTGCCAAGC
ATCTCTTAGAGAGGGTGTGATCTCATGAGACCCACCCAACCCCTGATGATGTGTTGACAG
ACCCAGCCTAATACAGGCAGCCATAGCTGAATCGAGTTCATAAGTACCCTGACCAGCCTA
TGCCTAGAGAAGTATTTTTATGGGGAAAGTGTGTTTGACTATCACATAAGCATGAAGAAG
CCTAGAGAATGGAGGGGGTTAGAGTGTTGTAGAGGTGGGATCTTTCCCTTCTCAGCCACC
CAGACTCCTCACTGGTAGGAGCCCAGTGATGTTATCTGTGCCCCAACTCCTAACCCAGGG
TGACATTAGCATTCCTTCTGCGTATTGGTTTGGGGACCTCATACTCTCTGCTCGGCAAGG
CTGTGTATCAGCCACTACTTTTTCTGAACTTCCATTGCACAATTCTGCCATGGTCGTGAA
GTAGAAGCGTTACTCCCTTATCTGTTAGTAAGTAAGATGAACTCTTATAGAAGTGAAGCT
CTGGCTTGCTTATCTGTCTCCATCTGAGGACACTATATCTGGGTTGTGCTGTGAGGCTGT
GTGAAGCCCAGCCAGGGATCTTGGACTGCAGCCCTTTAGCAGAGCATAGTTTGTACATGT
TTTTCTCCTTTTCTCGCTGTGGTTTTCTTTGCTGTGCACAGGCTTCTAAGTTTGATGTAC
TCTGTTTTCTGAGCTCTGGTGACACATCAAAAGAACCATAGCCAAGACCAAAGCCAAGAA
CCATTTTCCTGGGTTTTCCAATACCTTTAGGATCTCATATTCAAGCTGTGAATCCGTTTT
CACTCAATATGTCATAAAATAAGGTTCCAATTCTGTCTCCATGCAAGTTGCTGTTGACAT
CAAATATAACTCTTGTCCCACAGGGAATAAATAATTGTTTATCCTAAGCCAAACACAATG
ACCACTTGATTATAGGAACATGTATTCAGACTCCCTAAATGCACATTCCATCATCGAGTT
AGTTACACAAAAAAGGACAATCATAAGTCAACTTGTTGACCAAATACATTGGCATGGGCA
TCATCAGGTAGGCAGGTTATAGCAAGGCAGTGTGCTCTTTGCTGTAGGTCTCGTGCTTTC
TCCTGACAATTTCAGCTTTTAGGTTGGTGAAAGCTGTGGTCTGCAAGTTAAAGTGTACTG
AAGGTTTTACCTGATGGTTATAAGATTGTTTAGTGGGTAATAATGTCTGATGTCCAAAGG
ACTAAAGATAATTTTGGCTCTCCAGCTACAATATTCTAACTTTCTACAATTAAGTTTTTT
TTTCCAATCTGCAGAATCTTCAACAGAGGGTTGGTCTCTCACCAGTTTTCCTAATATAAT
TTTTTGAAAAAGTTCTATCTTAACTGTGTGTTTCCTACAGCTTATTAAGAATCAATAGTT
CGCGGGACTCAGCAGAACTTAGGAAATTAGTCTGAACAGGTGAGAGGGTGCGCCAGAGAA
CCGGACAGCTTCTGGGATAGGCAGAAGCACAGAGCCGCTGAGGCAGCACCCTTGGCGGGC
CGCAGACAGCCGGCCACCGTCCGGACCAGAGGACAGGTCTCCGCCTGGCTTGGGAGGCGG
CCTCAGCCTCAGCAGCAGCGGTCGCCATCTTGGTTCCGGGACTCAGCAGAACTTAGGAAA
TTAGTCTGAACAGGTGAGAGGGTGCGCCAGAGAACTGGACAGCTTCTGGGACAGGCGGAA
GCACAGAGCCGCTGAGGCAGTACCCTTTGCAGGCTGCAGACAGCCGGCCACTGTCCAGAC
CAGAGAACAGGTGTCCGCCTGGCCTGGGAGGCAGCCTCAGCCTCAGGAGCAGCGGTCGCC
ATCCTGGTTCCGGGACTCCCTGGAACTTAGGAATTTAGTCTGCACAGGTGAGAGTCTGCA
CCACAGAAGCTGACAGCTTCTGGGAACTGCCAAAGCAACACAGCTTCTGAGAAAGGCCCT
GTTTTGGGCCCTCTTTTTCGGCCAGGAGGAAGTCCAAACACAAGATATCTGCGCACCTTC
CCTGTAAGAGAGCTTGCCAGCAGAGAGTGCTCTGAGCACTGAAACTCAGAGGAGAGAATC
TGTCTCCCAGGTCTGCTGATAGACGGTAACAGAATCACCAGAAGAACAATCTCTAAACAG
AGTCAACTATAACTACTAACTCCAGAGATTACCAGATGGCGAAAGGTAAACGTAGGAATC
TAACAGGAACCAAGACCACTCACCATCATCAGAACCCAGCACTCCCACTTCGTCCAGTCC
AGGACACCCCAACACACCCGAAAACCTAGACCTAGATCTAAAAGCATATCTCATGATGAT
GGTAGAGGACATCAAGAAGGACTTTAATAAATCACTTAAAGAAATACAGGAGAACACTGC
TAAAGAGTTACAAGTCCTTAAAGAAAAACAGGAAAACACAATCAAACAGGTAGAAGTCCT
TACAGAAAAAGAGGAAAAAACATACAAACAGGTGATGGAAATGAACAAAACCATACTAGA
CCTAAAAAGGGAAGTAGACACAATAAAGAAAACTCAAAGTGAGGCAACACTGGAGATAGA
AACCCTAGGAAAGAAATCTGGAACCATAGATTTGAGTATCAGCAACAGAATACAAGAGAT
GGAAGAGAGAATCTCAGGTGCAGAAGATTCCATAGAGAACATCGGCACAACAATCAAAGA
AAATGGAAAATGCAAAAAGATCCTAACTCAAAATATCCAGGAAATCCAGGACACAATGAG
AAGACCAAACCTACGGATAATAGGAGTGGATGAGAATGAAGATTTTCAACTCAAAGGACC
AGCAAACATCTTCAACAAAATTATTGAAGAAAACTTCCCAAATCTAAAGAAAGAGATGCC
TATGAACGTGCAAGAAGCCTACAGAACTCCAAATAGACTGGACCAGAAAAGAAATTCCTC
CCGACACATAATAATCAGAACAACAAATGCACTAAATAAAGATAGAATACTAAAAGCAGT
AAGGGAAAAAGGTCAAGTAACATATAAAAGCAAGCCTATCAGAATTACACCAGATTTTTC
ACCAGAGACTATGAAAGCCAGAAGATCCTGGACAGATGTTATACAGACACTAAGAGAACA
CAAATTCCAGCCCAGGCTACTATACCCAGCCAAACTCTCAATTACCATAGATGGAGAAAC
CAAAGTATTCCACGACAAAACCAAATTCACACATTATCTCCCCACGAATCCAGCCCTTCA
AAGGATAATAACAGAAAAAAACCAATACAAGAACGGGAACAACGCCCTAGAAAAAACAGA
AAGGTAATCCCTCAACAAACCTAAAAGAAGACAGCCACAAGAACAGAATGCCAACTTTAA
CAACAAAAATAACAGGAAGCAATAATTACTTTTCCTTAATATCTCTTAACATCAATGGTC
TCAACTCCCAAATAAAAAGACATAGACTAACAAACTGGCTACACAAACAAGACCCAACAT
TTTGCTGCTTACAGGAAACACATCTCAGAGAAAAAGATAGACACTACCTCAGAATGAAAG
GCTGGAAAACAATTTTCCAAGCAAATGGTATGAAGAAACAAGCTGGAGTAGCCATCCTAA
TATCTGATAAGATTGATTTCCAACCCAAAGTCATCAAAAAAGACAAGGAGGGGCACTTCG
TTCTCATCAAAGGTAAAATCCTCCAAGAGGAACTCTCAATACTGAATATCTATGCTCCAA
ATACAAGGGCAGCCACATTCATTAAAGAAACTTTAGTAAAGCTCAAAGCACACATTGCAC
CTCACACAATAATAGTGGGAGACTTCAACACACCACTTTCACCAATGGACAGATCATGGA
AACAGAAACTAAACAGGGACACACTGAAACTAACAGAAGTGATGAAACAAATGGATCTGA
CAGATATCTACAGAACATTTTATCCTAAAACAAAAGGATATACCTTCTTCTCAGCACCTC
ATGGTACCTTCTCCAAAATTGACCACATAATAGGTCACAAAACAGGCCTCAACAGATTCA
AATATTGAAATTGTCCCATGTATCCTATCAGATCACCATGCACTAAGGCTGATCTTCAAT
AACAAAAAAAATAATAGAAAGCCAACACTCACGTGGAAACTGAACAACACTCTTCTCAAT
GATACCTTGGTCAAGGAAGGAATAAAGAAAGAAATTAAAGACTTTTTAGAGTTTAATGAA
AATGAAGCCACAACATACCCAAACCTATGGGACACAATGAAAGCATTTCTAAGAGGGAAA
CTCATAGCTCTGAGTGCCTCCAAGAAGAAACAGGAGAGAGCACATACTAGCAGCTTGACA
ACACATCTAAAAGCCCTAGAAAAAAAGGAAGCAAATTCACCCAAGAGGAGTAGACGGCAG
GAAATAATCAAACTCAGGGGTGAAATCAACCAAGTGGAAAAAAGAAGAACTATTCAAAGA
ATTAACCAAACGAGGAGTTGGTTCTTTGAGAAAATCAACAAGATAGATAAACCCTTAGCT
AGACTCACTAAAGGGCACAGGGACAAAATCCTAATTAACAAAATCAGAAATGAAAAGGGA
GACATAACAACAGATCCTGAAGAAATCCAAAACACCATCAGATCCTTCTACAAAAGGCTA
TACTCAACAAAACTGGAAAACCTGGAGGAAATGGACAAATTTCTGGACAGATACCAGGTA
CCAAAGTTGAATCAGGATCAAGTTGACCTTCTAAACAGTCCCATATCCCCTAAAGAAATA
GAAGCAGTTATAAATAGTCTCCCAGCCAAAAAAAGCCCAGGACCAGACGGGTTTAGTGCA
GAGTTCTATCAGACCTTCAAAGAAGATCTAATTCCAGTTCTGCACAAACTTTTTCACAAG
ATAGAAGTAGAAGGTACTCTACCCAACTCATTCTATGAAGCCACTATTACTCTGATACCT
AAACCACAGAAAGATCCAACAAAGATAGAGAATTTCAGACCAATTTCTCTTATGAATATT
GATGCAAAAATCCTCAATAAAATTCTCGCTAACCGAATCCAAGAACACATTAAAGCAATC
ATCCATCCTGACCAAGTAGGTTTTATTCCAGGGATGCAGGGATGGTTTAATATACGAAAA
TCTATCAATGTAATCCATTATATAAACAAACTCAAAGACAAAAACCACATGATCATCTCG
TTAGATGCAGAAAAAGCATTTGACAAGATCCAACACCCATTCATGATAAAAGTTCTGGAA
AGATCAGGAACTCAAGGCCCATACCTAAACATGATAAAAGCAATCTACAGCAAACCAGTA
GCCAACATCAAAGTAAATGGAGAGAAGCTGGAAGCAGTCCCACTAAAATCAGGGACTAGA
GAAGGCTGCCCACTTTCTCCCTACCTTTTCAACATAGTACTTGAAGTATTAGCCAGAGCA
ATTCGACAACAAAAGGAGATCAAGGGGATTCAAATTGGAAAAGAGGAAGTCAAAATATCA
CTTTTTGCAGATGATATGATAGTATATATAAGTGACCCCAAAAATTCCACCAGAGAACTC
CTAAACCTGATAAACAGCTTCGGTGAAGTAGCTGGATATAAAATAAACTCAAACAAGCCA
ATGGCCTTTCTCTATACAAAGAATAAACAGGCTGAGAAAGAAATTAGGGAAACAACACCC
TTCTCAATAGTCACAAATAATATAAAATATCTTGGCATGACTCTAACTAAGGAAGTGAAA
GATCTGTATGATAAAAACTTCAAGTTTCTGAAGAAAGAAATTAAAGAAGATCTCAGAAAA
TGGAAGGATCTCCCATGCTCATGGATTGGCAGGATCAACATTGTAAAAATGGCTATCTTG
CCAAAAGCAATTTACAGATTCAATGCAATCCCCATCAAAATTCCAACTCAATTCTTCAAC
GAATTAGAAGGAGCAATTTGCAAATTCATCTGGAAAAACAAAAACCTAGGATAGCAAAAA
CTCTTCTCAAGGATAAAAGAACCTCTGGTGGAATCACCATGCCTGACCTAAAGCTTTACT
ACAGAGCAATTGTGGTAAAAACTGCATGGTACTGGTATAGAGACAGACAGGTAGACCAAT
GGAATAGAATTGAAGACCCAGAAATGAACCCACACACCTATGGTCACTTGATCTTCGACA
AGGGAGCTAAAACCATCCAGTGGAAGAAAGACAGCATTTTCAACAATTGGTGCTGGCACA
ACTGGTTGTTATCATGTAGAAGAATGCGAATCGATCCATACTTATCTCCTTGTACTAAGG
TCAAATCTAAATGGATCAAAGAACTTCACATAAAACCAGAGACACTGACTTATAGAGGAG
AAAGTGGGGAAAAGCCTTGAAGATATGGGCACAGGGGAAAAATTCCTGAACAGAACAGCA
ATGGCTTGTGCTGTAAGATCGAGAATTGACAAATGGGACCTAATGAAACTCCAAAGTTTC
TGCAAGGCAAAAGACACCGTCAATAAGACAAAGAGACCACCAACAGATTGGGAAAGGATC
TTTACCTATCCTAAATCAGATAGGGGACTAATATCCAACATATATAAAGAACTCAAGAAG
GTGGACTTCAGAAAATCAAATAACCCCATTAAAAAATGGGGCTCAGAACTGAACAAAGAA
TTCTCACCTGAGGAATACCGAATGGCAGAGAAGCACCTGAAAAAATGTTCAACATCCTTA
ATCATCAGGGAAATGCAAATCAAAACAACCCTGAGATTCCACCTCACAACAGTCAGAATG
TCTAAGATCAAAAATTCAGGTGACAGCAGATGCTGGCGTGGATGTGGAGAAAGAGGAACA
CTCCTCCATTGTTGGTGGGATTGCAGGCTTGTACAACCACTCTGGAAATCCATCTGGCGG
TTCCTCAGAAAATTGGACATAGTACTACCGGAGGATCCAGCAATACCTCTCCTGGGCATA
TATCCAGAAGATGCCCCAACTGGTAAGAAGGACACATGCTCCACTATGTTCATAGCAGCC
TTATTTATAATAGCCAGAAGCTGGAAAGAACCCAGATGCCCCTCAACAGAGGAATGGATA
CAGAAAATGTGGTACATCTACACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTT
ATGAAATTCCTAGCCAAATGGATGGACCTGGAGGGCATCATCCTGAGTGAGGTAACACAT
TCACAAAGGAACTCACACAATATGTACTCACTGATAAGTGGATATTAGCCCCAAACCTAG
GATACCCAAGATATAAGATACAATTTCCTAAACACATGAAACTCAAGAAAAATGAAGACT
GAAGTGTGGACACTATGCCCCTCCTTAGAAGTGGGAACAAAACACCCTTGGAAGGAGTTA
CAGAGACAAAGTTTGGAGCTGAGATGAAAGGATGGACCATGTAGAGACTGCCTTATCCAG
GGATCCACCCCATAATCAGCATCCAAACGCTGACACCATTGCATACACTAGCAAGATTTT
ATCGAAAGGACCCAGATGTAGCTGTCTCTTGTGAGACTATGCCGGGGCCTAGCAAACACA
GAAGTGGATGCCCACAGTCAGCTAATGGATGGATCACAGGGCTCCCAATGTAGGAGCTAG
AGAAAGTACCCAAGGAGCTAAAGGGATCTGCAACCCTATAGGTGGATCAACATTATGAAC
TAACCAGTACCCTGGAGCTCTTGACTCTAGCTGCATATGTATCAAAGGATGGCCTAGTCG
GCCATCACTGGAAAGAGAGGCCCATTGGACACACAAACTTTATATGCCCCAGAACAGGGG
AACGCCAGGGCCAAAAAGGGGGAGTGGGCGGGTAGGGGAGTGGGGGTGGGTGGGTATGGG
GGACTTTTGGTATAGCATTGGAAATGTAAATGAGCTAAATACCTAATAAAAAATGGAAAA
AAAAAAAAGAACCTCTGGTGGAATCACCATGCCTGACCTAAAGCTTTACTACAGAGCAAT
TGTGATAAAAACTGCATGGTACTGGTATAGAGACAGACAAGTAGACCAATGGAATAGAAT
TGAAGACCCAGAAATGAACCCACACACCTATGGTCACTTGATCTTCGACAAGGGAGCTAA
AACCATCCAGTGGAAGAAAGACAGCATCTTCAACAATTGGTGCTGGCACAACTGGTTGTT
ATCATGTAGAAGAATGCGAATCGATCCATACTTATCTCCTTGTACTAAGGTCAAATCTAA
GTGGATCAAGGAACTTCACTTAAAACCAGAGACACTGAAACTTATAGAGGAGAAAGTGGG
GAAAAGCCTTGAAGATATGGGCACAGGGGAAAAATTCCTGAACAGAACAGCAATGGCTTG
TGCTGTAAGATCGAGAATTGACAAATGGGACCTAGTGAAACTCCAAAGTTTCTGCAAAGC
AAAAGACACCGTCAATAAGACAAAAAGACTACCAACAGATTTGGAAAGGATCTTTACCTA
TCCTAAATCAGATAGGGGACTAATATCCAACATATATAAAGAAATCAAGAAGGTGGACTT
CAGAAAATCAAATAACCCCATTAAAAAATGGGGCTCAGAACTGAACAAAGAATTCTCACC
TGAGGAATACCGAATGGCAGAGAAGCACCTGAAAAAATGTTCAACATCCTTAATCATCAG
GGAAATGCAAATCAAAACAACCCTGAGATTCCACCTCACACCAGTCAGAATGTCTAAGAT
CAAAAATTCAGGTGACAGCAGATGCTGGCGTGGATGTGGAGAAAGAGGAACACTCCTCCA
TTGTTGGTGGGATTGCAGGCTTGTACAACCACTCTGGAAATCAGTCTGGTGGTTCCTCAG
AAAATTGGACATAGTACTACCGGAGGATCCAGCAATACCTCTCCTGGGCATATATCCAGA
AGATGCCCCAACTGGTAAGAAGGACACATGCTCCACTATGTTCATAGCAGCCTTATTTAT
AATAGCCAGAAGCTGGAAAGAACCCAGATGCCCCTCAACAGAGGAATGGATACAGAAAAT
GTGGTACATCTACACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTTATGAAATT
CCTAGCCAAGTGGATGGACCTGGAGGGCATCATCCTGAGTGAGGTAACACATTCACAAAG
GAACTCACACAATATGTACTCACTGATAAGTGGATATTAGCCCAAAACCTAGTATACCCA
AGATATAAGATGCAATTTCCTAAACACATGAAACTCAAGAAAAATGAAGACTGAAGTGTG
GACACTATGCCCCTCCTTAGAAGTGGGAACAAAACACCCTTGGAAGGAGTTACAGAGACA
AAGTTTGGAGCTGAGATGAAAGGATGGACCATCTAGAGACTGCCATATCCAGGGATCCAT
CCCATAATCAGCATCCAAATGCTGACACCATTGCATACACTAGCAAGATTTTATCGAAAG
GACCCAGATGTAGCTGTCTCTTGTGAGACTATGCCGGGGCCTAGCAAACACAGAAGTGGA
TGCTCACAGTCAGCTAATGGATGGATCACAGGGCTCCCAATGGAGGAGCTAGAGAAAGTA
CCCAAGGAGCTAAAGGGATCTGCAACCCTATAGGTGGAACAACATTATGAACTAACCAGT
ACCCCGGAGCTCTTGACTCTAGCTGCATATGTATCAAAAGATGGCCTAGTGGGCCATCAC
TGGAAAGAGAGGCCCATTGGACACGCAAATTTTATATGCCCCAGTACAGGGGAACACCAG
GGCCAAAAAGGGGGAGTGGGTGGGTAGGGGAGTGGGGGTGGGTGGGTATGGGGGACTTTT
GGTATAGCATTGGAAAGGTAAATGAGCTAAATACCTAATAAAAAATTAAAAAAAAATAAA
TAAATATTTAAAAAAAAAAGAATCAACAGTTCACAATGTATAGGTTCATTTTAGACAGTA
TCCTGTTCTGCACATCAGGGAGTCTGCTCTTGCTCTATATACCAGGCTGTTTTTCTTCCC
ATTTGCTCTGTGTAATCCCTAGTGTTACTCTTGCTTGAGGTCATTAAGAGTCTCCATGAT
TTTTGTGAAATTTTAGGATTGATTTTTCTGTTTTGGAGAAGAAGAAGAAGAAGAAGAAGA
AGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGA
AGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAAAGAAGAAGAAAGAAGAAGAAGAAGA
AGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAAAGAAGAA
GAAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAAAGAAGAAGAAAGAAGAAGAAGAAGA
AGAAGAAGAAGAAGAAGAAGAAGAAAAGAAGAAGAAAGAAGAAGAAGAAGAAGAAGAAGA
AGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAAGATATTCACC
ACCAATCATCATAGAAATGAGAACCAAAAGCATGGTGATAAATAGATATTGTTTCATGGC
TATACTAGATTTCCCTAAAAAAGAAAAGAAAAGGAACAAAGTATTGGTGAGGGTATACAT
TATTTATGGGTTTCTAACCAGGTATGCTGCATGATATCACTTAGGTATGGATCCTAAGAA
GTGAAACCCAGGAGGATGTGGTAGAACAGTGGTTACTAGGGACTGGACAGGAGGCTGAGA
GAAATAGATTCTGGTCAAGAGATTCAAAGTTTCAGTTACACAGGAATGACAGTCTTTACT
GACTATAATTAGCAAAGCTGTATATCTGAAATTTGCCAAGAGTTTGGATCGTAGATGTTC
TCACCCCCTTCGGCATTCACACATACAAGAAAGAAAATAGTAACTGTGGAGTGATGTATC
TGTTAATTAGTGTTGAATGCATTGATCACTTCACAGTGTACACATACACCAAGATAGCAA
GTTGTTTTCTCAAATATAAATGACTTCGATTTCTTATTTATACCTAAAAAAATCCAGGAG
GACAAGAAAGAAGAAATGAAGCTACCCACCCAAGTCCATGTCCAAACTACATGGGTCCCG
AGGTCCTGGACAGTGAGGAGAGAGATCACTCTCCACATGGCTTATGGTGCTGTGGTACCC
TCCATTGATGTCTCCTATGTGAGGTCCCTCTGTGGCTCGAATTACTGTTCTTCCAAAATT
TGAGTCAGAGACCAGCCAGAGACGCTTTCATAATCAAGCTTTCTTCTACAGCTGGCATCT
TGCTTCTCTCTTAGATTTCCCAAGGGCAATGTTGTTGTAAACTAGACAGAAGGAGAGAGA
GGCATCCCAGTTACCCACTCGCTTCTTTAGCAGCTGGAATGATTTCCAAAAACATGGGTC
ATGTGATTGTTTCCTATATAGGGTGGTTCTGGTACTCATCTGCCCAGACCGAAACAAGAA
ATGTGTAAACATGATGTTGTCTTTCCTAAGAGGCCCCAGGCTGAAAATTTGACTTTTAAT
ATTCCCAGAAATTTATGAAGCAAGACCCCTGTCCATGGTCACACAATGGTTATTGTGACT
AGGCCTGGCCAAGAGAACTCAATGCTTTGACGTGAGAATCATGCTCCTGCCATTGTATCA
CATGTACGCTGGGCAGGAAGCCTTAAGTCAGACACTAGTGCCAGTATGGCTACTAACTTA
GAGACCGATCTTCTTAACTTCAGCAACCTTTAAAACTTCAATGGTTAACATAAGGTACAT
GTGTGCCTGTTTAAAGTCCTGACTCCAGAGACTCTGGCCTTGTTCCTACCAAGCTTGGTT
ATAGAATTATATAGAGAACCATAACCAACTCATTAATCTCACCCCACACCAAACCTTGTT
TCTCTCTTATGCTTGTTAGTTTTTAGTGTCAGCTTGACATAATCCCAGAGTCACCTGGGA
AGAAGGCCAAAGTGATGAGTAATTTATTGGAGTGTGGGCATGTTTATGGGGGATTGTCTT
GATTGTCATTCGAATATGGAAGATCTAGACCACTGTGGGTGGCACCATTCCCTAGTCAGG
ATTCTGAATTACATAAAACAGAAGCTGACAAAGCAGACAGTTACCATTGTTCCTTTTTGC
TGTGACTAGCTGCTTTGAGTTTATGTCCTGAATTCCCCTCAAGAATGGGCTGCAATCTGA
AAGTGTAAGCCACTAAACCTTTCCTCTCCTCATATGCTTTTTGGTCAAGGTGTTTGATCA
TAGCAACAGAGATGAAAGTAGAGCATTCTGCCTCTCCATGTGTAAAATGAGGGCTCTAAT
AAACAGCATGGAAGATGATATCAGGCAAAGAAGCTCTCTCTATAAATACAATGTGCCTTC
AGTATGCATAGATTCTGTATTTGTGAATTTGCCTACATGATAAAATTACTGTATAACTCC
AAAAACAGTACTTTCTGGGAAACATTTGACTTTCTGGACATAAGTTCCCTGCTGGGGTTG
GAGCTAGGCTCTGCCTATCTGGTAACCCTATCTAGGGATGGGCAGCAGAGGGAAGTGGCT
GGCAGGAAGCTCTATTCTGAGACTAGCTAGATGAGCTTGAGTCTTATCCCCAGTGCCTGT
TTGTGGCTTGGTCTCAAGCATGTCACACTTCTGAACTTCATTTCCTCATTTTGGAAAATG
GAGGCATCTCCAATGAATGAGCTGAGGACACCCCCCCCCCCAATTCATTTTCTCGCATGG
TACTGCCATACAGGAATTCTCTGACACTGGATGTGTTTGGTATTCTTCCTATCAGATAGG
TTATACTGCAGCAGGTACCAGATAGGAGCCCTCTAAGGAGAGCGAGATGACAGGCAGACA
GACAGACAGACAGACATAGACAGATCAATCAATAGGACTACTGACCCACAGCTTGAAGAT
ACTGTCCCTGAATTGTTACCACTTTCAGATGCCATTGTGAAGCTTCAGGGTCTAACCTAA
TGGGCAGTACACCAACGTTCCTTCAATCTCCTCTTCATTTAATTTGCTAGAACAGCTGTG
GGAACTTGGGAAAGCCCTGTTTATGTTTACATATATTTTAGAAAGGATATCATGGGAATC
TCAATAAATGCCACTCAGAGAGAAGCATAAGGCAAGGCTTATGGGAAGCACAGAACTTCT
ATACCCTCTCTGGGTGAGCAGGCTCCTAGAAATGTCTCTGTGTGAAGTTCTCTGAATGCT
ATTCTTTTGGGAGTTTTAGGAGGCTTTCATAGGCATGGTTGATTAAATTAGGGGCATTGG
CAATCAACTTAACTTTCTGTCTTCTCCCTGGACACTGGGAACACAGTGGGAGTTAAATAT
CTCAATCCTCTAACTATTCCTTGATAATTAGAGGATGCTCTAATAACATCCTTGACCATT
CTGAACCTACCTGTTGAATGACAGCCATCAATCAATTCATTGGCGTACAGAGACAATTGC
TTTGGAGAGTCTAAGGAATTTTTAGGGTTTGAGTGTCAGGAGTAGGCAAAGAAGCCAGGA
GGAGTATGCTTAGGATTTTAGGTTATAATCTATCTGTAGTTTTCTCTAGGAACAAAACTA
TATCATTCACAAATTCAGAGTTCATACATACTCAGTACATAAATTCTATGGATAACCAGA
TTGGGCTATGCACCAAAGTGATCAGTCAGCATAGGGACCTATAGCTTCCTTCTCTCTACC
AGAAGGATGTGTGAGGATCATATCCTGACTGGCCCTGCACCCAGGACCCTGAGAGTATCC
AGCATCTTTATTCAGTTTCTGTGTTGCAGTCTGAGTCTACCTCCCTTGATGTGGCGCTAT
AACTGACCCAGCCATGCAGGACGGTTGGTAGAGGGTCAACAGATTTTCTTCTTTGCTATA
GAATTTCCCAAGGAGTTGCTTCAGGAAGGTCTAAATAGAATCCATAGGGACCTACTGATC
CATGTGATCATGTTTCATCTCCAAAAATGCCTCTGCTTCGGCTGTTTGTGTTTGTTTGTT
TGTTTTTTGTGTTTTTGTGTTTTTACTTTACTGGCATAGGATGTGACTGTGTTACCCTTA
AATACTGTAGGGAGTTCATATGTGTGTATGCATGTGTAGATATGGACAGATACATACATG
CATTAAGTATTTTTATGTCTGTATTGGCTAGTTTTATGTCAACTTGACACAGCTGGAGTT
ATCACAGAAAAAGGAGCTTCAGTTGAGGAAATTCCTCCATGAGATCCAACTGTAAGGCAT
TTTCTCAATTAGTGATCAAGGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGG
TAATCTTGGTTCTATAAGAGAGCAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAAGAA
CATCCCTCCATGGCCTCTGCATCAGCTCCTGTTCACTGACCTACTTGAGTTCCAGTCCTG
ACTTCTTTCAGTGATGAACAGCAATGTGGAAATGTAAGCTGAATAAGCTCTTTCCTCCCC
AACTTGTTTCTTGGTCATGATGTTTGTGCAGTAATAGAAACCCAGACTAAGACAAATTGG
TACCAGCATGGTGGGGTATTCCTTTGACAACCTGGCCATGTTTTGGGCAGGACTGTGGAA
GAACTTTGGAACTTTGGGCTAGAAGATCCATTCAGTGTTAAGAGCTCTGTGGGATGTTGT
GTAGGAGCTTGGAAGATAATGTTGAGAACAGTGCAGAAGATGGAGGCCTGTCTTGTGAAA
TTTCAGAGGGAAAATTAAAGACTCTTTTCAGGGCCATTGCTATTTTGGAGTTTGACTATT
CTGTGGTTCTGGTTAGCTGGGCCTGAAGAATCAGCTATGATTAACAAGATACCAGAACTA
CTAAAGCAAAACCTTTGCATTACTGGGACTATTGATGTTGGTTAGCTGGAGCTAAGAAAT
TAGCGGTGATTAAGAAGAGACCAGCATCGTTGAGGTAACAACTTCTGGGAAGTGTTTTCT
GAAAGCACAAAGATTCTGTGTTCCAGAGATAGCCAAGGTTGTACTCCTGCTGCAGCGGGA
CTTGATAATGTGTAAGGGTCACCCAGGTGGTACTGGTTTTGAAGGCGTGAAGGGGTCACA
CAGAGCAACTGAGGCTCAGCACAGAACAACTGAGGCTAGGCACTGTGAGAGGCCATTGAA
GGCCATTGGTGAAGGTGCAGCCTCAGTTGAAGTTGATGGCCCAGGACTGAAGGAGTCATG
CATTGTTTTGGAGATGCCAGTACCATGAGATGACCACCAAGAACAGCAGCAGCAGTGGAG
TACAGGCAGCTGGAGCCTAGAAGACAAGCTGTGTGCTACAAAGGACAGGGCTGGAGAAGT
GACCTAAGCCCTTGGAGGAGCCCAGAAGATCGTGAGTTAGATCCCAGACATTGGACAGTT
GAAGTTTAATTTTTGCTTTTGATTGTGACTGGGCCCTGATATGTTTCCCTCTTGAAGGAA
GTAAATATTTTAGTGGATTCCACAGTTAAGAGACTTTTAATTGTAAAAAGACTTTGGATT
TTAAGATATTGGACATTTTTTTTCTATTTTTTATTAGGTATTTTCCTCATTTACATTTCC
AATGCTATCCCAAAAGTCCCCCATGCCCTCCCCCCCACTCCCCTACCCACCGACTCCCAC
TTTTTGACCCTGGTGTTCCCCTGTACTGGGGCATATAAAGTTTGCATGTCCAATGGGCCT
CTCTTTCCAGTGATGGCCGACTAGGCCATCTTTTGATACATATGCAGCTAGAGTCAAGAG
CTCCAGGGTACTGGTTAGTTCATAATGTTGTTCCACCTATAGGGTTGCAGATCCCTTTAG
CCCCTTGGGTACTTTCTCTAGCTCCTCCATTGGGAGCTCTGTGATCCATCCATTAGCTGA
CTGTGGGCATCCACTTCTGTGTTTGCTAGGCTCCGGCATAGTCTCACAAGAGACAGCTAT
ATCAGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGATGTCAGTGTTTGGAAGCT
GATTATGGGATGGATCCCTGGATATGGCAGTCTCTAGATGGTCCATCCTTTTGTCTCAGC
TCCAAACTTTGTCTCTGTAACTCCTTCCATGGGTGTTTTGTCCCCAATTCTAAGAAGGGG
CAAAGTGTCTACACTTTGGTCTTCATTCTTTTTGAGTTTAATGTGTTTTTCAAATTGTAA
CTTATATCTTGGGTATTCTAAGTTTCTGGGCTAATATCCACATCTCAGTGAGTACATATC
ATTTGAGTTCTTTTGTGATTGGGTTACCTCACTCAGGATAATGCCCTCCAGGTCCATCCA
TTTGGCTAGGAATTTCATAAATTCAATATTTTTAATAGCTGAGTAGTACTCCATTGTGTA
AATGTACCACATTTTTTTGTATCCATTCCTCTGTTGTGGGGCATCTGGGTTCTTTACAGC
TTCTGGCTATTATAAATAAGACTGCTATGAACATGTGTCTTTCTTACCGGTTGGGACATC
TTCTGGATATATGCCCAGGAGAGGTATTGCGGGTTCTTCCGGTAGTACTATGTCCAATTT
TCTGAGGAACCGCCAGACTGATTTCCAGAGTGGTTGTACAAGCTTGCAATCCCACCGGCA
ATGGAGGAGTGCTCCTTTTGCTCCACATCCTCACCAGCATCTGCTGTCACCTGAATTTTT
GATCTTAGCCATTCTGACTGGTGTGAGATGGAATCTCAGGGTTGTTTTGATTTGCATTTC
CATGATGATTAAGGATGCTGAACATTTTTCCAGGTGTTTCTCAGCCATTCGGTATTCCTC
AGGTGAGAATTCTTTGTTTAGCCCTGAGCCCCATTTTTTAATGGGGTTATTTGATTTTCT
GGAGTCCACCTTCTTGAGTTTTTTATATATATATTGGATATTAGTCCCCTATCTGATTTA
GGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGCCTGTTTGTCTTATTGATGGTGTCT
TTTGCCTTGCAGAAACTTTGGAGTTTCATTAGGTCCCATTTGTCAATTCTCGATCTTACA
TCACAAGCCATTGCTGTTCTATTCAGGAATTTTTCCCCTGTACCCATATCTTCGAGGCTT
TTCCCTACTTTCTCCTCTATAAGTTTCAGAGTCTCTGGTTTTATGTGGAGCTCCTTGATC
CACTTAGATTTGACCTTAGTACAAGGAGATCAATTCGCAATCTTCTACATGATAACCACC
AACTGTGCCAGCACAATTGGTTGAAAATGCTGTCTTTTTTCCACTGGATGGTTTTAGCTC
CCTTGTGGAAGATCAAGTGACCATAGGTGTGTGGGTTCATTTCTGGGTCTTCAATTCTAT
TCCATTGGTCTACTGGTCTGTCGCTATACCAGTACCATGCAGTATTGAGGTCTGGCATGG
TGATTCCACCAGAGGTTCTTTTATCCTTGAGAAGAGTTTTTGCTATCCTAGGTTTGTTAT
TTCAGATGAATTTGCAGATTGCCCTTTCTAATTCGTTGAAGAATTGAGTTGGAATTTTGA
TGGGGATTGCATTGAACCTGTAGATTGCTTTTGACAAGATAGCCATTTTTACAGTGTTGA
TCCTGCCAATCCATGAGCATGGGAGATCTTTCCATCTTCTGAGATTGTCTTTAATTTCTT
TCTTCAGAGACTTGAAGTTCTTATCATGGAAATCTTTCACTTCCTTAGTTAGAGTCACGC
CAAGGTATTTCATATTACTTGTGACTATTGAGAAGGGTGTTGTTTCCCTAATTTCTTTCT
CAGCCTCTTTATTCTTTATGTAGAGAAAGGCCATTGACTTGTTTGAGTTAATTTTATATC
CAGCTACTTCACTGAAGCTGTTTATCAGGTTTAGGAGTTCTCTGGTGGAATTTTTAGGGT
CACTTATATATACTATCATATCATCTGCAAAAAGTGATATTTTGACATCTTTTTTTCCAA
TTTGTATCCCCTTGATCTCCTTTTGTTGTCGAATTGCTCTGGCTAGGACTTCAAGTACAA
TATTGAATAGGTAGGGAGAGAGTGGACAGCCTTGTCTAGTCCCTGATTTTGCTTCCAGCT
TCTCACCATTTTGATGTTGGCTACTGGTTTGCTGTAGATTGCTTTTATCATATTTAGGTA
TGGGCCTTGAATTCCTGATCTTTCCAAGACTTTTATCATGAATGGGTATTGGATTTTGTC
AAATGCTTTCTCCGTGTCTAAGGAGATGATCATGTGGTTTTTGTATTTGAGTTTGTTTAT
ATAATGGATTACGTTGATGGATTTCCATATATTAAACCATCCCTGCATCCCTGGGATGAA
ACCTACTTGGTCAGAATGGATGATTGCTTTAATGTGTTCTTGGATTCGGTTAGCAAGAAT
TTTATTGAGTATTTTTGCATCTATATTCATAAGGGAAATTGGTCTGAAGTATTCTATCTT
TATTGGATCTTTCTGTGGTTTAGGTATCAGAGTAATTGTGGCTTCATAGAATGAGTTGGG
TAGAGTACCTTCTACTTCTATTTTGTGGAATAGTTTGTGAAGAACTGGAATTAGATCTTC
TTTGAAGGTCTGATAGAACTCTGCACTAAACCCATCTGGTCCTGGGCTCTTTTGGTGGGA
AACTATTAATGACTGCTTCTATTTCTTTAGGGGATATGGGACTGTTTAGATCGTTAACTT
GATCCTGATTTAACTTTGGTACCTGGTATCTGTCTAAAAATTGTCCACTTTGTCCAGGTT
TTCCAGTTTTGTTGAGTATAGCCTCTTGTAGAAGGATCTGATGGTGTTTTGGATTTCTTC
AGGATCTGTTGTTATGTCTCCCTTTTCATTTCTGATTTTGTTAATTAGGATGCTGTCCCT
CTGCCCTCTAGTGAGTCTGGCTAAGGGTTTATCTATCTTGTTGATTTTCTCAAAGAACCA
GCTCCTCATTTGGTTGATTCTTTGATTAGTTCTTCTTGTTTCCACTTGGTTGATTTCACC
CCTGAGTTTGATTATTTCCTGCCATCTACTCCTCTTGGGTGAATTTGCTTCCTTTTTTTT
CTAGAGCTTTTAGGTGTGTTGTCAAGCTGCTAGTGTGTACTCTCTCTAGTTTCTTTTTGG
AGGCACTCAGAGCTATGAGTTTTCCTATTAGAAATGCTTTCATTGTGTCCCATAATTTTG
GGTATGTTGTGGCTTCATTTTCATAAAACTCTAAAAAGTCTTTAATTTCTTTCTTTATTC
CTCACTTGACCAAGGTATCATTGAGAAGAGTGTTGTTCATTTTCCACGTGAATATTGGCT
TTCCAATATTTATGTTGTAATTTAAGATCAGCCTTAGTCCATGGTGGTCTGATAGGATGC
ATGGGACAATTTCAATATTTTTGTATCTGTTGAGGCCTGTTTTGTGACCAAGTATATGGT
CAATTTTGGAGAAGGTACCATGAGGTGCTGAGAAGAAGCTATATCCTTTTGTTTTAGGAT
AAAATTTTGTGTAGATATCTGTTAAGTCAATTTGTTTCATAACTTCTGTTAGTTTCACTG
TGTCCCTGTTTAGTTTCTGTTTCCACCATCTGTCCATTGATAAAAGTGGTGTGTTGAAGT
CTCCCACTATTATTGTATGAGGTGCAATGTGTGCTTTGAGCTTACTAAAGTTTCTTTAAT
GAATGTGGCTGCCCTTGCATTTGGAGCATAGATATTCAGAATTGAGAGTTCCTCTTGGAG
GATTTTACCTTTGATGAGTATGAAGTGCCCCTCCTTGTCTTTTTTGATTATTTTGGGTTG
GAAGTCGATTTTATTCGATATTAGAATGGCTACTCCAGCTTGTTTTTTCAGACCATTTGC
TTGGAAAATTGTTTTCCAGCCTTTCACTCTGAGGTAGTCTCTGTCTTTTTCCCTGAGATG
GGTTTCCTGTAAGCAGCAGAATGTTGGGTCCTGTTTGTGTAGCCAGTCTGTTAGTCTATG
TCTTTTTATTGGGGAATTGAGTCCATTGATATTAAGAGATATTAAGGAAAAGTAATTGTT
GCTTCCTATTATTTTTGTTGTTAGAGTTGGCATTCTGTTCTTGTGGCTGTCTTCTTTTTG
GTTTGTTGAGGGATTACTTTCTTGCTTTTTCTAGGGCATGGTTTTAGTCCTTGTATTGGT
TTTTTTTTTTTTTTTCTGTTATTATCCTTTGAAGGGCTGGATTCGTGGAAAGATAATGTG
TGAATTTGGTTTTGTCCTGAAATACTTTGGTTTCTCCATCTATGGTAATTGAGAGTTTGG
CTGGGTATAGTAGCCTTAGCTGGCATTTGTGTTCTCTTAGTGTCTGTATAACATCTGTCC
AGGATCTTCTGGCTTTCATAGTCTCTGGTGAAAAGTCTGGTGTAATTCTGATAGGTCTGC
CTTTATATGTTACTTGACTTTTTTCCCTTATTGCTTTTAATATTCTATCTTTATTTAGTG
CATTTGTTGTTCTGATAATTATGTGTCAGGAGGAATTTCTTTTCTGGTCCAGTCTATTTG
GAGTCTGTAGGCTTCTTGTATGTTCATGGGCATCTCTTTCTTTAGGTTTGGGAAATTTTC
TTCTATAATTTTGTTGAAGATATTTGCTGGCCCTTTAAGTTGAAAATCTTCATTCTCATC
TACTCTCATTGTGTCCTGGATTTCCTGGATGTTTTGACTTAGGGATTTTTTGCACTTTGT
ATTTTCTTTTATTGTTGTGCAGATGTTCTCTATGGAATCTTCTGCACCTGAGATTCTCTC
TTCCATCTCTTGTATTCTGTTGCTGATGCTCGCATCAATGGTTCCTGATTTCTTTCCTAG
GTTTTCTATCTCTAGCGTTGCCTCACTTTGGGTTTTCTTTATTGTGTCTACTTCCTTTTT
TAGGTCTTGGATGATTTTATTCAATTCTGTCACCTGTTTGGTCGTGTTTTCCTGTAATTC
TTTAAGGGATTTTTGTGCTTCCTCTTTAAGGTCTTCTACCTGTTTAGCAGTGTTCTTCTG
TATTTTTTTAAGTGAGTTATTAAAGTCCTTCTTGATGTCTTCTACCATCATCATGAGATA
TGCTTTTAAATCAGGGACTATCTTTTCGGGTGTGTTGAGGTTCCCAGAACTGGGTGGGGT
GGGAGTGCTGCGTTTTGATGATGATGAGTGGTCTTGGTTTCTGTTAGTAAGATTCTTATG
TTTGCCTTTTGCCATCTGGTAATCTGTTGAGTTAGTTGTTGTAGTTGTCTCTGGTTAGAG
CTTGTTCCTCAGTTGATTATGTTAGCCTCTATCAGCAGACTTGGGAGACTAGGTCTCTCC
TGAGTTTCAGTGTTCAGAGTATTCTCTGCAGGCAAGCTCTTCTATTGCAGGGAAGGTGCC
CAGATATCTGGTGTTTGAACCTGCCTCCTGGCAGAAGTTGTGATCCACTCACCAGAGGTC
TCAAGATCCCGTGGAGAGTCCTGTGAGTACCTTGTGGGTGTCAGCAGACTCCCTCTCAAG
GTACCCAGGTGCTCCCATGGACCGGAAGGGACTTGTGCCTCTGATCAGGCCGGGTTTTTT
GCTTCCCTAATTAATGCAGTCTCAGGTCCAGCATGCTTGGATTAGAGCAGAAGCTGTGTT
CCACTCACCAGAGGTCTTAAGATCCCATGGAGGGTCCTTTGGGTACCTTGTGGGTGTCCA
CAGACTCAGTGCCCAAGGTATCCCGGTGCTGGCATGGACCATAACGGACTTGTGACCCTG
ATCAGGCTGGGTTTTCTGCTTCCCTAATTAATGTAGTCTCAGGTCCCATCGATATTGGAC
ATTTTAAAGGGATAGACTTTTAATATGTAAAGACTGTGGGACTTTTAAAGTTGTTTAGGT
CTTGGGGATGAATAAGAAATTAAAGATTGAGGCTTGCTAGTGATGTGTTTGTGTGTCAAG
TTCACAAGGGGTCAATTGTACTGGCTAGTTTTGTGTCAACTTGATACAGCTGGAGTTATC
ACAGAAAAAGGAGCTTCAGTTGAGGAAATGCCTCCATGAGATTCAACTGTAAGGCATTTT
CTCAATTAGTGATCAAGGGGGGAAAAGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGCA
ATCTTGGTTCTATAAGAGAGCAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAGGAATA
TCCTTCCATGGCCTCTGCATCAGCTCCTGTTCCCTGACCTACTTGAGTTCCAGTCCTGAC
TTCTTTCAGTGATGAACAGCAATGTGGAAATGTAAGCTGAATAAACCCTTTCCTCCCCAA
TGTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAAGCCTGACTAAGACAACGTCTGT
ATATATGCATGGGTACAAGCATATATTGGCCTGTTCATATATGTGTGCACATGTGCGGGT
ATATGCATTAAGTGTTTATATATGTGTGTGTATGTAAGCACATGTATATGACTGTGCAAG
TATTGAGTGTTTTGTATTTGTATATATGTGTGTGCATGTGTGCAAGAACACATTAATTAT
ATTCTTGCATGTGTATATGTGTGTATATGTGCATGCACACGCACGCACACACACACACAC
ACACACACACACACACACACACATGTGCATGTATGTTGGTGGCATAAGGGACAAGGCAAG
AAGCAAACAAGTAGAGTTTAAAGGCAGAAGAAAGACACAGATATCTTTAGTGAAGCAGCT
TGGAAGCCAGGACTGAGAGTAAATTAAAAGCTGATGTTAAAGACTTTTCACTTCTTTCCA
CTTGCACTATCACCCAGATGGTGCCCATGACCTGATCCAAAAAAAATGTCTTCTCTCCCT
TGCCATCTTTCTTTTCTTCCCTCTCTGCCTCATCCTTTCTTTCTCTCTCTCTTCCTTCCA
GGAGGCCCAGCCCCAAACTGCTCTCTTCTGCACTCAGCTACTCTCCCACCTACCAGGGTA
TCTTGGTGCATACCTACAGTAAGTGTTCTGGGCTCTTTGCTAGATCATATTACAGCCCAT
GGCCAGCACCCCTTTCCCATCTGGTTTCCTCCGTAAAGAAAGGGGGACTTGGTGGTATCA
AGGTTGGATGAGCCCAGCTGCCCCTAATCCACTTCCTTCTTTTGGTCCATGGATTTGCCG
CTAGAGAAGCAAAAGTGGAAGTCAGGGAGAAGTCAGAAAAATGAACATCTCTTGGTCCTC
AAGAGAAAGGATAGTAAGGGAAAGAGATGCAGCAGGGAAGGGCTCATGGGGGTCATCCAG
TCTGATCATCACCAATGAGAGGACAGGGGACTGACTCAATGGGGCTTCAGGACAGCTGTG
AGCTTCAAAGGGAAACTTGTGACAAGCCCTACATCTGTGATGACTTCTTGTCTTTGACAA
TACTACCTCTTTTGCATTAATCTGTGGATAATAAGGATAATAATAAGGGGATCACAGCTT
AAGGGGACTACAGCTTCATAGTGCAAAAGAGGAACAACATGAAAACGAACATCACTTTCC
AGTGTTTATTCTGTCCCATGCCATGGCACTGGTGGGTTGGAAGAGAATCTGTAGTGGAGT
CAGTCAACAATGCTACTTAACTATGTCCTCTGTCATTCATTTGCTAGTTTGTGATAATTA
TTGAGTGACTGACAAGAGCCAAGCTTAAGTGCTGGGCCTCTGGATAGTCCTCTGACTTGG
CTACCTAGGTGTGTCCAACTGGTTTTGGAGAAAGTGACTTCGTTTTTGGAGCCATTAAAC
ACCATATCATGTGGTGCCCAGACCAACTTATTGGGAAGCCCCAGACTCCATTCCCAGTCT
CCCTGTCATGTGCATAAGTCAAAGGCATGTTTGAGTTGCTGGGCTTTTGATATAAGCACC
TCTTTTCCTTGCCAAGAGGAGGGCTGAACTGACTATACCAGGTCTCCCATGCTTGTGTCA
CAAATATTCAACTTCTAAATCTGTTACTGATTAACAGTTTCTGAGCCTTTATCATATAAA
GCCGTTGGGAGTTAAAACAAGAGCCTGTAAACTTAGCGTCCCATTGAGTCAGCCTCAGAT
CTGGAAGTGAATTGACCATGATTTTCTAACCCCTGAGCCAGAATCTAGCTCTTGGCAAAT
TGGTTCCCTTGTTATATTTGCAGGGGTCAGGTATAATAACTGGTAACATTGTATATGGTT
ATTGTATATTTTCAAAAAGTTTTATATGCAATCAGTTATTAAATACCCATTTTTCCTTTG
TTGCAACGTCAGCAACAGCATTCAGTCTGGGGGGTGGGAAAAGCAAGAGTAGAAACCACT
CCCGAAATGAATGGCTGTCTGGATAATGATGGAGTAGGTTACACGAGCCTGTTTCCCCAC
AGCATAGCTGCATGATTAAAAAAATACCCGTGCACATTTGGGTCACTAACCTATCAATAA
TTAAATGGGATCCTCGAATAAATATTGCAGTGGTCTCTCCCCTCCCCCTCTTCTTTTCCA
CATGGGCACTTTGACATTTTGTGCTGCCAAAATGCCTGATAAATATGTCTACCACTGAGA
AATAAGCTGCCTTTCGAACCCAGAGGGGCGCCCAGCAGTGTCTGCTCTTAGAAGAAGACG
TAAAAATATATGCTTTGATTAAAAGAAAATGTCACCGGGGGAAAGTATTGGGCTTTCCTT
CTGGCCATGGCAAGCATCTGAAAAGCAAAGGCGGGGAGCATGAGAAATTACAGGTCCCGT
GCAGGAGAAGCCCAAGCCCGCATCACACTGTGCTCCAATGCTCTTCATTGTGCTGTTCAC
AAGTAAGAAATGATCCGATCCACGGCTGCTCGTTTTCTTCTTTGTATTTTTGTTTCATAA
TTAAAAGCTGATAGTTATTCCATGAAAATGCTATTGGCATATGTGTATGTGTAAGGTATG
ATAAGTAATTAACAGCCCGTGCTCAACACCTGCTTTAAGGATATTCCATGACTGGTTGGT
TACATGGCCTATAATAGAGCTACTCAGCAGACCGAGGCAGAGGATCGTAAGTTCAAGATC
AGCCTGGGCAGTACAGGGAGACCCACCTCTCCCAGGGACTAAACTACAAACCTAAGAGTA
CACATGGAGGAACCCCTGGGTCTAGCTGCATATGTAGCAGAGGATGGCCTTATCGGGCAT
CAATGGGAGGAGAGGCCGTTGGTCCTGTAAAGGCTTGATGGATGCCCCAGTGTAGAGGAA
TGCCACGGCAGGGAAGTGGGAGTGGGTGGGTGGGAGGGGGAATACTCTTAGAAGTAGGGG
GAGGGAGGATGGGATAAGGGTTTTGGGGGTAAGGGGGGCCCAGAAAGGGGATAACATTTG
AAATGTAAATAAAGAAAATGTCCAATAAAAAATTAAAAAAAAACCTGTTGTGAATAAATT
CAAAACAATATAATTTTGCTGCTGATTTGTGATCACACTCTTTGTTTATCAGGGAGAAAC
AATTCTCTCATTTTGTGCTCACTAACCCCTTGGTTTGGGGCATAGTTTTACAGCCCAAGC
ATACGCATTTAAAGGAATTTTGAGTATTTTCCCAGTTCCTTGAATAGGATGATACTGTTT
TTGCCTGGTGTAACTTTTTTCACCCCATGTTTCCTAAGTACAGTCCTAGAGAAAAATCTG
AGTGTTACACAATTATCACTAGTTCTTTCTAACTATGTTACCACAGTCTACAGGGTTGAG
GGAGCACTATTTATTTACCCACTTTCCTGCTGAAGAACACTGGGTACCCGGGGACGTGAT
ACTTCCTCAGCGTGAGGACCCCAGCTGGACTCCTAGGAACCATTCGAGAGTAAACGGTGT
GGTGGTGCCTCCTGTGAGTCCTGTGAGAGTGTTCTCCAGGGCGTGGCACTGTGGAAGCAT
GCTGAACACACACATCTGAGTTTAAAGATGATCTTACATTACTTCCTGTAGAGTTTCTAG
CAGATCAGATTTTTCCACAGCCTTGCATGAAAGTTCCCGTTGGGCCACAGTGTTACTCAT
AGTTGGTAACTGAAAAGTGTTTGCCTCATGTGGGTTTTGCTTGTGTCTCTTATCTCAACA
TTAAGGAAAGTATCTATATCTTTCCATAATTACATTTATGCTATTGCTATTTGTACTTTC
CTTTTTTGGTCTGTCTCATTTGGTTGTCTCTTTATTTCTTCTTTCTTTTTTTTTTTATTT
TTATTTATTGTACATTTTTCTTTATTTACATTTCAAATGTTATCCTCTTTCCTGGTTTCC
CCTCCAGAAACTCCCTATCCTCCCTCTTCTTCTATGAGGGTGTGCCTCCACCCACGCACA
CACTCCTGCCTCCCCTCCCTGGCATTCCCCTACACTGGGGCATAGAGCCTTCACAGGACC
AAGGTCCCCTCCTCCCATTGATGCCCGACAAGGCCATCCTCTGCTGCATATGCGGCTGGA
GACCCTGGGAGCTCTGGGGGTCTGGTTGGTTGATATTGTGGTTCTTCCTATGGGGTTGCA
AACTCCTTCAGCTCCTTCAGTCCTTTCTCTAACTCCTCCATTGGGGAACCCATGCTCAGT
CCAATTGTTGGTTGTAAGCATCCGCCTCTGTATTTGTCAGGCTCTGGCAAATCAAATACA
GCAATATCAGGTTCCTGTCAACAAGCACTTCTTGGCATCCACAATAGTGTCTAGGTTTGG
AGACTGTATATGAGATGGATCCCCAGGTGGGGCAGTCTCTGGATGGCCTTTCCTTAGATC
TCTGATCCACACTTTGTCTCCGTATTTCCTCCCATGAGTATTTTGTCCCCCCTTCTAAGA
AGGACTGAAACATCCACACTTTGGTCTTGAGCTTCATGTGGTCTGTGAATTGTATCTTGG
GTATTCCGAACTTTTGGACTAATATCCACTTACTAGTGAGTGCGTACCATGTGTGTTCTT
TTGTGATTGGGTTACCTCAGTCAGGATAATGTTTTCTAGTTCCATCCATTTGCCAAATAA
TTTCATGAATTCATTGTTTTTAATATCTGAGTAATACTCCATTGTGTAAATGTGCCACAT
TTTCTGTATCCATTCCTCTGTTAAAGGACATCTGGGGTCTTTCCAGCTTCTGGCTATTAT
AAATAAGACTGCTATGAATATAGTAGAGCATGTGTCCTTGTTATATGTTGGAGCATCTTC
TGGGTACATGCCCAGGAGTGGTATAGCTGGGTCCTCGGGTAGTACTATGTCCAATTTTCT
GAGAAACTGCCAGACTGATTTCCAGAGTGGTTGTACAAGCCTGCAATCCCACCAGCAATG
GAGGAGTGTTCCTCTTTCTCCACATTCTCGCCAGCATCTGCTGTCACCTGAGTTTTTTAT
TTTAGCCATTCTGACTGCTGTGAAGTAGAATCTCAGGGTTGTTTTGATTTGCATTTCCCT
GATGACTAAGGATGTTGAACATTTCTTTAGGTGCTTCTTGGACATTCAATATTCCTCAGT
TGAGTATTCTTTGTTTAGCTCTGTACCCCATTTTTAATAGGGTAACTTGATTCTCTAGAG
TCTAACTTCTTGAGTTCTTTGTATATATTGGTTATTAGCATTCTATTGGATATAGGAATG
GTACAGATCTTTTCCCAATCTGTTGGTTGCTTTTTAGTCCTATTGACAGTGTTCTTTGCC
TTACATAAGGTTTGCAATTTCAGGAGGTCCCATTTGTCTATTGTTGATCTTAGACCATAA
GCCATTGATGTTCTGTTCAGGAAAATTTCCCCTGTGCCCATGTGTTTGAGGCTCTTCTCC
ACATTCTTTTCTATTAATTTCAGTGTCTCTGGTTTTATGTGAAGTTCCTTGATTCACTTG
GACTTGAGCTTTGTACAAGGAGATAAGAATGGATCGATTTGCATTTTTCTACATGCTGAC
TTCCAGTTGAACTGGCACCATTTGTTGAAAATGCCGTATTTTTTCCACTGGATGGTTTTA
ACTCCTTTGTCAAAGATCAAGTGACCATAGGTATATTCTTTTATTGTTGAGAATAGTTTT
CACTATCCTGGGTTTTTTGTTTTTCCAAATAAATTTGCAAACTCTATGAAGAATTGATTT
GGAATTTTGATGGGGATTGCATTGAATCTGTAGATTGCTCTCATCAAGATGGCCATTTTT
GACTATATTGATCCTGCCAATCCACGATCATGGGAGACCTTTCCATCTTCTGAGATCTTC
TTTGATTTCTTCAGAGATTTGAAGTTCTTGTCATACAGATCTTTCACTTCCTTGGTTAGA
GTCACACCAAGGTAGTTCATATTATTTGTGACTATTGTGAACACTATCTCTTTGTTAACA
AGCTGGACACTAGCATTTTTCCAGTTTCACATATGGCATCTTTTGGCTTTGAGCTCTGAT
TGATGTCATTCAATTGCTGTCGGGTAAAGATTTGATTTTAGGTATAATACAAAATTGTTA
ATGTTTATTTCAATGACATTGTCCAAATTGCCAGGGTTTATTTTGTGTTTTGTTTGTGTA
ATATTCCCCAGTTTTCTTTAAGTCTGGGTTTCACTCTAGAGCCCTGGGAGGCCTTGAACT
CTCAGTGTAAACCAAGCTTGCCTCAATTCTCTCTATAAGTCAGGATGGCCTCAAACTTGT
AGCAATTCTTGTCCTTCTGCCTCCTGGATGCTGAACTCACAGGCATGTCTCAGCATGCTC
ATATTTTATGTTTTGTTCCTTGTACATATTACACAACAATTCCTCTTTACCTTAAGAATT
TACATATAAAGATTAAAGAATTTCCCTTTTTGAGCTCTTTCTCTCTTCTGCCTTGATTCA
GTTTTGTGTGTTCAGCAGAACTGACCCTGATGGTAGGGGTTCGGGTGAGCTGGGCTGAGG
GTGTGCACATGGGAGAGCTGGCCCTGCCTCTTGTTTGCTGTGCAGCAATGTGGGTGGGGA
AGAAATGCCCTCTCTCACCTTTGTCCCTTGCCACCTATGACAGGCAGGAGCACTGACCCT
TGGGTCCTGAGAGCAGGATGCTAACCCTGCCTCTCACCTGCTGCGTTTCTCAGGAGAGCA
GGCCCTGCACTTTGCCTGGGCAGCAGAGTAGAGCTGGCCCTGTATGTGGAGTTGCAGGTG
CGTTGGCCAATGGGCATAAGTACAGGAGAGCTGCCCCTGCCTCTTTTCTGCTGGTACTGA
TGGCACAGAAGAGGGAGAGGCACCCTCCTCCCTCCTCCCTCCTCCCTCCTCCCTTCTCCC
TCCTCCCTCCTCCCTCCCCATCTGTGGCAGATGGGAAACCTGGCCCAGGATTATGAGAGT
TGAGAGACCTGTCCATGTACCTCACCTGCTGCAGCACTCTGGAAAGCAGGCCCTGCACCT
CACCTGGGCAGCAGGATAGTGCTGGCCCTGGTTGCAGGGCTTGAAAGTGAGCCATCCCTG
AGGCTCTGAGATCATGAGAGCCAGAGGGCTGACCATCTCTGATGCCTCTCAGGCCCAGTT
CCAGAGCTCTGAGTTGGCCCACTCCAACATCTACCCTGTCAGTGAAATGCTCGTATGCAT
GAAGGGGCAGGCTCTCCAGATCCAAAACTACAGGACCTCTATGACACAGGGCAACAACAG
GATATCTGAGAGGAGTCCCAGTGAAGTTCCAGAATTGATAGAGTAGCAAAAGTCAGAGGC
CTAGAACCAGACCAAGAAGTCATTGCAGTGAACATTTCTAAGCAAAGAAGTGTGGGCAAA
AGGGAATCCTATGGGACACACTGTGACACATTACAGCTTCCACAACAAGACATTTTTCTC
TGTTGGTGGAGAGGTTGCAAGGCTAGAGGGGAGGTGGAGATGAGCAGGATTGGGGTGCAT
AATGTGAGGTTCACAAAGAACCAATAAAAATTTTTTAAAAATCTTAATTTTTTGTATGTG
TGTTAATGAAGCAGAGGTAAAATGTAATTCTTCCAGTGAATGGCTGTTGTTCTATCTACC
ATCTTTGACAAGTCTATTCTTTCCCCATGAGGTACAATGCCATTATCTTAGTTAGGGTTT
TACTGCTCATGAACAGACACCATGACCAAGGCAACTCTTATAAGGACAACATTTAATTGG
GGCTGGCTTACAGGTTCAGAGGTTCAGTCCATTATCATCAATGTGGGAGCATGGCAGCAT
GCAGGCAGGCGTGGTACAGGAGGAGCTGAGAGTTCTGCATTTTCATCTTACTGTTGTTAA
CAGAATACTGGCTTCCAGGCAGCTAGGACAAGAGTCTTAAGCCAGTGCCCACCGTAACAC
ACCTACTCCAACAAGGTCACACCTTCTAATAATGGTACTCCCCAGGCCAAGCATATACAA
ACCAACACACCTAGTAACTACAGATGTTGGACATTGTTACTGTTATTGTATATATGGTAT
AGATATGTGTGTGTTCAAGTGTGTGAGTGTGGGCACACATGGCACACTGTGCATGCGGAA
GTCAGAGGACACCTCAGGCTCTGGTCCTCACCTGCAGCTTTCTTTGAGATGAGTCTCCTT
TGCTTACATCCACCTGGTACCTGGCATCTTGCTGACGGATCACTGGGATTACAGATACAT
GCTACTAAGCTTGGCTTTACATAGGTTTGGGGAATCAAACTGAGGTCCTTACTGCACCAC
TGAACTATCTCCCCAGCCCATTTCAAGGGCATTTAATGAAGGCTTTTTTTTTTTCTTTTT
GCTCTCCTTAAGGATATGAAGAGGTTGTTCATATTTAAAAATATTTTTGTCTTTTCCTAG
TTGCTTTTATTTTTCTTACTAAATTCTAAGTGTCCATGGATACTCTAATTCTTAGTTAGA
AATGTCTTGTAAACATTTTCTCTCTGTAAATTGCAGGCTCCTTCACACTTTTAGAAAACA
CTTTGTCGATTCTTTGTGAGTTTCACATGATGCACCCAGTCATGCCCATTTCCCCCTCCT
CATCTATCTACCCGTTGCCCTTGCAACCTTCTTCCCAAAAAATAAAACACATTCAGCAAA
TAACAAGGACAAAAACAAAAATCAAAGCATAGAAAACATTGTGGAAGCTGTAGTGTGTCA
CAGTGTGTTCCACAGTATATCCCTTTGTCCACACATGTTCTTTGCAATGAGTCATTGGTC
TGGCTCAAGGTCTCTGGCTTCTGTAACACCATCAATGTTGGATCCTCATCAGGACTTCTG
GTTATGCTGTTGTTGCCCTGTGTCATGGAGATCCTGCAGTTTTGAAAGAGCAGAGCTGGC
CCCTTTACACATCCCAATCATTCATAGATAGTATAGAGTTTGTGCTGGCACATCAGAGCC
CTGGATCTGGGACAGGGTGGTAACTGAGCTGGTTGCCCACCAACCTTTCCTTTTCTACAC
CTCCAGGACAAGCTCTCCAGCACTGCTCTGGCTAGGGCACCCAATGTGTCTGTCAGCAGC
AGGCAGGGTCAGCATTCCTGCTCTCATGTCCTCCGGGCCAGCTCACCCATACCCAACTTG
AGCCAGAGCCAGAGCCAGAGCCAGAGCCAGAGCGCTGACAGGCAAGGTGCAGGCTCACTC
TCCCAAGTGCTGCAGCCTATGAGGGGCTGGAACAGCTCTCCTGTTCTCACACCCCCAGGG
CTGGCTTAGCTGCACCCCCTCTACCAGGGCCAGCTCTACCATGTTACCATGAGAGAAGGT
GCAGGGCCTGCTCTCCCAAGTGCTGCAGTCATCAAAGGGCAGGGCCAGATTACCGCCCCC
CTCATGACCTCAGGGCCAGTTTTCCTGTCTGCAGCAGGTGGTGAGTGGCAAGGGGGTGAA
GGGCATCACCCCACATTCATTCCACCTCAAGGCAGGTGAGTGGCAAGTGACAGGGCCAGC
TCTCCTGTTATTTCACCCTCAGAGCTAGTTCACCTGCACCCCCTTGACCAGGGCCAGCCC
TGCTGTGCTGCCCAGGCGTGATGCAGAGCCTGCTCTCCCCAGTGCTTCTCCTGAGTGTGA
GTGCTTCATCTGGCTATGGACATGGCCAGCTCACCTGTTCTCCTGACCCGAGTCAGCTCC
CCTGACTGCCGACTGCCACAGGCTGCAAGGAGGATGGGGAAGGGAGGGATCATCCTATAT
CCATGTTAGCTCATGGCAGACAAGTGGCAAAGCTAGTCCTCCTGTGCTCTTGCCCTGGGG
GTTGGCTCCTCTGCTCCCCTGCCTCCTGGGTCAGCTCTCCTGTGCTGTCCAGGTGAGATA
CAGGGCTTGTTCTCCTGAATGCATAGCTGATATGGAGCTGGGTTGGCTTTCCAGCTTTTC
CTGGTGCTGGAGGTGGAGGTAGGGCACCATTTCTGCACCTGTACCACCCCACAGTAGGTG
AGTGCAGGGTCAGCAGGTCAGCACACTCACACCCTCTAGCAGGTTCATCCCTGCTATCAG
GGCAAGCTTCACTGAACTACTTGGGCAACGTGTAGGCAGTCTCCCAAGTCCTGCCTGCCA
CTTGAGAGATGGGGGCCAGCTCTCCAGAGCTCGGCATCTAATGTGGGGTGGAGTAAGTTA
TGCATAGCTCCTGGACATCCACGCAGTCCTCAGTGGCTGCCCTGACTAAGGGCATCACTG
TGTTCTCTAGTGGTAATATGAGCCAAGGAAAATGACATGGACCTCTGTCATTGTTGCATA
GCCATGGACTCAGGCTTGACCCTCAGTAACAGCTCTGGCTGGGACCTCACCATGGCCCCA
GGTAGAGAGACTCACCACTCATAACAGGCTACTTTTTTCCACCCTTGAGTCTTCAGTTAG
ATCTCTCTTTATAATGCTTAATTTGTTCCAACTCTCTTTCTCTCCTATCTGTTGACCACA
TACTTACACATTGTGGTGGCTCCTGTTGCAGGCTAGCCATGTGGCTGGCAGGCCCCTGGG
TGACATTCTCCATCCACGGGCAAGCAGGTGTCTGGAGTGTCATGGACTGGAGGGCAGGTC
TGTGGGTAGCATGGTGCTCTGCAGGTCTTTCTCTTCCTGTGCTGTGCTGCCTGGGTTTGA
TTCTATTTCATTTGATCTTTATGAGTCCTAGGCTTAAGCCAGCTTTTGGCCACCAAGCCA
GGCATTAAGCTAGGATGAACAAAGGGCTGTCATCTGCCCTGCCCCTGACTGATACAAGAG
CAACACCACCAACAAGGCATCTCTTTGCCTGTTACCTAAAAGGGTAAGGCTCCTTTATAC
TTTTGTTGATTATGGCTCAAAAGACAAAATATTTGATTCATCAAATCAGTTTACCAGGTT
TCTCTCTTGTGGTTTGGTTCCATGCCGTGTCTGAGAAATGCTTTTGTTTTAACCCAGACT
CTCAGATGTTCTGCTGTTTCTTTACAGAAAAAAATCAAAACCCTTGAGTATTTACGTTTA
GTCTCTGATGCTTCTCGGGTTTTAGCAAATATGGTTTGAGTTGAGTTTGCGATTCATCTT
CTCGTTCATTAAAAAGCAGTTATTTCAGCTCCATTTGCTGAGCAGACCATCTTTCCCTCT
ACTCGATTGTCGTAGTTTCTTTGTTGAAGATTAATTGACCATATATGCACGAGTCTATTT
TGGGTGACTCTATTAAGTCTTATTGATCCACATTCTGTTCGAACTCACAGACTGATGACT
ACACCTTCTTAGCCAGTCTAAACACCAGAGTCAGTCTTCTCTCTTCTTCTCTGATTCATT
TCAACTTTTCTTCCCTCTGTATCTCCCCATAGATTTGAAAAACAACCTGAAAACTTCTTC
AAAGAAAGTCTGTTTGGATTTTAACACTATCAGGTCTTCTCCTATGACTTAGGTATCTTT
CTGTGTATTCAGGTTTCCTTTCTTTAATTTTTTTTTCAGAGACATATTTGGCTTAACTAA
CTTTCCAAGTCTCAGTTGTCTATTGGCAATATGTGAAAGAGTTATTGTTATCATTGTTAT
TATTATTGTTATTATTATTATTATTGTTATTATTATTGTTATTATTATTGTTGTTATTGT
TATTATTATTGTTTTGCCTCTATCTTGCAGCTTCACTGAAGACTCCTTCATGAGTTGTAA
TCATTTTTTAATGATATCTTAAAATTAGAAAATGACATCTGAGAAAAAAGACATTTCTCT
TTCCCCCCTCCCATTCACTTGCTCCCCTTTCCTTGCCTTGTCATGTTCACTACACAAGAT
GTTAAATAAAGGTGGTGTGAGTAGACATTGTTGCATTAATTCTAGAATGAACATTTTTTT
TCCTGGCTGTGTGTGGTGTGAGGGCAGATTTTCTTTTAAACTGAATTTATTTTGACAATG
AATGAAGATATTTCCCCTGAGCACTTTCACCTAGAAGGAGAGTTTGTTATGATGCACAGA
ATTTTGTATGATGCGTAGGAAAGGGATCTTGAATAATCTACAGGTATAAGATCTTGTATG
ATACATAGGTATTGGATTTTGTTAAACACTTATTTTTCATGGATTTTTGATGCTCACCCT
GCTTCTATTTTGTGCTTATTAGTATTAATCATTATGGTTAATTTTTTGAACATCAAACCA
ACCTTAAATGTTTGGGATAACCCCAACATACTAGTGGTATGCTATTTTTATAAGCTTCTA
AACAAAGTTTGCTAAAATATTATCGAGGCCTTATTATTTTATTTTATGTGTGTGCAGTAT
GCCACAGTGCACACGGGAGGTCAGCGGGCAATCTGATGGATTCAGTTCTTTCCTTCTACC
ATACGGGTCCGTGCTTGGCAGCCAGCACCTTTATCCTCTGAGACATTTCACTGGCCCACT
GGGTGAGGATGTATATAACTATGTATCAGTTTCCTGTTGCCTCTGGAGACAATTGCTATA
AATGCAGTGGCTGGGAATAATACAGAGTAATCTTTTTATAGCTCTGGTGGTCAGAGGCCA
GAGGCTGTATCAATAAAATGAAGTCTAAGAGGTGGCCAGGCTGGCTTCTAAGGGTACTCT
GAAGGGATATGTTTTCTAGTTTCCATTGTCCCCTCCCACCATCTTTAAGCTCTTCTCTGC
ACTCTCTTCTTTTACCCTCAGTGTCTCCTGTTCCCCTCCTGTGAAGACTGCTGTGGTCTT
ACCAGTTCCAACTGGTAATCTAGTTTATTTCTCCCCTTTCAATATCCTCAGTCACCGTCA
CCAAACCCCCTTTAATTACAAGGTAGCCTTTTGAGGTTTCAGAGTGTTTTCCTGAATTTT
TATGTAGTTTTGGTATAAGGATAATGCTGACCTCATTAAGCCAATTGAGAAATATCTGAT
ACCATTTTCTGAGAGTTATGTGTGTTGAAAGTGTATAATTTCTTTCTTAAATATTTAATA
GAATTTATGAGCAAAGCCATTTATCCCTTAGCCTTCCCTAAATCCCCAGCCTGTGTCTAA
GTCGGTTCTCCATTGTACTTTATCAATAAGTTTAACCCTTTCTTGGAGTACTCAGTAATA
CTCATGGTGTTCTGATTGCTCTCCTCACATGAACATCTCATACCATCTGTCCTTGTGTTT
GGCATATATTTGTTGAGTGATCAATTGACTGACTAAGGAATCAAATTCTCGTGACGTATG
CCTGTAGTTTTATGAAGTTTTCTTCCCCTATTTTTGATTAAGTTAGCTCATAGTAGTTTC
TCTTTGCAGCATCTGAAAGTGTGTCAAGGGTCATCATGGATGTGTTCAACTTTGTGGAAG
GCTAATGCCAATGTTATGTTCCCAGTGAGTAGAAGACTGATGTCAATGTTATGTTCCCAG
TGAAAAGAAGGTGTTGAGGAGAGCTGGGGATGGTAGGAGAACACATAGGAAGAAGAAGCC
AGGTTCACCCAGTCTGGCTTAGCCTGGAGGTCTAACACACACACATATTCTCAGAAAGAG
GTATTTAATGTTTCTTAGCTGGTTTAAGGAGGTTAGCATTATCCTGATACCAAAATGACT
TAAAAATTGATGAGAAAAGTAAAGATCCTCTGGAACCTCCAAACATTGCCTTGTAATTAA
GGGGACCTTAGGGCTGTGATTAAGGATTCTGAGAGGGTAGAGATAAACTCCCTTGCTTCT
CAGCTGAGCATGAAAATGAGCAAGACCAAAGTGTAGGCTTAGATTTTTTTTAAACCTATG
TTTAATAAGGGTTTTCAAATGCTTCAATCCCCTCTTCTAGCCCACCATCCAAAGATAGGG
GAGAAAAGATGGTAAACAGGACAAGGGGATGTGGACCTGCTTAGGGTAGTTCCTAGGGAC
AATTTTAATCTCTGTTTGTCAGGCTAGCAGCAGTCCAGTTCATTAGTGTCAGGAGAGCAA
GCATGAATCAGTAGCAGTGACAAGATCCAGCAGAAACAGCCAGGCCTCCACTGAGTCGGC
ATGAGTCAGCAGGAGTGACCAGGACCAGTCGGAGACTCCAGTTTTCAAAGGTGCCTCTCT
TAACGAAGTGAAGATCAGCAAAGATGAAAACGCAAGACCAATGAAGGGTTGTCAAGCTAG
TTTTCAAGCCCCGTCACTGTCCGTTCAGTCCTTCTTATACTTTCTCCAAGATCCTGCCAC
ATATCTTGCCTCCATGAAACACCACGTGAGTCTGTATCAAAGCATGAATCAGCGGCGCTG
GGCTTGAAAGAGCCTAAAGCTGATGTAACGTGTGACCTAGCTTTGACTGCACATTCCGAT
CTCTCCAGGCTTGCATCTATAGCTCTAGGTTACCATCTAATACAGCTTATATTCTTCCTT
CCCTAAGGATAGCTGTGCACACACTCAAACATATCAATATTTGCCTCCAATTTCTAAACA
TAGTTTCAAATGCACTGGGGAGAAAGGACCTCCTTCATTTTGATCATCTAGATGTATTAA
AATATAAAGAAAAAAATTAATCACGATGCTGAATTCCTTTTTATTTTTTTCCTCTGTAGG
AATTCATCTGTGTCCTCAGTTCCCCCGATTGGCTCACTTTATGATGGTTTCTGTCTGAAT
ACAAAGTCTCCGTGGTTCCTGCAAGTCCTTGCTGTCTGATTCATTGCTGTTGCTCTGAGA
TCTATCATCAACTACCAAATCTTGAAAATTTGCAAGAAATTGAAAGCTCTCCAGGGGAGA
CAGGGAAGGGAAATAAATGTATCCTCAGATGCCCTCGCTCACTCAATCTGACAAGCGTAG
ATTATGTTGTTTGAAATACTTTCCAGACTGCTAGGAAGTGTCCCCAAGTGGGGGGCATGA
AGGGAATAAAGCCTTTGTACCATCGGACACTGCCTCACTGTTTATGAAATCACAGTTTGG
AAATGAAAGACTTATTAAATCATCTGGCCCATGCTGCTAGGACAGACTTTTCTCATTCTC
ATCCTTCATCTTGGCCAGTGAGTGGTATTTGGGGTTTGACTGATCCCAAGAGCTTGTGTG
TAGCAAGGCTGCTGGAGGTCAAAGGTGAATTCAGTTCTTGTTTATATCTGATAACCCTAG
CTCTCCAAAGGTATCTAGTAGATGCTTAGTGTTTGTTAAATGGAAGGAAATTGATTTTTT
TTTTTATATACAGCAAAGTCTTTGGCATGGTGAATGTTGGCTACTTTGCTGATGGAATTG
ATACTGATGCTTTACAAATATTTGAAGCAACCTTTGTTAACTTTTTGACCTAGGCATAAA
AAATAGATACATCTGTTGTAACAAATATGAGGCCAGGGAACACAAATGAATACTAAGTAA
CAGAGCTCACTGACTACTCAGAAAAATAGAATCAACTCTTAAATTAGAGCCATGTCCAAA
GTGTGGAGCATAGATTCTGTTATGTCATCTTCTAAGAGGTCTTAATAGATTGCACCGACA
ATAATTAAAAGACCAGTGAGAAGCATGACAAGCACTGGGCTTGCAAGATGCTCCTCAGAG
GACAGCAGGAAGAACTGTGGGAAAAGTTAGGAAAGACAATGGACTCCTCACAACGAGATC
GAAATCACAGAAGGATTTTCATTTTTAATTCCCCATATTTCTTTTCTCTAATTGATTGTA
TACTGTGGATGTGTGTGTGGTTGGGCACATACCACAGGGCATGCATGGAGGTCATGGGAC
AATTTGCAGGGGTTAAACTCAGATTATCGGGCTTGGCAACTAGCACTTTTCTCCACAGAG
CCATTTTTCTGGCCCCTATACTTCTGCATAACAGAATCAGAACCATTCAGAAGCGTGGTT
CTGGCAGCCTCATCTCAAAGGCACCTGTATCATGACTTCAGTGTCCCTAAGTGTATGCGT
TGATCTCTGGCAGACATGGGAGTCTTTATCAGGCAACATTTGAATAGAACATATGGTAAA
ATGAAAAATTGCAAAATCAGAGAATTGTCTGCATATTAGACATATGGAGTCAGCATTCCT
TAAAACCCACCCTGGGTCTTATAATACAGTACTGTTAGGTTTAAGGGGAATCTCGGTCTT
TGTGTGAATGGTGTCCTCTGGGTCTAGTGGCTCTCCACCTTCCTAATGCTGCAAACCCTT
AATACAGTCCTTCATGTTGTGCTGACCCCCAACCATAAAATTATTCCTGTGGCTACTTCA
TAACTGAACTTTTGCTACTGTTGTGAATTGTAACGTAAATATCTGGTATGCAGTTGGTTT
CAGGTGACCTCCGCAAAAGGGTCATTCAGTCTTCAAAGGGGTTGTAACCCTCAGGTTGAG
AAACACTGCTCTGGGTCAGAAAGGAAAGAGCAAACCACCACTAAAAAGTGTAACTGCCTG
AATCTTCCTGGCTTCACACTACCCTGGTCATTAGAGTTGAGTTGGTTCAGCTGTCAACTT
TAGTTCTCAAACCTACTGTGATAAATTTTGACATCTTTCTTTCTGCCTCTTCTATTCCTG
TGAATAGTTGGTCATCAACTCCTGTGAAGTCCAAATCCTTACGTCCAAATTGTAGGCCAC
ATCCCCATTTAAATCCACTCTCCTGTTTGTGATCTGCCTGCCATCTTGCTAATACTCATG
AGGAATAGCAAGGAAGAAAATGGCTGGGCATGCTGAGGGCATGCCTGGGCAGGGCTGCTT
TGCTGTGCCAGTCTCAAGCTTCATTCTCTGTTCCCTGTCACTATCTTACAGTTTTTCATC
CTTACCAAGCTGGAGACAAAATTTTCATTTTGTATGAAGTTCCTCAAATGATAGAGCTGG
TCATCAGTCAACTCCATCTGTTTCTTAGAAAAGCAGAAAGTTGGACTTGGATGGAACACC
AGAGAAGGCTGTATCATATGACAGAACATATTGATGGTAAATCTTTACTTTTTGTTCCTG
TTTGATGATCATCATGGCTCTAGGGAAGATTCATTCTTGCTGGGAAATGGATATGTGTGA
GCCATCAATATGCTATGTATGATTCCTTACAGAGTGTCTGAAAAAGTCTGGGATATAGGC
AGCTCGAAAGATGGAAGGGAGGGAGGGAGAGAAGGATGGAGTTTAATTGGGGGTGTGGTT
ACAGTTTCAGAGGGGTAGATAGTTCATTTCTAGCATGGTGAGAAGCATGGTGGTGGGCAG
GCAGGCATCACTCTGAGAGGTTGCATCTTGATCCACAGGCAGCAGGAGAGAGAGAGAGAG
AGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAG
GAGGGGAGGGGAGGGGAGGGGAGGTGGGCTTTTAAAGTCTCCAAACCCACCCTCAGTAAC
CTCCTCCAACAAGGCCATACCTCTTAATCCTTCCCAGGAACTGAGAAAATCATGTATGGC
CTTTGATGATCAATTGTCATACATTGTCCCTGGAACTTTGGTGACATTCCATGGGTCGTT
ATCTTTTGCAGGTCATTGATACTCTGGATCAGGATAAAACAATTCTTCATGCCTTATTAT
TGCCTTTAGATCTTTGTTCCGTTTTGGCTTAAAGAAGGAACATGTTTACAAACCTCTAGT
GGCTTCTCTTTAGCCAAAGGAGCTCAATATGTAGCTTATTCAGTGGAGATGTGTAGAGAA
TGTGATGTTGTCTAACCATTGCAACGCCAAAATCATAGTATTTTGAAACCTGGTGAGAGT
AAAAATCACACAGAAAAGTTTATTTGTGTGTTAGGTTTATTGATGTCCCTTCATGCTTCT
TAGCATCATATCTCACTATAAGACAGTCTTTCAGTATTGATTTATGGTGTGAGTGAAATG
CTTTCAATACATGAGTGGAAGCAAAGATGAAGATTTTCAGCAACAATTTCTGATTTCCAA
AAATTCAAAAAAGAGAATTTTTTTCTGTCTTTCACATGCTCATACAGAAATAGGTGAAAT
GAACAAAGAATGTATAAGATCCTCTTTTATATTTTCCCACATAGAGGAATCTCCCTAAGT
ATTGTGATACCTATCTGATTTGCTTGCTAATATATTTCACCAGCTGAGAACTGTACCAGT
TACACAGAGATATGCTATCAAATCTTCAGACGACTGTCCTGAGAACAGATGGTGGACATT
TCTGGAAATTTCTAGAAATGAAGGCACCTCTCTAAGGCTGGTGTCATGATTCCCCACTGC
TTTACTCACGTGTTGCTCTCTATCCAGCTATAAAAGGCAACCATCACGTTCAACAAAAAT
CTCCTGCTGAAGACTGCTAAAAGTAGGTCAGGGGTAGTCTTTAGATCTAGAAAACAATAG
TTTCGCAACATGGATTGATAATGAGCTATAATTTATTTACTGATAATCTTAGTTAGGATT
TTACTGCTGTGAACAGACACCATGACCAAGGCAACTCTTATGAGAGCAACATTCAATTGG
GGTTGGCTTACAGGTTCAGAGGTTCAGTCCATTATCATCAAGGTGAGAGCCTGGCAGCAC
CCAGGCAGGCATGGTACAGGCAGAGCTGAGGGTTCTACATCTTCATCTGAAGGCTGCTAG
CAGAACATGCAGGCAGCTAGGATGAGGGTCTTAAAGCCCACACCCACAGTGACACACCTA
CTCCAACAAGGTCACACCTCCTAATAGTGCTACACCCTGGGCCAAGCATATGCAAACCAT
CACAATCATTGTAGATACATTATTATAAGGTGGCTGAGGCTTTGCAATAAGATCCACTTT
TCAATAGAATCCAAGTGAGAAGAGGGCAAGGTGGGTAGGATTTCGGCAGTGAAGTATTTG
CCATATTAGCATGAAGCTCTGAGTTTAGTGTCCAGCATTCACACAGAGATATGGGGAGGC
ACAGGCAACACAATTCCTGGGACTCATGGACCCCTGCCTACTTTACAACTTCCAGGTCCC
AGTGACAGACCCTGTCTCAAACATGGATGATACTAGGGGGTGTCAAGTGGAGGTAATGGT
GGGTGGATATAGTCAAAATATTTTGAATATATGTATGGACAACCTCATCAACAATAGAAA
CACTCCAAACCATGGATGGCTTGACTTTTTGGCACACACACACACACACACACAGAGGCA
CACACTGGGAGAACTCATTTTCTTGGTAGTCTTCTGACTCAGCTCTATTACTAGTTATTA
TTATTACTAACTAGGGCACTTTCCAGTTGAGAACAGGATCATTGGAATAGCCAGAGCTCA
TTTCAGCTTTCATCACACATTCATTTTCCTGTTTAAACCTTAAGATGTACATTGGATGTT
TTCTGGTGTAGCATCTTCACCCAAATGCAACCTTAATTCTGCAAACTAGATCACTGAAGG
CTGGGTCTGAGGGGTGAGGGATAACAGTGACTCAGGGATTTAGGACAGGGATCCATCACT
CCTGGGGTGCGAGATCCTTCTTTCCATGCCCTGGGCACATGCTGTCAAGCAGCCTGCTTT
GGCTTTGGTAGCTTGAGCACCCTTAGCAAGGGACAGTTTCCTACTATGTAAGTGGAACTG
GCTATTTCCTTAGGTAACTTTGAGCAACACCACGTGTAATGCAGGGTTTGTACGATTAGG
CTGTACACACGGTGGAACAATTGTACAGATGGTCTTGTTTTAGTCCATATTTCCAGGAAG
CTGACTATTGCATGGACACTCGTGAAAAGGTCCCTCTTGATTATTTTCTTATTGAGTATT
TCTATCTCCCCAATGTAACTTGTAATAAATTACATCCAACTACTGTGGGCCGCCAAAGGT
TTCATTGGCTCTTTTGTGTTTCTTAGACTGCTTTGTAGCTAGGGTGAGCCAGGTAACAAG
TTCTGGCCATTTTAGCCTCAGAATATGCAGGAATCATTAATCCATGAATCACTGCATGGT
AAAATATTATTATCATCCTGCTTTGGGCCTTCATTGGCTCATGTCCCTTAAGGCATGGGT
TTTTTCTGTTAATACAACTACATTAATACACAATATGAGCGAAATACCACAGAAATATGG
ACAAGAAGGCTCGAGTCTGAGGGTAGTCTGACTGATCTTTAATGGTCAGTGGGATTCATG
CTTATATCAGGGACTTATATATCTGCCTTAAAACCAAGGTACAGGAAGTATATATGTAAA
GAAAAGAAATTGAAGATATATTCTAAATTATGCGTAGATACATGTGGGTTATGTGCAAGG
GAGTGTAGCTGAATGAGTGGGCCAGAAGAGGGCATCAGATCCCTGACCTGGGCACTGGGA
ACTGACTGGGTCCTCTGGAGGAGCAGCAAGTGCTCTTCACCACTGAGCCACCTCACCAGC
CACTGAAGGCTCTGTTCACGGCAGCATCATGCACAGAGGGCAGAAAATGGAACTGGAGCC
AAGTGTAGGTAAACAGACAAAGGGATAAGCAGACATACTGTGTGTGCTCTTGAACATGGT
CTGCCTTTAAAAGAAATGACACCACGGTATGGTAAGACGTGGCTGGAGTCTGCAGACATT
AGCCTGGGTTCAGTAAGTCACACACCAGAAGGTACTTACTACGGGATTCCATGCAGAGGT
GGTGTCTACAACAGTCAGATTGACACAGATAGAATAGTGGTTGCCAGAGCCTTGGGGATG
ATAGCGTGGGCAGTTCTTATTTCAGAGTTTGAGGAGATAAAAAAAATGCTCCGGAAATGG
ATGACATTGATGATTGTACAAGAACACAAACATGTTTCGTGCTAGTGAAGTGTCCTGGCT
AGTGTTACCACTGCTGTGATGAAACACCATAGTCAAAAGCAAGTTGGGGAGAAAACAGTT
TATTTGGCTTACATTACAATGTTGTAGTTCACCACTAAAGGAAATCAGGGCAGGAACTCA
AACAGAGTAGGAACCTGGAGACAGGAGCTGATGCCAAGGCCATGGTGGGCTACTGCTCAT
TGGCTTGCTTCTCATGGCTTGCTCAGATTGCATTCTTATAGACCCCAGAACCACCAGCCC
AGGGGTGGCCCCACCCACAATGGGCTGGGCCCTCCCACAACAATCGCTAATTAAGAAAAT
GCCCTACAGGTTTGCCAATGGCACCATTGTGTGGAGAAGTTTTCTTTATTGAGGGTCCCT
CCTCTCAGATGACTTTAGCTTGTATCAAGTTGACATAAAATTAGCAGACATCAACTGTAT
GTGGAAAAAATAGTTACGATGATAAATTTTGTGTTATGTACATTTTGACATGGCTAAGAA
AAAGGGGGAAACAAACAAACAAACAAAAACCCGTGGGTACACAGGACCTTGATTCAACTC
TGAGACAAATAATTATCTTGCCTTAACCAATGAATTTGGTATGTATGTGTGTGTTCGCGT
GTGTGTGGGTGTGTGTGGCTTGCTTCACGTGTGTAGGTCAGATGACAATCTTACGTGTGG
GGTTCATATGTTTGAGCTAAAGTCTCTTGTTTATTCCTGCTTATATCAGGGTTCTGGCCT
GTCAGCTTCTGAGGATTCTCTTATCTCCACCTCCCATCCTGCCACAGGAATACTGGAATT
ATAGATGCTTTCTGATGTCTGCTTTATAGGTATTCTTGGAATTCTGTTTTCTCACCCACT
GGGTCATCTCTCCTGCTATACATACACACGTGCTCGCGTGCGCGTGCACACACACATGTT
GAGTTTGTATATATGCACATGTGTTTAAAATTGTGCATATGTGCATGTGTTCATGTGTGT
AGGGGTGTACATGTGATGATCAGAGGCAAGTCTTGAGTATTACCCTCAGATACACAGTCC
ACTTTCTTTGAGACTGAGTCTCTTATTGATCTGGGGCTCACTAATTAATCTCACTGATGA
ATAACTAAGCCCCACGGATCCTCCTGGCATCTTTGCCTCTCCAGTGCTGAGATTACAAAT
GCGTGCTATTATTCCCAACATTTCACTTTGGTTTTCAGAATACCACTCAAGTCTTTAAGC
TTTTAACTTAAACAATGTGACACCAGAGCCACGCCTCAGCCCACCTGTATTTTGTCTTAA
TTCTCTCTTCCTAAAATGTCACCCCTTCTAAGCAAGCTGCTACTGTGAGCCCATTGCTAT
ATTTCTGTAATGGACTAAAAATAGTAGGAGGGTTGGGTCTGCCTGATCCATACACCACCT
TGAGAAATAGTTCCACACTGGCTACAGCAGGGTTTCTTAAGCCTGTTCTACACTTCCTCG
CTCAGCCAAGGAGTCATCTTATAACCCGTGGTATATAGGTGTGTAAAATAGGCATACTAA
TCAAATATTTACTGACAGTCACAAAAATTAAAAAACATTGTGTGTGAATATTATATGTGT
GTGTGTGTGTATACATACATACATATATATATACACACATATATGATTTTGCCATGTAGT
GGAGTTCAAACTTGTTTACAGTTAGCGTACTAATGAAATGGCTGCCCTTGTTTATTTTCC
CAGAAATCATTAAATCTTGGCTGCATATTTGATTCTGCAGGACACAGAACATCTTCAATG
TTGTTCCGAGTTGATCAATATTTTGACTTCATAATTGCTAGTGCTATAATGCTGTTTCAC
AGAAGCATGTAGTATAAAGTGGCAGGAGCATGTCTCAGGGCATTTCAGAAATTGTTGGAA
ATTCTATGCTAATCCCAAGCCAAAATCCATTAATTGAGTTTTTTTTTTTAAAATGAAACT
CAAGTGAGCAAACTCAAACAGCAATTTTAAAAATCAAACATACTGACACTATATAGTCCA
TATTTGGTATCAATGATCCATGCTGGAGAACAGCAGTAAGAAATAATAAGTCTCTGTTTC
TGTATAATTATACCATCATTGTTCTGTGTTCACAGAAAAGTTTGATATGGGCAGTAAAAA
CATGGCAATTCACAGCACACGACACTGCAACCTGAGCAGAGGTGTTCCAGGCAGATTTCT
ATGGCTCTGTTCCACGTGACGACATGCTCCATGCTGTGTGTGCATGCTGTCTGAAGAACC
CAGGCTGTGGTGATGTCACACAATGCTATCAGTGAGAGACAGAGAGGAGAGACAGACAGA
CAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATGCCTG
GGGTTCATTACCCCTTTGAGTTTCAATTAAATTTTGGTTGTTGCACATTCTGAAATCTTT
TGTTGTTGCCAAATGTGTTTCCATCCCCATTCAGTTATGAGACTGTTTATGTCAAGACTC
ATGGTGTAAGGACTGGGTTTGCAATACCTAGTCATTAAAGTGCTTGCTGTATAAGGACTG
AGAACAGAACTTTGTTTTCCAGAAAGCCAAAAAAATATCCAGTGGGTCTACAATCCCACC
TGTAATTCCAGAAGGCAAAAATGTCGATCTATGGAAGATGCTGGCCGGTGAGACTAGCCG
TACTGGCAGGTCTGGTTGTGATTGAATGACTCTGCCTTATTGAACAGGGTGGAAAGTGAT
TGAGGAAGACTCTCAGCATCAACATTGGGCCTCTATGCACATGCACACAAATGTGTGCCA
ACATAGATGGGAACACACACACACACACACACACACACACACACACACACACACTTCTCC
TCCCCCCACCACATACGAAAAAGAATAAGGAAAAAGTTGTGGTCTATGTAAGCACAGAAG
ACAAAATTGCCATAAAACCTGGGGAGAAGATCAATGCGAAAGGAATACTCAAGACTGAGC
AGACCACGCCTCACCAAACCAATAATTTTACAGCCATGAAGAGCACCATGGGGGGGGGGG
GTCATCCTGAATTAGAATAGCTAGACTGTAAGAGGCATGTGTACAAAAATATCACTTTAA
AATATATTTTGGATGATGTATATAGTAGTACATGCTTCTGAGGATAGCCCATGGAGAGAG
CCCAGGCTAGCTCAGAGCTGCATTCTAAGACCCTGTCTTACAGAGACAAGAGCTTGGGTT
GTAGTGTAGTGGAGGTTTGTATAGCAAAAGCGCCTGGGCTCAAGACCCAGCACTGACTGA
TGTGTCCTCAAACTACAGTGTCCTCAAACTTGTGTTTGGCACACTGCGTGCTCCAAGTAT
GTCCTCCCAGTCTGTCCTTAGCCTTGCTCTTGGACACAGATGAGTTCCTCTTTTGCTTCG
GAGGCTCTGCTCTTTCACCGAGGTTGGTCCACATTTTTAGGACAATGAGCATTTCTTTGT
TCTGTCTGTCATGCATCCTTCATGGAGGGCTGGGTCTCCTCTTTGCCTGTTGATTTCAGC
TGTCACCACCCACTCTCGGGTCCAGAGGTTTCTGCTGGGAAGATGGCATCCTGAGCCTCA
TCCTTAGTCACCGTACATCAGGAAGCAAGCAGCATCAGGTTCCCTTTCCGAAATAACACA
CATTGATTTGAGTGCTTTCAGGAAGAATTCAGATGATTTGATATTCTTATTTATGGGCTA
CTGTCTCATTCAGGAGTTAATTCATTTTGGTTAATGAAAACAAATTTATGAAAACCATCA
GAAGCGTTTAGCCAGCGGCGGTACCTCCTCCAGTCATGAGGCATTTGGAAATGTGAGGAG
TGTGGTTTCAGTTGTCACAATGACTGATGGGACTCTGTCGTTAAGTGCCCGGGGACTAGG
ATGCTACCTATCCTGCAGTCTAAGCTGTGGCTCTGCATAATGAAGAGCTGTTCAGTTGAA
AATGTTATTATAGCCTTATTGAGAAAAGCAGCCTTGTGAAAGGAAGGTGGAGTAGGTCAT
AAACCAGGTAACCCTGAGGTCTCTCTCTCTCTGTCCATCCTCCGTGTAGGATCTCATTAA
GAAAAATGCAAACCTGTTCTCTAAGACAGCCCTGGGAAGGAAACTATTTCTTGAACTAAC
CTCAGAACTTTAAACAAAACAAAACAAAACAAAACAAATAAACGTCTTTTCCGTATTTAG
TATCCCTGTTACCAAAATCTTAATTCCAATTCTCTGAAAAGACCTGGAGCTGCCTTCTAG
AACAGCCTGACTTGGTCACTTCTCTACTGTGGGTCCTTAGCTTAACTTTTCATTTTAATA
GAAACGGAGTTGAATTTTTCTGCTTTCTTCAATTCTCCACCAGCTATATGTAGAAATTCT
GTGTGCATGTGTGTGAGAGAAAGAAGAAAGATGGGAGAGATGGAGTGAGGATGTACACAT
TTCTTCGTTGCTTTGTTAATAGGGGACGAGTTAAGACTTCAGGTGATCTTTTAAACTCAG
ATAACCGGGGGCACAACAGCACACTGCATCCGTTGCTCCTATCTTCTTTCCAGGCCAAAT
ACTTTCTCCAGCTTTCCACGTTTCACACGCAGCCTGCTCTACCTTATTCAAGACCTTTCC
GCTTTAGTACCACGTGGCTATCTCTCAGTTCCAAAGTCCTGCCCCTGAAGCGGAAGCTCT
TCCATCTGCACTTGAGTGCCGCCTTTCCCGGCGTTAGCCACTGTGGTGGGTAGGCTGACC
CTTCCAAGCTGTCAGTAGGCAGACCCTTAAAGAGTCGATGAGGAAGAAATGATAGATACC
CGTCGCCCAGCAACCCAGCTTCATTCAGTTCAGGGTGACAGATAATCAATTGAAGGAAAT
TCCAGCCTGAGTATGAGACAATATCTTGATCTTATTATTCCTCTAAGCAGCTAAACTAAT
CCTGCCAGCCAATTAGTGCCGAAGAGTGGGCAGTCCCAGCATGGTGCATCGTCTTCATTC
CTGACCCTTCCTGATTGTGGAGCAAGTTCAAAGCAGAGATTTACACTTTGAGTTTTCCTG
ATTTTCAACCAGTTTTCTCAAAAAAAAAAAAATAATAATAATAATAACATCAAGGGTAGC
CTGGCTATAAGCTCCTAGAACGTTTTAGTGTTTTAGTGAAATTACACAGACACCTAAAAT
GAAAGTGAGCCGACGAGTTAGTGCTGGTTCATTAACTCCGGGACACCAGAGATACTAATT
AATTTAAATAATTTCAAGGCCATTAATTAATCCACATTGCAATCCAGTGAGGTGTACTCA
ATCTGGGGAGATGTAATAAAAACTCGTATTCCTTGCTTCTAGCTAATATTTGTTGAAACT
CCATCCTTGAAAACATCCATTATTTTGATTGTTAGATGGGAAGATGAAAGAGAAGCCATT
TTATGTTGACAGAAAGTTAAACATACTCTTTCTAGCTAGGATCTTAATCAAACTGATGAC
TTGGGCGCTCCTGATAACCTATCTACAGCTCAGCCCTCACTTATGCACAGAAAGGAGAAG
GGGCTGCAAGCCCACGGCTCACTGAGAGCAAGGATCCTGACCCATTCAAAGGCCATCTCA
GGAAGGGTGACCATGGGCCGACGGTTAGATGCTTCTTAGTGGAAAAGATAGCTGTTCAGT
GATGGGCCCAGCCACACTGCAAGTCAGGGAGACAAGCTCCTCATTAATTTTGCTGCTTCC
TTAATTAGGTGTCTAGGATTCTGAGAACTCCAGATAGTGAGAAACTTTATATTGTTCAAA
AAAAAAAAAGTTACATTACAGCCTGTCTGCATGTATTTGAAACTTCATGTGTTCATACTG
TATTCTTCCCATTTTTCTTTTTGTTCAAGTTTTTATTTTTCAGAAAAAAAGTTTTCTGAG
AATTATTAATCATTTGGGCAAGGAGAAAGTAGGAATCATATGTAAATAATAGTTGAATAG
CAGATGAATATGCCCAGGAATAAGGATCGTTAAAAAGCCAAAGGGACTTCCTGAGAAGAG
AACAAAACATTTTCAGATAGACCAGATCATTATTCTATACTCAGCCATTGAAATTATTTT
TTTAAAAATTGATGACATATTAGAAACAAAAAGGTTCAGAGAAAAAGTTAAAGAATCTTG
ATTCTTCTTGAAATTTTAATTTTAAATTTATATATACAGATACAGGTTTATTTCTCTATG
CAAACACTACCCATAACAAAATGCTGGCATCCCGTGAAGGCATCCATTCTCAATCCAGCC
CTGTTTCTATAGCAATAATGACTGCTCTGACTGCCAGCTTCATTGGAGAATTATACTGCT
TATCAAAAGGCAATTAAATTTTAAGCCAGAAAAGTCTAATTTATTTGCCACTAATTACCA
AGTTTTAATGAGTATTTTATCATAAGCTTTACTCAAACACTAGAGACTTATGAATAAACA
CAACGGAAACAATTTCTCATTATTTCAAATAACGTAACCATTTTTTGAGGTAGGGTCTTA
TTATATAGCTCAAACCCAAACTTATGATCTCTCTGTCTCAGCCTACTCCATGCTGGGATT
AAAAGTATGCACTGTGACACCTGGCTTCTTACTATTCTCACTAGTATTTAGTCTTATTTA
GTACCCTTACATATTGCTCTGTGTATTTTATGAAGTATATTACAAATGTAATATTTGCCC
ATTTATATTACATTCTATAGCTTTAATATTTGACTTGAAATGAAAAAGACATAAAAACAA
AGTCCAAAGGGCTTGACTTTGAACATGGGGAGGGTTATGACAGTCTGTAACTGGTTCTCA
AGGGGATACCCTTGGGAGCGCTGAGTGTCAGGACTTAGTCACTGTGATGCCATGATGCTG
TTATTAACCAGCTCAGCAAATCCCTGGTAAAGACAGAGTGTTTCATGTCACTGCTATGCA
GGATGTGAACAAAGTGGTCCATGGGAAGATGTAAACATCATAGTAGCATGAACTATAGGC
TGAAACATCCCACTGTATCTCATCTTGACTGTGTTCACTTTGCTGAGTATAAGCAGGCAG
GTGAACCTCCACCTTGTATCAGAAATCTCCGCGCATATCTATATGGTGACCAGATGGCTG
CTGAGTGCACCTTCACTGAGCCACTGCTCCAGCCCATTTTACAGTTTTAAAATAGAGATG
CTTACCTTCATCAGTTGCAATTGATAGCGGACACCACTGAAAAGCCAGTGTCTCCATAAG
AAATGACATATGGGAAGCTGACTTGGTTCATAAGAAAAAGGCTTGCAGAGAGCCAGGGAA
CAACAGAGGCATGTGCGGAGCTGCCAGGGAGGGGCTCGTAGAGTCTGCTGTCTTTTCTTT
CTAGATGGTCTGCGAAATTTCCCAGATAAACACTTATTTCCAACAGCCATCAAGAGAGAG
TCGTGACTGACATGTTTTTATGTTATTCTTTCTCTGCTTGACAAAGAAAATCAACCGGAA
TTGGCTAATTTACAAATGAAGGGGTTTATTTTTCCCTTTGACTTGTGGACATAATTGTAT
CCGTTAAGTGCAGTGGGAGTTCTGTGGTCTGAAGGGGAATGCGTAGGGAAAGCTAGTGCA
GGGCTACAGAATCGATCCACAGACAGGAACTACGGGGTCTGTTTCAACACCCAACTTCTG
CACTGTGGAGAGCAATTTGAAAGCTCTCACGTTTTTCTCTACTGATACTCTACAAAGAAA
TAAAATGGAAGCAAGTGTATCCAAGAACAATTTTATGGGGCTGTTGAGAAGTGTGGGGAC
CATTTTAGCCCCACCCTGATTATTCTGCATTGCATAATAGGGAACAGTGGTAGGCAGGCA
CTCACAGCAGGGATCTCAAGTTTGCATCTTGTGACTGATCTGCATCTGCCTCTGGGAGGT
CAGGCCAGCTAATAAAAACTTCCATCCCATTCAGAGGAGCAGCCTCCTCTCCTGAGAAAT
GCACATGAGATGTTATCAAAGAAGAACTTCATAGGGTCTTGTTCTGTTCTAAGAATATGT
ATCAGGAGTATTACAGGTGTTTGGACAAAAAGAAATGACACATGCCATTAGAAAAACAGC
GGAATGAATGAATGAATGAATGAATGAATGAACCACCACTTGGCATGGCATGCTTTGAAA
AGGACCAAAGGACTCTGAGTAAACAGAATGCTATTGACAATTTTAATTCACTCTGCAAGT
GTTGGCTTGCTCACTTTCTGGCACATACTTGACCCCTCGTAGCATTTGTTGAATTAGAGA
ATTCTCATTCATGAGGAGATGGATCAGCAAGTAAAGTGCTTGATGTGTAAGCAGGAAGAC
CTTGGTTCAATCTCCCATAATCCATATAAAGGCACCAGGCTTGGCAGTGGGCACCTATAA
CCCAGTACTGGGGAGGTAAAGACAGAAGGAGCTCTGGAGGTTCCTGGCCATCCATTCTTG
TGGAATTAGCAAATTCAAGTGAAAGACTCTTGCCAAAAAATCAAGGAGGAGCGTGATTAA
GGAAGGCATTTACAATAGACCCTGGCTTCTACATGTATAGGGTCATATGAGAGCATGCTT
ACACATGCTCATTTATGCACACAGTAATGCAGGCACACACACACACAGTTCTTACCCATT
CCTTGACTTTCCCCCCACTTTGGCACAGATTCTCTCTTTTAGGCCTCAGGTAACTATTCC
ATTTCTGGCCAATAGGTTGTAGAAGCTACATTGTATAAGGACCAATGTTCTCTCTCCTCT
CTGTTTGTTCAGAATGAAAATGCACAACATTCCAGGTGGTTTGGCTAATAAGGCCTACCC
TTATTTGTCCACAAGTCTGGCTGGAGAATGAATGTCCTGGAGAATCCATTACCTGAGAAG
GCTTTGTTTGCAGCAGATATAATCCTTGGCTAACGTCATTGCAAATATCTTGGGAAGTTA
TTGTTACTGTGGCCTAGCCTAGCCTAACCTGATTAAGATAGTGAAATGCTCCAAATTCCT
TGCCCAGGGAAAGGAGAGCTAAGTATTGGAAGGAGTGAAAAGGATTTTGGAGATGGTGCA
CCTGCAGGATCATAAATGTGATTGGGAGATATATTTAGGCAGATGGGCAGAGCAACATTT
CAATGTAGAGGAAATGTCTCAGGTAGGGACTTGTACACCCATGTGTCAGGAAAATCACAC
ATGGGTTTGTCTAGTTGCAGCTAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTTTGACTGGGAAAATGGCATTTGTCAGACCTTGAATTGAGCTCATTGCTA
TGGAATGCCTTCCCCCAGAGTCGGCTGTGGATGGTATGAGACAGCAAGAGGCTCAAGTAA
AATGTCAGGGCATTTGCTTAATCATGATAATTAGAGGTGAAATGAAAGGTTTCCTTTCCA
CTTTGGGCATTCAGCCCTTGCTGTCACTAAATGCCATTACAGGAACTGACACAACCTGGT
AAGGTCTCTTCTTCTCCTGTCTTTGGGCTCACAGAGGCCTCTTTAGAGAGGTTAAACTTC
AGAATCAGTGGTATAAATAGGAATTATCCAGGCAGAATTAATAAGAGTGGGCTGATGCCA
GTCGAGTGTATACATTTATAGTCTTAAAAAGGGAAACCCAAAGATACCCTTGGTGCAGCA
ACATGTTTTGCAGCAGATTTGGTTCTGCAGAGAGTGACAAAGAGACCTTTTTCTAGGCTT
AATTATTTTTAAAATACCTTTTCTGGGGATTACAAGTTTCATATCATGGTCGTGCACACT
GTCATAGGACTTGGCTGCTCTGAGAAACTAACAGGCCAGAAAAATACCCTTTTATCTTCT
TGAAGCATTAAAGTTTGCATTCCCCCATTTTTCTTGACATTTATTTTAAGATGTACTAAT
TAATATGTGGTTTTATAACCGTTGAGTCTATAAACTCTAACTCATAGGCAGAACTAGGCT
ATTTTTTTGCTATTTCTCTCAAAGCAAGTTGTAAACCAATATAAGTCAGTCTATTCAATT
TTATAACAGATAATGCAAATGACCTATTCTGATTAGGCAGGATTTAAGTACTTTGGATAG
TATGGCCAACAAAATAGGGCCCCTTAAGAAGCTTTCATTTCAATGAGAAAGAGGGATGAG
TGAATACTTGACTATGGTGTTAGATGACATTATATCATCTCGGATTCTAGGAATCAGGGA
AGTGGTAAATCATTGTGGGTTGTTTTGCTGTGATGCTCTGTGGCTGGAAAGTTTGCTACC
TTGATAAGGTGGTATCTATGCAGAGACCTAAAGAAAATGAAATAGATCTGCCTTCCTGCT
TCTGCTTCTGCCCTCCGCGTATCCAGGCACCACAGCGCACTGGGCAGAATGGAAGGAAAG
AAGCTGTTCCTGTGGCTTCAGCAGAATCTTGGTTGGTGGTGAATGCCAGGAGAAATAGCC
TTCTCCAAGATGGTTTTCAGTGAAATGGCTGTCTTTTATTAGGGGGACAAGGGCTATATA
AAACTTGGGGAGTAGGTAGGGGTTTTCAGGGTGAGTGTATGTCATTGGCTGGTGCCGAGG
TGCCGGGAACACTTCATTTGATTAAGGTGCTTACTGGACATGTCCTTATAGGGAGAGAGG
AAGTTAAACCTGTAATGTGGTGACCAGTCTACATGACTACCTCAAGGGTGGTGGAGGAGA
GGGGTCATACAGGCTCCATGCACCAGGGCACGCAGAGCAGACCCAGAGCAAGGAGGGAAG
AGTCCCAATTCCTGCCCATCTGAGGATGAAATTTTCAGGGTTTAGCCAGCTCTCAATCTC
ACACTTGCTCCAGACTGGCTCCCCATGTCTCATGGCTTTCTGTCCTCACTAGAATCCATA
TGACAATTGTGAGTTGGAGAAGTACCCAGATAGGAAGAATGGGCAGAGTCACTTGAGGTA
GAATGTACTGGTCTATTTCAAGGATAAAAACTGAGACCAGTGTAAATGGGGTGATCAAGG
AACAGAGTGCTAGGAATCTAAAGTTGTCAGGGGTTGCCTTACTCCTTCTTTCCTAGTAAA
CTTAATCCACAGTGTTCCTTGGTCTACGCGTGCGTGCGTGCGTGCGTGCGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTAACGACTTCTTAGGCCATACCTCATAGGGCTGTGGTA
CTCAAGGGGTTCTGTCCCTGTATGGTGAGAACTAGCTCCCCATAGACCTAGTATGAGCTC
CTTGAAGGGCAGAGGGCAGGCAGAGATATTCCAAAGTTCCATCCCTCAACACACAGATAT
AAATTTTTTTGTAGACTACATTTTTCCAGCTGTTATTTTCTTCACTATTTAGATAACATA
CTGAAGTTACAAAAAGAAGTTTATAAGACTACTACAAAGATCTGCGTATTTCATAGAGTC
ACAATTATTGACATTTCTAGAATGCTCTGTGTGTGTGCAGTTACTGTTCTCTGCATTGTA
GGCAATCGTTGAAGACATCGTGCCCCTAGATATTTCAGCATACATTTTCTTACAAGTAAG
CATCCTGTTACATTAAGATAGCTATCATGTAAACAAAGTCTGGGAATTTCACACTAATGG
AATATATTATTATCCCAACCACAGTCCAACTGCCTCCCATTTTCTTCAACAATGACAATG
CTCCCTTTTGTAGATGTTTTCTTCACAAATTTCTGATCATATCTGATAAACACAGATGAC
CTTTAATTGTCCTAGCCTGATTCTCTTTGACATAGAACAGGTTCTCAGGTCTTTGCTTCT
TGGCTTTGGCCTCAATGAAAGACAGAGACTATTTATTTTCTCAGCTATCCAGTTGGATTG
TGACAGATAACCAGATTCAGTTTCTGAGATGGTACAAACAGCACAGATGGGACCCCATGT
CCTCAGCGCAGGCTATCAGGTGACAGGTGGTCACTAACCCTGATGACGGTGACTTTGCTT
ACATGTTTAAGAAGGTGCTCACCAGGCATCGCCATTGTAAATTTATTGTTACCCCTTTGT
GGCGACTTGTGGGGTGATAATAGAACGTGTATAAATAACATGTCTTCTCAGATGTTTTCC
TACTTATTTTAATGCCTGTTGATGAATTTCTCAGTTTCGTTTTAGTAGAATGAATTTTAT
TGACTATAAATGACAAAAGGAGCTTCAGAATATTTGATTTAGGTGCATAGAGTTTATTGA
ATAGATCATGTAGGATTATTTCTCCCTAGGTGCATTCATGATACTCTATGCATCATAAAT
GGGGCATGTACACACTCAGGGCCCTCATTGGTATCCATACCTTGATTAGCTAAAGCATTG
GGAAGTCATAAAAACTAATGGACCTCTTGGGAAGCTGGTGTGTCTCTTTCAGTCAATGCT
AATCCGCAGAGACCATCAAGCTGACAGATCTGTATGTTATAGGATGTGTACTGCCATCAG
GATCTTCTGGAGGTTTTAATAAAAGTGCTATAAAACCCGCCTCTGTTAATAAGATTGTCT
TGTTTTCATTTGCTGATCTTTTCAAAAGTGGAAAGTAGCAGCCTTTCTTGTTACTTGAGA
TAAATTTTATGTTCTGATACATTTATGTGTTGGGTGGGAAATGTGAAATGCACTTCCAAG
CCTGTTTCCTGATTTTCACATTTTAGTGAACATGTATTATGCCTTTCCCCCTTGTTTTAT
TTCTATGACTAACAATTGTGTGATACCAGGCAAAACAAATTTAAGGTCTAAATTATGTGT
ACATTAAAATGGTCATTCATCCTAAATGCTGATAATATTGACCAGGAGTATTAGATTAAT
TTATAAATGATGTTTTATGAATAATAAAATTGTTTTATCTATATTCATCCAAATGGAAAC
AAATAGTCTTAGTAATTCTGGCTTCTCTCCGGGTCATCAGGTAACATGGGGAAATCAGTT
CTGTCCTTGAATGGGACCAGATTCACTTTGGAGCAGCCTTGGTAGAGTTGAGGATCCTTG
ACCAGTGGTTGTTTCCTTCCCAGCCTTTCTCCACTTGTCATAAGCATACAAGTAGACATA
GACAGGGGCTTCGGTGAAAAGTTTCACTAAGGAACAAAACAAGCTCCTCCCAACATAACA
TAATTCACCACGATACTTAGCTTGAACCCTTAGCAACAAGGGGTTTCTGTAGGACAACAC
AGAGTGTAGAGAACTGGCTTCTCTTTGTCCATAAATGTGGATTTGACTGGAGGTCTCAAG
CAGCTTTGGTGGGAATAGCATAGATGGGATGCATGCTCGTCTCTCAGTATCATAACAGGG
GATAGGTACCTACTGTTCCTATAAAGACTCAATGCCTAATCTTGTGAGAGGCAGGACGGA
ACAAATTCTAAAGTCTGATTTAGGCACCTTCTCAAAGTAAAGGCTCCTCAGAGGGTGTTT
GTAGTAAAAGGGATGAGAGTGCAGAAATCTATCCATATAGAGGGACATGCTATTCTCATG
ATAGCCCTTTTAGTACTACAGCATATGTCCAGTATTGGATGGGAATGGATATTAATAGAC
TTTGTGTTCATGCATGGTCACATATTGAAAGATCCTTGGTTTCTTAGCTTGAGCAGAATA
TTGCTGAGTCCTTGCATCCCTCTAGGTACTTGGACCTGACTTGGGGTGGAGAGGGAATGA
AGAAAAGATACAGAAAGAAAATCTGGGTTTTGGTGGACTGAGTGCTCAGCACCCCAGAAG
CTCTGTGTATCTGTTATATAGAATTGAATCAGGAGGTGGGGCTTTTACATACAGCTGGAC
AAGAAGGCAGAGTTATAACATTCAGTAAATAAGAGGCAGGGTCTGTGAGATTCAGCTGGA
CCAGGGAGGTAGATTTAGCTAATCTCAGCAGGAGCCTTGTTGGGGAGCAGTCCTCAGACT
ATAAACAACCTCCAGGAGAGAGCAATGGTGGACATCTTGTGCACAGGCCATCAACACTCA
TGTGTGGTCCCTGAGGCAGGCTTTGGCATTTCCCTCTGGGCCTCATTCCAGGGGAAAGGC
TTTGCCATTCCTCCATGGATCTGTAGCTCTGGGGCTGTGACATGGCAATGCTCATGCCAC
CAGTCCCCATTAATTCAGGACTTCACTCACTCAGGGCTTCCTCCACTCCCTACAGAACAT
CACCATCAGCATGGGCTGAAGACCGCATCATGAAAACTTCCCTTTGGATATGCCTCCTTC
TGATTTGGTTATTTTGAGCATCACAAAATCCAGCACAATGTGAGGGAGTGAGTTTATATA
TGTATATATAGTTTATCTATGTATGGTTATTTGAATGGTCAATACAACAAGTACATTATT
TTTCCATGTGTACATGTTTGTTGGTAAAACATCTCAGTAGTTAGAAGAACTATGCTATAG
TTTAATCATTACAACTAAATTATAATTTAATCACACAGTAATTTCTTCATGTAAAGCCAG
ACAAGGTGTTACAGACCCAAATACGATCTTTATCCTCTTTGGGACAATGCTCATGTGCCA
AGTGGGTCTGGCTATTTAGCACTGGCTGCCCCCACATATACTGTGCCCCTCTGCTTCTTG
TTTATCGAACTTACAGGTTAATAGGTCACTGTTTTATTAAGTAGAAGGGTTTATGGATGG
CTGGATGTTCAATAACATTGACCACTCAGACATCAAATAATTAAGTCAAATATAACCTAC
ACAAGGTAGGCTTACCATTGAATATAAATTAATTTCCCCAGATACTTTGACTGCTGAAAT
ATATTTTTCTAGACCCCAGAATATACTGAGCTTTGATGTGATGTCAGTGGGTGCTGGGGG
TATTTTGTAATGAGCACACAAATGCCTGTAGCTGGGCATTCGTGAGTTTCTGTCACTAAA
GAAATAGCATGGGAATACGAAGTTCAGTAAACTGGTCATTCTCCCCAGACTTGCTACAAG
GCACTTCTGGATCTCCAGAACTCCAGCAAGCAGACTGAAATCACTAAGCTGCTCATACTC
TCACAGTACATTAACTGTTTCAGTACTATGTTCTTAGTTCTCAGAAACAGTGCTAGTTAA
TGAAATAACCAAGACAATCAAGTTAAAAAGGACAAGGGTTTATTTTGGCCTTTGGGAGGT
TTCAATCCATGTTCCCTTGGCTCTGTTCTTTGGTCCTGTGATAAGGTGTAACACCATAGT
GGGAATACATAGAGAAGAAGCATCCAGAAAGCAAAAATCATTGTATAAAAACGATGGGGT
TCATTGACGTTTTCCTCAGGCATGTGTCGGTTACTTTGCTCCTACTCTCTTGTCAATTTC
TCCCCAACACTGCTGGAACCCCTCCTCTTCCAAAATTATCTCCCTTCTAGGTCTCAAATG
AGAGAGGAAACATGACATTTTTCTTTCTGTGTCTGGCTTATCTTGTTTTTGATGATGATC
TCCAGTTCCATCCACTTCTTACAAATGATGCAATTTTATTCTTATTCTCTGGGTGAAACT
GCATTATGTGACCACATCTTCATTATCCCTTTATCTGTTGATGGGCAAGATCCTGTACCT
TGGCTCTTGTGGACAGTGAGTGATAATTGTGGATCTTCAGGTGACTCTGTTGTATACCTG
CCTGTATTTCTTCATGTGCTTACCAAGGGCTGTAACATCTTCTAAGGTTTAAATCGAAGA
GGCATCTATGAAAAGACAATTCTGACTTAGGAAGATGTTGACCTCCAACTTTTGTGTCCC
TTAAGAGGACAATGGATAGTACTTATGTAGTGTGTAGTACATTATAGTCATTATTCCATT
ATAATTACTTTCGTGGGTATATAACTGTGGCATTAATCCTCAGTGTAAGCTTCTGAGGTC
TCTGCAACCTACCTAGGTAGATAACAGTTTCCTTAGTGCTACAAATATTTCTCTAGCTTC
ATTGACATATGACTGACAAATGGCAATTGTTATATATCAAAGGTATACAATATGGCTATG
TATACATATCTATGTATCTATGCATACACAGTGCTAAGTGATTATCGTGTGCCAGATATT
TAACCATATGCCAGCCATCACCTCATCGTTATCTTTCTCCCTGTATAGGTATGTGTGTGG
TGAGGATAGTTTTGAACTATTCTCTAAGCAAAACTCAAGTTTACAATAGTCTGCAGCTAT
TTGGTCTCTGGAACTTACGGTATGAGTGAAAGTCGGCCCCCGATCCCATGTCTCCCAGTT
CCCCCTTCCATTCTCTCCCATATCTCTGTTCTCTTTCTGCTCCTGTGAGCTCCACTTGTT
TAGATTCCACATACAAATGAGATCATCCAGTGACTATGCTTCTCTGCATGGCTTATTTCA
CTTATTGCTGTATCCTCTGTGCTGAGCATTGCAGCTAAAAGTGAGATGTCCTTCTTCTTA
TGCGTGGGTAATATTCCATGATATGCATACATACTGTATTTTCTGCATCGACCTAGGGAT
ATTCATTTCTATATCTCAGGTATTATGAACAATGCTTCACACGGTGTGTTGGCTCTTCAC
ACCACAGTTGAGGCACACTGAAATTTGACAGGAGTGAAGACAGCAGTTTTTAATATCCAC
TCTTTCTATAAAATTCCCTTTGCTCAATATCTTGAGTTAAACTATGCAGTCTAATAAAGT
AAAAAACAGCCCTGTGTATATTTTGTTGAATTACATTAGCATGTCTCAATGACAATGATT
ATTTTTGTTAAAGTGATTTATAGAAATTTCCAGCTGAAAGCTTTTCATGAGACCTCTGAA
AATCCTCAAGCTGTGAGTAGGTCAGGTTGTCTCAGAGCAGTCTGAAGGAAGCCATTGTAC
CTGAGGTGCCCCCTTGACTTCTGAACTATTGAGTAGAGGGAACCACTGCTGTAAATGAAA
CTTAGAGAAAGCAGCTTTAAAACTGCATAAAGGGAGCAGACAGAGGTTTCAAGACTCCCG
ATGAAATCTGCAGTTAGAGCTGCAGTCAAATGTCAGTGGGATTTCTTAGGGAGATTAAGA
GGCCTGCAGCAGTTCACTTTTCAGTGAGATATGCCATAAGTTATTGATTTTCATGAAAAA
ATATATAGCTCTGTGTGGAACAGTGATTTACAGAGTCACTAAGGTCTACCATCTGAAGAA
ATCAAAGAACTAGTAATAATTCTCATCACATATTTTGCTATTTTCTGACTATTCCAGTAA
TGTGTGCCCTTGAAGGAAAGCATAACAGTTCAAATAAACAAGAAAATTCAAATAAAACCA
TTTTGAGTTGACTGGAATCTCATGACTCAGACAGAATCCCAGTGCTGTGTGGCTGTGTTT
CATGGTTCTTCCAAAGCCATCTACATTTCTTGGACACAGGCTAGCAACTGTGGGATTGGT
TTTGCCTGATTACTCTTGCCAGTCAGGAGGTGTCCTGATTTCTAGTCCCTCCCAAAAGTC
CTGATGAAGGTAGCTCAGCGGAAAGTGGACTGGATGAACTACCATTTTGCCTAAATAGTA
GGAAGGGATGAAACGGATTGGGACTTAAATATGGCAGAGTAAGAGACACATCATGACCCA
GAAAGACCAACTGCAACCCCACAAACAAAGCCAGGAAAAGCAACAGTCCAAAATGTCTGA
GTTCTCATTGCTCGTGATGACAAACAGGAGTCTGGGTTCCATGGGCTCCCTAGTTTGGTG
GATTTCTTTCTCTTCATCTTAACTCAATGCCTTTTGAGCTTCCAACTGCAGGTCATCAGG
GAAAAGGTTTTTTGCTTAGAAACATCTCCGCCTAAACTAAAGCTTTGGTGTTATGATCAG
AATGTTAAGAGAAAATATTTTGTAGTATCTGGTGCCCTCTTTAAATCTCATTTTCCCTAG
TGACAATTGAAGAAAAGTAGGGGACATCTGAGGGGATAAGATCTAGAAAGGCATGGAGAA
AGAAGTCGTTCCTTGGGACAGGGAGTGATTGACATTCATGGGAATGGGATAAGCAGTGAC
ATTACATAAATAATGCACACACTGAATTAAGGGGGACCAGGAAGTGAAAAGTGAGGTCCA
GACCCCAGAGAACTCTGACAAACATAGTTTTGTTCTCAGATCTTTCTACACACAAACAGT
TGTTGGTGGGGGTCATATTGGAATACATATATAATCTCAGTACTTGGGAGACAGAGACAG
GGTTGCCAGGGTGAGACCAATTTGGGCTATACAATAAGATCCTGTCTTAAAATGAATACG
CAAACAAATATAACAATGTTGATTTTTTAATGTAATATGTACTTTAGTTTTGAATATAGT
ATTGGTTTTTCTTGTGGTACAATTTCCATTTTATTTTTGTCATTATTGAAAATTACTCCT
GCTCTATTTATATCCACTAAAGACTGCCTCTTACCATCATCCCTCCACCAGTTATTCTTT
ATTAACTACCAAGTCTAAATTTCCTATGTTTTTATAGTCTTCAATATTATCCCCTATAGT
ATAAGTATATTTATTAGTAAGCATTCTAATTATACAATGATCCATATAAGTCAGCCTATA
TTTTACCATTTACCATGGTATGTCAGGAATGAAAAATGTGATTCCAGCTGTTTTTTTTTT
CCAAAGAGACCTCTGTCAAATGACTGTTAAAATATAAGTACGAATGGAGTGAAAATGGTC
CAGAGAGGACTATAAAATGTTATATTCACCAATGATGCTAGTTTTGATTCTGTTGGTCAG
TGAAAAAATTATAGTATTTCTCATGCCATCTAAGGGCTAATGTCAGATTTATGAACCATA
TAAAATGTTTTATTTGAACTCCTGGGAAATTTCAAAACTGTATAGAGCAAGACAATACTT
GGGAAGATAAAGAATCTTGTGCTTTAATTCCATGAAATCCTATAAAATTTATGAATATGT
TCACAGTTCCCTGGATCACTTGCTCCAAAGACTTCTCCAAGCTTTCTTCTTCTTTTTAAA
AATTTATTTATTTATTTATTTTAAACTCCAGATTTTATTTCCCTCTTGGTCCACCCTCTG
ACTGTTCCATATCCCATACCTCCTCCCCACGCCCCTGTCTCTACAAGGATGTCCCCAAAC
CCCACCCCACCAGACCTCTAAACTCCCTGGAGTGTCCAGTCTCTTGAGGGTTAAGTGCAT
CTTCCCTGACTGAACCCAGACCCGGCAGTCCTCTGCTGTATATGTGTTGGGGGCCTCACA
TCAGCTGGTGTATGCTGCCTGGTTGTTGGTCCAGTGCCTGAGTGATCTCTTGGATCCAGG
TTAATTGAGACTGCTGGTCCTCCTACAGGGTCGTCTTCCTCCTCAGCTTCTTCCAGCTCT
CCCTGAATTCAACCACTGGGCTCAGCAGCTTCTGTCCATTGGTTGGGTGCAAATATCTGC
ATCTGACTCTTTCAGCTGCTTGTTGAGTCTTTTGGAGGGCACTCATGACAGGTCCCCTTT
GTGAGCTTTCCATAGCCTCAGTAATAGTGTCAGGCCTTGGAACCTCTCCTTGAGCTGGAC
CTCTCTCCCTCACTTTGGGCCTGTCGCTGGACCTTCTTTTCCTCAGGCCCCTCAACTATG
GGTCAGAGTTTTGACTTGGGCTGGCAACCCAATCCCTCACTTGGTGCCTTGTGCTCCTGC
TGGAGCTGGGCTCTACAAGTTCCCTCTTCCCAATGTAGGGCATTTCATCTAAGATTCCTC
CCTTTGAGCCCGGAGAGTCTCTCACCTCCCAGGTCTCTGGTGCATTCTGGAAGGTCCCCA
CAACCTCCTACCTCCCAAGGTTACCTGTTTCCTATCTTTCTCCTGGCCCTCGGGACTTCA
GTCCTTTTCCCCTACCCAATCCCTTACTACATCACATTCCCCTCTTCTCCCCTCTCCCAT
CCACTTTCCCTCCCAAGTTCCTCCCTTCATCCCCACTTGTGATTGCTTTCTTCTCCCACC
CATGTGGGACTGAGACATCCTCACTTGGGCACTTCAGCTTGTTGACCTTTTTGATTCTGT
GGACTGTATCTTGGATATTCTGTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC
TCTCTCTCTCTAATATCTACTTATTAGTGAGTACATACCATGCATGTCCTTTTGGGTCTG
AGTTACCTCACTAAGGATGATATTTTCTAGTTCCATCCATTTGCCTGCAAAACTCAGGAT
GTCCTCTTTTCTAATAGCTGAGTAGTATTCCATTGTGTAAATGAACAACATTTTCTGTAT
CCATTCTTCTGTTGTGGCATCACAATTACTCTAAACCACACAAGGACCCAACCAAAAAAG
AGAACTTTAGACCAGTCTCACTTTTTTCTTTTTTCTTTTTTCTTTTTTCTTTTTTCTTTT
TTCTTTTTTCTTTTTCTTTTTCTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTC
TTTCTTTCTTTCTTTCTTTTTTCTTTTCTTTTGTTTTGAGACAGGGTTTCTCTGTGTAGT
CCTGGCTGTCCTGGAACGCACTCTGTAGACCAGGCTGGCCTCAAACTCAGAAATCCTCCT
GCCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGTACCACCACTGCCTGGCTCAATTCT
TACTTATGAATATTAATTCAAAAATACTCAATAAAATTCTTGCAAACCAAATCCAAGAAC
ACATCAAAACCATCATTCACCATGATCAAGTAGGCTACATTCCAGAGATGCAAGGTTGGT
TCAATATACTAAAATCCATTGATGTAATGCACTATATAAACAAACTCAAAGAAAAAAAAA
TCACATGATCATCTCCTTAGATGCAGAAAAAGCATTTGATAAAATGCTTCATGTTAAAAA
TATTGGAGGGATCAGGAATTCAAGGCCCATACCTAAACATAATAAAAGTAATATACAGCA
AACAAATGGTCAATATCAAATTAAATGAAGAGATACTTGAAGCAATCCCACTAAAATTGG
AGACAAGGATGCCCACTCTCCCCATATCTATTCAATATAGCACTGGAAGTGCTAGCTAGA
ACAATAAGAAAACAAAAAGAGATCAAGGGGATACAAATTGACAAAGGAGAAATAAAGGTA
TCACTATTTGCAGACAATATGATAGTATATATAAGTGACCCCCAAAAGCTCTACCAGAGA
ACTTCTACACCTGATAAACAACTTCAGCAAAGTGGCTGGATACAAAATTAACTCAGATAA
ATCAGTAGCCTTCCCTTATACAAATCGTAAACAGGCTGAGAAAGAAATTAGGGAAACGAT
TCTTTTCACAATAGCCACAAATAAGATAAAATATCTTGGGGTAACTCTAACCAAGCAAAT
GAAAGATCTGTACGGTAATAACTTCAAGTCTCTCAAGAAAGAAATAGAAAATCTCAGAAA
ATGGAGAGTTCTCCCATGCTCATGGATTGGCAGAATTAACATAATAAAAATGGCCATCCT
ACCAAAAGCAATCCACAGATTCAATGCAATCCCCATCAAAACCCCAACACAATTCTTCAT
TCAAAGATATGGAAAACGCAATTCTTAAATTCATCTGGAAAGACAAAAAACCCAGATAGA
AAAGCATTCTTCTTTTATTTTTAAAGATTTATTTCTTATTATATATAAGTACACTGTAGC
TGTCTTCAGACACACAAGAAGACAGTGTCAGATCTCATTATGGATGGTTGTGGGCCACCA
TGTGGTTGCTGGGATTTGAACTCAGGACCTTTGGAAGAGCAGTCAGTGATCTTAACCACT
GAGCCATCTCTCCAGACCGGCATTCTTCTTTTAAAGACTAAAAAGACCTATTCTACATAC
ATTCCTATAAAAAGGTATGCTGTGTATTTTCTGGAGGTAGAGAGTACAGAGGCTACATTT
TGGGACTGAGTTAGCATGTAGCACGGGGAATTGAGGCAACTGGGTTAGAGATAGGTCAAG
GTGGGGTTGTGGGGTGTACTTGATTAGAACAAAATGGACCAAAACCACCTAGGCAATTTG
TGTCCAGAGAAAAGGAACCAAGATTTTAAAAAGTAATTTTCAATTATATGTATATATGTG
TCATCCTCCCTGGAGCTGGAGATACAGGCAGTTGTGAGCTGTCTGAAGTGGGTGTTTGGA
ATACTCTTAGCTGCTGAGCTGTCTCTTCAGCTCTAGAGAACAGTGTAATATGATTTTCAT
AGGCTCTGTGTCTGACCTGCTTTACTCATTTAAAGAAGAAGTTGAAACTCTGATAGGGTC
TATTTTGTTCTGTGTGATTTGTAGCTATGTGATGGGGGATAGAACAATGTAAGGACAGTA
AGAACAGAGTCTGCTCAAGTTAAATTTATAAACATATTGGTCCTAACTTTACATATCCTT
TGTAATTAACTGATGATACAGGTGCTAACTCATATCATGTATAGGCATGAGAACATTGAG
GCTTATAGAGGAGGCACCTGCTGACCAAGTCATCTCAGATCCAATATCCAAAGCCAAGCC
AACTCTGTGCTTTGGTCTCTTTCGTCACGTTTAAAAGAAACTTTGAATTCAGACCATGAT
TTTCTGTTCTTTCTATTTGCGTGTTCAGAAACAAGGGTCTCTTGACTCCTACCATTGATG
AGCGATAAGCCACTGATAGGATGTATGGCTTTGCTCACCAATGCATTTGTCCTCTGTCAC
AGAAAGGCTCAGAGATTCCCAGGTAAAACAGAGACATGCAAATGCTTGCCATCTCGCAGA
GTTTGTGACGATTGCAGGACAAGGCTGCTGCCAAGTTCCTTCAGATAATACCATGTTAAC
AAGAATTAACTTCCTTCCCAGGGTCATCCAGAGGCCTTCCTGCCCCCTTTGTTAATGAGT
GTCTTGGCAAATCTAGACTATATTGACTCCTTGGTTCTGATGCTCTGCCTTTGCTCCATG
GGAACTGGTGAAGGGAAGGGATGGGGACAGAAATGCTGTCCCCCAGCTGTCTGTTTAACA
GGAAAAGCCTTTGAGTAAGCACTATACCTAGTTGGAGTAACAGACCCTGTAGAATAAACC
TAATGCAAACCCAGCACAAGAATAAATGGAGCCCCACAGAGCAACTTTTCTCCTCCACAC
AAGGGATCCTTTACCAGCATCCTCTGTCTGGGATAAGTGGCAGCGGCAGTAATATGGATT
TGGACTCTAAGTTTCCAATCAAATGAGTTCAGAATGAACTCTCTTACTTGTATTGATTTC
AGAATAAACACAAATCCAACAGAGGGGCATTGCTTTCTTTGCAAGTTTCTCTGTAATTCA
GGACTGCTTGGCAGATACTCTTCCCTTTAATGCCAGGAGTTGTTCAAAACTCATCTTAAG
AATAAGAGGAATCAAAGCATTTGACATTGGGAAGGCCAGCAGACCTGTTGTGTCTGTGCG
GTCAAGAGGCATTAGCATCTAGATTGGTAACTCCCCCACCGCTATCCAAGGCAGAGAAAC
TCAAAATGTAAAGTCTCTCTACAAAGAGACTAAAAACAGTGCGACTATTGCCATGCTGTT
TTTTGTTTGTTTGTTTGTTAAGTCCATAGTAGCTCTGATTCTATGTGTACTTAAAGTCTA
GTGATAATCATATATTTTTTTATTTTTACAAAAGTACAATGTGGTTCCAAGACTGGAGAA
GGATGGAAGATATTGGAGCCAAAGAATGAGACTCAGAACACCCCCTCCACCCTTTAGACT
CTGCTACTTAATTTGGTTCTTGAGAGCAGAGCCCAATACTTGAAAGGGTAAACTGTGGAA
TGAGATGGCTTGAATTCAGCCCTGCTCCTCCACTGTGATACTGGAGCCAAGTTCCAGGAC
TTCTGCCTACTCAGTTTTCTCATCTGTCAGATGGGAACAGAGACAGGTAACGTGCCATGA
TGCTTAGACTATGATATTTAATACAATATCTATGTCCATGGATCATAGGGTTAGAGTTTT
CAAAGTCTACTTAAATAAGGGTTCTTAAACACTTTAACCTCCCTTCTAGCCCATTGACCA
AAGGTAGGGGAGAAAGATGGTTAATAAGACAAGAGAGATGTGGAGCTGTTAAGAAGTAGT
GCTTTTGGGTGATTCCAGTCTTTGTTGTCAGGATATCAGCAGCCTAGTCTGAATCATCAA
ACATGAATCAGTAGCCGCAGTCCAGTCCCATTGGCAAACACCAAACATGAATCAGTAGCA
GTAGCTTGAATCAGAAGAAACTGTGAGACAAGAGTCCATGAGAGACATGAGTCCACAGAA
GCCACAGAAGCAGCCGCAATACCAGGAGAAGTCCTTTGGTATGTGTCTTTCTATGACGTC
ATGACAAGCAGAGATCAGTGCAGAGCAGCAAGGTGAACGGGTACAAGAGTGTCATTATCT
GTCTGTTGGGTTCTACTTATGCTCTTTTCAACCATCATGGTGTCCTCTCACGTGTCCTCT
CACATCCTCTCATCAGACAGCTTCCAGAAAAACATCACATGACATGCTTCTGAGTCTCCA
AAGAAACCAGAAATTTCCACTTCAATATATATTTATATGCACACACGTGTGTGTATACAC
AAACATATATATTCTTTAACTTTTATTGTGTTTGCTCTTTAACAATTTCACACATGTATA
ATGTGCATTTTGAATTTTATACCCACCCCAAATCTCCCTTTCATCTCTATTACCCCCTAT
GTGAGTCTCTTCCTGTATTTATGACTTTTTCTTGCTGTTTTGTTGGTTTTGGGAGGCTCT
ACTGAGCCTATGGGCCCATGGCTTTGCAAGCATCTGCTGAAGCCTCCTGGGCTCCTCAGT
AGTTGCATAACTGAGGACAATAAGTGTCTGTCACTCAGAATCCATCAGATGTTAATACTT
CAACAGGGAGGGATGTGGCCCTGTAAACTCCTCCCTGACCCATGATTGTAGTTTTAAAAA
TAGCAGCTGAAGTCTTTCCTTAGAAGTTCAGGAGTATGCCTGTTGTTTGATTGGACAGAG
CATCTGTCTGTGGCTGTGTGTTCTCCACATCTGCTTTGCCCAAGGTGTGTAATAAGGAGA
ATGGATATGAAGGATTTTCTTTTGCATCATGAATATGATGCTAAAATGAAGTTTATGAAA
ACATTTACATTTTTTTTCTGGTTGAACAAACCCAGATCTCACTGAATAGCTCTTTAAATT
TTAAAATCTCAAGGAAACTGGAGAAGTCAAAGACTTCCAGGCAGACCTGCCTGATAGTGC
AGGGTAACTCACTCAGGGTGGCTGCCAAGCATCCAGGCTGCAGGCTCCCTCAGGCTGCCT
GCCTGCATCCTTCGACCTTGACGGCAGGTTCTGGCAGACAACCCAGAAGCTCTCACAGTT
CATTAAAACAACAGATGCAGACACACTCAAAGCCAACTGCTGAAATCAGGTTAATTTCAG
CTTGGTCTGCTGTTGGCCTCTCAGAGCCCAGACCAGTTCCACCCAGAAATCTGCAAGGTT
ACGTCATGGGGACTTTCCACTTGTGGACATTTCTCAGAATGTCCAGGTAGGTGGGAAGTT
CTGACTAGGTGAGGAATTGTCAGCTTATGATTAGGAGATGAAAGTAGAACACAGCAAAGA
AAATTAGCAGGCAAATGCACCGCAGTTGAGTCTGGTGAATGGGAAAATGTCTAAGACCTG
ACCTGTGTTTATTTCTGTAATGATGCAATTGTTGGGATAACACTGGGTTTCTTTGGTTGT
ATGATTGGACTTTGCATGAAGCACATTTACCTTTTGCTGATTCTACAGTCACACCTGTGT
ATATGGAGCGGGAGCAGTGTGGAGTGGTGTGATTGCCCTCAGTCACACCTGTGTATATGG
AGCGGGAGCAGTGTGGAGTGGTGTGATTGCCCTCAGCCAGCTGCACTTGGGTTTTGGCCA
TTTGTTCTTATCTCCCTCTGCATTTTGCTTTGCTTAGTTGTTGCTCTTACTGCAGGGAAG
TACAAACTGTTAGGCTGTCTTTTGTGACTCAGAGCCAAAATGACCGAGTTCACAAGTTGA
AAAGATGAAAGATTGGAAGGCTGATGACTTTATGGCAACCACGACTCAGTCCCCCAGGGA
AACTGCCTTCCTGTGAGCATGGGAGGAAGATGACATTTGCCTCTTCCACAGCGTGGCTTC
TCATGACGGTGTTCTCCTGGCAGCCACATTCTCCCATGTCCTTGGTGGGACCCCTAATCC
TCTCTTTCTTTTCCTTCACCTTACTTCAGTGCAGCTCAGTGATGGCTATGTGCACCTGTT
CCATGTTGGCTGTGTGACGACATGGGATCTGACCCTTGGTCATAAGGGGTTGGTTCATAG
ACTAGTATCAGGTCATACCTGCCCCACATGAAAAGGACACAGCAAAGGAAATAAAACAAT
CTCAAGCAAGCCTCATTGCTCTGCGATTCCTATTTGGGACCTGAACTAACTCATGTGGAT
ACATGGAGACAGATGAAAAGTGGATAGTTCAGTCAAATGGACAAGATCAGGAGCAAAACA
GCATCTCACTATGCAGCTCTGGGTGGCTTGAAACTCACTAAGTGGAAGAGGCTGGCCTTG
AACTCATAGAGATCCATCTATCCCCTTGTCCATGGGCATTAGAGGTGTGTGCCACCATAC
CCTGACAAGGGCAAAGCATAAACTAGCAGTGAAGGCCATGGATAAGAGGCTAACCTTTAG
GATTAGCAGACTTTGCTTGAAATCATAGCGTTGCGTGTCCTCATTGTATGCTTTAAAAAT
GCCCCTACCCTCTCTGAGCATCTGCTTCTGCACTGACCAAAGCATAGAGCTGTTGGGTGG
GATATTACCAGGGTCTGCAACATAGCAGGTATTTTATAAGGGTGGCCATTAGTACTGTCT
AGCTATGTCCATCTTCAGATGCACTCGTTAATGTCTCTGAGAATGGTTACTTTGTCTTGG
GAGGAGGATAAGGCTGGAGTAGTCGAAGAGAACCATGCATGGGTACCCAGGAATCAAGGT
GAGAATAGGAGGCTGGTGACTCAGATAGCATCTTGGTTTGGGCAGCAGCTGGGTTTTTTC
TTCTCCAAGGGAAATGGCATGTTTGTCCAGCCAGAGAACCAAGCTGTGGCTGTCAGAGAG
CTTTTAAATGGAGCCTTGCAAATGTGGTGTGTGCAGCTGGTGGTAATGAGATTCATGTTT
CTTCAGTGGTAATCCTCCACTAGACAGCATTTTAAATCTTTTTTCCTATTTGGTACACGG
GACTGAGGTCCAGGATATACATATTTCCAACTGTCATTTTTAATTTAATGCATGATTGGA
CATATTACCACTGGCACAGCTAAATAGTTAAACTAGAATCCATCAATTTGTCCTGAACTG
TTGACATGCAGGGTAATGCTACGGTTAAATTAAATTTAAATGTAAGAATGAGAGTGAGGG
AGGCTTCCTGGCAGCCTGGGGCTTTGTCAGTGAGGCTTGGCAAAAACAGGAAGGGGACAT
TCAAAAATGTGAGGTACGTCTCTGTCTGTCAGCGTGGCTCGGAGAGAGCCGCTTCTGCTT
GCTCTGGTTCCGTTCCGGCCAGGTGTCTGAACCTGGCAGGCAGGCACTGCGGAAATGCAG
AAGAAACTCAGTAGGAAACACTTGGACTGCAAACCACACCATGTCAGAAACAAACCAGAT
TTGGGAGAGCCCAGATTGTTATGGTTACACAGGGTGTTAGAGCTTTGGTCCAGCCCAGAG
GGGTTATGCAAACCTTCTCAGTGCAGTTGAGGCTGGAGCTGGGCCCTGGGCTCTCAGTGA
GAGCTCTTTTCTAAGTCTTTGTGTTTTGTGTGAAAATGTGCCTGAGTCTTGTTCTCTGCA
GACCTAGGCAAAAGAAAGAGCTACTCCAAGCTGCTTTGTCCATAGAGTAGAGGTGGGTGA
TAGAACCTACATTATAGGTTCAAAATATTAAATGGATTGCTAGATAAAAAATAATGGCAA
CAGTGGCTGGCGTTCGAAGGACAATCAATAAGCACAGGCTATTCTTGCCACAATAACAAA
AATAGCTCATTTTTATTACTGGTCAAGGATTTGCTCAGAATAGCTTTTCCGTTCAATAGG
AAGCCTCTCGGCAAATCTGAAAAAACAATTCAAGTCATGCAATGTAAGGTGGAGGAAAAG
GGCAAGGGCTTATTAGGCTCGGGATTGACCATGGGAGAAAAGACACAGAGGTGAACCAAC
AAACTCAGAGACGTGGAAGCATGGGGACCAGGGTTCTTGGAGCATGGATGGAGGGGATGA
AGACATTGTAGTATGCTCTTCTAAGCAGATAGCAGGTTTCTTATCCTATAGGAAACCCTT
GAAGTTTGCTGAGCCTTTGCAAGGAGGCATAGTTGCCCTATAGAGGCTATACTCCTGCTT
ACATAGAAGAGATGAAGAAGGGTCTGTGGCAAGGAAGTTTGTGCAAAAATTCAGTTAAGA
GGACCAAAGTCCCTAATTTACTTATATGCCGGTGAGCTCTTGCAGACCGCATTTGGGGGT
GGGGTAAAGAGGGAGTGAGAAGAGTCAGGTGACAGAATGGCAAAGCGGTGGGAATGGGTA
TGGCCAGTTTGCAAATGGAAGAGCTGGGCGGGGCTGAGGACGCTTCCAGAAGCCGACTGA
CTTTGCAGCCACATTGTGCGTTTCATTCTGTGGGCTTGCTTCCTTTGTGTTCAGAAGCAG
AGTATGTAGCTCACGTTGAGGCAAGAATGGGGTCTTGGCAGGAAAGTGTATCCTTATTAC
CTACTTCTCTTGGACCTCACCCCGTATCCTTTCAAGTTCCACTTGTACCCCGTGTCCTTT
GCAACTTCTTCCCTCACCAAGTCACCCATCTTTGCTGTTCTTCTTCTGACTGTCTTTCAC
TTTGACCAAATGTTTTGTCGGTGAGACACGTTTGTTTAACACTTTCATGCATTCTTTCTC
TTACTAGATTTAAAATTCCCAGGGGAACCCAGCTTGGGATGCTGGGACATTCTAAAGAGA
GAATAGGACAGTCTGAGTTATAAACTTAGTTCATCAGCTGTGTCGGTCATTCTGAGAAAG
TCATTGGGGATCTGTTGGTCTCTGTTAATAGTGCAGGACTTTTATGATGTGCCGGGGGCA
ACATGTCACACCAACAAATTCCTTCCACCTGGTTGGTATCCAGTAACTAAAACTCTATCT
AGGAAGTCATCATTGATAATGGTGAGGAAATAGACATCCAGAGGTGAGGGTAAGAATTTG
TAATTCTCATAAGTCTTAAGGATGTAGTAATTGGTCCAGTATAGGTCAGGAAAACACATG
CAAGGGAGTGTTCTATTTTAAAAATCAAAAAGTCATATATTGCCACGCGCTCTGGTCGAG
TCAGCCTGACAAGCCGAGAGGCTTGGAAGCTACTCACTGAGGCAGAAGAGTTTCACGGAA
ACTCACTCCTGGAGTCTGGCGTTCTCTCTAACCCATAAATTAATTTTCCATTCCCACGTT
AGTCTAGTGTATGGATCCACGTGCTCTCCTTTAGTATTATCCTATTATAAGTGCCTTTTA
AGATTGAATTCTGACATAGCTAAAGCCAGTGTTCCAACAGTCCTAGAACGTCCTTGAGCA
AGACCTTGGGCTTGGAATTCAGTACTGCCCCTGGTATTACACTATCACTTTGAGTAAAAG
TTAGGTCACTGCCCTTCACAGGAATCTACCATCACCAAGGAAGAAAGAAGTTTCTGACCG
TAGGAGACCAGAATAGATGCTTAGAACTATAGCTGAGTTACACCCATATACAGAAATTTA
TAATGGTTTAGGAAGTAGATCGGGCTTGTGGTTTTAGAGTATTGCATAATTCATGAGATT
GTTAGCTAGAATGAAACTCCCTAGTTAGAACCATGACTTGGGTGTGAAAGCCCTGCCCTA
GGAGTGAAAAGATCTCACACCTGGCTTCTAAGACTATAGCTGACCTTAGATAGAACTGAC
TTTGTCTCAGTTGTTTTATTGCCCAGTTCCTGCCAGTTTTTGCATTTTCATTCCTCTGTT
CTGTTTAAGAGTCATTAAGCATCCGGTTACCTCATTTGTACCTTGTGGGTATGTCACCCA
ACTTCCTTATTGTCTTCTGTATAAAAAGTCTGATGCTCGACTTGACAAAAGGCATTCAGA
TCCTACACTACCTCTCCTGTGTGCATCTGTCTGTCAATTCATCTGATGCTTTGCCCACCC
ATAACTAGAGACCCATTCCACACAGACAAAGGGGCCCAGAGGGTCTGCGACAATATATAC
TTAACTTTTTTCATTACTGAATTTCTCTCATTTATTTATCAGCCACTACAAATAGATATT
CTCTGTGCACAGACTTAAAGTAGAGAAAGAAAGTTTAGTTACATGTTTTCATAGAAACGT
TAGCCTGACCACTTATATTTTGAGTAATAAAATAGGGGTTCCCTAGCTATAAACCACATT
ATTCACCCTTGTATATAGTAATAGATTATGAAATAATAAAAGGAATGCCAATGTTTGTAC
TGTCGTCTTATGTCACTTGCATTGAAGAATTCATCAAAAAGGAGTTTGATTAAAATTTAT
TGCATTTAAAAACGGGACTGGAGAGATGGTTCAATGGGCCAGAGCACTTGCTGGGCAAAC
ATGAAGAGGATCTGAGTTACAGTTCCCAGCACCAGTGTAAAAGGTTTGAGGATTGCTGAG
CTGTTCTGGCTTCTAACCTAGCTCAGGAACACTCTGGCTGCTAGCCTAGCTCCAGGTCCA
GAGGGACACTCAGGTTCATGGTCAAGGCGGTGGGACTGGATAGAGCAGCCAATGTCCTCC
TATGGCCTCTATATGCAGGCATGGGTGTGCATGCCTGCATATGCATGTATACCACATATA
CCACACGCAGAGTGAGAGACAGTCAGACAGACATAGAGAAGGGGTAGGGAAGAATGGTGG
AGAGAGGGAGAGGGCAAAGGAGGGGGAGGGATGGGAGAGAGAGAGAGAGAGAGAGAGAGA
GAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATCCTCTATGGCCCTGAAAGGGTAGAAT
GCATACTTTGTTCTGGGCAGAAAAAAAAATGGTGCCAAGTTTTCTAGTTTGGACATTTTA
AAAACATTTATAGCTGTCTTTATTTTGAAGGCCAAGGTCAGTGGGTCCAGGAAAAAGGAT
AGTGAGGTCTGTTGACAGTAGTGGGATTAGACACAGGTGGCTGGCCAGGCCTGCCAATTT
CCACCTGTCCTGTTCCAGGAGCATTTAGAGATACGTGGTAGCCATCCCCGGCCTGGCAGC
TCTCATGGCCCAGCTGAAGCTGTCACTGTGTGGGGGGACAACCTTCCAGCCACCAAAGGG
AATTCTATGAGGGTGAGGTTTGAACCCTGCATGTGGCCACTCTCCCAGGGATGGAGATTT
AAACACCCTGTTATTTCTGAGTGTCCTTGGCCCTTGGTCTATAGGATGGCAATTGTATTT
GATGGGCTTTTATTTTTAGAGTCTCCAGACCTGCGCCTTTTATTTCTCTCTGAAGTAGGA
TGGGACTATTGTTCTGAGACTGGTTGTACTATAACAGGAATCAAGGAAACTTTAAAAAAC
AATTAAATGTGGTGTCTGTGTGTGTGTATGTATGTGTGTGTGTGTGTGTGTGTGTAAGCA
TGTGTGTGCACATGCAAATGTGTGTGTAAGTCTAAGGAGAACTTTTAGGAGTTGGCTCTT
TCACTGTGGTACTGGAGATCAAGCCCTGGTCATGGAACCCAGGGATCAGACATAAGCCAT
GGGGCCTGCACAAAAAAGCCCCATTGCCTTCTGAGTTATCTTTTCAGACCCCATAACACT
CTTGAAGAAGACTTTTATATTCTACCCTCTGGTGACATTAGAACTTGTAGTGTTCTGGAT
CCAGAAGAGACTTTTAAAGCATACATAGCTAATGAAACTTTGAGCTGGGATGGTGGGGAA
AATGGATAAGAATGAGACTCAGTGTGGAATCTACCACAGTGCAATGTGAAGGGTGCCAGA
ATATCCTTTTAACGACCATCGGCCTAGTAAAAATTGAAATTTTATTTACCTAAAAATATT
TCTGTGTCTCTGTCTCTGTCTCTCTCTCTCTCTCTCTCTCTGTCTCTGTCTGTCTCATGC
CAACGTTAATGCTATGTGTGCTCTCTACCACAGAGCCTCCCCCACAGCCCAGGAGATACT
CTTTTGGTCTAAAGCTGCTTGCTCTTTTATTCATGAGCAAGGGCTCCTGGGAGAAGATGC
GGGTTCATCCGCTTTCATTCACACATGCCTCAGTGTGAATGAGTCTACCATGTCACTTCC
TGGCTTGGAGTTGCTGTTAGAAGGGTTGAAAGGGGAGAGGAGGATCCTGGAATTTCGGAG
GATGTGAGGATCAGGGGCGGGGTCATTAGTGAGAAGGAGGCGGGGCCTTCAGTGAGAATG
AGTGGGGCAGACATCATCACATTTTTTTTCTGGACTGTGCAGTCTAAGGAAAATCAGGAC
ATCTTAGGTGATACCGACAGAAATTAGGGAATAGTTAGAATTCTGCTCTCATAAGATAAA
GCAAACAGGCCGGGCATGGTGGCACACGCCTTTAATCCCAGCCCTTGGGGGGTCCGGGGA
GAGGCAGAGGCAGGCGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCCA
GGACAGTCAGGGCTATACAGAGAAACTCTGTCTCAAAACCAAACCAAACCAAAACGAAAA
AGCAAACAGCTCATTGTTTAAAATACAGCAGCTCAGTGATTAAGTCCCAGGGAACTTTTC
ATTACATGTGGTTTTATTTCCCTCTGTGTAAAGCAAGGTCTAATACTAATGTTAACAACA
TTAATACCAATACTTTCTCACGTATTTTCTCTACAGCAATAAGCTATGTTATAGCTTAGT
TCCTGTTCTTGGCTCTTCTTCCACAAAATAAAAGAAGCACAAAGAATTCCCACAAAGTTA
AGCTAAAAGGATTAATTAAAACATTATACAATAGTATACCTCTTAAAGTTGTATTCTGTA
AACCCTGGGGAAGTAAATGTTTTGTGACTCCTTTATAGTCTCCAATTCAAAACAGTTTGA
TCTCTGTAAAAACTTTAAAAAAAAGTAGCAACTTAGAATCACATTATTGCAGCCTTGATC
AACACTAGGAAGAAAAATAAGATAATGATGTCTTGGTGGCATAAAACCTTTAAATGGAAT
AATCTTTGTTGACAACACTGGTTTAGGGTGGGGCTAAGAAATTCTGTTTGTCAACAAGGT
AAGAATGATTCAGTTAAGCAACAAATAAAATTCAATTACAAATAAGCCTTGGATAAAGGA
AAGGCCTTTTAGAGAAAGGAAGAGATAAATTATGGAAGTTGAATGCAATGCTTATCAAGG
CCCAGAAGTCTCATTAGTGATTCTCTGTAGGCTGAAAATGAAGGAACAAAGATGCTGATA
AGTCTCCATCCAAAGGACTATTTGGCCAATTTGAAGTTGGCTTACGATCAGCTCAGACTT
GATATTTAACCTGTTCAAGTTCATCATCTCCTCCAAGTCCTGCCGACTGATGCTCTCTCT
TCCTCTTTTTGACTTTGTGGGCCTAATTACGTAACCAATATTTACAGAATTCTCTTCATA
CTGGACTAACTGAGCAATTCTCAACCTATAGATCACAACCCCTCAGGGGTGGTCACATAT
CAAATATCCTGCATGTTAGATATTTACATTATGATTCAGAACAGTAGCAAAATTACAGTT
AGGAAGTAGCAACAAAAATAATTTCATGGTGGGGGGTCACTACAACATGAAGAACTATAT
TAAAGCATCACACCATGAGGCAGGTTGAAAGCCACTGAAGTAATTGAATGCCCACTGTAA
AACCCTTCCTCTTCCTGAATATTATTGATTCATTGACTCATTTACTCAATCATCCAGGTC
CAGTCTGTCCCTTCATGAGTAATGTTGGCAGGATTCCAGCCATGAGTCTGGGGTCAGTCA
CAATTACTGTTTGGACTCTTGTGATAAAATAGACTCACAGGGTTCATACTCTGGCACAGA
AGGCAGGCAAGGAGTATATAATGACAACTCATTAAATGCTTGCTTACAGTAGGTGAGCTG
CTGTGAGGTTTGAACTGGGTACCGTGAGGATGTGTTTCAGACTTGCAGAGGGAGAGAGGT
AGGCATTTTTGAGGCAGCTGAAGCTGAACTATGGGAGTGTGTGTGTCTAGCATAATGTAG
CATGGAACTAATTTTATTGTGGTATAATACATGCCTGTCTCCATAACCTGCTCTCATGTA
GACAATCATTTGTCATAATATATTTCCATCTTCTGAGTCATTCAAACACAAATGAAGTGA
TGAGGCCTGTGCTCAGGTCAACGGACAGAGGGAATAGCAGAGACTTTCTTCAACCTTGAA
TCTTGACTGTCTATAGATTTTTGTTTTATTTTAATTTTGGTATTGGGTGTTTTGCCTGCA
TGTATATATGTGCTCCATTTGTGTTTCTGGATCCCATGGATGCCAAAAGAAGGCATAAAA
AATTTTTGGAACTGGAGGTACAGACAGTTGTGAGCCACCAAATGGTTGTTGGGAATTGAA
CCCAGAACCTCTGGAAGGACAGCTAGTGCATCTTACCTGCTGAGCCATCTCTCTAGCCTC
TGTCAGTAGACTTTTATCTATAGATCTTAACCCAGTTTCAGGAGAGTCGCTGAGGTTATT
TAAGAGCCTTTGTTTCTACCCAAGTGCTGACGGGCACCTCAGACTTTCACTATCAAAGTG
AGAGGAGAAAAAGCCTGGAAATAAGGACTAAATAATTAGCTTCTCCTACCAACCCAGGTC
ACAAATTCTTCCCTTCCCACGTAGACCTCAGGCCGTTCTTCTGCATGCTTGTGTGTGTCT
CCCAGGGCCCTTTCTAACATCCATCAGTGACCCCAGGCTTGCTTACTCTGCCTCTGGCTT
TGCTACCATACTAGGTAGGAGGGTCTCAGTATTCCAATGCTAGCCTGGGTCTACATTCTC
TCATTTTGTTCAAACAAGGAGGCCATGTGCTCTAAGTTACCCAGAGGATACAATCTTGCA
AGCTTTCCAGAAAGTTGTTTCCAGTGCACTACAATCTGTCTACATCCTTGCAGAACTTGT
TACACCTTTAGTAAAGCAGAGAAGAAGGCAGCTGTCTAAATCCTCCAGCCTGGCTCTGAC
ACAGGGACTCCTGACAGAAGCTGGACCCGGTGCAGGAGCATCGTGTCCCTGAGAGCAATG
CAGATAGTTTGAGGGAGGGGCCCCACATTACTCACTGTTACACATAACTTTAAAGTTTCC
AAAGCTATGTGTGGGAACTGCTGTTAGAAATCACGTTATCTGTTAATGGGATTTGGGCCT
GAGACGCCCACATGCTGCTTTGAAATTTTCTCTCCATCTGTTCATTTCTGCAGAGCTTAT
TTATTTATTTAGGACAAGAGTAGTGTGGCCTACTAATGTGCTCAACCAAACAATTAAGAT
CACAGCTCTGCGGAGAAAGTGAGCCATGGCCGGAGCTCCTCAGGTGTGTCTTTTTCATCT
GTTCCTCTGCTGTCTTTAGGTGAGATGGTTCTGGTAGAAATGGACCCAAGAAAGCACTAA
CAATACGGCATAGACCTAAAAAGATGACCTAGGTTGTCACTCAACCTTGGACAACAAGAA
CAAAAGATTTAAAGGACTCTCTAGCGCATTGACTGAGCTTTTGCCTGGCTTCGGAAAGGA
TTGTGTCCTTCAGTTGTCTTTGGGGAAAAACATCTCTACAAATGCTGTTATTTTAAAATG
TTGACTCATATCTTTTTTTTTCTTTATTAATTCTGGTAGCTTATGGGTTGACTAACACTT
AAGACATTTTTATGCAGTATATTGATTTTCCTTCTCTGTCGTGACAGTTGGAGTTTTGTC
CCTAATCTCAACTCATAGGCTTTTTTTTACCTGCTTTGAGAGCTGCTGTCTACAAAATAA
GGCTCCAGCCCCCAGAATGTAGACCCTTTCTCTTGCTGTCTGTTACTCTGTAAAGCATCT
ATTGACCTAGTTTTGTTTCCAAAAGTAAAAAGCATTGTAAATACTTCATAATTATAAAGC
ACTTCTTGGATGTTTAGCCTTCACCAGATATTTCCTGAGTGTGCCAGTAGAAACCTGTTC
TGTTAGTAAGTACCAGAGATGAAAAGAGAGCCAAGGGTATTGCAATGAAGGAGTTTATGG
TTAGATAGAAGAATTAATATCACACCAGTAAACTCCTATTCATGCACAGTTTCCAGTATG
ATTAGTGTTGTAGGGAAAAGAACAGGGAAACCTTAAAACTGGGGACCCTGGTTGGGGTGG
GGGCTTCCAACTTTCCTATCAAAGGCATTATTTTTCCTTTATTTTTAGGTTTTATTTTCA
TTAAAGGCACAATAGAGAGTCAATACTAACTTGATGCTTTTAAAAGGTAACCACCCTGAG
TGTGGAGTTCTAGCCTTCGTTATTTATAATATTTTGCTCATGGATTTGCTTGTTTAGGAA
TGCTGTGGACTGAACCTGAGACTGACAATGCCCTAGACCAGTGATCTATGATTGAGCTAC
CTCCCACCTCTTGTTTCTCTCATGAGCTCACATCTGGGCACATTTACTAGCTTGTCCTGG
AACACATTATGTAGCTCAGATCTTCCTGCATCAGCCTCCTGAGGAATCAGGGTTACAGGA
CAGCACAATTACTCCTCATTTATCATTGGAACTAGGAAAGTAAAAACCTCGCAGATGTCG
GTTGCTTCTTCATACTGTGTCTTCACTGAGAGTAACTCATTTACAAAGTGATAGATTCAA
AGTTGTGTCCGCCAGTCTATTCTACAGAGGTGGTGGAGTCATCAGAGTTCGGGGATTTGG
TTTAGGACAGAGAAAGGGTGGAAGGAAGTCTTTGCTGACATTGAAGCTCCAAGGTGACAG
AGGAGGGACCTATCTCATATGCTTTGGCATAATTTAAAGTGAACAATAAAAATGAGTCCC
CAAGACAGAGGAAGAATGCTCACTTAGGCTTCTGCCAAGAAAAGTTGTGAAATCTGCTTC
CTGGAAATGCTAGGCTCACCGAAGTGTCTTCTAAAGACTCGGTGAAGAGTAAAGTCTTGG
ATAGAAACTGAGCTTGGAGGGGGTCCAAGAGTCTGCTTTCCATCACGTCCCCAGGAATTG
TCAATGCTAGCAGCTTCTAGGACCTGTCTCCTGCTCTCTCTCCCTGCTCCCCTCCAGTTT
CTCATATGTAGACACTTTTTTTTACCTCACACTTCTTAATGTTGTTTTCTCTTTCCTGTA
ATTGTCCCTGACCCCAGCTTCCATTTCAACTCAAGATTTGGTTGTTTCTGATGCGAATGA
AACAAAGATCACATAGTGGGTATGCTTTACTCAGCATCCTCAGCATCTCAGCATCCTCAG
CATCCTCAGCATCCTCAGCATCTCAGTATCTCAGCATCCTCAGCATCTCAGCATCCTCAG
CATCCTCAGCATCCTCAGCATCTCAGTATCTCAGCATCTCAGCATCCTCAGTATCTCAGC
ATCCTCAGCATCTCAGCATCCTCAGCATCCTCAGCATCCTCAGCATCTCAGCATCCTCAG
CATCCTCAGCATGCTCAGCATCCTCAGCATCTCAGCATCCTCAGCATCCTCAGCATCTCA
GCATCCTCAGCATCCTCAGCATCCTCAGCATCCTCAGCATCCTCAGCATCTCAGCATCCT
CAGCATCCTCAGCATCCTCAGCATCTCAGCATCCTCAGCATCCTCAGCATCCTCAGCATC
CTCAGCATCCTCAGCATCTCAGCATCCTCAGCATCTCAGCATCCTTAGCATCCTCAGCAT
CCTTAGCATCTGTCCCCAGGATTAGTGCATTACTACACAATATCTGGAAAAGATTCCTGT
TCTCCCCACATGTTTCACTGTCTTCGATGTCACTGAGTCCTTTGTCCTTCTCTTTATTGT
AATGGTTTGTCTTCTCAAGTAGCTTCAGCTTAACTACCGGGCTATGAAACAAAATTGTAC
AAAGCTTCCATGGTTGCCCTTCCACAGTAAAGTTCTGTTATGGTGTCAATAAAAACATTT
TGAAGTTATTTGAAAATTTAGCTTACAAAACTCACCAAATGGTTTATGCATCTTCTTGAG
TTTCATGTGTTTTGTAAATTGTATCTTAGGTAGTCTAAGTTTCTGGGCTACTATCCACTT
ATCAGTGAGTTTATGTGGTTTGGTTTATGTGGCTGAAATACAACCGTCATAACAGCCCAG
GTTGGTATGTACTATCTACGCCTGTGTTGGTTTGAATAGAAATGGGCTACATAGACTCAT
GTACTTGAATGCTTGGCCCACAGGGAGTGGCACTATCAGGAAGTGTGGCCTTTGCAGATG
CTGGCAAGGATGTGGAGAAAGAGGAACACTTCTCCATTGCTGGTGGGATTGCAAGCTGAT
ACAACCACTCTGGAAATCAGTCTGGTGGTTCCTCAGAAAATTGGACATAGTACTACCAGA
AGATCCAGCAATGCCTCTCCTGGGCATATACGCAGAAGATGCTCCAACTTGTAATAAGGA
CACATGCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAGCTGGAAAGAACC
CAGATGTCCCTCAACAGAGGAATGGATACAGAAAATGTGGTACATTTATACAATGAAGTA
CTACTCAGCTATTAAAAACAATGAATTTATGAAATTCTTAGACAAATGGATGCATCTGGA
GGATATCATCCTGAGTGAGGTAACCCAATCACAAAAGCACACACATGATATGGACTCACT
GATAAGTGGATAGTAGCCCAGAAACTTAGACTACCTAAGATACAATTTACAAAACACATG
AAACTCAAGAAGAAGGAAAACCAAAATGTGGATACTTTGTCCCATGGAAGAACAAAATAC
CCATGGAAGGAGTTACAGACACAAAGTTCAGAGCTGAGACAGTAGAAAGGATCTTCCAGA
GACTGCCCCACTGTGGGAAGCCACATGTGCCATTGCAGGGTGGCGCTGGCTACCACTGGC
CACCACGCATACATAGGCAGTAAAGTTTTTTTTTTGCCAAGATGAGGTTTTGAGAATTAA
CCAATAAGATGAGAGAGAAGTTAACCAATCAGATGAGAGAGAAGTTAACCAATCAGATGA
GAGACATGTTAACCAATCAGATGTGAGACATACAAATGAGGTGGTAAGCATAACCCATGC
ATAACCAATCCGGGTGTGAGACACGCCTCTCCTAGGCCTATATAAGCAGCACCAGTTCTG
GGCTTGGGGTCTCTCTTCGCCTCTGCAATCAAGCTCTCCCAATAAACGTGTGCAGAAGGA
TCCTGTTGCAGCGTTGTTCTTGCTGGCAAGTCGGGCACACGCAAAACCCCACTGGGGATC
TATACCATATACAACCACCAAACCCAGACATTATTGCATAGGCCAGCAAGATTTTGCTGA
CAGGACCCTGATATAGCTCTCTCTTGTGAGGCTGTGCCAGTGCCTGGCAAATACAGAAGT
AGATGCTCACAGTCATCTATTGGATGGAACACAGGGCTCCTAAAGAAGGAGCTAGAGAAA
GTAACCAAGGAGCTAAAGGGGTTGGCAACCTTATAGGAGTAACAGCATTGTGAACTAACC
AATACTCCCCAGAGCTGTGTCTCTAGTTGCATATGTAACAGAGGATGGCCTAGTTGGCCA
TCAATGGGACGAGAGGCCCTTGGTCTTGCGAAGGTCATATGCCCCAATACAGGGGAATGC
TAGGGCCAGGAAGCGGGAGTGGGTGGGTTGGGAAGCAGGGCGGGGTGGGGCGAGGGTATA
GGGGACTTTGGGGTATAACATTTGAAATGTAAATGAAGAAAATATCTAATAAAAAAGAGA
AGTGAATAAAAAAGGAAGTGTGGCCTTGTTGGAGAAAGTATGTCACTGTGGGAGGAGGCT
TTGGGCTTTGAGGTCTCTTACACACTGTTTCCTGCTGCTGCCCGAGGATCAAAAGGTAAA
ACTCTCAGCTCCTTCTCCAGCACCATGTCTGCCTGCTCTCTGCTGTGCTTCCTGCCATGA
TGATAATGAACTAAACATCTGAAATTGTAAGCCAGCCTCAATTAAATGCTATCCTTTATA
AGAGTTGCTGTGGTCATGGTGTCTCTTCACAGCAATAAAACCCAAACTAGAACAATAAGA
CAACATACATTTGCATGTTTAAATGTTTCTAATCATAATATTTTTAAAAATAATTTACTT
ATTTTTATTTCATGTACATTTGTGTTTTGTCTGCCTGCATGTCTAAGTGAGGATGTTGGG
CACCCTGAAACTGGGGTTACAGGAAATTGTGATCTGCACGTAGGTGCTGGGAATTGAACC
CAGGTCTCTGGAAGAGCAGTCTTTTTTTTTTAATTAGATATTTTCCTCGTTTACATTTTC
AATGCTATCCCAAAGGTCCCCCATACCCACCCACCCAATCCCCTACCCACCGACTCCCAC
TTTTTGGCCCTGGCGTTACCCTGTACTGGGGCATATAAAGTTTGCAAGTCCAATGGGCCT
CTCTTTGCAGTGATGGCCGACTAGGCCATCTTTTGATACATATGCAGCTAGAGACAAGAG
CTCCGGGGTACTGGTTAGCTCATATTGTTGTTCCACCTATAGGGTCGCAGTTCCCTTTAG
CTCCTTGGGTAATTTCTCTAGCTCCTCCATTGGGGGCCGTGTGACCCATCCAATAGCTGA
CTGTGATCATCCACTTCTGTGTTTGCTAGGCCCCGGCATAGTCTCACAAGAGAGAGCTAT
ATCTGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCATCATTTGGAAGCT
GATTATGGGATGGATCCCTGCATATGGCAATCACTAGATGGTCCATCCTTTCGTCACAGC
TTCAAATTTTGTCTCTGTAACTCCTGGAAGAGCAGTCTTAACTGTTGGGCCATATAGTCC
CTGATGGACACAATTTTTAAAAATCAAAAGCCATAAGAAAAACATTTGTCTTTGACAGGA
TAGATCCAAAACATTGTTTCAACAGGGCATCATCATAAAAGTTACTAAAGAGAAGTATGC
ATTTGCAGTATCAGGTTTATCAGAGCCGGTGTGCTTTCATATTGATGATGTGCATATGCA
CATTTCAAATTCTCAATAGCCACATGTGGTTAGTGACCTTTGAATGACAGAGCAAGAGTA
TATAGCCTGGTTCTCTATGTTCTCTTCTCTTTGACTATGGAGCTTAAATAATTCCACGTT
TTGTAAATATGCAAACTGAGTCAGGAAGAGGACAGCTGGGGGAGGGGAGACTACAACAGA
TGACTTCCCAGAACCTACAGCATCTTTTGTCTTTTGTATTCACATCTTCTGTACCCAGGT
GAGAGCTCTTTTCAGACCCAGACTGCCTCCCCCAAGCCCCTGGGGAAGTGGTAGCCTAAC
TCACAAGATGCCCTGTCTAGAGAAGGACCAGGGCAGTCTTTGCCCAGGATGCATACTGTG
CTTTGCCTCTGATTTAAAATAGGATCAGTCTCAAATTCTTCCCCTGACAAATGAACACAC
TCACTTGTTCATGCAACCAGTCATTGATTTGGCAACATGCTACCCACTAGGTAGAGGCCA
TGCAAACAGACTCCAGAGAAAGAGCCCATGGGGAGGCAGACAGGCATCACAGCACTCAAG
CAGTGTCTTAAGAGATTCCAGAAAAGCCTGTTCTGGTTTCAAGCAGTACTGAGACCATCA
AGTGGGGAGCAACTAAAGAACAAACCTCTTTATGTAGCGATGCAGTGGGGAACCTTCTGG
AATAGCACGGATTACTGAGAACCAGGCTCAAGCTCAGACATTCACTCATTTTTGTGGGGT
AAATCGTTATCAAGCTTGCTTTAAGCACATAAACACATAGTAACAAGCAAGGGATAGTTT
GCTTGTCAAAGGAGGTTGCCATCTAGAGGGGAAACACACTAAAATCTGTGCATTAAAATG
ACAAAATTCATTACAGACAATAGGAAGTAAAAACGAGATGAATGTAAAAGCAGAGAATGA
CGACATTGGAGAGCTTGCCTTCATTTTCTTTGAGATAGGGACTCAACGGAGCCTAGGCTG
TTTTCAAACTCACAACCCTTCTGTGTTAGCTTCCTGAATGCTGGGATGACACCGGTGCAC
CCTCATGCCCAGCTAGAAAACTTTTTGGTCCTGCTGCATATTAATGAGCCATTCTGTTTT
ACTCATAGCAGAACAATCCTGCATGAATGACAGATGGCCAAAGCCAGACTGACCTTTCCA
CACACACATCCCAAAATGAATACTGACTGATCAGTCAGCAGGTGTTTTTTTTGGTGGTTT
TGGGTCCCTGGCCCCTCCCCTACTTGTCGCTTTGAAGTATTTTTATAACATGCCATTTCC
ATGGTAACCATGCTCTTGAGCATCAAAGTTGTCTTTTCAGGGGAATTAAAAGGCTGCCGA
TGATGCCCAGGCTGTGGTGATTGTCACCACATGCCACACTGAACTGCAAAGGAGGCTGGG
ATACAAGGTCTAGTCCAGGATGATCAGGTGCCTAAAGAAATGTGTGTACCCAGGTAGGAG
TGGGTATTGCGGCAAGTGTCAGGATTTCTTCTACTGTGTGGATCCCACACTTCACTTATC
CAATCATCTATCAGTGGACATTTGAGTTGTTTTGCATCCTGGCTGCAGTGAGCCATGCTG
TAGAAGTACTGACATGCAGATTCCTGGCTTTATGTGTCTTGGACCTATAGCAGAAATGAG
ATAGCCAGATCGCATTTATTGTTTAAATGCCATTGCAGAAGGATCAACCATGCAGAATGG
TCGCCCCTGCTTCCTATTTTCACAGGCAGCTCACCACAGCCCAATGTTCCCACATCACCC
TAAGTGTTGATAATTTCTGGATTTTGTTCAGTGTTTGTTTCTTCTGTTGCTTTGCTTTGG
GTCAGCAGTCATTACAATGCATGTGAGGCAGTCTCCCACTGAGGCTTGGATTTGCATTTC
CCAAAAGATTCACACGCTTGTCTCCGTACAGTTTCCTTAGAAGATGTCTATTACAGACCT
TTGCTCATTCAAGTTCTGAAAGGAAAAAAGACTTAGAGTAAGTATTGGCATGTGTGGGGT
GTGTGCTTCCACGCGTGAGTGCAGGCATGTGCATGCCATAGTGCTGCTATAGAGCTCAGC
TATTGGTCCTTGCCTTCAGTCTTATTTGGGTCAGAGTCTTGTGGTTTTTGCTACTGTGAC
TATACAAGTAGGTAGCCTTCTAGTCCCCAGGGGTCCTCCCTTGCTGAGCTGGGGTGATAG
GCATGAGATATGGTGCCTAGATTTATGTGGGACCTGGGGCCCCAAAGCCAGGTCATCATG
CTTGCCCAGCAAGAACTTTACCCTCTGAGTCACCTCCCCAGCCCTGGTTAAATATAGTTT
GCTTTATTCTGTTGAGGACATGGAGACTGTATTCTAAGTATGGTGTCAAGGCATCATGAA
GCCCAGGTAGGGGAATGACCTGAGTCAGCTTGGATTTCTGGTGTGATTTTCTCCCTGCCT
TGCAGCAAGAGGGGCAGGTGTTGACGATATCAACGAGACTGACTATTTGCAAGGTACAAA
AACTGTGTGACTAAGACAGATGGGAAGCTGCTTTTTCCCTTCACAAAAATCAGCCATGCC
CTGAATGTCTGTGTTGCTCCTGAGCAGTCCCATACATTGGAGTTCCACTGGGGTAGGCTG
AGGGATAAAGACAGGCAAAAGCAGGTGAAGTGTAATTCAGTCTCTGGGGTCCATTTAGTC
CTCGCCACTCTTACGGGTCTAACCAGCCGGATCAATTAACGCAAGTGATGATATTGGTTG
CTGTGAGTATGGCCGAGACATTTGCTCCTTGGGAAGTTGGTGGCACTGCTAATTGATTTC
ATGCCAGCCTGACAGGAACATCCTGATCAGGGTAAGGTCACAGTACTGGGGAAGCAGTAG
AGTGTACCCCTCTCCTGGACTGATCCCTTTTCCTCAGACACGCTTATCTCATATCCTGCA
CTTTAATGTCATATGCATTGCACCGCACAACTTGATATTAAAGTTTTATTAGCTTGTGGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGAGAGAGAGAGAGAGAGAGAGA
GAGAGAGAGAGAGAGAGAGAGAGAGAGACTAGGAGGTAGGTACACAAATATGTGTGCACG
TGGAGGGCAGAGAACACCCTCCTCTCTGATTCTGCAGATGCTGTCCACTCTGTATCTTTA
GACAGTGTCTCTCACAGACCTGACACTCACCAAGCAGGCCAGGGTGGCTGCTCAGCAAGC
TTCTGAGCTCTTCTGTCTCTGCCTCCCTGTGCTGAGGTTACAGACACTTGCCACGGTGCG
TTTGTCGTTCACACTTTGAGGCACACTACATCAAGCCTTCCATCAGGGCTTTGTGTGGGG
CTTCTGGGGTTCTGAGTTGAATCCCCATGCGTATCTTACAAAGCAAAGCTTTGCTAACTG
AGCCATTCCACCAGCCCAGGTTTTGCTAGTTTGGGATGTTCTTTTTCTTCCAATATTTGC
TTATTCAAAAGCAGTGGTTGTTCATCTTGGGAGCATCAGACTAACGAGGGTGGTATGTTC
AAATGTAGGTCACTGGGTCACCCTCGCAAAGCTTCTGTGAAGTGACTGTGAGTGCTGCTG
TTGCTGCTGCTAGTCTGGGCACCATACACACGGTCCTTAGTCTCAGGAAGCAAGCTAATG
AGCATCAGAGCACACCAGAGCCTGGAGACTGGCTGCTTGTCTTCTTTGGACATGCTTTCT
GCTGCACAACTGCATGTCTGGACAAGGATATACAAGCCCATGGCAAATGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGATATTTTGAAGCAAGAATCAGCAGGGTTTATTT
ATTACACTTTAGAGCAGAGGCAGGAGAGAGGATTAAGGGTGACTTGGTGCCTTTCTTCAC
TGCTCTACTGCTGTGAAGAGACACCATGACCAAGGCAACTTATAAAAGGAGCATTTAATC
GATGGCTTGCTTCCAGTTTTAGAGGGTTAGTTCACATTCATAATGAGAAGGTTCATGGCA
ACAGGCAGGCATGGCATTGCTAAGAGCTTACATACTGATCAATGGGCAGCAGGCAGAAAG
TGAGAGACTGGGCCTGGGATTTTGAAACTTTAAAGCCCACCGCCAGTGACATAACTCCTC
CAAAAAGGCCACGCCCCTTAATCGTTCTCCAACAGTTTCACTAATTGAATATGAAACCTT
CAAGTATATGAGTCTCTGAGCCATTCTCATTCAAACTACCATGCCCAATTTGGGTGCTGT
ACTGGCTGGTTTTATGTGTCAACTTGAGACAAGCTGGATTTATCACAGAGAAAGGAGCCT
GCTTTTAGTAAATGCTCCATGAGATCCAAGGCATTTCCTCAGTTAGTAAACAAGCGTGGG
AGGGCCCATTGTGGATGGTGCTATCCCTGGGCTGGTAGTCCTGGATTCTATAAGAAAGCT
AGCTGAGCAAACCAGGAGAAGCAAGCCAGGAAGCAGCACCCCTCCATAGCCTCTGCATCA
GCCTCTGCCTCCAGGTTCCTACCCTGTGTGAGTTCCAGTACTGACTTCTTTTGATGAATA
GCAATGTGGAAGTATAAGCTGAATAAACCCTTCCCTCCCCAGCTGGCTTCTTGGTCATGG
TGTTTTGTGCAGGAGTAGAAACCCTGACTAAGACAGGTGCAAAAGTCATGAGTTACATTA
GTGTTCTAGTTGCTGTGTTCAAGAGAAGGTAAAGGCGATAAAAGGCAACAATTGAGGACC
CACGAGAAATCCCTGTCCCCAAGTCTCAGCATAGCTCTTGTCTGCTGTTTTATGTTTTCA
CCAGTCTTTTATTCCATACTCAATTCCACTCACATGTGTGTGAGTGTGTGTTTGCATGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTAGACTACATGTATACATACCTGTGTCTG
TGTATATTCTGAACGCTGGTGTCCTGCAGCCTTACTATCACATATAAACTAATGGGAACT
CATGGCTTTGGTGAAGGAGCACAGCGCCTCATCACGCTGTCTTCTCACCACTCAGGCTGC
AGAAGGCCAGGTGTTTTGGTCATAGTTGACTGACACTGAGGGATGAGTCCACCTGCAGGC
ATTTGACACAGTGTGAGCTCTGGGTCTCAGATATTCCATGTAATCTATACTGACACACAT
AGAGCCCATACGTTCCTCTCTTACCCCCTTGTGCCTGCTGTGCACTCCGGGGTCATGGGA
GAAGTACATTCAAGAAAACGCCAACCAAAAATGCTGTCCCTCAGGCACTACCATAAAATA
CCCACCTTAGAGAGCTATCTCTGTGTAAAACTCTCGCCTTCCTTTCCCAAATGTGGCAAG
GATAATCCATTATTTCTGCTGCCTGTGGGACTGGTGGAGACAGTATTTTCATGTGTATGC
ATTTCTAGCTGATTTCTTTGATAAGCAGGCAGATCAAGTCTCATGTGGGATTATATCCCT
CCATTCTGGGAGTCACTTATTGAATAAATCTGTGAGGCCTTCAATGTCCCAGGCAGTGCA
TTAGTGTGTGATTTGGGAACCTGATGAAGAAATGAGAAAACAAAATAAATTTTATATCCA
TATCCATACACATACACACATGTATGTATGTTTTTATATATGTGCATTTGTATGTATATA
TATCATATATATAATATATGTGTATATATATATACATATATATATACGCATACACACATA
TGTATGTATAATACACATACACATGGATGGTAGGAATGACCATAGAGAGAAGTTGGGAGA
GGCAAATATTCTGGTGGAAAGAACATTAAGTGCTTCTTAGAACAGGATGGTTAGATAAGA
GCTCAGCATGAGAAACTCCCTGAGGCTGTGAGCCATGTGGTTATAAGGATAGGAAGTGTT
CCAGACAGGAGCTCAGCTCATGCTAAGACCAGAGGCAAGATTCTGACACTCTAGGAGCAG
TTAGGAAGCCTGACATGGCAGAGAGTGGAGGCAGGGGAAGAGTCCAGTTCTGTTTGACAT
GGAAGGGGACCAGGGAAAGATTTGGATGAAAGCAGCCACAGGTCTGCCTTCACTGGAAAA
GGGTCACTGCTGCCACTGTATTTAGGATGAAAATCAATGAAGGCTGTTAATCTGCTGGCA
GCTGATGGCCATGGTCCAGAGGGCAAGGACATGGATTGTTGGAAAGAGAGAAACATGCCA
AAAAAAAAAAAAAAAAAAAAATCAAGGAACCAAGAAAACAAGCGTTCCTTTCTTCATAAC
TCTGCCTCAAAATGCTACCTCTTTAATACACATGTGGTTTTAGTACCACCCAAAACCCAA
TGGATGGGTCATCCTTTTACTGCTACGGGATGCACTTAGTCTTATGTCTTGACCAGCATT
GGCCCTGTGTGCCTTGGTCCACAGAATGTGAGTAGCGGACACCTCAGTGACTTTGGCAGG
GACTGGTGGGCACTCTGGCTGCTTTGTAGCAGATTGAAGTATTGACCTCATTCTAATCCT
TGGTGGTTCTAACCTGGGTGTATTTAAACAAATTCCTAAGCTTGCTCATAAGCTTTTTGG
AGACCAGCCTTTGTGGGATCAAGGATGTTTGACCAGCCAGTTTAGGCGCTTGTTCGGAGC
GGTGATAGGAACTTATATCTCAGAGACAGATATCCGGTTGGCACAGGAGGATGCTGGTGT
CCTGCTTCAACGCCCAACTTTGGTACATTTGCTGAGGTCCAGAGAGACTATTTCTGCCTG
TCTCCCCACATCCACAGGAATGGAGCCACAGATGGTCCCACAGTTTAATCTGCTTCAATG
TTTTCAAAGCTCTCTCAGTGGAGTGAGAAGCCAGTCTCCTGCTTCCAGAAAAGTGTCTCC
AATGTGAGAAACTTGTCATTTTGTCTCTAACTCCATGCAAGGCTTATCTCGCTACAAACC
CGAAGCAGAAATGGCCTTTTAGTAAATGCCAGGCAGTCGCTGGGCTGAAATGCCTTGCAT
TTGTAAGAAAGGGCTAAGCTTAGTGACTTCTTGTCCCTGGTCCCTCCCTAAGCTACAGCC
AATGTGACAGAACAGCCCAATAACATATGTGCCCCAAATATCTTCATGGTTTATTTCCTT
TATTTCCTTAGAAAAGATTGCTTTTATTTTATTTTCTTTTAAAGAGACTCCTGGAAGGTA
ACCTTCTTCACAGTGGGGGTTCTTTTCAGAGTTTAAAAATGCCAAGCCACAATAGCTACC
CAATGACAAATGTATTCACCCTTTTTGACAGAGATTTTTCATTTGGCGGCATATTTTAGA
TTCATTTCTCTGTATATGAAATGACATCAACAGCGTTGTCTGTGGTGACAATGAGGGGAT
GTGTCACAAGCGGCAATGACATATCCACACAGTGGGGTGCAGCGGCATTGTGGAAGGAGA
ATGAGGGTGCCCCCTCTCCTGACATGTTAGGGTTGGTAGGAGATGAAGCTCACTGAGAGT
GTAAAGGCACACCAGGAACAGAAGGATCTAACTTTAGCAGAGGACCCAGAGGGAAGTAGG
CATATATTCATATCTGTTTGCATATGCATCAGCTCTGGGAGCAAGAAAAGACACTAATAA
AAATGATTCATTTGGGAGCTAAGAGAGAGCCCACTTGGTAAAGTACTTGCCATGCAAATG
TGAATAAGAACATGGAATAGGCATCCCTGTTGAAAACCCAGTGCGTTGCACACTTGATGA
AGTGATAGAGACAGGCAGATTCCCAGGGCTCACTCACCAGTCAATATAGCCTATTTGAGG
ACCTCTAAGTCCCAGTGAGAGACTCAGTCTCAAAAACAAAAACAAAAACAAAAACAAAAA
CAAAAACAAAAACAAAAAGCGAGGGCTGGGGAGATGGTAAAGTACTTGCTATGAAAGAAT
GAGAGTCAAAGTTAAGCTCTTTAGAACCTAATAAAAGCTAGGCGGGTGTGTGGCCTGCCT
ATGATCCTAGTGTAAGTGAGGTAGGGACAGAATGTCTCTGGAGCAAGCTGGCTCTCCAAA
GTACACATACTGGTGAGCTCTGGGTTACAATGAGAAATCCCTGCTCAAGGTGCAGAGTAA
TTGATGATAACACTTGACACCAACCCCTGGCTTACACACACACACACACACACACACACA
CACACACACATGTATGTGCACATACATTATCATGTATAATACCTGCACACACTTTTCCAC
CTCCCCCTAGAATGGTTTCTTTCAGGAACAGTATAGAATGAATGACACATGAATGCAAAA
CCCCCTAGGTGCTTTTCCTTCTTAGAGTGTTAATATTAGAGCCATGTAAATTGTATTAGT
TCACAAAATGTGTCTTGAAAACAAAGACATCCAATCGTGTCTAATCCCAGTGATAAACTG
CTTGACTTGTGCCAGCAGAGAGCTGCAAAGAGTGTGTTGTCATGGAGTTTTCCAACACCT
TTCTGTGCTAGGTAGGGACTGAGAGGTGCTCTGCAGAGAAGGATGAAGGTGACCAGCAGT
GGTCCTGGAGCCACTTGCCACCCATTAGGGGAGAACAGTGAGCAAATAGTTGCACAATGT
GTCCCAACATGAAAGGGCAATACACAGTGTCATGGAGTACAAGAGCAATCTGAGCAACTA
CTGGAGAGTGAAGCTTGCGAAGAGACAGAGTTGATGGGCTAGCAAGGAAAGGGAACAAGC
AAGGGCAGGTACAAACCCAGACTGTGGGGAGACACAGTGCAGAGGTGACTGTATTAGTCA
GGGTTCTCTAGAGTCACAGAACTTATGAATAGTCTCTAAATAATAAAGGAATTTATTGAT
GACTTACAGTCGGCAGCCCAATTCCCAACAATTGTTCAGTCGCAGCTGTGAATGGAAGTC
CAAGGATCTAGCAGTTACTCAGTCTCACGCAGCAAGCAGGCGAAGGAGCAAGAGCTCGAG
CTAGACTCCCTTCTTCCAATGTCCTTATATTGTCTCCAGCAAAAGGTGTAGCCCAGATTA
AAGGTGTGTTCCACCACACCTTTAATCCCAGATGAAAGGCATAGCCCAGATTAAAGGTGT
GTTCCTTAACTCGGAGATTCAATCTTCTGGAATCCATAGCCACTATGGCTCAAGATCTTC
AAACCAAGATCCAGATAAGGATCTCCAAGCCTCCAGATAAGGGTCACTGGTGAGCCTTCC
AATTCCGGATTGTAGTTCATTCCAAATATTGTCAAGTTGACAACCAGGAATAGCCACTAC
AATCCACCCCTTGTCAACTTGACACAAATAATATCTCATGTTCACATGAAACAATAACAA
GGTTGTAAATACGCCTAACATGATATAACTATCCCTCGTACAATCACAAACGCATTAGTA
AATTTACAATGGGCATTCATATTACTTTATAATCCTCGTTTCTGCAACTGGTTACGTGGC
CTTAATTGGTATTTATAACTACCTTCCTCTACTACCCATTCTGTATTTCCTTCACCTTCA
GCCAGCACCTCAGCAGGTCTTGGCTCTTTTCCTGGAGGATTGACCCATACCTTCATTCCT
GATGGGTCTGCGTCCTTTGTCATCCTGCTTGGATTAGGCTGTTGTAGTTTCCCATTGACT
TTAATCACAGGACATGGTAGTACTAAGAGACGCCCTAAGGGATCTCCTGCACTCCAGACA
TAATCTTGCTTACCACCATTGTGAAGAGGTAATCCAATTTCCCCATGGTAATCTGGATCT
ATCACCCCTCCTAACACTGTTATTCCTTTTTTAGCCTGTTGGTTTAAGGGCATTAGAAGC
CCAAAATGACCAGGGGGAAGTCTGAGCTTCCAGTTCAATGAAATGTTTGTTGTAGCTCCT
GGTAGGAGCACTCCCCTCTCTGGAGCCAAAACTTCTAAGCCAGCAGAACCTAGAGTTATG
GGGACAGGAAGCAAAAATTTTCCTAGAGGGTCACTAGGAGTGATAGTAAGTGGAACTATT
CCGTTTTCCACCCCTTGATTCCTGGACCCATGAATCCTGGCTATGGGTGAAACTGTACCA
TATATCGAGCGCTGATTCAAAGCATATACTGCCTTCTGAAGAACTCTGCCCCAGCCTTCC
AAGCTGTTACCACCTAATTGGCGCTGTAACTGCGTCTTCAAAAGGCCATTCCATCTTTCT
ATCAGCCCAGCTGCTTCAGGATGATGGGGAATGTGGTAAGACCAGTGAATTCCATGATCG
TGAGCCCACTGTTGTACTTCTCTGGCTGTGAAATGAGTTCCTTGGTCAGAAGCAATACTG
TGTGGAATACCATGACGATAGATGAGGCATTCTGTCAGTCCGTGAATGGTGGTTTTAGCA
GAGGCATTACGTGCAGGAAAGGCAAATCCATAACCAGAATAAGTATCTACTCCAGTAAGA
ACAAAACGCTGTCCTTTCCACGAAGGAAGTGGTCCAATGTAGTCAACCTGCCACCAGGTT
GCTGGCTGGTCACCTCGAGGAATGGTGCCATATCTGGGGCTCAGTGTTGGTTTCTGCTGT
TGGCAGATCTGGCAATCAGCAGCAGCTGTAGCCAGGTCAGCCTTGGTGAGTGGAAGCCCA
TGTTGCTGAGCCCAAGCATAACCTCCATCTCGACCACCATGGCCACTTTGTTCATGTGCC
CATTGAGCAATGACAGGGATGGCTGGGGAGAGAGGCTGATTGTCCACAGAACGGGTCATC
TTATCCACTTGATTATTGAACTCCTCCTCAGCTGAAGTCACCTTTTGGTGAGCATTTACA
TGGGACACAAATATCTTCACATCCTTTGCCCATTTGGAGAGATCTATCCACATACTTCTT
CCCCAGATGTCTTTCTCACCAATTTTCCAATTGTGATCTTTCCAAGTCCCTGACCATCCA
GCCAATCCATTGGCTACAGCCCATGAGTCAGTGTATAATCGTACATCTGGCCATTTCTTC
TTGCAAACAAACTGTAATACCATGTGTACTGCCCGAAGTTCTGCCCACTGTGAAGATTTC
CCTTCACCTGTGTCTTTCAAGGTTGTCCCAGAAAGGGGTTGTAATGCTGCAGCTGTCCAC
TTCTGGGTGGTGCCTGCATAACGTGCAGAGCCATCAGTAAACCAGGCTCTAGTCTTCTCC
TCTTCGGTCAGTTGATCATAGGGAACACCCCATGAGGCTATAGGTGCATGCTTGGCAGCA
GATGGCATTGTAACAGGAGTAGAAACCATAGGCATTTGAGCAACTTCTTCATGTAACTTG
CTTGTGCCTTCAGGACCTGCTCTGGCCCGATCACGTATATACCACTTCCATTTGATAATA
GACTGCTGCTGTGCACGTCCCACTTTATGACTTGCAGGGTCTGATAGTACCCAGCTCATG
ATGGGTAGTTCAGGTCACATAGTGACTTGGTGTCCTATTGTCAGACGTTCAGTTTCCACT
AAGGCCCAATAGCAGGCCAAGAGCTGTTTTTCAAAGGGAGAATAGTTGTCTGCAGATGAT
GGTAGAGCTTTGCTCCAAAATCCCAAAGGCCTTTTCTGTGATTCACCTACAGGGGCCTGC
CAGAGGCTCCAAACAGCATCTCTATCAGCCACAGACACCTCAAGTACCATCGGATCTGCT
GGGTCATATGGTCCAAGTGGTAGAGCAGCCTGCACAGCAGCCTGGACCTGTTGAAGGGCC
TTCTCCTGTTCCAGGCCCCACACAAAGCTAGCAGCTTTCCGAGTCACTTGGTAAATAGGC
CTAAGTAACACACCCAAGTGAGGGATGTGTTGTCTCCAGAATCCAAATAGACCCACTAAA
CGTTGTGCTTCTTTCTTGGTTGTAGGAGGGGCCAGGTGCAATAACTTATCTTTCACCTTA
GAAGGAATATCTCTGCATGCCCCACACCACTGGACTCCTAAGAATTTCACTGAGGTAGAT
GGTCCTTGAATTTTGGTTGGATTTATTTCCCATCCTCTGATACGCATATGTGTTACCAAT
GAGCCCAAAGTGGTTGCTACTTCCTGCTCACTTGGTCCAATCAGCATAATGTCATCAATA
TAGTGCACCAATGTGATATTTTGTGGAAGATCCAAACGATCAAGATCCCTTCTAACTAAA
TTATGACACAGGGCAGGAGAGTTAATATATCCTTGAGGCAAAACTGTGAAGGTATACTGT
TGGCCTTGCCAACTGAAAGCAAATTGCTTCTGGTGGTCCTTATGGACAGGTACTGAGAAG
AAGGCATTTGCCAGATCAATAGCCGCATACCAGGTGCCAGGAGATGTGTTAATTTGCTCA
AGTAACGAAACTACATCTGGTACAGCAGCTGCAATTGGAGTTACCACCTGATTTAGTTTT
CGATAATCAACTGTCATTCTCCATGATCCATCTGTTTTCTGCACTGGCCAGATAGGAGAG
TTAAACGGAGATGTGGTGGGAACCACCACCCCTGCATCTTTCAAGTCCTTGATAGTGGCA
GTAATTTCTGCAATTCCTCCAGGAATACGATACTGTTTTTGATTCACTATTTTCTTTGGC
AGAGGCAACTCTAAAGGCTTCCATTTGGCCTTTCCAACCATAATAGCCCTCACTCTACAG
TTCAGGGAACCAATATGAGAATTCTGCCAATTTCTGAGTATATCTATCCCAATTATACAT
TCTGGAACTGGGGAAATCACCACAGGATGTGTCCGGGGACCTACTGGACCTACTGTGAGT
CGGACATCAGTCAAAACTCCATTAATCACCTGCCCTCCATAAGCCCCTACTTTAACTGGA
GGGCCACAATGTTTCTTGGGATCCCCTGGGATCAGTGTCAACTCAGAACCAGTATCCAGC
AGACCCCGAAAAGTCTGATTATTTCCTTTTCCCCAGTGTACAGTTACCCTTGTAAAAGGC
CGTAGGTCCCTCTGGGGAAGAACTGGAGAAAGGGTAAGAGCAAAACCTTTGAGTGTCTTA
TCAAGATCCTTCCTCAGCGGAACCTGGCCACCCCTTCAGTCAAGGGGTTCTGGATCTGCA
AACTGTCTCAAGTCTGGAAATTGATTCACTGGCCGAGATTGCTGTTTACCACGGTCTAAT
GTAGCCTTTCTTTCATTTGGCTGTTTACCACGATCTAATGTAGCCTTTCTTTCATTTGTT
TGAGAATTTTTCTGCTTATACAGATCAAACAAATATGCAGTAGGCTTCCTATGTATTTCA
TTCCTGGAAACACCATGATTGGTTAGCCAGTACCAAAGATCCAATCGAGTCATGCCATTA
TAAATTTCACCTCTCCTGTGCTGACCATTACTGGGTATGTTATTATAAACATTCTTTTGT
CTACGCTGTCCATTATAATAACTAGAATCACCTTGTCTCGGGCGATTCAATGCTGCCACC
TGGCCCTTGTTACCTCGGAATCCAACTAAACCCAGTGAATTTAATTCATCTAATTGAGCA
GAAGCATCTCCAATGCTAAGATCTGGCACAAGGAAAAGGGAAAGAACAAAACCCTTCAAA
TGTGCTGGTGCCCCTCTCACCAATTTGCGTCTTATAGAGCTGGTGAAAGGCATATCTTCT
GGACCTTCCCATTGTGGACAATTATGCTTTACACAATATATCCACTCTAGCATTGCAATT
TCCCTAAGTCTTAAAATCCCTTCATCAACACTAAGCCATGGAATATCAGGCATCTCCAAG
TCATTTCCAGTAGGCCATCTTTTGATAAACACCTCAGCCAACCATTCAAACAAACTTTTG
ACACCTTTTTTAACTATGCGAGCTTCCGTATTAAACCTAGAATCTCTACTCAGAGGACCC
ATGTCAATAAACTCAGCCTGCTCTAGTTTTATGTTCCTTCCACCCTTATCCCACACCCTT
AAAATCCATTCCCACACATATTCACCAGGTTTCTGCTTGAATGAATTAGCAAACTCATTA
AGCTCCTTAGTAGTGTAGCGAATTTCCTCATGGACTACACTTTCTACCTCCCCTCTAGGA
GCCTGTTTTGCTTTGAGTCTGGTTACAGGTCTAGAAGAAACTATTGGTGGGCCTTGAGCA
GACTCTGCAAAATTAATTTCCTCATGTGGGGAAGGCATTATTTCAAGAGGTGGGGCTGAG
GGTACTACTTCCTCAGGTGGGGCAAACCCTTGAGAATCTGAAGATTCAAAATTCTCAGCT
TCAACATGGTCTTCCCACACATCCCCGTCCCATGTTGTAGGATCCCATTCTTTGCCAATT
AGAGCCCTTACTTTAACTGTCGACACACTCTGAGGCTGAGACTTGAATTTTCGCTGTAGT
TCAGCCAACCTTACAATGAGAGTTTCTGTTTGATTTTCTGCAACTTGAGCTCTATTGCTA
CAAGAGAGAAGATTCTCCTCAAGGACACACTTAGCAACTGTTAGATCGTTTACTTGTGTC
TGGAGCCTTTCGATTTTATCACACAACTCCTTCCTTTCATTCATCATTTTTTCCACAGAT
ACTAAGAGCAGCCAGCCAGTAAAATCATTTTCCGATTTTTTCCCCATCTTGTAGAAAGCT
TTGTGCACTGAATCACCTAATTCATTAAGAAAATCAAGGTCATTAGCTTCTTTAAGTTCG
GAATATAGTTTCAACCATGGGTCTTCAAAATTCTCTGAGCTCCCAGGAGGGAGAGAATCT
GGAGAGGTTTCAATATTTGAAAGTGCTGGTGGATCAACAAGCCAATTCCAGTATTTTAAA
AGATTCATCCTTGTACTTCTGTTACTCTAGAACCACTCCTGGTACCAACTTCTGTATTAG
TCAGGGTTCTCTAGAGTCACAGAACTTATGAATAGTCTCTAAATAATAAAGGAATTTATT
GATGACTTACAGTCGGCAGCCCAATTCCCAACAATTGTTCAGTCGCAGCTGTGAATGGAA
GTCCAAGGATCTAGCAGTTACTCAGTCTCACGCAGCAAGCAGGCGAAGGAGCAAGAGCTC
GAGCTAGACTCCCTTCTTCCAATGTCCTTATATTGTCTCCAGCAAAAGGTGTAGCCCAGA
TTAAAGGTGTGTTCCACCACACCTTTAATCCCAGATGAAAGGCATAGCCCAGATTAAAGG
TGTGTTCCTTAACTCGGAGATTCAATCTTCTGGAATCCATAGCCACTATGGCTCAAGATC
TTCAAACCAAGATCCAGATAAGGATCTCCAAGCCTCCAGATAAGGGTCACTGGTGAGCCT
TCCAATTCCGGATTGTAGTTCATTCCAAATATTGTCAAGTTGACAACCAGGAATAGCCAC
TACAGTGACCATGGACACCATGGAGGGAAAGATGTCAGCTGACCTGAGCCTGGTGAGCTG
TTGAAGACAAGAGGGACAGACCACAAAGGGAGGGACTTTCTTGCTAGTTCATGACAAAGG
CTGTGCCTTGTGCCAACTACCAGTGTCCATTCTCCCAGCATCTGAACTCCCACTTTACTT
CACCTATAGTCCCTTGAAATAAGGACTATAAATTTAAGCCTCCTTTACAAATGAATATAG
ACATGTGACTAAATCCTGGCCAATGGCAGGTAAATGAAATGGGTGTGTGCAGCTTCTGGG
AACTATTCTTTAAGGGAGGTATGTGCATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
TTCTTTCACTTCTTCCTTTGGTTGGAAAGAGAGGATGGTTGTGGCAGTCATTTTAAATCA
GATGAAAGATGTGAGCAGAGATGGGTAGAGTTATTGGTACCAACCTGGCTGGATGAGAGT
GGTTAAAGTCACCACAACAGTATCTATCTATCTATCTATCTATCTATCTATCTATCTATC
TTTGTTTCTTGAAGTTCTAAATATTAAATACCCACTGTATATTAACCTTTAGTGGCTTGG
GACTATACTTATATTACCATGTATGTTGTATGTATTATACTGTTTTGATCAATGAAAGAC
TACATACTCTGGTGGTCCATTATGGAGCTAAGAAATTCCTCCTATATGCTAGTGATCGAT
AACCATGATGATGTCCCTACTCATGTTTATGCAGCAATGCTCATATATGGAGACATAGAA
AAGCACAGCATGCAATTATGTCCTATTCATAATGATAGTCAGCAAGCAACTATGTAACTG
GCTTGTGCATTACCTACAGTGATTTTTCATTATTTTAGAATGTGTTTTGTTTATTTATTT
AAAGAATTAATGGGTTAGAGAGCTATCTCAGCAGCAAGAAACACTTGTGCTTTTGCAGAG
GACCTAAGTTTGGGTCCTAGCACTGACAAGGTGGCTCACAACCACCTATAGCTCCAGTTC
TAAGCAATCTGATGTCCTCTTCTGGCTTCTGTAGTCACTGCACTCATGTGGTGCACAAAG
CGAACATGTACACATTAAAAGGTTAGTCATATGTCAGGTTCAAACAGGACCTTCAAGAGG
GAATTCAGAATAGGACATTGTTACATAGACAACAGCTCTACACATTGTTTCCCCAAAGAC
TGACTGTCTGTCTGTCTATCTATCTATCTACCTACCTACCTACCTACCTACCTACCTACC
TATGAGCATCCTTCTCTGTCTTTGTCTCTGTCTCTCTCTCTTGCTTTCAATTTCATTTTC
CTCCCTTCTCCTCTCTCTTAATGTCTTTCACTTCTTCAGGTTGGAAAGAAAGGTGAGATG
TGCCGGCTCTGCCCCTCTGTTGACCTAGGCTAATAGGTAATAGGTTATGTCCAACTTATT
GATAAGAGCAAGAACAACAAAATAGTTGGAAAAGAAAAAATAGGAAAAAAAATCTTGGAC
TAAGGATGTAAAGTGATTTGTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
ATGTGTGTGTACAAGGTTTCACATACTAGACAAGCAAGGAGATTTTTTTCACAGCTGAAC
AAAGTATTTTGTAAGTATTATCACTAGATTCAGTTTTCTACACAGAAATATTTATAAACT
TACATGTTGCAGTAAGCCAAGGTCAAGTTATTATCAAGTAAAGAAAAGAAATTAAGTCAT
TTCAAGGCAGGCAAGGCAGAGCCTGTAAATCTGTAGCTGTCACACCTGTCCTTGGCATTT
GGAATCCTTTTTCATCAGACACAGAGTGACTTCTGGCCTTGTGGGCCATAAGCATATGAA
CCATTTTTTAAAATCTTTACATCGTTCTTGTAACTGTGCCTTTCCTATCTTTAGCTGTTT
TGGGATATTCTGATGTTTTGGGTATCGTTACCAATAATGTTCATTGTATTAATGGGCTAT
CCTGGCTAGAAGCCACCTAGAAGCCACAGGTTGTACCACAGCCTAGGCAGCTTAAGCCCT
CTAGACTTCTATAAGCAGTCAGTGCTCACAGACAAAACCATTCATTAACTAGTGCCTCAG
AGAGTTTTCTGAGCAATGCATGACTGACTGTATAGCCAACTTCCATTTAATACCACTGCC
AGACTAGGAATGCTTACTCTGGCTTATATTTCCATGTTGAAGAAAATCTACCCTTTGAAT
GCATGTACCCTTATCTATTCTATTTGTTATATGTTTTATGAATAGTTAAAAGCCACCTCC
TTAAAAATTTGTCCCTCAGTATCAAGTTGCAAAGATTTGAATCCAGCCTGTCACAGCTAT
AGCTATGGGGCTTCAGATAAAACTGCACATGCTCCGATAGTCCCCTGTCCCTTTCCTTCC
TCCATCTATCTCTGTTGTCTTCATTTCAGTCACTGTCTGTCTGTCTGCTGTCCCCCATTC
TTTCCATTCCAGTCTTGGCAAGGCCTCATTACACAGCCCAGGAGGGCCTTGACCTCATAA
CTCTATCTTAGCTCCACTTCCCCAACCTCTGCCAAGTGCTGGGAGTCCAGGCATGAGACA
CCAGGCTGAGCTCTCCACCTCTAAAATGAGGGAATGAATAGTTTTTCCTTACCAGCTTTA
TTGAGAGACTCAACCTATAAAGATGCATGGAGGGCAATTAGCAGGGCACTTAATAAGAGC
CTGATTAATATTCACTGCTAGTCAGTTCCGTGTCTGCTCAAGTTTCCCAGTTTTGAGGGT
TTCTAAGCACATCTCAAATATAATCTCATCAATATACATGAAGTTCCTTGACACACGTCA
AAGCAGTCAATTATATATATGTGTGTGTGTATGTATGTATGTACATATGTACACACACAC
ACACACACACACACAAATCCTCTCTATGTATAGGTACCAAGAAGTGGAACTGGTTCCCAC
AAAGTCTGAACATAGGAGAGGGGAATAGTGCATGTAGTGGGACTGTGTTGGCTGTTGAGA
GAATTAGAAAGGATTTCTGCAGGTAGTATTTTCTTCTCCTTGTTCATCCTGTAATTGCTG
ACAGGCAGGTATAGTGGGCTGTCCCTCCCCCTTGCGTTCTTTCCCTTGAGTCTACTGAAC
GATAGAAGTGTTACTAGAATGTGAGGTGAAGGGGCTTTCCTACTTGCTTCTGTCATCATC
ATCAAACAAGAGACCTCCCCATCTCCAAGACTGTGCAATAAATGGGGGACAGGGTCCCTC
TGGGCACCTATGCTCTTAGACAGGAATGAGTTGAGAGTTGAGTACACAGTGAGGAGCTTC
CATGCTGCTCTCCTCTAGCTGACATACGGGACTTAAGAATAGCTCCATCAGATGCGTGTT
AAATTTTATATCAAGTTACCCTAAATATAGACAGACTGTGTGGTGAAGACTGGATGCTTG
GATTTAGATTCCTGTACTGCCACTCCCTTTCAGGCTGAGTCTAGGTGAGGCATTAACCCT
TGTCTGCCTGTGGAGATGTCCTATCCGTACTTAGGAGATGTGGCCACAAAAGGCATAGAT
GCTGACATGAGCGAGGATGTATCTGCATGGCGCTGGAACTTGTTAGACATGTAGTAAATG
ATTTCTGGGTAGGATGAGCTTGTGTTTAAGGACAGTTACAATTTCCCCTTCAGAGGGCTT
CCCTGAGAACTAAGCACGGATCCAGTTTTTAGCTCTCATCCAGCATATAGCTTTATATGA
ACATCATTTTCTCCCCTAGCCAGGATTCCAACTCAAGGTGTAGGACGGCACCTCTATCTG
CTAGTTAGTTTTGCTTCATTAAAAACACACTAACATTTTGTGAACTGAATGGCTCTATGG
TCAGCATAACATTTTGGACTGGGTTTGGCTGGCTCACGTGTCTTGGAAGGGCCAGCTAGG
AGTGTAGGCTTGTCATTTTCCCACACTCTTGCTTCCTCCAGTGGGATAGCCTATGCCTAT
TGAGATGCTGCTTGCAAACTCCCATAATGTTGGCCATGTTCTCAGGTGTGAGCACTTTGT
AAGTCCCTAACCCCATCACTTTCGTTTATATTGTCAAGTATACCAGACAAATCATACTGA
GTGGATCTCCAAAGTTACAGAGGCACTGAGGTTTGAGGTTAAAGCAGAGGCTGTTGCTGT
CACTGTCGACCACAACACCACGCTTCAGTCCATTCTCCATTGCTATAACAAAATGTCTGA
AGTTGTATACGTGTCCCAGCTTGCTTTCTGTTGCTGTGATAAGCAATATGACCAAAAGCA
ACTTCAGGGATGTCTTGGTTAGGGTTTTACTGCTGAGAACCAACACAATGACCAAGGCAA
CTCTTATAAGGACAACATTTAATTGGGACTAGCTTTCAAGTTCAGAAGTTCCATCCTTTA
TCATTAAGGTGGGAGCAGAGTAGTGTCCAGTCAATCATGGTGCAGGAGGAGCTGGGAATT
CTACATCTTCATTTGAAGGTACCTAGGAAAAGACTGGCTTCCAGGAAACACGTATGACAG
TCTTAAAGCCCACCCACAATGACACACTTCCTCCAGCAAGGCCACACCTACTCCAACAAG
GCCACACCTACTCCAACAAGGCCACACCTCCTAATAGTGTCACTCCCTAGGCCAAGCATA
TACAAACCATCACAGGGGAGAAAGGGTTTTATTTAGCTTTCACTCCTAGTCCCCAATTCA
TCATTGAGGGGAGTCAGGACAGGAGCTCAAGCAGGACCTGAAGCAGAGACCATGAAGAGA
TGAATGGTGCTTAGTGTCTCACTCCTTCTCTCTTGCTTACTGACTCATGACTAGCTAACT
TCCTTAGAACTACCTGCCCAGTGGTGCCACTGCCCACATTGGCTATCCCCCATCTATCAA
CATCTGTCAAGACAGTTCCCTAGAGACATGGTTACAGGCCAGTCTGATGGGGGCAATTCC
TCAGTTGAGACTCCCTCCTCCCAGAGGACACATGGTTGTTTCAAGTTGACAATAAAAACC
AATCAGGACCATGCTATACAAGAAAATAAGTGTTCACAGTTCACAAAGTACCAGCCATCG
TAGGGTTTCTATTGCTGGGACAGAACCTCATAAGCAGAACAAGTCAGGGAGGAAAGGGTT
TATTTAATGTACATCGCCACAGCACTGCTCATCACTGAAGGAAGTCAGGACAGGAACTCA
AATAGAGCACGAATCTGGCAGCAGGAACTGGTGCCAAAACCAAGGAGGGGTGCTGCTCAT
TGGCTTGCTCCTCACGGGTTCTCAGCCTGCTCTCTTATAGGACCCAGGAACACTGGCCCA
AGAATGGCACCACCCCCATGGGGATGGACCCTCCTCCATCAGTCACTAAGAAAATGGCTG
TACTGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTTATCACAGAGAATGGAGCTTCA
GTTGAGGAAATTCCTCCATGAGATCCAACTGTAAGGCATTTTCTCAATTAGTGATCAAGG
GGGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGGTTCTATAAGAGA
ACAGGCTGAGCAAGCCAGGGGAAGCGAGCCAGTAAAGAACATCCCTCCATGACCTCTGCA
TCAGCTCCTGCTTCCTGACCTGCTTGAGTTCCAGTCCTGACTTCCTTGGTGATAAACAGC
AGTATGAAATTGTAAGCTGAATAAACCCTTTCCTCCCCAACTTGCTTCTTGGTCATGATG
TTTGTGCAGGAATAGAAACCCTGTCTAAGACAATGGCCTACAGCTGGATCTTATGGAGGT
ATTTTCTCAATTGAGATTCCTTCCATTCAGATAACTCTAACTTGTGTCGAGTTGACATAT
CACTAGACAGCACACTGGGTGATAGCTGTCCTGGCAGTAGAGAAGAAAGGGAAGTGGAGA
TGTCAGAACACGATCAAGCTTTTTTTTTTTTTTTTTTTTTATATCATCCTCTCTCAGGAC
AGCTAGCTGTTAGCTCTGCTTTGTTGCTTTCACAGAATGGAGTTCCCACGCATACCCACT
TTCCTCTAGGTTCCACCCCAACACTGTTCATTGGTCATTAAGAGTCAAATACAGAGGCAG
ATGCTCACAGCCAACCATTGGACTGAGCATGCCCAGTGGAGGAACTAGAGAAAGGACTGA
AGGAGCTGAAGGGGTTTACAACCCCATAGGAAGAACAATATCAACCACCCAGAGCTCCCA
GGAACTAATTCACCAACCAAAGAGTACACATAGAGGGACCCATGGTTCCAGCCACATATG
TAGCCACGTATGTAGCCTTGTCGTGCATCAATGGGAAGAGAGGCCCTTGGTCGTGTGAAG
GCTTGATGCTCCAGTGTAGGGGAATGCCAGGGCTAGGAGGTATAAGTGGGTGGGTGGGTG
GGGGAACACCCTCATAGAAGCAGGGGAAGGGGGATGGAATAGGGGACTTGGGGGTGTGTG
ACCAGGAAAGGGGATAATATTTGAAATGTAAATAAATAAAATATCCAACTAAAAAGAAAA
GAGTCCAACACAGCATGTTGGGGTGGGGAGCATACTCAGACTGACAAACACAACCACAAA
CACAACCCAGCTCGGCACACCTGTCGTGCTCCTTTACCTGTTGGTGGTCTCAAGCCTTGC
AAGCTCAGTAGTGTCAGAAGCCACCAGGGTTCTGCTTTGTTCAATAAGCCCAAGACTCCA
GCGCTCCACTGGGAGTCTCTCTCAAATGATTGCCTTTCAAACTCTGACAACCCAACAGTT
CACAGAACAAAACCTTAATTAACACTGCTGTAAACAAAAGTAAGGGAAAGAAAGGAAACC
GGCATTTGTCTAAGGCTGCTGATTACTGCTGATTGGGTCCTAGGCACCCCCTAAACTGCC
CCCATATATATTCTCTTGTCTTTACACTCAAAACTATCCAAGATTGATATGATTAAATTA
AGTCTGCAAAGAGTAGTGAGTTCAGAGAGGTTAAGAAACCTGCCTGAGGTCACACAGATG
CAAAATAGTAGGGAAGGGATTGAACTTAGGTCTGCTGGGACTGTGGCATCTCTCCTCTGA
ATGTTGCAGAGCCCAAGGGAAGCAGTGATTATCATATCAAGCCTGTCTGAGTGTGTGGCT
TCAGTGACTGACAATGCCCCTATCGCGACTGCCTGACCAGGTGGTGGGACCTGCCATTGG
CTGAATGCATATTCATTTTGGGGTAGAATCATCTGTTGACTATAAATAATAAAATGGGAA
TATTTCAGGATAAAGGGATATCTGCTTTGGCAGGGAGTGGTTTGGTGACTTACTGATGAG
CACTGGATGCTAATTTGAAGCCAGCAGATATCTCCATTGGTACCTAAGTTAGGCTGAGCT
GTTAAAACAGATGACAGATAAGCCCGGAGACAGCATCATTGAAATCAGATGGGATGCAGG
ATGCTTAGTGCTAGGTAATGACTTTTATTCTTCCTTAGGGTTGGAGACATGGCTCTGAGC
CTGTTTAGGTGAACAGACTGGCGGTGTGCATGGTGCTTCCTGCATGATCCATGCACGAGC
TGTGGGAGGGAGACACAGTAGCAGCACCAGTGCACCATGACACCCCTTCTGTGGGAGTGC
CTCTCTTCATAGTCTGCCTTTGGCCAAGTAGCAGAAAATCCAGTTTCTGGCCCAGCTCTG
CTGATGAGTGGCACTGGCCTTGGTACTTGGTAGAAGGGAGATGGCATGCCTGGGGAATGT
CGTAGTAACCTGGGACTCCATTCTGCTTGGACTATGCATGCAACTTCTGCAAACAATGCA
CCCAGCAACCTGTTAGTAATGTAGAGCTATCTGCTTTATGTAATGGGAACAAGTTACTCC
TCTTAGGAATACCTTGATGATGCCCTCTTTCTATTCAAACACATCCTGGAACACATCTGG
GAACCGGGGTTTGGAATTCTGTTTGCAATGATATACAATGCAAGACATGTGTGTGTGTGT
TGGGGGTGTCTGGGGGTGGCGCTGGGGTCAAACCTAGGGCTTCATGCTTAGTGCATGCTG
AGTGAGCATTTGGCTAGTGAGTTACATCCCTAACACATGTGAGGATATTAAGTTCCATTG
ATAATTTTAATAGTTACCACCTAATGAGCACTCACAATGCCCCAAGTGTTTTACAGACCT
GCTTAGTTTTGCAAACCACCTTAGAGTTAGGAATTATCACCTACAATTGGCAGAGAAGAA
AATTAAAATACCAGTAAGTCAGCTCTCTGCAGGGTAATGCAGCTAGTGAACGGCATAGCT
ATGTCTGTTTCCCAACTCTGAACAGGCCTGTTTCCCACATAGAACCCAGGTAGAAAGGCT
TAGACTAAAATCTCTGCTGGCAGCATGGACGGATGGTGGACTTAAAGTAGCCAGATTGGA
AGAGTTGGCACCTGGGCCTTGTGCTGGGCACTGAGTAAGACAGGTGTGGTGGTGCACACC
TTTAATCTCAGCACTAGGGAGGCAGAGGCAGGTGGATTTCTGAGTTCGAGGCCAGCCTGG
TCTAGTCTCAGGTGTCTGAAAAGGAGTGTGTGTGCGAACTCCCCTGTATAGGATATGACA
TGCATGTGAATGATCACTCTCCAGCCTTGATAGTGGAGCAAACTGTACCAGCAACAATGT
GGCAGTCAACACAGCAGAGAGACTGCTACTGCCCAACTCATATTGTGACACATCTCAAGT
CTAAGTGGGACTAAGTAAAAGACCCATAGAGAACAGCCAGTTACTCCGTTCAGTCCGTGG
CCCTTACTGGGGACTGTGTAGACTTTCATCATTAGCTACTGTGGGAAGAGAAGCCACATT
CCTTGACCACAGCTTTGGCTGAGTTTCATGATGCTTCACATTTTAAAAACAAGTTGGTTT
TCCTGTACTCAGACAATGCATGTGTGTATGTTCCCTTGAAAACCCATATGCCTTAACATT
GAAGAGAAAGAAATTCATGGGGAAGGGTTAATAGAATTCTGACATTTTGGCAGGATTGAA
GAATCATGATGTAGTGAATGAAATGTTAATGGAACAGAAAATATGTGAACGTCTGAACAC
ATCAGATGATGTTGACATCTGCCAGAACTTTTAAGTTCTATCCTTAGCCTTCCAGCAGCC
ATGGAGAACTGGGTGCACCTGAAAGGGGGCCCGGGAATGAAATAGGATGGGTGGGCAAGA
GAAGAATGAAGCCAAGACAAAGTTTCTCTGATCAAGGCTCAAGGTTCAATTATTTTCAGC
TCTGTGTTTATATAGGGGAAACCCAAAGACCCACCCTTTGATTCAGCTGGATTCTGTTGC
AAAACAAGCTCAACAGGGGGTCAACTCCTCAAGGCTCTGCCTGGCCAGGACAGGCACTGA
CTCCAGCCAGTAGGTCAGAGGTTTGTTTAACCTATTCAAGGCTGGGGGAAGGGCACAGTA
GAACCCTGGGCAATCCAAATGGTTTCAAACCCAAACCACAGGGGGTGGGCGTGGCTGGTG
TAGAACCAAGGTGCTGCTTTTTGAATAGGGTTGACCCTCCTTTGTAAACCTAAGAGTTGT
GGAGGGAATAGCAACTGCATAATTGGGCTGATCTCCATCCTAAAACAAACAGCATCTTTG
GGGTTTCAAGTCTAATAACAACTCTTGCTGCCCTAGTTCACAGCAACGAAACTGTAGAAA
AAATGTTTTTGTCTGTATCTTGCATGTAACTTTGGGACATTCATGTATTTTTAAAACACC
TGCCCTAAGCTGGAGGAGGATAGACCAGTTGGAACCAGCATGTCAGAACATGTTAATTTA
TTCCACTTCTAATAACCTTATGGGGACATAGATGACAAGTTCAAGTGGAGCCTGGAAGGG
TGACTTCCCTGGTAGAGGTAGACAAGCTCAGTCAATGTGAGCTCAGTCCTTTTTTCATGC
TCTTGTTACTGGGTTGGTTGGTGAAGAACATTCTTCCAAGATATCTTTTCCGTGTTCCAG
ATGGGACTATGAGCCTTCTGCAGACCCTCCAGCCTGTGAAAGTCTGTGACACTCCAGGGA
AAAAAATCTCTTCCTGTCAGCTCTGTTTCTGGTTATCACAGAATGGTGATCAGGAGAGAC
AGTACTAGGCTGTGTATCTCAAACTGGGGCTCTAAGTGGTACCTGTGTGTGGAAAGCTTT
CTGTTTCATATGCACAGGATTTTGACAAGTGGAAGAATCTGTTGGCTATATACATAATAA
GCTGCCATAGGGATTGAACAATGAATTTAGGTCAGCGAGAAGAAGTTGTTGGCAAAGGTG
GAGAGATGACATCTGCTCTTATGGGATACAGGAGAACATTGGTCTCTAAGAAAATGGCTG
TGAGAATGATTGAGTAAGTTTGTCCTAACTTGGGAGCTGTTGTGTCCTCTTCTTTAGACC
AGGACTCTCAAATGATAGGCACCAAGATTTTGTTGAATTTGTACCTCCCAAGTGTTTTTT
CTCTTAGTGTCAGTGCCCAGTAAATTTTTTGTGAGTTTTTTTTCTGAACTCAAATGACAC
TTTAAAAATCCTTCATTTGGAAATAATTCTTAAAAATATGTACTACGGAAAATGTGGAGA
GAACCATTGTGCATACTTTGTCCCAGGTCACATGGTATCCTGACAGTAGCCTTTTCATGG
GCTCTGTTTTTCTATCTTCTGGATTCTTCTCCATCCTTTTGTATTTACCTTTCACCCTGA
TGCCATAATCTTACCTTTTCCTGAATCATTTGAGCTACATTTGAGTGGCATATAGTATTT
CTTGAAGGATTTTTGTGTTGGCATTGATTAAGAATAGAAACATTTTCTACAAAACAGTCA
CTGACTATGGTAATTTTAACATCGACACAACACATCTACTCTCTTATCTCTGTCCACTTG
GGTCAGTTATCACTACGTATCCTTTGTAGTTTATTGTATACCTCTAGTACAGTAGCCAAT
CTAGGATAGAGTATTGTATTTATTGTTATTGTCATATTAGTCTTCTTCAATCTAGAATGT
TTCCCTAGCCTTTATCTTTTATGACACTAAAAGTTTTGATGATCAGGTCACCTAGTCTTC
TGGTTGAAATCATCTAGACTTAGATTACCTCTCCCTCCCTCATATGATGTATAGGACATC
TCTTAGCACAGGACCTTGGGTACCATTACCTCAGAGCAATAGACCAACCTTTTCACAAAA
GAGATGAACCAGAATGCACCAGTCCTATTATGCTGCCAACTTGAATGTCAAAATAGTTCC
TTAAAGGAGTAACAGGGTGCCAACTTGGAGTTGGGACCATGAGGGTTAGATGTTTTGCTG
GTTGTTTTTTTGTCAACTCAACACAACTTAGACATATCTGGGAAGAAGGAGTCTTAACTG
AGCAAATGCTTCCTTTAGATTAGCCTATGGGTAAGTCTTTGGGAGTTTTGTCTTGATTAA
TGATTGATGTGGGAGGGCTCAGCTTACTGTGGGTAGTGTGACCCCCTGAGAAGGTGGTCC
TGGATTATATAAGAAAGCAAGCTGAAAAGCCATGAGGCAGCAGTCCTCCATGGCTTCCCC
TTGAGTTCCTACCCTGACTGCCTTTGATGACAGATTTTTAAAGTGGAAGTATAAGCAAAA
TAAAACCCTTCTTTCCAAGTTTCTTGACATTGTGATATACATATATCTTAAATAAGACAG
GACAACTCTCGTTTAAGATGCAGTATGGATTATAAACCAACGATGCTGGACCCCTGGGAA
ATAAGGCTCATGAGTTTGGCAGCCATGGGTGGGTGTAGAAGTAGAAGTAGCTCATCTCAT
CAACCCAGTTACATCCAGGGAACTTCACTCTCATGGCCTCACAACTTTAGGTTCTCTTTG
GGATATGGGATTCTATCAGAGGACACCTAAAAATAACAACATTCAACCTAAAGCCATGGC
TACCTCTTGGCTATTTGCAGCTCCTAGAGCCACTAGTTCAGTAGTCAAAAGGGTCATGCT
CTCTACTGATAATTAGCACTGGTTATTACAGAAAGTTAGAGATATGCTGTATAACAGGGA
AGGAAAGATATCTTTTTCTATTTGTGCTGTTGTTATAAAAAAGTAGAGTGTGGAAAATTC
ATACAAAATGTAAATTTATTCCAAAAGTTTTGAAGTCTGAACATTAAAAAGTATTGGTAT
TTCATGTCTGGTAAGGACTCTCTTAACTGTGACTTCACTATGGCAGAAGAGCAGAAGAGA
AAACCCATTCTTATAAGTCCTTTACAATAAAATTCCTAAGCCATTCATGATTGCCCACGT
CTTAATCACTTCTTCAAGGCCTGACTTCTTAACACCTGTACAATAAAGATGAAGCTTCAA
CATGAATTTTGGAGCATTCAAATTGTCATCTGAACTGTAGCAGAGGAGTCACTCAGTCTA
GAGCCCAGGAGATCCATCAGGAGCTTGTTGACACTTTCAAACCACTGGCTACAAAAAACC
CACCAACACTGACAACCACAGCCTGACAAGAGCTCAGAGGCCCCCCGGGGAAGAGTATCT
GGATTGTCCACCATACAAAACAGACAAAAAGCAACAGAAGTGCTAACCACAGCTACTACC
ATCTTCAGCAATGTGGCTGTAAGGCTCCAGCACTTTGCACTGGTTCATGGTGGCTTTCTA
GTGATGGCTACATCAACAGATCATCCAACGCAGGCATGATTTTATCATTTTAGATTGTGA
CCAGCTACTGTCTTAAAGACAAGTGAGCACAGCAGTCATGGATTTGAGTTGGTACCATAC
TTACATCCTTTGCCACTCCTCTGTGCGCAAAGGCTGCTGCTTACCCTAAGCATAAAGATT
TATTTTCGTCTTAGAGAACATGCTCAACCTGCTTTCTGGGCAAGCTATAAATACTGGAGG
CTTAAGGGTCCATAAAGGAGCTCTGGATCCATGGTAGATAGAGAACTGATGAGAAAACAC
TTGCTATTTTACTCTTCACTGTCTCTCAGGGACCAGCCAGCTTCAGCTGTCCTTAGTGGT
GTCTGCCTTGATCACTGAGGCCTGACTTTGACTAGGGCAGTTTGAGTAAGCATCTACATT
CATCCTAGATATAACACCAACAACAGAAGACACCATTCCACCCAACTAGTGAATTGTGAG
GTTAGCTGGAGTTACTTATAGGAGCATGGGTGACTCAAGGCCAGCCACAGCACCAAGAAA
TTCTACCCAGCATGGGTGGTGATCCACAAGAGCTCAGTCTAGCTGGTCAGAGGGTCTCCT
GTCCTTGGCGGTTCTGCTTACATCTCAGAGAGGAGGGGCTCTGAGAATTCTGTAACTTTC
AGAAGTTTCTTAAAGCTTATAAGTTTTATGAACTTTATGATTGCTGTAAATATCATTCAT
ACACAATACACATACTGAGAGCCACACAGTTCCAGAATGTGCTGAAGTGAAGGCTGGATG
AAAGTGAAGAGCATCACTGCTCTACCCTGTTGCAAGGAAATATTAAAAAATGAACCACCA
AGTTTCCACATTCCATCCAGCTACTCTCTGCTCACCAACTCTTCAGTGGGGCTGGAGCTC
CCAAATTCCCTTTGCTGCCATGCCAGCCCCACACAACGACTGTCCACCCCATGGTCAGCT
GCCACAACACCCAACAACCCAATAAAAACAAACTCTAGAAGCTTATAATTGACAAGTCAG
ATTTATATATCAATAAATTCTCAATACACAAGATGCCCACATAATAATTTCAGGGCCAAT
TGATAATGGTACAAGCTGCCCACCTAGATTAGACAAGTTATCCCAATCATTCTATCCTTT
ATGATATCATATCTACCTGTGGCTATTTAATGCCAGGCTGGTTCAGGATCTTTTTCCTGA
CCATCTGCCTCCATCTTGGCTTCATCCTCTCCCTCCTCTGTCACTCTCTGTCCCTGCAAC
TTCTAGTTCCACCTCCCTTTTTCCTGTCCAATCACAGGCTTCCTGCTGCACTATTGTTTT
AATGTAATTGGACATGGAAAATCCTGAGACACTACACTGCCATCCTGTGAGCTTTGTAGA
TGTCAACTTTAGTAAGTGCTAGGGGAGAATTTCCCAAAGACATTAATTAATTCTTGACTC
CAGCAGCACATGAATTGCTAGCTTGCTTCAAACTCCTACCAATACCTGCTTCTACTGAGT
GTATAGTGATGTCACACTGTAGTTTTAATTGGCATTTTGTTGATGGCAGGGATGAGGAAT
GTGTTCTATAAATTTATGCCGTGGGGAAGTCTTATTTTGTGAAATATCAGTTCCAGGTGT
GTTTGTCAGTTTTTCTATTGGCTTATTAGTCTTTTACTTATCGATTAGTAGGAATTCCTA
ATGGAATCTAGAGAGGAGTCATTTGCCAGCTCTATCTGTGAACATAACTCCTTCTGTTCC
CTGAGTTATCTTTCTACTCTCTAAATAGTAACTTTCCATAAACAGGATTTAAAAATTTTT
AATAGTATAATTTATCTTCTTCCACATTTAAGTTTGGTATTTTTGTATCCTATTTGAGAG
TCTAATTCAAATATAGGATGGGGAGGATAGCTTAGTCCATAAAGTCCTTCCCTTGTAAAC
AGGAGTGTCTGAGCACAACCCCAGTACTCATATAAAAAGTTTGATCCTGCAGCATGTGTT
TACAAGCCCAACACTGGAAAGGGGTTAGCAAGCAGACTGCTGGGGCTCACTGGTTATCTA
GCCTAGTCTAACCTAATTGGCGAGTCCCAGGCCCCAGTGAGAGACCCTGTCTTAGAACAT
CAAAGTAGATGGTTCCTGAGTAGTGATACCTGAGGGTGACCTCTGACCTTTACAGGCATT
TGCAAACCATTACATATGTATACCCTCTAACCAGACCATACACACAAATACATAAATACT
AAGAAGAAAAACACTGAGGTGTTGAGCATGCTCCCATGTGACAAGAATCAGGCATCTCTC
TCTGGATCTTCTCCTTCAGTTTGTTTGTTTGCTGCTGTGTCTGCGTTGTTCTTACTTGTT
AGTCACACTCAGTCCCTGCTACCCTACATCTGTAACAACTCTTGACATTTAGAGATGGAG
GTTTTCCAATGTTGTCTATTTCTACAAAACAATGGTCATGGTTAAGTGAAACACCCTTCC
CAGGCTAGTTGGGGCACTATTTGGAAAGGTGATAAAATGTTTACCAACTGGGCATCTCTC
AAGGAAGCAAGTCATGGGGGTATGTCCTTGAGGTAATGTGTCCAAATGTGCCCCTGTATG
CCCTTCTACCATGACGTTTCCTTACCACAGGCTAGAAACTACACAGCTAACAAGCAAGAA
CGGACTGAGACCTCTGAAACGAGCCAAAGTAAGTCCTTCTTCCTTTAATGCATGTGCATC
AGGCATTTTGTCACAGTCATAAAAGTCCAACCTATGCAGTTAGCAGTGTTTTCTTAGGAT
CTGGACTTCTGTGAGCTTCATATAATTTTCTTATCTATTGCTAAAGTAAAACTATTCTAA
ATTTACAGTGCAGTTATACATTCATGTTCGAAAAATGGGTTTGTTTATAAGATTTATATC
TTGCAGTTGATGAATATGATATTCCTTATCTACCTTGGCTCCTTTAATTTTCCTTTATTT
TCATTCAATGCACAGAGCACTATGTGAAGCATGAGGCTACAGGAGTTAGCTATTTCAAAG
GCAACAAAATGATCAGCTGAGGGAGAACATATGCCCTTGAGTGACATTGAGCTAATTTTT
ATTAACTAGAAATGTCCAAGATAGTATATACCAGTAGAAGGACAGAATGACTGAATCAGG
GTAGGACTGCAAAAGGCAGCCTGGTTCCTGGTTGAGCAAAGGCTAGAAACCCAGGTGACC
CTGAAGGGATGGAAGGTGTTTTGCCTCACTCCTGGGCACCCAGCTCCTATCACATAGCTA
CAGCCCCCAGCAGCTTTCTATCAGTCACATAAAGGCAATGCCCCAACTCCCTCCATATGT
AGAGGGCATGACCATAGATCACCTAGGCTCAATACAGATTTCAATTTTAATGAGGTACCT
AAAGGCCTGAAGGGCTTAGCCAATTAAGCTTTCCTTCCCATACACTCCTCCCTGCAAAAG
GTATTTAACCTCAGGCCTGCCCTGAGAAGTGGGGTACAGTTTTACTCATCCACTTTACAC
CATGACAATATATGTCTTAAAACCATAGCCTGCATCTTTTCATTGGGATCTGTCATGGGG
ATCCATGGAGAAGGCCTTCGCTTAAAGAGCTGCTGTCTAACCTCCCATAGAAAGTCTCTC
TATGTTTCCAGCCATGACTGTCAAACCAAGGCCAAGCCCGCAGCCCTCCAACAAGCCAAA
GACTTTGGGATCCATCCTGGGCTAGATCCAGCCCATGGGCCCCACTCTAGTCTCAGCTCT
TCTATAGCTCCCACTGGAGCCTAGGTGTCCAAGAGCCCAAGAACCAGATGGCGGGCCCCA
GCCTCCCCTCAGGCCAGGGACCCCAGAGCCAGATCCAGCTGTCCAGCACCTCAGACTGTG
CTCCCCACTCTTGGAGTGGAATCCCAAGGCTTCCCTGTAGCCCGACAGCCTAGAGACTGC
ATGGGGTAAGTGCAGCCAAAACTTCCTCGTCCTGTCTCCCTGAGCTGCTGAGCCCTGTGG
AGTGACCAAGCCCTGAGGTGGAGTGAAAACCAATAACCAAACAACCCTACAGATCAGTGG
TTCATAACCCTCCTAATGTGATAGCCCTTTCCTATAGCTCCTCATGCTGTGATGACACCC
CAACCATAAAATTATTTTGTTGCTACTTTATAACTATAATTTTGCTAATGTTATGAATGC
TAATGTAAATGTCTATTTTCCCATGGTCTTAGGCAGCCCCTGTGAGAGGGTCATTCAACT
CTCAAAGGAGTTATGACCCATTGGTTGAGAACCATTGCTTTAGAAGGAAAATTATGCACC
CTCCCCAATTAAAGGGAGTCCAAATCTCATTTACCTCTAGATGAAATTAAAATGAGATAG
TAAAGGAGAGTGTGTTAGCTTCATTTGTTTTTAAAACTTATTTTTAATAAGGGTTTTTAC
ATGCCTTAACCTCCCTTCTAGCCCAACCATCCACTAGAGGTAGCAGAAAAGAAAAGTTAC
TAGGATATGGGGGAAGTGGATCTGTTTAGAGCTAGTTCTTTGGAGCAAATCCAATTCACA
TTGACAGGCTATCAGCAGTTTAGTTCACAGGAATCAGCAAAAGCAGGTCGATCCAGAAGA
AGGCCCAAAGCTCTGCTGTATGTTGTTTAGAAGTAGTTCCTTGTGGTGATTTCAATCTCC
AATTGTCAGGCTATCAGCAGTCCAGTTCAGTAGTGCCAGGAGAACAAACATGAATCAGCA
GCAGTAGCATGATCCAGCAGAAACAGCCAGGCCTCCACCTAATGAGCAAGAGTCAGCAGG
AGTTACCAGGGCCAGCAGGGACACCAGAAGTTCTCTGGTGTGCCTCTTTCAGAAGAGATA
AAGACATGAGACCAGCAAAGCAAAGCTAACCATGCAAGCCTGCTCTCACTGTCCATTGAG
ACCTATTTATACTCCCTCCAAACATCATGTGCCCTCCCACAGGTCTTGCCCCTCATAGGT
CTTACCTCAGCAAAACACTCTGAGTCTGTCTTAGCAATGCTCCATGGGAGTCTGTATCAG
CTGATAGATCCAGAACCTTCCACATCATTCTGCCAGATGGCCCAAGTCTGAGAAAGCAGC
AAGAAGCCACCAGAACACCACCAGCATTTTGGTATGCTTCTCTCTATGGAGTCACGACAA
ATGATGATCAATAAACAATGGTAAGGCATACCAATACCATCCAGCATCATCCATCGTCTG
TTGTGTTATATTTATATTACTTCTAAGCATCATGTGTCTTTTCATGATATGTGAAGCATG
ATATGCTTTAGCAAAGTATCATTTCTTTCACCTTTGTCTGCTTCAGCAAAACATTCTTTC
ACGTGGCTGCTTTAGCAAAATATCCTTTTACTTGTGTGCCCCAGCAAAACATCACTTGAC
TTAACTGACTTTCTAAAGAAACCAGAAGTTTCCCCTTTAAGAGTGGTCCCTCCTTCCACA
ATTCTAATATGAAGAAAAGACACAGACATTCCCATGGAAAGAATGTCAGGTAACAGTGCA
ACTAGAGATTGGTGTCCCATTGCTATCGGCCAAGGAGCACAAAGGCCTTTTGGACACCAT
CAGGAATTAGGAGAGATTCATGGAATGGTTTCCATTTCAAAGCCATCAGAGGGTACCATG
GGGCCAACTCTTTAGTTTCAGATTTCTGAACTCTAACCTTCAAGTGAATTAGTTTCAACT
GTCATAAGGTATATATTCGGTTATATGCTCAAGAGGAAAAAGCACAAGACACAGAGACTA
GGACTATCCAAATGCCACTCAGCTCTCAGGCTCTACCCCATCTCTTCTTTTGCTTCTGCT
CAGTATTACTTGGGATGACATCCAATCAGAACATGGGGTCTCAGGGCTCAGGCAAAATCC
TCAGATAGAAGAAAGTCTTAAGTCTAATTTGCTTGGAGAGAGTTCATCTCCAAGGCTTTT
ACATTTCCTAATATGTGAATACTTCTTTTATTAAGAAAATGTGATAAGTATAAAAAAATA
TGCAGAAGTCTTTTTTGGCTCATTTTTCATCTGGCCACTTCTTTACCTTTCACTGCCAAC
ACTGCTGTGATGAGGGAATGTGAGGGCTTCCCTTTCCCTCACACCAGACTCTTCACACAT
CTTAAAGATTCTCTCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCT
CCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
CTGTGTGTGTGTGTGTGAGAGAGAGAGACAGACAGAGAGAGACAGAGAGATTGTGTCTTC
TCTCTTCTCCTAAAAACTGGGGTGAAATGAGGATGGGTTGAGTAGTGTGTTAATTAGAAT
TCATATATATCGAACCATCTCACCTAGCTGGAGCAGAAGGATTTGATACAGTATGTAGAT
GTCTTACAAAGAAACCAGTGGACAGGTGTAACACACACACACACACACACACACACACAC
ACACACACACACACCCTCAGCTCAGGTTTCACTGTGAGCAAGAAGAGAGCATGGGGCGGA
GCCTGCCGCCCTTTCGTTCTGCCACTCCCACTGCTGCTGCCTGCCGCCCTGCTGTTCCGG
AGCCAAACACGTGGTCACCTGCAACTTTACTCCAGGATGATTTGGCTGGAATGGGTCCCT
TCCCCTGCTTCATAACCCAGTGTCGGGAACAGTAAAATTGAACCTTGATCAGAGTGGTTG
TCTTGGTTCCATCTCTATCGCACCGCCTAGCCCCCTCTTCTCTTCCAGTATCCAAGATGC
CTTTCCAGACTAGAACCCAGACATGTGAGCGGCTGGTGGGCCGCAACAGACAGGAATTGA
GCAGCACCAGGGAATCCCTGGGAGTCACACTGCCTCTGCACAGTGTGGGTAGGTGGCTGC
TTCTGCTGCAGAGATTTTGGAGGCAGGAAGCCTGGTTGTAGAGTCATCCTGTCTGTCGTG
ATTTGTGCCAGCAAGATGGAAGATTGCCACCCTCCCATCTCTCTTCATAATCATCCTATA
TTTATATCTGGCATGAATCGCTTGGACCCAAAATCACACCAAGGTCACAGATGCAGGAAA
GCCTCAGAAATAATGTTGCTTTTGACATTTGAGCCTCTGCAACATAAAAAGACACATGAA
GGGGCTAGGATGGATACACAGAAGTAGACTGCAGTGTCTGTCAGAGACCAGAAGCTGTTT
CTTTGTTGCCATAGTCTTTTTCAGGAGGGTGGGCTCAGAAAGCGATCCCTAATTTGTATA
ACTTTGCCATGGTTGCTTCTTTAGGCGTACAGTACCAGTCTGCTTGCCTCTCTTCTCCTG
ATGTCTGGCAGTTCTGTGTTCTGAGATTTAACTCTTTGTGATGCTGTTTCTGCGGTGATT
ACGCTAACATTAGGGACTGAACACTCCAGAAAAATCAGAGGAGCCATTTCCCAGCCCATG
GGTGGAACTACCAGACTACCTGTCTTGTCAATATGTTTGAGGTAGGAGACAATTCTCTAA
CCCTGCAAGCATCCTTCTGCCATGGCTTTGTTCTTGTAGCCCTGTTCCTGGGATGGGCTA
CAGTCCTGTCTAACAATAGCACATAGCACTCTGCCTGTACATTACCTCTCCATCCTCTCT
ATCCCATGATGCTGCTGACATTTGAAATAGGATCAACAACACATGCTGCTAATTGGCACT
AGCACAGGATCACACATATGTAATGTGTGGTCTAGCCACCCTCTTCTACTGTGGCTCAAA
CCTTACAAGACAGCCCGGAAACAGCCAGTCTTTGGCAGCCAATGGGATAAAGATGTACTC
TGGCAATGGTCCCACTTACACAGGAAAGAGGGTAAGGATGTGATGGTGCCCAAACCTGGC
AGCCATCTTATGTCTTCTACTCAAGTGTGACAATGACAGGGGAGCAAGCTGGCCTGCATT
TGTGTGACTCTGATGTTAGGGGAGGGTCTGGGGATTTTACAAATCCCTGTGACATTGGCC
CCAGGCTCTGGTCAAGAAGAAACTGCTGCTGGTTAACTCTTCATGTTGCTTAAACTCATT
GTAGCAGTGGCTCTGATATGTTGGATCTTAGGAGAAGGAACAATGGCTCAAGCATTATAT
GATGGCATGTGATGAGTCAAATAATTCTGATTTCCTTTCCTGCGTCCTCAACCTGAGTTT
GTTTTTAAGAAGTATATCTATCAACAGTGTGACAGAAAACAGGTGGGATAGTGAAAGAGT
TCATTAAAGGAACCTTATTTATTTTTAACATTTTAAGAAAGGTTTTACTCATGTCAAAGT
ATGTATGCGTGTGTTTGTGTGTTTATATGTGTGTATATGTTTGTGTGAGTATGTGTGTGT
GAGAGTATGTTATGTGTGTATATGTTTATGTGAGTATGTGTGTGTGAGAGTATGTTATGT
GTGTACATGTTTGTGTGAGTATGTGTGTGTGTGCATGTGTGTGAATATGCTATGTGTATA
TGCATGTTTGTATATGTGTTCTGTGTGTATGCTTGTGTATGTATTCGTGTTTATGTGTAT
ATGTTTGTATGTGTATATCTGTGTATGTATGTGAGGGTGTTATGTGTGCGTTTGTGTGTA
TATGTCTGTGAATGTTTGTGTGTGTTTTACAATGGGGTTTTGTAGGACGAAAGAAAGGCC
TACCTAATTTTACTCCCAAGCACAAGAACAAATAACATTGGAAGCCAAAAGGCAAGGCGA
GGCTGTTGATGAGTCACTATGGAGAAGAAAGAAACAGCAAGCCTAGGGGATGTTATTTTA
AGAGACCTACCCTCCTCAGAGAAGCTTCTTTTCGCAGTGTTAACACAGAGACAGCCACAA
GCAGACAGAGAATATGCAGAGTGAGAGACTTTGGATCGCTGTCCTAAGCAGGAGAGCTTC
ATCCAACTCCTTTCCTCTGGGTACAGGGATCTCAGTGTAAGAGAAGGTGCAAAGATTCTG
AGAACCAGAGGTGTGAGATGATTCCAGGGAGACAGTGTCTTCCAGACACAACAGGATGGA
TACACATATGAACTCACGGAGACTGTGGCAGCATACAGGGACCTGCGGAGGTTCAAACCA
GACAAAATCCCTGCATTGAGAAGGGGAGGCAGACATAAGGTTCCATCTCTAACCAAGAAG
CTATTTACAGTTGATACCATGCAGGGGAGGGGAAATTAGATTCCTCTAATGGAGTGTCAG
TAAGTGTATCAACCACGCACCAGGGCAGGCCCCATGCCTGACACAAAATGAACTTTATGT
GGGCACGCGTGCGCATGCGCGCGCGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTACTTTTTGTTTTGTTTTGCTATTGTAATGGATAGGGATATGGGAAGGATCTGAGAG
GAGTTGTAGGAAGGCAAAGAATATGATCAAAATACTCTATGAAAATTTTTAATAAAAAAG
AGAAATGATATTAAAATAGAAAACAACATCACTGGACACACTAAGTCATTACCTGGGATA
TATAGTCCTTTATAGAATAATTTTTGGTGAGCATAGAAAGTAATAGATTATATGCATTGT
ATCTAATTGTACTTCATATTTGTTTCTTCACTCCCAGACCTCCTCCTCAGTGATTTCCTT
AGTCTCTCTGGTTTACCTTCTGATTTCATGCATGCCCTGACCCCCGCCCCCCCCCCCACA
CGCAAGCACACACACAGTGTATAACAGTCTAATTCATTTTTTTCCTGAAATGGCATAATT
TTGTTCAGCTTTGGAGCTGAATGAAGCTATTGTATATATAGACACATTTCCTTTAACTTG
TCACCGGATGGTGGGCAGCTAGAGTATGTCACTTAGCCATTGTTGACTGTGCTTCAGTAA
ACATGGAGTGAGTATATCGTTTGCATTCCCAGATTCTCCTGGGCAAATACCCAGCAGCAC
TATAGCTGGATCACATGATAGATCTATTTTCAGGGTTTTGAGGAACCTCTGTACAGATTT
TCTAATGGCTGCACTGTCAGCAGTGTGTAAGGGTTCCTGTTTCTTGAAAGGTACTTGCTA
GGCCAAGTCAGCATGGCTTTTGTTGATAGCAGGGGAAGAATTTCACCAAAATCGACAGTG
AGGGGTATGAGGGGGCTGGGAGGCTGAAGAGATGGTTTGGCAGTTAACTGTATTTGCTGT
TCTTATAGAGAACCTGACTTCATTGCCCAGAACCCATGTGGAAGCTCACCATTGTCTCCA
ACCCCAGGAAATCTAGTGCCCCATTTTTGGACCTCCACAGGAACCAGGAACACATGTGGT
ACACATATAAGTAAGCAAAACACTCTACATATAAATAAAGTAAAAATGAATACATATATT
AAAACTTTAAAAAGAGCAAGGAGCTTTTGGCAAACTGTTACAGTAGTATTATTGCTGAAA
CTGGGTGGAAAACGCCAAGGACAGAGCCCAAGTTTAGGGACCTTGAGAGCTTAAAGGAGA
TCGGTCAAGGAGAGAGTGTTGGTCAGGTCTCTGTCCTGTTCAGTAGAAATGTTACTCTTC
CTTTCAAAAATGTTAAGTCCACTATTTCACTGGATCACTTTGTACTCGTTAAGGATCTTG
GGATTTGCTGACCAGTGGACATTTACTACAGGAATCAGGTACTCCAATTGAATGTCAACA
GAACAGACTCGGGAGTCAGATTGAGATTCCTCATCTCCATCCAGTAATCCATACAAGGAC
ATCAAAACTACACACTTAGGATTCTCTAGACATGAGGACAAAGCAATCTCATCCAGATGC
AATAGATACCCTTGTTTAAAAAATGTTATCACACAAGGCTGGAGAGATAGCTGTTAAGAG
GGCTGGCTGCTCTTCCAAAGGACTGGCGTTTAAATCCCAGCACTCACATGGTTGTTCTAA
TTGTTTGTAATTCCAGTTTCAGGTGATTTGACATCCTTACTCAAACCTACATGGAGGCAG
AACACCAATGTAAATAAAAAATGTTAAAAATGTATCACACTAACTCTTCAGTGGTGAGGA
AGTTCACATTCAAGGGAAGCTAGTGGGGTTCCACAGAGAAGTGACTTAGGACTTCCTTTA
GGGATGGCCAACTGGGGCCAGTGATGAAGCTGCTAACTTCTGTTTGAGGGACAAATAGGC
TTACACTCACCATCCACACTTAGCCCCCTTGGGTGTCACTAAAGTGCAGCAGAGACACCA
ATAGAAAGCTCTGATATTCAGGACAGGAATGAATTTTCTTACTACCCATGAGCACTTGCC
CTTATTCTTCTGAATCTATTTTCATGGTAGATCACAAAATAAATGGCTGTCATTAGGATG
CCATAAAAAGTATCTCAAAATGTCCATGAGTATGGAAAACATTGGGAAGGACCCTTCCTT
TAGCACACAGTGACCACTGTTTGTATGGACTACTGTGTTTCTGCTGTATATCCCTTTAAC
AGACAGCCCCTGCGTTTATTTGGGAAGGACTTTTTCCTAATCATACAAGCTCAATGGAAC
TGTCAGTCATGTCTCCTGCCATTCCTGGATCACTATATGAACAAAAATGGTCTTCTCCAA
GGTGGTCTCACTCAGCCAAGGGGAAAATTTGCATTGGCCCTGAGCAATCAATGTCTAGGT
AGGAAAATGATGAGACCTGAAGCATCCCATGGCCAGAATGGACAGCACTGATTTTCTAGA
TCCTCTGACATGCTCTGATGTCTTACTTTCTAATGCCTAGTTTTCAGTATTCTCCTTGAT
TCTGTATGACACTCCCTTCTCTTTTTGCTGGTGGCCAGTGCCATTTTTCTTGCTTCTATG
TGAAGCACTGGCAGGTGCATCACTGTCACAGTAGCCCTGTCTGCTCTGGAGTTCCACTGC
AGCCTTGACTTGTAGGTGGTGACTGTAGTAATCTCTTTATAGAGATGGTACCCTCCACAG
GCTTAGTCAGGGAGAGCCCTTCTTACAGCTCACAATTCTGTGGTTTTACCATCCATCCTC
CCTGCTCTTCTGTTATCAGGGACCTGGGAGAGGGTGTGGATCATGAGTCCTTACCACTTC
TGGAACCATAGCCACTTGCCTGCTCCCTGTATGTGTGTATTCATCTGCATGTGGACGTGT
GTGTACCACAACATATGTGTCAGAGAACAAACTCAAGTGACAATCCTGGCTTTCCCCCTT
GTTTGAGACAAGTGGTCTTTTGTTCACTGTGGTAGGCCTGAAGGGAGATGGCCTGTGTGC
TTCTGGAGACTTGTCTTGCCCTCCCATCTTGCCATAGGAGTACAAGGATTACCTCCATGA
GCTACAGCATCTACCTGTTAGGAGAGTTCTGGGGGTCACAACTCAGTCATTACACTTGTA
TAGCAAGCACTTGACCCACTAAGCCCTCTCTCCAGCCTTGAAGTATTCCTATTGTCTGGC
TTGGACAGTTCTTTCTTTCTAGTTTGTGAGCTCTCCTCTTCTTAGGCTAATTGTCTCTCT
CTTCCCTTGGTAGCCTATACATTCGAAAACAAAACTCTATCGTTCCCTCTGAGCAAGGGA
AGCCCTGGTGCAGAGGCTTAAAAGGTCTTCCATTGTCATCTTCAATTGGCAGTGCTGGGG
AAGCACGCCATTCAATTAGCCAATGCATGGAGCACATAGGCATTACATTCCCTTCTCTTC
CTCCTCCCCATCCTCCTCCTCCTATTTCTTTTTCCCTTTGTTGCTATTTTATTTGTGATA
TTTATGTATCTATACCCATATCATGAATATAATTTACTGGACTGTGAAGGGTTTTCTGTG
TAAATAACTTCTATTTGTCCATAATTGAATACACGTCACTATGTGTAACGGTGTTTGTCT
CGGAAGTACTGACAAAAGGAATGAAATAATGTCTGCAGTGAATGGATCCCTAGCAACTCA
AGACACTGGTCTTTATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAG
TCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG
AGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTT
TAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTG
TAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACT
GGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAA
CCATTGTAATGGAGAGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACA
GACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAG
TCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG
AGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTT
TAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTG
TAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACT
GGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAA
CCATTGTAATGGAGGACAGACACTGGTCTTTAAAAGTCTTAACCATTGTAATGGAGGACA
GACACTGGTCTATAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGGCTTTAATAG
TCTTAACCATTGTAATGGAGAGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG
AGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTT
TAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTG
TAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACT
GGTCTTTAATAGTCTTAACCATTGTAATGGAGGGCAGACACTGGTCTTTAATAGTCTTAA
CCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGGCA
GACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAG
TCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG
AGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTT
TAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTG
TAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACT
GGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAA
CCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCA
GACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGACTTTAATAG
TCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGG
AGTGCAGACACTGGTCTTTAATAGTCTTAATCATTGTAATGGAGTACAGACACTGGTCTT
TAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTG
TAATGGAGTGCAGACACTGGTCTTTAATAGTCTTACCCATTGTAATGGAGGACAGACACT
GGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAA
CCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACA
GACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAA
TCTTAACCTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAG
GACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTA
TTAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTA
ATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACATAAACTGG
TCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAATATTAACC
TGTAATGGAGGACAGACACTGGTCTTTAATAGTTTTAACCATTGTAATGGAAGACAGACA
CTGGTCTTTAATAGTCTTAACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTT
AATCATTGTAATGGAGTGCTGACACTGGTCTTTAATAGTCTTAATCATTGTAATGGAGGA
CAGACACTGGTCTTTAATAGTCTTAACCATTTTCATGGAGGACAGACACTGGTCTTTAAT
AGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAAT
GGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTATTGGAGGACAGACACTGGTC
TTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCAT
TGTAATCGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACA
CTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTT
AACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGA
CAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAAT
AGTCTTAACCATTTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATG
GAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCT
TTAATAGTCTTAACCATTGTAATGGAGTACAGACACTGGTCTTTAATAGTCTTAACCATT
GTAATGGAGGACAGACACTGGACTTTAATAGTCTTAATCATTGTAATGGAGTGCAGACAC
TGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTA
ACCATTGTAATGGAGTGCAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGAC
AGACACTGGTCTTTAATAGTCCTAACCATTTTAATGGAGGACAGACACTGGTCTTTAATA
GTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAATCATTGTAATG
GAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCT
TTAATAGTCTTAACCATTGTAATGGAGGACAGACACCTGTCTTTAATAGTCTTAACCATT
GTAATGGAGGACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACAC
TGGTCTTTAATAGTCTTAACCATTGTAATGGAGGACAGACACTGGTCTTTAATAGTCTTA
ACCATTGTAATGGAGTACAGACACTGGTCTTTAATAGTCTTAACCATTGTAATGGAGTAC
AGACACTTGGGCCTATTGCTCCCATCTGTCATCGCTGTTCACCTGGCTATGGATTTCATC
TCTGTCCCTCCTCCACTCTTATCATGGGTTCTCTTTGCCTGGGCAGCCTCCACCTGCTTA
GTCTTCAGCCCTGTAATTCTTTCGTGTCTCAGTTCTATCTCATCACCACTAAGACACTTT
TTGTGAATGGTTGGAATTTGCTTTTATATAAATGTGTGCACATATATACATATATACACT
CTATTTGTTAACATAAAAATATATAAACTTTATTAAAACTTACACACAAACAACATGCAA
GGCACCAATTGCAATTGGGATAAATACAGCTAAGTGTAAGGACGGAGTATAAAATCATAG
CCACAGTGCCTGAGGAGTACTCTATAGTACTTTAATGTCTTTCTATCTAGTAAGCCTATG
CTCTTCTTTTGGCAAACTCACAAGCTGCCAGTCACCATAAAATCCCAGATGATATTAATG
TTCTCCTTATGAGCAGATTATCTTTCCAGTAGCACACTCCCATAGGAAACAGTGATCTCA
CTTTTCCCACTCACCAAGTCTAGTGTATTTTCACCACATTTAGTGCACATAACATAGTAA
TTATGCATTAGTTGGCTGTCAATATTATTGTAGGACTTTTGATTGGCAGCAGGCTATCAG
CAGTTAAGTTTTTGGGTGAATCAAAAGTTATATGTGGAGTGTGTGTGTGTGTGTGTGTGT
GTCCCTCGGGTGTGCCTGTGCAGGCCAGGGATCAATGTCAGATGATTCTCCATGTTATTA
ATTAATTAGGGGGGCGGGTGGAACTCACAATCCTCTGCCTCTTGAGTGCTGGATTCAAGG
GTATGTGCCACTGTGCCTGGCCTTCCACATAATTTTTTGACTCAAGGATTCTCAGTTGTT
AGACTGGCTGACCTGTAAGCCTCAGAGATCATACAGTCTAGGCCTCCATGGTACCACTGC
TTTCCATGGGTTCAGGTCTGCCTGCTTGCTTGGCAAGCACTTTACTGACTAAGCCATCTC
CCTAGCCCCTACATGTGAATGTTTGCCTGTATAGATGTCACATCCCTAAACTACTGTTCT
GAAAAGTTATTCACAAACTGACTGCATAAACATACAGTAATATATCACTTAAGGGCAGTA
AGACATCCTTAAAAATGTATCACTAGGTACATTCATGGTTCTGTGCATATCATAAAGTAT
AGGTACACAATCCTACACTGGAGCTTTGCCTGGACTAACTAGTATGTATGTGTGGTATCT
GCATCTGGACCCATAAGGAATCAAAAACTATGAGCTAAGTCAGATGGTAGAGCCGCACAC
TCCAGTAAATGCTCCAGTATAGAAAAAAGGGAGATTATAGGACATACCCTAAATTTAAAA
TAAGGTCCACAAGTCTTAATCGCGTTCTCACGCCCGGCCAGGAAAGAACACAACAAACCA
AAATCTTCTGCGGCAAAACTTTATTGCTTACATCTTCAGGAGCCAGGAGCGCAAACCCCC
AGCCCCAAAAGCGAAAGCCACCCCAATAACGAAACCGAAACCCCTTCCCTATTTAGGAGA
GTTATCTTTCGCCTAGGACGCATCACTCCCTGATTGGCTGCAGCCCATGGCCGAGCTGAC
GTTCACGGGAAAGGCAGAGTACAAGTAGTCGTAAAATACCCTTGGCACATGCGCAGATTA
TTTGTTTACCACTTAGAACACAGGATGTCAGCGCCATCTTGTGACGGCGAATGTGGGGGC
GGCTCCCAACATCTCCCCCTTTTCTTTTAATAAGAGCAAATAGGCCACCCATATTAATGA
GAGTGGAGATAGAGGTCAAATCCCCAGTGTGTAGGTAAAGGAGCCGTACACATAACCTCC
TCCCAGGCTCATCACCCAGAGGGGTCCTGGTCTGGTCCCGTGTTGTTTTTCCTGGGGGAA
GGACACTTGAACACTCAACCTTCTTGAAAGATGACATGTCTCCCTAGAATAGGCTCATTT
TATGCCGCAGAGCCCTTCTATTGCAGTGCTTAGCCGTGCAACTCTCTCGGGCTGCTGAAG
CACACTCACTCTATCCCGTGCAATGAGACTAGCCTCATGGGATATAAGAGCTGAGTGGCC
AGCGACCTATTGCCTAAGCATAGATATATCAGGGGAAGCTCCATGTTCTAGTCCTGCAAG
CGCCTGGGCAATAACCACCTTGTCTCTCCTAGTTTGGGCCTTAAGCTTACAGACCAATCA
AAGAAGCAACACTAATCCACAGCAAAGTGTATCTCCAAATAATATCAATCCCACCCATTC
TTTAAAGAAGGGAAATGCTGAGGAGATCCAATTGGGTAATCCTTTGGTCAGGGACAGGTC
CAAGCGCGTGGAGTTGACCTGAAGTCTCAATTCTCGAAGGATTTGTTCAAATTTAGCCGT
CCAATTCTGTAACATATACTGAAAAAGACTTTTTGACAAATTAGCTGCCCTAGTAAATTT
AACATACTGAATGGAAGTAACACACAATCCCGGAAACTTTTGTTTACACCCCAGCTGAGC
TATTTGCCATAATACATCTAGTTGTATCTGGACAAGATCTATGAGTTGATTAACCAGCAT
GAGACCTCCCTGTATCTTGACATTAGCTGAGGCCTGTTTATCTATGACTGTAGTCACTGA
GGCTGACAAAGTGTTAATGGTGTCAGTCGTCTGGACCTGTCCAGACAGAGCCAAGGCTGT
CTGAATCAAGGCTAAACCCAGTTCCTAGTTAGTGGTAAAAAAGCAGGAGAATACTTGAGC
ATTATACATCACCGTCATTGGGAGTGGAAATGTCGACATTATCCCCCAACGCTGCTCTCT
CTTTATTATTGACGCCCTGGACATCACCAAGACGAGGGACATCAGTATTCCCTTGGTCAG
TCTGGATTTTTCGGGTGAGTCTTTCTGGTATCCAAAATGGGTTGTCTTCATTCTGTGGGA
AAACACAAACCGCTCCCCTGGATCTTATCAAAATAGGATCCGGGCCATACCATTTATTAT
CAAGGACATTTTTCCATTTAACCATCTCATTGGGCCTATCTGGCTCTGAACAATGACGTT
CAGCCGCAGTATGGCCATGAGCATCAATATTTAAAAAATTGAGTGTAAAGAGTGCCATAG
ACACAGACACTCTTGGTGCTCGGGGTAAAGTCTCCTCAAAAGTTCCCCTCTTCTGTTTTA
TAAGATAGGCTTTGAGGGTGCGATGCGCACGCTCAACAATACCCTGTCCTTGAGGGTTGT
ATGGAAGTCCAGTCAGGTGGGTTACGTCCATCTGACGGCAGAACTGCTGGAATTTTTGAG
ACGTATAAGCTGGTCCATTATCAGTCTTAAGGAGTTTGGGTTTCCCCCAAGCACTCCATG
CCTCAAGGCAATGTTGAATCACATGTGAGGCTTTTTCTCCGGTTAACGGAGAAGCAAACA
TGATGCCAGAACATGTGTCAATGGACACATGGAGATATTGAAGTTTTCCAAAGGAAGAAA
CATGTGTAACATCCATTTGCCAGACCTGTAGAGGTCGAATACCGCGTGGGTTAATTCCCA
CATGAGGAACTGGCAAGAACTCACAGCAGCTTTGACATTGAGTAACAATGTCACGGGCTT
CTTTTCTTGTCAAGGAGAAACGACTGCGTAATGTTTCAGCCGTCACATGAAAATTGTTAT
GAAAATTTCTTGTAGCCTCTACCGGGGATGATAGGGCAGCAGCCACCACTTTAGTGGCCT
TATCTGCCAAATCATTTCCCAGAGCCATGGGGCCAGGTAGGCCTGAATGGGCTCTAACAT
GAGTAATATAAACAGGAAATCTTCTAGATAACAAAACTAATTGTATCTGCTGAAAAATAT
TGGCAACTCTACTGGAAGGCTTAATCACTCCAGCCACTTCTAAAAGATTTACTGCATTAA
CCACATAACAGGAATCTGACACAATATTAAGGGGTTCTAAAAAGGTTTTTAAAACTTCTA
AAACCACTAAACATTCTACCACTTGAGGTGAATTTTCATTATATTGTTTGGATACCACTT
TACCATTAGCCACATAGGCACCTATGCCAGTTTTTGATCCATCAGTATATACCACAATAC
CATTTTTAAGTGGGTTTCTTACTGTTATTTGTGGAAACACAACAGATTGATTTTGGGCAA
ACTGTAAAATTGGATGTTTTGGATAATGGTTATCTATTTGTCCTGAAAAGGAGGTAACTA
AAACTGCCCAATCATTAGATGTGGCTGCCAAGGTTTGAACCTGTGCAGCGGTATAAGGTA
CAATTAAAAGATATGGACTTCGCCCAAAGTGGGTGATTGCTGCTTTTAGGCCTTTAAGGG
CAAGCTGTGCAATTGCATCAGGATACCAATCTATTATTTTAGCTGGGGATACGTTTGGAT
GGATCTACAACAATGGCCCATTCTGCCACAAAACTGCGGTTGGCAATTGTGCTGTCTTAA
AGACACACAAACTGAAAGGCTGCGAATCCTCAATACGTTGTAATTGTGCATTCTGTAAGG
CTTTTTCCACCTTTTGTAAGGCCTGGTTAGCAGCTAGAGTAAGAGTCCTAGGGGAGGAGA
TATGAGGATCTCCTTCTAAAATACCAAACAAAGGCCTTAACTCAGCGGAAGGAATCTTTA
AAAAAGGTCTGAGCCAATTAATATCTCCCAACAGCTTTTGAAAATCATTTAAGGTATGGA
GGTGATCTCTTCTTATCTAAACATGTAAATATTGATTTCTCTCAAAGGAGGAAATATGCG
TGACATCCATTTGTCAGACCTGTAATGGCCTGACGCCACGAGGGTTTACCCCTACGTGAG
TAGATAAAATTTGACAACAATCTAAAGGCATTATTAAGTAATCAGAATCATTTTCAGTAG
AACCAATCTCTCTGGCAGCTCTAGGAATACCAGAGGAAGAAAAAACAGCCATGTAGGCTT
GGCAAAATTATTAGTTGAGCTATTCTGTCCCCTTGTGATATAGAAAAGACAACTTGAGGA
CAAGAACAGAGAACCTGAAGTTCCCCTTTATAATCCTGATCTACAACTCCAGGGTGGATA
ATAAGACCTTGTAGGCTGCAAGAGCCTGTCTCTGTCATTATTGTCCAGTGGCTTCACCTG
CTCGGGAGAGCGCCTTCCAGGCCCTAATAGCCTTTTCATCTGATTCAGAACTATTAAGAA
CTGGCTCCTTGAACTCATCTAGTGATGAGTATAGGCTCCTTCTCCTAGAAGCCTCCGCTG
ATTGATCTTTTTTCTTTTCTTTTTTCTTCTCCTTCCTTCTAATCTCTCCCCAGGTATTCT
TACCTGACCTAAACTTTTCCTCGGGTTCAAGACCCGTGGAAAGGCCTGTATACTTATTTT
GTGTACCATATTTTCTCTTTGCTCCTACTCTCTCTCCCCGCTTTACTTCTGATAGATTGT
CCTGAATTTCATCTAGAATCCGCCCTGCCTTAACCACTTGATAACATGTGAAAAGGAACA
AAAGGGCTCCTAACACTAGAAAAAATTTAAGGCCAAACATACCTTGTAAAGCCATTTCCC
ACTTTACTTCTGATAGACTGTCTTGACTTTCCTTAGAAAGTTCAAGACCAGACTTACCTT
GTAAAGCTATTTTCCACTTTACTTCTGATAGACTGTCTTGAATTTCCTTAGAAAGTTCAA
GACCAGACTTACCTCGTAAAGCTATACTTACGGGTTACCGCCGTTCCCCAGCTGAAAAGT
TCTGAATTCACGCAGTTGAATCCTTCTCAACAGTCTGTTTTACGAGAACACTTCATTACC
GTGACCCGCAGTTCTGGTTCCGGAATGAGGGATCTTCCTTGCGCCGGTGATGGTAAACTC
TCGTCCCGAGTTTTTCTTCCCGGGTTTCCTCTTCCCGGATTTTCTCGTCCCGGAATTTCT
CGTCCCGGAATTCGGCACCAATTCTTATTCGCGTTCTCACGCCCGGCCAGGAAAGAACAC
AACAAACCAAAATCTTCTGCGGCAAAACTTTATTGCTTACATCTTCAGGAGCCAGGAGCG
CAAACCCCCAGCCCCAAAAGCGAAAGCCACCCCAATAACGAAACCGAAACCCCTTCCCTA
TTTAGGAGAGTTATCTTTCGCCTAGGACACATCACTCCCTGATTGGCTGCAGCCCATGGC
CGAGCTGACGTTCACGGGAAAGGCAGAGTACAAGTAGTCGTAAAATACCCTTGGCACATG
CGCAGATTATTTGTTTACCACTTAGAACACAGGATGTCAGCGCCATCTTGTGACGGCGAA
TGTGGGGGCGGCTCCCAACACACAAGGGTTAAACATACCAGAAACATATCCATGTTTTAT
CATTATCAAATATTATATATGTACTCTACTTTTACATGATTGACAATGCAGTAAGTTTTT
AAAGTTTTGGTTGGTTAAACAATATGAACAATATGTGGTGGTGAGTCCTACATTCTATAG
CATAATTCAAGGCTGGGGGTTGTGAGCAATTTGGTCACCGTAAATGGTTTCTGAATATAC
AGTAGCCAAAACGTAACTCAAATGTGAGTGGGTGAGAGATCTGAAGTATTTCTTGTAGAA
CTCACATTGTATTACATGACTCCACTGAAGCCTGGGTTCTGAAATGCAACATGGATATTT
CATGTGTTCAGGCTACCATACCACACATAGCCAGCAAACACTTCCTGACATGCCTCTGCT
CAGATTAGAGAATGCCGTGTCTTATGATTTTGCTTGCACTGTGCATGGAAGGGTTTCTGT
TCTTCTAGAAAGATAATGCCTACCATTTTCTAGTATGGACCAAATTTATATCTTTGTGTT
TGAATGTTTGATTTTCAAAAATCTCTGTGTGAGTTGCTCACTTACACTTCATAGAAATGG
TAAATTTTGGCTTGGGGTTAAAACAGAATTTTTACACATTTCCAAAACAACTTGAAATCT
CTGCCATTTTGCACTGTTTTTATATGAAGTAGCATTCTCATCACTGACATATAAAATCAA
AATATCAGTCAACTCTAAAAAAAACTGAAGGTGTTCTATGTCCGACAGTATCAAACATTC
AGTTCAATATTTAATTCATTATATAACAATAAATAAGCAAATCATCCCATTACTCTGCAC
ATTTGCTTTCGTTGTTAATAAGCAATAATATTTTATATAGATCAAAAAATAATGCTGATA
TATTATTAGTAAATATTTAATTTGTGTTTCTATCTTATATACATATTTTCCAGGGTTGTA
AAAATTTCTGGAGCAAAAAGAAGTCACAAATGGGAAAGCTTTAAGAAGCCCCATCAGTGT
CACCACAAACACATGTGCTTTGATATTTTGATGGCCATGAAGTCACTAGATGACAGAAAA
ATTTCAGCTCCACATTATTTGCTTTAATACCAGGGAGCAATCAGTGGATATGAGGGCCCT
CATTGACCAAACTGTTATACAAACATGACTGTGAATGTGAAGGGGGAGGAGGTAGGAAGG
GGGTGAGGGAGGAAAAAAGGAAGAAAAGAGAGGAAGGATTTATTATGTTAATTGCCTCAA
TAGATTACAGAGGTCATGAAACCCCACATCTGCTGCTGGAAGGCTGGTGAACAAGGAAAG
CCAGCCCAAACCCGAGGCCTGGGTACCAGAAGCACAGATTTCCCAAGAGAAGATGGACAG
CCCAGCTCCAACTGAGAGAGTGTTGTCCACCCACACCGATGAGGGGCTTCTTTACTCTGT
CCACCGATTCAAATAATAATGTTCCCAGAAACTCCTTCCCAGATATACCCAGAAACAAAG
TGTATAGATTTCCTGAGCATCAGCTAAACCATTCACATTGTCATGTAAAATGAATAACAT
ATTTTTCTCTTTTAAAAATCATAAGGGGTGTGTGCACTCACTGTGAAGATAGAGTGTGTT
CTCACTGTGAAGATGGAGTGTGCACTCACTGTGGAGATGGAGTGTGCACTCACTGTGGTG
ATACAGTGTGTTCTTACTATGAAGATGGAGTGTGCACTCACTGTGGAGGTAGAGTATGCA
CTCACTGTGGAGATAGAGTGTGTTCTTACTATGAAGATAGAGTGTGTTCTCACTATGAAG
ATGGAGTGTGCACTCACTGTGGAGATGGAGTGTGTTCTTACTATGAAGATGGAGTGTGCA
CTCATTGTGAAGATAGAGTATGTTCTCACTGTGAAGATGGAGTGTGCACTCACTGTGGAG
GTGGAGTGTGCACTCACTGTGGAGGTGGAGTGTGCACTCACTGTGAAGATAGAGTGTGTT
CTCACTATGAAGATGGAGTGTGCACTCACTGTGGATTGGAGTGTGCACTCACTGTGCAGA
TGGATTGGATGCTGTATAGGAATAGTATATTTAACAGAATAGCATGGGTAAGTGTAGCTT
GTAATAAATGGGTAGAGCTGTGAAAACCACACCATTTAGTTCTTTCTCTTTGGCATTTGG
AGTTAGTTATTTTATTTCATTTTCTAAAATAAATATTTAGGGTCCCTTCCTTACTTATCT
GGAGATATCAGAATTCTCCAGAAAGACAGCAGTAGGATAGCTGTATAGGATTAATAGAGG
GAGTTTTTTTCCTTGTAAAGGATTTGGCTCACTCACTTATGGGTGAAGAAACTCAGGGCA
AGCTATCTGCAGGCTGGAGATGCTGACATGTCAATGGCAGGGCTTAGTCCAAGTTCAAAG
GCCTCAGAGTTGTGGAAGCAAATGGTGTATCCTTCAGCTCAAGGCTGAAATCCCAAGGAA
CCCAATCACATCTTATCCTTTAGGTACTGGGTCAGATGTGGTATCTTGGGAAAGACTTTA
CAGGCACAGCCAAAATAATGCTTTTCCAAATAATTGTTATTTAATCCAGTCAAGCGAACA
CCTAATGCTGACCTGCCCAGGAGTTAGGGATTGCCTCTGGCTATAAATAAATTTTGAAAC
TGTTTGGAGCAAACACTGGGAATGAATGTGTTTCTATTATTTCCTTGTCCCCAACTCAAT
TACCTCTTATTCTTAGAACATGCTCAGAGTCCCATAGAACCTCCTGTTATCTACCAAGAC
GAGGACTGGAGTGCCAGCTGCTAGCTGCTGAGTTTTGTATTTCTCAAGTACAAACACTGT
TTAAAGTCCATATTAGCCCCAAATAGGCCCATAGGATGCCCTAGGAGAAATTACTGCTGA
GTTGAGAATTAACCAATAAATAACAAGTTGTAAACACTGATGCCATACAGATATCTGAGA
GAGAATGTGTTCATCACATCTTTTTTCCTTGTATGACTTGTTTAGTTTCTTCATGTTTTA
AATAATGTTGTACTTAAAAATTATCTTGGGATAAAATTTTTTATATAACATGTATAATTT
ATTGGCTCAGTTCCCCTCTAATATTTTAGTATTCAATAAGTAACATTCTCCCTGTAAATT
TTAGTAAAAATGCATATTAAGTAACATCCTCATTTTTTTCTAATTATATTTATTTGCTTT
GCATATCTTTGTGCATGTGTGTCTACAGATATGCATGGAGAGATCAGAGAATTCTAGAGT
CATTTCTTTCCTTTCACCTGTAGGGCCTGGGGATTGAATTGGGGTGATCAGGCCTAGTGG
CAAAGCACTCTTACCCACTGAGCAATCTCACTACCTAATATTAAGTAATTTTTTTAGAAA
CACCAATACTGTCATCCTCTTTCTTATATTAGTAAATATTATAAATGCTAAAGCTGTCTC
AATATCAGGAAGTAAATGAAGTTAAATGCATGCTCTACCTCTGAGCCCCACCCCAGATCT
CCAAAGTATTTTATCTCAGTGGATTGAGGTTATAGAAATGAGGCAGTTGGGAATAACTTC
TGAGTCTGATTTCTAAACCCATTTTAGCTGGTTTTCTCATTAATGTGATAAAAAATCCTG
ACTGAGCAGCTGAGGGGAGGGAAGATCTCTTTTGACTCATCTGAAGATTCAAACCATAAT
ACCACTTAAAATGTATTAAACCAGTTAGATAAGATCATGTTCATAGGTGTCCTTTGAGCC
TGATTCACACCCTACCTCCTGCCCTTTCCCCTCACTCCCTGTTGCCATCAGTCCCCTCTC
TTCACTAAACATTTTCCTTTGACTTCTGTATCATCTATACCTGTGCAGTTTTAGGAATTG
GTATAAAATCTAAGACCCACAAGTCGGAGAAAACATGCAATATGCCTCTTGGACATTGGC
TTGGTTTTTTTCATATGATTATCTCTGGTTGTATCCATTTTCTTGAAATTGAACTAACTT
CATTTTTTTTTTATGGCTGAAAAAAATCCATTCTGTATAATACCACATTTTCTTCATCTA
TTCCACTATTACTTCATACACATTTCTCCAAAGTGCCTATTCTTCATGATTTGAAGAAGG
TACAGTTAGGGATATACTCTGAAAGATACAACCACGGAGAGCCACAATTAAGGAATTCAC
CATTTGTGATTGCATAGCTCAGCCATAATCCCAAGGCCCTTTGCCTCTGGCTTATTTCTA
CCTTTCTGTCTTGAAACTAACACAGGGTGATGAGCTAATGCTGGCCTTGCCTTTGGAGTC
CTGTGTGTACAGCCCGTTGTTCTAACGAAGTCCAGTCCCATCAGCTCCTGTGGAAGGTGA
TAGAACTCTCCACAGTAGTCAATTCAGGAAGTCTTCCTTCTGGTCAACGTTTATGTCCTC
ATTGTGGATCCAGAGCTATGGTGATAAGACCTGCCTGGAGCTTTTGTTCTTTGTTTTGTT
TTGTTTTTGTTTTTGTTTTTTGGCCAGGGTGTCTTTTGTTTGACATCTACAGATACACTG
CATACTCTCCTTTTTTTTTTAATAGCCATATTCCTTGCTTTAAGTAAACAAAGTACATTA
AAGTCAAGATTTATAAAGAGGAAACACTCAGCCAAGTGCTTTATGAATGTCAATTATCAA
CAGTATTCATCCTTTCTCTTATTGTGAGGAGGACCCATGCTGTGCTCCATGTCAGATAAG
GTCAATGTTTGTCTCTTATCTCTTTGAATTTGTTGCCTCCTTTGCTTAGACTTTTATATA
GCAGGATTACTCTCTTATAAGAGTGAAAGACCCACAGCATGAGGACTCCCCCATGTGCTG
ACTCAGGAGAGATGACACCCCCAAATCACTCACGAGAAATGGTCTTGATGCAAACTGCAA
GAGGTTTATTCAGAAAAGACCAGTGCACTGGTGATGACTCATATCCCATGCAGGGGTGAC
AACGAGCTCAAGGGGTAAGGGGTTTATAAAGACACAAAAACCGCAAACACCTGGCATTGG
GCTATAGAAAGGGAAAAACGGCAAACACCTGACATCCTGGAACAATGGGGCTATTTTGGA
CACAGGTCTAGGGGCTTAAATAATTTTTTATGCTCTGTCAGAATCTTTTATTCACCACTT
CTTCTAGTTACTAGTTCTAATATTAGAACTACATTTCAATCTCTTCTTCAAGGTTCTGCA
GAGACTGGCACTGTTGTCTCAGCACCAACAGCTGGACTGCACTAATCCTTTCTCTTACAA
AGGTCACTAACCTATTAAGAATCAGCGGGCCAAATGTTAGCAGCAAAAAGGTCCCACTTT
GATAAGTGGAAATGAGGGTGGTTATTAAAGAGGCCTTCAGCCACGATGTGCCTGGGGGTT
CCATTTTTGGGGTCTGATGTGGGTTGTTACTCTTTTTCTGAATTGTGCCAGCATTGTAGA
TGCAGCTTAAGAGGATCAGCAGTCTTTTCTTGGGGTTGCGCAGGAGCTCATTTCACGTGG
GAGCTGTGGATCCAAGCGGAGCAAATCTCCTGGTTCATAAGCCTCTTTGAGCTGCTCCCA
GGTCGTGTTTCTGACCACTTCTAGGGCTTTCATACGTGCAAACAATGAAGGACTAGGGTT
AAATTCTAACACTCCCCAAGCCTCGGTGAGTGGGGGAGGCCCCCAGTAAAGCATTTCATA
GGGAGTGAGCTTAAGCTTCCCGGGGTGTTCCTGACACGGAACAAGGCGAAGGGAAGGAGA
GCTATCCAGTTATTCCCGCCGGTCTCTATGGCCAATTTGGTTAAGGTCTTTAAGGTTCTA
TTCATCCTCTCTACCTGTCTCTGTCTCTTATAGGCTCTGGGGCCTATAAGCACAATGTAA
TTTCCAATTAATCCCCAGTTGGGTGGCCAGTCCCTGACTTACCTAGGCAACAAAGGCGGG
TCCATTGTCCGACCCTATTACCTTGGGAATCCAGAATCGTAGAAAAATTTCCTCCAGGAT
TTTCTTGACCACGACATTGGCAGTTTCTTTTTTAGTTGGGTAGGTTTCCACCCATCCTGA
AAAGGTATCTATAAAAACTAAAAGATACGTATTACCATATTTAGCTGGTTTTACTTCAGT
AAAATCTATTTCTCAATAGGCTCCAGGACGGTCTCCTCATAGTCGTCTTCCTGGAGGATA
TCTTGAATGTCCTGCATTAGTCATGGCACACAGTACACAGTTTCTGACTACGGCCTCCAC
TACATCAGAGAGTCCGAAAACATAATAGTTGGAAGACTTAACCAAAGTCTGTAGATGCCT
GGCTCCTAGATGGGTTAATTGATGTCACTTTTCCATCTTTAGCTTCTCTCAGGCCATAGG
GATTCTCAAACTTGAAGCCTAATTTATTCATTTGTTAATAGTCTTCTGGGGTGTAATTGA
AGCTAACTTCTAAAGAATGATGGGGGTCTTCAAACTGATTATGCCAGGTTTTCATGGTGA
GGACCATAGGTCCTTGTGCCGCGTTTTTTGGCTTCTTGATCAGCCATCTGATTACCTCTA
GACACAGGGTCTTGGCTCTTTGATGTCCTGGACAGTGTATGACGGCCACTTTCATGTGAA
TAGCCTCAAGGAGACTCAAAATCTCCTCTTTATTTTTAATATCTTTACCTGCCGACGTCA
ATAATCCCCTCTGCCTATAGATGGTGCTGTGGACGTGGGCTGTAGCAAAAGCATACCTAC
TATCGGTGTAGATGTTACCCTCTGGCAGACTGCTGGCCCACACCACATATTTGCCATCTA
CCACCACCGCCCCAGCCATCCTTTTACTGTCCACCAAAAAGCTGCTTCCGTCTGTATACC
AGTTTGGAACGCCTGGCCATGGCTGATCACGCAGATCACTCCGGACCCCTGTTTCTTCAG
CAAGGATGTCAGCACAGCGGTGGATGGTGAGGAGTCTTCAGTCTCAGGTAGGAGGGTAGC
AGGACTGAGGATAGCAGGAAGAGCAAACGTTACTCGCTCAGTCAGCAACAGACTCTGATA
GTGAGTCATTTAGGCATTGGTCATCCATTGGTCTGGAGGCTGGCAGATCATGCTTTCAAG
AGAGTTGGGGGGCCATCACAGTTATTTGCTGTCCCAAAGTTAATAGTCTCTGAATATGTG
GCCTAATTCCACCCCTAGCCTCGTGGCTCATTGGATATTGCCACACCCCTATAGGGGTAG
TATTCATCTTCAGTCCCACAACCACGGGGGTTACTCTGACAGCCATCCCCATGCCCCCGG
TCTTCATCCATGCCCTAGGGAAGGCATTTAGCCAGTCTCTTAGGTCTGGCCCCTCTGCTT
GCTTCGTACATTCATGCAGGCGATACTCATCCTCAAGTTGTAGGGCCAGGATCATGGAGG
CAGGAGATTCCCAACTTACTCTTAACCCTTTTTGCGTGAATCTGATCTGGGCCTTCAGTT
TAGTCAAAAGGTCTCTCTCAAGAATCGTTGTGGGACACTCAGGGATGACTAAGAAAGAGT
AACTCACTTGTCCTTTGTCTAAGTCTACAGTACGTGCAGTGGTCCAAGGGTATTGTTTCT
GGCCTGTGGCTCCAATTACTATGTTGTTTTTTTGTTTGTTTGTTTTTGTTTTTAAGTTTT
TTTCCAATGGTTGTTTCAACACAGAGTGTTCTGCCCTGGGGTCAACTAGAAAGTCCATAG
GGGTCCCCTCCACAGTCAGGGTTACCCTAGGCTCGGGGAGGGGGTCTGAGCCCTGTCTCC
CCTAATCATCATCCTAGAGCCAGGACTTTAGGGGCCTTCCCCTTCTTCTTAGGGCATTCT
CGTGCCCAGTGTCCTTTCTCTTTGCAGTATGCACATTGATCTTTTTCCAAAGTTTTCTGA
ACAGGTCTTCTTCCACCAGGTTTAGATTCCCTGTTGCCCAGGTACCCTGTCCATCTATTT
TCAGATCCACCTCTTCCCTCACACTCTCCTAGTACTGTGGCCAGAATCCTGTTTCTCTCC
TGTCTTCAATCTCTCCTATTTTCCCTTTCTTCTTCCTTGCACTTTTCCCTCTCTTTCTTT
TCTTCCTCAGTCTCTCTCAGGTTAAACACTTTCTCTGCCTCTCTAACTAAATCTTGTAAA
GCCATGGCATGTAACTCTTCCAGTCTGTGTAACTTTCTTTTAATGTCTGATGCTGACTGC
CCTATAAAAGCCATAGCTACTATGGCTTGTTGACCCTTAGAGGTCAGGTCAAAGGGAGTA
TAGCACCTGTAAGCCTCCATTAACCTCTCTAGGAAAACAGACAGGGACTCGGTTGGCCCC
TGCATTACTTCTCTTACCTTTGTCAAATTGGTGGGGCATCTTGCTGCTCACCAGAGCCTG
GCGGTAAACTGTCAACCTCTTCCTACCTTGAGCTATGTTGTTGTCCCAGTCGGGTCTATC
GAGAGGGAACCCCACATTTATCTGTGTTTATCTCATTGGGCAAATTGGTCGGGGCCCCGT
TAATCCCTGGTATGTTCTCCCAGGCCTATAAGAGAATTCTTTCCTTCTTTTCCGTGGTGA
AAAGAACCTGCAAAAGGTGTTGGCAATCATCCTAAGTGGGCTAATGAGAGTCTACCAGGC
TGGTTAGTCTAGCCGGATTTTCTGAAAAAGTAGGATGGTTAGATTTCCGGTTATAGAGAT
CAGATGACAAGAATGGCCAGTACTGAAGAGTCTAGAGAGTGTGAGGGTCTGCAGGTAGCC
CCACTGTGCACAAAGGAAAGGCAGACATAGTGTCCGGAACCTCATCTGCAAAGGGACACT
GTGCGGTGCCAGCTTTGGGTCCCAGCTGCTGGTCCTCTGACTGCTCCGGCCCCAGGGGTG
GCCTCTAGATGTCATGGAGATGCAGGAACCGGAGGGGGCAAGGGATAGGGAGGAAGAGGA
GGAGGTTCTGGCCACTCAGGAGGCCCCTCAATCTCAAGATAGTTCTTGGGGGAAGCTGAA
GGCCAAGGCAAAGGCTCCATTTCGTTTCAGGAGGAACCTTCAGTTTCACTTTTGGTCTGT
GGAGAGCCAGGGCTTGGGAGCCTGGCTTCTGCTGCAGGATCCACGGCTTGACCCATGGGG
GTGGATTCTGGACGAGATCTTGTCACACAGTTACGTAGGGCTGCTAGTCCAGGTGAGACC
CAGGTTCATCCTGAAAGACAATGGCCTTAACTTCAAAGATTACAGTCAAGTCAAAAGTCC
CCTCTGGTGGCCAGCCCACATCAAGTGTTGGCCACTTGGAAGCACAAAATGTCTGCCAAG
GTCCCTGCTTGATTTCCACTGAAAGGTTGTGGACCCTCGACCTAACTTCAGTCCAGTGAT
CTAGTGTCAAACTTAGGGGAGTTGTCACAGTCTGTCCCATTGTCCAAGTCACAAAAAACA
CAAAACAGACACAGGAGATACACACACAAAGACTGACAAATATACAAAACCAATTCAAGG
ATGCAGAAGGTTGGGCTGGTCCTGACCCCATCCCTGTCAGACTCCTGGAGTCCTTCCCCT
CGCTCCGAGTTGTCCCTCAAAGCAGCAGTCAGTGATCCTGACATGTCTGCTGATCACACT
CCGGGTCTCGTCTCTTCTCAGTCTCCCATGAGAAGTTGTGACTGCAAACAGAAATTTCCA
AACTTCACTGGCACACAGAAACAGTTTCAGACAAGAAATCTCACCTTCAAGTGGGTCTTC
CCGATGACACAGATGAGACACAGATAAACAAACCAACACAACAAGCACACTTTCATTTCA
GAAAACAGAAAACAGACACTCAGAACAGAGACACAAGCTGGTACGCACACATTCCAGAGG
GGATCCCCATACCTCCAAGTCGATTCTCAGGTTGAGGGATGGTCGCAATTCCCAGCCAAT
GCACCAAATGAAAGACCCACAGCGTGAGGACTCCCCCATGTTCTGACTCAGGAGAGACGA
CACCCCAAATCACTCATGAGAAACAGTCTTGATTCAAACTGCTAGAGGTTTATTCGGGAA
AGACCAGTGCACTGGGGACGACTCGTTTCCCACTCGGGGGTAGAGGAGTCGACTACAAGC
TCAAGGGGTAAGGGATTTATATAGACACAAAACCCGCAAACACCTGGCAAAAACCGCAAA
CACTTGACATCCTGGAACAATAGGGCTACTTTGGACACAGGTCTAGGGACTTAAATAATT
TTTTATTCTCCGTCAGGATCTTTTAAGAGTAAGCAGCACAAACTATCAAGACAGTCATGT
GGATATCTTAATCTGAAGTTTAGTTTGAAATCTCTACAGGATTGAAGTTAAAATGTACCT
AGACCTGTGTTATCTTTTATTTATAAAACACCCAATTTGAATGATCATAGAGAACCTTCT
CATTATCAATGACAGTCCTAACAATAATTAAAATGGTGGCCAAGATCCAGCCCTGTCAAC
AATTCTATTTTTAAATACATTTCATAGCTTAGAGTAGTATTATATCTGGGGAGAACAGGA
AGCCTTGGACAAAGAGCTCCTGTCTATGCTGCACACTCTCTTACAGTGAGCATCCCGTAT
CTAACAGAAGAGTTGTCCCTATCAGTGAGCTGCTATGAATGCACAGATGCTAACGAGGAA
TTATTACCCAAAGTCTACACTTTATCAGATGTTCTCTTTTACTCTTGCTTCCTTCCCCCC
TTCTTGGGTCTATCTGGGCTTTGTATTTAATTGTCACGTCTCCCCAGGATGCTCTTGGCT
CAGGCAGCTTCTCACGCTTTCCTTGGACTTAATGATCATGATATTTTCAAAGGGACTCTG
CTCATAGACTTTGAAGACTGTCCCTCGGTTGGAATTTGTCTGCTGGTTTCTTCATGCTTA
GACTAGAGTTCCGGGTTTTAGAGAGGAAGGGAACAGAAGCAAAGGGCTGCTCTCAGTACA
AACTACCCCCACACACCTCATCACAGCTGACCAGGACCCGGATCACCTGTTTAAAGCCAT
GGCCCGTCAGACATAGCATGTTTAGTATAACATATTTCTGCCACATATTTAAACAATGAG
AAGTTTGCTTCTGTGCTACTGTCGGAAGCACAAGCTTTGGTTGCAGACTCAGGAACATTG
GGTCAGAGAAGCTTCCCTTTGCACTAGGTTGGGGGTCACTGCTGAGACTCATGTCAAACT
ATGGAGTATGAGTAACTATGTGCCAAGCTGGGAATGGGCCATCTCTATCTCCCTCCCACC
ATGACCCAAGGTTAGGCCACTCTGAGGAAAGGTGGACAGAAAGAATGTAAGGGGTGTGTG
GGGAAGAGAGCTGTGATGTGCTGACTTCAGGACATGGCTACACTGTTGCACACATCAGCT
CACAATGACTGTTGTTACCTGCACAACGTCAAGCCAGCCCAGATTCCAGCATGAATGGGG
AAAGGTCCCCAGGGTCCTACCTTTGGTAGAGGATTTATTAGCAGTAATGACCGCCGAGGG
AAGGACACTCACTCTCCTTGTGGTAACAGCCCTCATAGGCTGCTCATGCCCCTGTGGGTG
GCCACACACCCAGGTGTATGTGGGCAGAATTAATTGGATTCAGGAGGTTTTAATAACAAA
AGCATAGAGATAAAAAGAGGATATAAAGCCAGGAGGGAGATGGGATGGGACCATGAGGGA
CATTTAGAAGGGCATAGGAGTAGATGGATATGATCAATATTTGCTGTATAAATGTATGGG
GCTTTCAAAAAACAAAATACAGTTAAAAAACAGATTGTAATTGAACTAAATATGGCTTTA
GTATTGATTTTAGGTAACAAAAGATGTTATTGACACAAAATGTCTAGAGGTAGCTAAAAT
TGTCTGAATACTTGAAATTATGTCTATGTTAAATTTTAATATTTTAAAAAACATTAATTA
TTAAAACCTGCACCAAAGCTGTCTGTAAGCACTCGGTATCATATACTCAAATGAACCTCA
TACTCTCTCTACTGAAAGACAAAGGCTACTGGCTATAATAATATCTGAATGCTTTTCCTT
GTTGGACCCCTAGATACCCAAGCTAGCATAAAAACCTACATAATGGTTTTGCTTTCCTTT
ATTTATTTATTTATTTATTTATTTTTGCCAGAGTCCCCATTATTTGTATGAAAGAATAGG
GGATGGGAAAATTGCCAAATGTCAGTAAGACAGGTGGTCAGGAAAAAACTTAGAGGCTGT
GTAATCATGCTATGAAATCACATCTGCAGAAAAGTAATTGTTGATAGCTGAGCTTCCATC
AACAAATCCAGATGTTAAACAATGGTGTGCACACAGATAAAGTATACTCACAAGGGTCGA
TCTGAAGTATACTAATGCACACTTATTTTTCACGCAAGCTAAATCACTGAATCTTCTTCC
TCACTCTCTGAGACGCCAGCAATCATTTGTATCCATGAGAAATCAATAAGCACAAAGGAA
TAATCTATGACTAATATTTAAAGAGATATGTCTGGTGATTAATGTTATTTAATCAGTCCA
GGGAGAGATTCTACAGGGGACTATGTTAACCCTCCACAGTATGAGATGATATCTGACATC
GCATCTGCCTGATGAAGTAAGTGGTTAATCAAATCCAGCTTTTAACCAAATCTGTGTGAA
TTAGGAATAAAAATATTCCTACCATATATGAAAAAATCTACTGCATGGGATAGAAAAACC
TCATCTGTTTAGATATTTAAGAGTGGTTTTCTTTCATTGTGACAAAACAAATGTGAGTGC
TCATTCAATAAAATTATTTAGTGAACACCAATGCACAATTGTCTAATATTAAAAATATAG
TAGTAAGAAAAGCAGGAAGAAATTCTTCTCTGAAGCTTATGTTTTAGTTTTCTGGAAGAA
TGTGTGAGTATGAGTGTGAATGTGCATGTATGTGCACACGTTTGTATGTGTGTGTGCATG
TGTTTATGTGTGTCTGTGTATGTATGAGTATGAGTGCCTGTGTATATGTGTATGTGTGTT
CATGTGTGCTTGTGTGTATGTGTGAGCGTGTTTGTACATGTGTGTATGTGTGAATGTGTG
TGCATTGTGAGTTTGTGTGCATTTGAGTATGTGCATGTGTGAGAGTATGTGCATTTGTGT
ATGTGCTTGTGTGAGAGTGTGTGCCTGTGAATATGCATATGTGTGTGTGAGTATGCATCT
GTGTGCACACATGTGTGTCTGTGTGAATGTGTGTGCATGCATGTATGTGTGAGTGTGTCC
GTGTATGTATGTGAGTGTGTGTGCCTGTGTATATGTGTATCTGTGAGTGTGTGTGCATGT
GTATGTATGAATGTGTATGTGCATGTGTATGTGTGTGTGTAAAGATAGAGACAAGAAATA
AACACACAGAAAAAATGGCAGGTGGCAAACAGTTTAACAAAATAGGTCAGAAATTTAGGA
AAAGCAGAAAAGGGGGTGGGAGTGGGAGCCTCCAGGAAGGTCTCCCTGAGGATCTGACTC
TTTTTTTTTTCTTTCCATTTTTTATTAGGTATTTAGCTCATTTACATTTCCAATGCTATA
CCAAAAGTCCCCCATACCCACCCACCCCCACTCCCCTACCCACCCACTCCCCCTTTTTGG
CCCTGGCGTTCCCCTGTTCTGGGGCATATAAAGTTTGTGTGTCCAATGGGCCTCTCTTTC
CAGTGATGGCCGACTAGGCAATCTTTTGATACATATGCAGCTAGAGTCAAGAGCTCCGGG
GTACTGGTTAGTTCATAATGTTGATCCACCTATAGGGTTGCAGATCCCTTTAGCTCCTTG
GGTACTTTCTCTAGCTCCTCCATTGGGAGCCCTGTGATCCATCCATTAGCTGACTGTGGG
CATCCACTTCTGTGTTTGCTAGGCCCCGGCATAGTCTCACAAGAGACAGCTACATCTGGG
TCCTTTCGATAAAATCTTGCTAGTGTATGCAATGGTGTCAGCGTTTGGATGCTGATTATG
GGGTGGATCCCTGGATAAGGCAGTCTCTACATGGTCCATCCATTCATCTCAGCTCCAAAC
TTTGTCTCTGTAACTCCTTCCAAGGGTGTTTTGTTCCCACTTCTAAGGAGGGGCATAGTG
TCCACACTTCAGTCTTCATTTTTCTTGAGTTTCATGTGTTTAGGAAATTGTATCTTATAT
CTTGGGTATCCTAGGTTTTGGGCTAATATCCACTTATCAGTGAGTACATATTGTGTGAGT
TCCTTTGTGAATGTGTTACCTCACTCAGGATGATGCCCTCCAGGTCTATCCATTTGGCTA
GGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCCATTGTGTAGATGTACC
ACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTGGGTTCTTTCCAGCTTCTGGCTA
TTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTCTTACCAGTTGGGGCAT
CTTCTGGATATATGCCCAGGAGAGGTATTGCTGGATCCTCCGGTAGTACTATGTCCAATT
TTCTGAGGAACCGCCAGACGGATTTCCAGAGTGGTTGTACAAGCCTGCAATCCCACCAAC
AATGGAGGAGTGTTCCTCTTTCTCCACATCCTCGCCAGCATCTGCTGTCACCTGAATTTT
TGATCTTAGCCATTCTGACTTGTGTGAGGTGGAATCTCAGGGTTGTTTTGATTTGCATTT
CCCTGATGATTAAGGATGTTGAACATTTTTTCAGGTGCTTCTCTGCCATTCGGTATTCCT
CAGGTGAGAATTCTTTGTTCAGTTCTGAGCCCCATTTTTTAATGGGGTTATTTGATTTTC
TGAAGTCCACCTTCTTGAGTTCTTTATATATGTTGGATATTAGTACCCTATCTGATTTAG
GATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGTCTCTTTGTCTTATTGACGGTGTCTT
TTGCCTTGCAGAAACTTTGGAGTTTCATTAGGTCCCATTTGTCAATTCTCGATCTTACAG
CACAAGCCATTGCTGTTCTGTTCAGGAATTTTTCCCCTGTGCCCATATCTACAAGGCTTT
TCCCCACTTTCTCCTCTATAAGTTTCAGTGTCTCTGGTTTTATGTGAAGTTCTTTGATCC
ATTTAGACTTGACCTTAGTACAAGGAGATAAGTATGGATCGATTCGCATTCTTCTACATG
ATAACAACCAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTCTTTCTTCCACTGGATGG
TTTTAGCTCCCTTGTCGAAGATCAAGTGACCATAGGTGTGTGGGTTCATTTCTGGGTCTT
CAATTCTATTCCATTGGTCTACTTGTCTGTCTCTATACCAGTACCATGCAGTTTTTACCA
CAATTGCTCTGTAGTAAAGCTTTAGGTCAGGCATGGTGATTCCACCAGAGGTTCTTTTAT
CCTTGAGAAGAGTTTTTGCTATCCTAGGTTTTTTGTTATTCCAAATGAATTTGGAAATTG
CTCCTTCTAATTCGTTGAAGAATTGAGTTGGAATTTTGATGGGGATTGCATTGAATCTGT
AGATTGCTTTTGGCAAGATAGCCATTTTTACAATATTGATCCTGCCAATCCATGAGCATG
GGAGATCTTTCCATCTTCTGAGATCTTCTTTAATTTCTTTCTTCAGAGACTTGAAGTTTT
TATCATACAGATCTTTCACTTCCTTAGTTAGAGTCACGCCGAGATATTTTATATTATTTG
TGACTATTGAGAAGGATCTGACTCTTGAGCAGCATGAGGGGGAAGTAATGAAATGAGCCC
CGTGGATACCTGGGAAAAGGTTTGCCCAGGAAATAAGAGAGTGCTCTATGTTCAGGGAAT
GCCAAGGATCTCCTGCAGCTCCAGAGGTGGAGGGAAAGAACAGGAGGAGTGAAGCCCACT
GGTGGAGCTGGCAGACCATGCAATAAGGGCTTCGGGGGCATTCAAGCATAACTATGAGAT
TCGACCTAAGTTCTGAAAGGTCACCCCAGTGCCCTTCTGGATTATGCTTAGATGGCCACG
GCAGTGATCCCTGTGAGAGTGGATGGCTGCAGAAAGCAGAGGGCAGATGGTAAGATTCTG
TTGGCATCATGAAGGGCGGACTCTGGAGGAGTTGGTTTGGCATAAAGGTGGGATGTGAGT
TTATTTCTGGCACCGGAAACAAGGAATGCCAGTTACCTTTTCATTGTGCATCAAAATACC
CAAGAAAGGCATGTGTATGGACAGGCGTCAGTCTGTGGTCAGCTGGCTCAAGGGCTTTGG
GCCCGTGCTAATGCAGAACATCTTAGAAGGGAGGGCATGGTGAGCCAGCGCTGCTTCCCT
CGTGATCGCCAAGGAGAAGAGAGGGAGGAGAGGAAAAGAAGAGGGATGAGAGAGAAATAA
GGGGGAGGGGAGCAAGATATAGTCTACACAGGCACTTGCCCAGGGGCCTCCTCCTGTAGT
TAGGTTCCACCTCCTAAGATTCCAGCAGCCCTTCAGGTTATCAACTCATGGTCTAGCCTA
TCTGTTAAGGTCAGACCTAGTTACTTCGTCAAAGCCCAATCTCTGAACACAAATGCATTG
TGGACTAAGGTTTAAGGTAAAAAGTCTTTGGGTTACATATCAGATCCAAGCCAGAATGGG
GAGAGAGGGGCTTTCATGGAATGATTTTATAGATATTTCTATTGTTGTATATGTAATGAG
CAGAAAATAAATGAGGCTTTATAAGGATCACTGTTGGGAAACTATAATTATAGAATAAGA
GCTAAAGTGCCCAGTTTTAAAGCTACCAAAGAGAATAAAGCTATAAAGAGAAATGGCTGG
TCAAAAGCTACAACACAAGGGGCTGGAGAGATGGCTCAGTGGTTAAGAGCACTGACTGCT
CTTCCTAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCATAACTATCCATAA
TGAAATCTGATGCCCTCTTCTGGTGTGTCTGAAGACAGCTACAGTGTGTTACATATAACA
ATAAATAAATCTTTAATTAAAAAAAGAGATACAACACAAGAATCAGTCTGATACTTGGTT
AAATTTATTAGGCATCTAAAAATATAATAAAAACACTTCTAGTTTACAACAGCCATAAAA
TTGAGTTACCTGTTAATTAAACTTGTGTGGAGGCATATAATACATATCGAAAAATTCCAC
AATTTTTAATGTGGATAAAACCTTAGATATATATAGAAATATGTCGTACCCCAGGACAGG
AAGATAAAATGGGAAAGGCAATTGTTTGTGGCTTAATCGGTAGCTTTAATAGAACTTCAC
TTAAAATACCTATGATGCCATTGACATTTGTAAAATTTAAAATATTTAATTCTATAATAT
GCTTGGAAAGATAGACAAGAATATTAGAGGACTAATGAAAACAACAATAATTATCTCACA
AAATAGAGTGTTTTTATAGCAACAATAATTGAACCAGTGAAACATTGCATTAGGAGAAAC
ATTGGCCATTGAAATAAATGGGCAGTGAATTACTTACTTTAAGAATATAAAAAAAGACAT
ATATAGCAAGTGAAAACAATATAATTACAAAGAACATAATTATTTTCTTCATATGGCTGG
TAATAACTTTATTCTATTATTACTAAAGGAAATTTTACCTGAATGAGCTGTAATAAACAT
TAATCCAAAACTGGGCGTGGTGGTGCACGCCTTTAATCCCAGCACTGGAAGGCAGAGGCA
GGCGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAATTCCAGGACAGCCAGGA
CTATACAGAGAAACCCTGTCTCAAAAACAAAAACAAAAACAAAAACAAAAACAAAAATTA
ACCCAAAAGAGGTAGTGTGGTTCTTTTTAACTGAATAAGGAGCTGGCTGAGATGGTTGAA
GTTATAAAGAAAAGGTGGGCGTGACGTTGTGTTGGATGATTTTTTTGTTGTTGTTTTTTG
TTTGTTTGTTTGTTTGTTTGTTTGTTTTTCAAGACAGGGTTTCTCTGTGTATCACAGGGT
TTCTCTGTGTATCCCTGGCTCTCATGGAGCAACCAGCTCTGGCGTGTTGGATCATCTTGA
TTGTCCACCTGACAGGGTTTAAAATCATCTAAGAGACCCGCCTCTGGACATGCCTATGAA
AGTGTTCCCAGAGAGGCTTTTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTG
TTGTTGTTTTGGGTTTTTCAAGACAGGGTTTCTCTGTATAGCCCTGGAACTCACTTTGTA
GACCAGGCTGGCCTCGAACTCAGAAATCCGCCTGCCTCTGCCTCACTAGTGCTGGGATTA
AAGGCGTTCACAACCACGCCTGGCTCCCAGAGAGGCTTAACTGAAGAAGGAAACCCCTTC
TAAATGTGGGTGGCATCATCTCACAGGCTGGAGGCCGAGCAGATGGCAGTAGTGAGCTTA
GCAGTCCTCTCTGCACCCTGCCTGTAGGTGCTTTCCTACACTCCAGCTGCCAACGGTAGA
GCTTAGTCATGCACCACCATGTCATTCCTGCCTTGGTGGAACATACGCTCCTTGTGCAGA
TCTTTTATTCCTCTTTCTTTTCTTTTTACTGATTATCTATGATGTACTATAAAGTATGCC
TTGGGCTCTCCTGTGTATAAGCGCCATTTTCAGAAAAACAACAACAAAAAACCAACAACA
ACACCTTCCCTCATTTGCTTTGTCTTATGTTTTCTCCCAGCAATGAGTAAAGGAAATAGG
GAAGATTCTCCAATACTTTTGAAAGATATGCGCAGATGTCATAAAGATAAAATATTAGCA
AATAAAATAGTTTGTTTTGAGTAATTGCAGGAGGTCCAAGCAGCATATTAATAACCCTAC
TAAGTGTTGCTTAGGGTCTCTGCTCATTTTCAAATCTATTAATATAATGGGAAGGGGATT
TATTGTAAAAATGGTATGAAGAACTCATAAAAGCTCTAAAATTACCAAGTCTCCAACAGA
CAAATATGCATACACTTATAAGCCCACAAAAGAAGAAATACTCAGCATTATTTATTTTTT
AAATGCATGGAAATTAAGTTGATGTCTCCAGTAAGTGGCAAACCCCAGCCCACGAGAAGT
TGATGTATCTTTCAAAACAGGTGCATCATGAGGAAGAAGTGGCAGCCTGAGAGAACTGAA
GGAGTCTTCAGTAGGGAAATACTTTAGGTATCATTATAATGTCTTAGCTTTATATGAAGA
AACTGGAAGGAGAAGGAAGAGAAGATAAAATCTTAGCAAATAAATAAAATGTTTTGTAGA
CAAGAGCCAGGCCACACAGGCACACTAGGGGACCACTTCCTCTCAAGTAGATATCGTTCC
CTGAATTTCTATTACTTTCCAATAGCTCATCAGAAGATGAACTCACGGACTAGCTCATTG
ATACAGTCAGACCCAGTCACTTACCCAAAGCCCAAACTCTGAACAGTGACTAAATTTTAC
ATTTTAATATGAAAATATATTAGGCAAAGACACATGCATCCTATAAAAAGATAAATTGTT
TACAAGCACCTGAAATAGCAAACAACGAGTAAAAACCACATAGATGTTCAGTCATGGGAG
AATTCTCAACAATTGTGGAGTTTAACAAAATCTGATGTGTGAGTAGAATCCTCGTTTGTT
TTCTAGAACTCCAAAGTAAGAAAATGTGACATATGTATCACATAAGAACTATTAGGAACA
ATAGCCAAACTAAAATTATCATCACAGTCCAGATATAGAAAAATGTCGACCTAAAGATGG
AAGATGTCATTAAGAGAAGCACTTGAGTCTAAGTGGAGGAATCAGAATGTAATTTGGTGT
AAAATTTCCAAAGGCAACATTAAAAAATTAATGTAGGGCCTTGGAAGATGGCTCAGTTGG
TAAAATGTTTGACATGCAAATGTGATGGCCTCTCAGGAGGAGACTTAGGGTGTGAGCTCA
GGCTTGGCTGTAGCAAGACAGGGCCAGGCTCTGAGCCAAAACCTCTGAGATGGCAGTAGA
GGGCTCAGGGAGACCTGTCCAAACTCAGGCTTGTTCAGGACAGCTGAGTCTTTCATAGTC
AGCTTCTCTTGGGTCTCCATACCTCCGAGCTACATCTTGTTGGCTGCTTCTGTATCCACA
CCTGAGCACTGCATTCCTGCAACTCACAGCCAATAGTCCAACATGGTAAAGTCAGCAGGA
GGGCTTGGGCCAACATTCTGGGCTCTGGTTACCATTCTGAAAGGTTCCCCATAGCCTCAT
CTTTTGAAGGCACAGTCTCCAGCCTGTGGTGCCATTTTGAAGGCTTTCAAGAGATGAGGG
TGTGGGGGACATTTGAAAATGGTGAATACGTAGGCAGAAGAGATGGGGCAGAAACATGCA
GGGGACTCTACCAAGATCCAGTTTTTGAAGGAAGGTTCCTCCATCAGATCTTTAAAAATA
TCACTTTATCAGCTTCTGGTGATTAACCTTAAGCCTGGACCTCTTCTTCCTTCAACATCC
AGGGCTATGATGTACCTCCTCCCTAAGTAAAGGCTTCCTTCTTATTCACACAATCAACTA
CTTCTAAAATTAAAATCTCAAAATGATATTTTGTTATTTATTAAATATTTTTCAAGTTTA
AGAAAATGAAAACACTATTATTTTTGCATATGTTTATATGTCTGCATGTGTCTGTATACA
TGTTTATCTTAGTGAACTTACTGCTGTGAAGAGACACCATGACTCTTATAAAGACAACAT
TTAGTTGGGGTTGGCTTACAGGCTACTGAACTGAGAGACTCAGTCCAGTGTCATCAAGAC
AGAAGCATGACAACATCCAGGCAGGCATGATGCAGGAGGAGCTGAGAGTTCTACATCTTC
ATCTGGAGGCTATTAGTAGAATACTCACTTCCAGCCCACACCCACAGTGACAAACCTGCT
CCACGGAGGCCACACTTACTCTAGCAAGGCCACACCTCTAAATAGTACCAGTCCCTGGGC
CAAGCATTTACAAACCATCACATTCCACTCCCTGGACCCCATAGGCTTGTTTAAACACAT
GAGTCTATGGGGGCCATACCTAAACATAGCATAATGCAAAATACAATTAGTTCAACTTCA
AAACTCCCAAAGTCTATAGTAGTCTCAACAATGTTAAAAATCCAAAGCTCAAAGTTTCTT
CTGAGATTCATCCAATCACTTAACTGTAATCTCCAAAGCAAGTCAGGAAACCAGCTGGGC
AAACTCCAAACTCTGCATCTCCATGGATGATGTCAAATTGGTCTTCAGATCTCTCACTCA
TTTTTCATCTTTGTTGAATGCAACAGGCATCTTTCTTCTGGGCTGGTTCCACTCCCTATT
AGCAGCTTTCTTCAGCAGATAGTCCTGGCTTCTTGAGCATCTTGGAGTCCCCAAGGCAAC
TTGAGTGTTACAGCTTCTGTTTTCAATGTCTGGGATCGACACATTATCTTCTGGGCTCCT
CCAAAGGGCTGGTGTCACTTCTTCAACTCTGCCCTCTGTAGCACTCTAAGCTCAGGTTGA
TCCACTCCACTGTTGCTGCTGTTCTTGGTGATTATCCCATGATACTGGCATCTCTAATAT
TTTGGTGTCTTCTGCTGCAACTAAGCTTCACCAATAGCCTCTCACAGGCTTTCTTCATGG
TGCCAGGCCTCAAATCCTTTGCATGACACTTTCAGTCCTGGGCCATCAACTGCAACTGAG
GCTGCACCTTCATCAATGCCCTCCATGGCCTCTCACAGTGCCAAGCCTCAGCTGTTCTCC
ATCACTCCTTCATGCCTTCAAAACCAGTACCACCTGGGTGAGTCTTAGATATTACCAAGC
ACAGTTTTAGCAAGAGTTACAACCTTGGCTATCCCTGGAACACAGCTTCTTTGTGCTCTC
AGAAAACAATTCCCAGAAGATTTCACCTCAGTGATGCTGGTCTCCTCTTAATCACCACTA
ATTTCTTAGCTCCAGCTAATCAGCATCGATTGTTCCAGTAGTCCCTTCTATTTTTCACTC
TAAAGCCAGAGCTACATGGCCAAAGCTGCTATGTTCTGCCGTTTTCTGGGGCTGGAACAT
CCCCCCCCCCCCCCCGTGCCTTATTCTATTATCAGCTTTCTGTTTTCTGATTCTCTCTCT
GCCTAGGTTTGGCTTTCCTGGAATTTTCTCTGAGGATTGACCTTGAACTCAGAGATCTGC
ATGGCTCTGTCTCCTGTAATTCTGGGATTAAAGGTGTGTACCACCATGCCTGGATCTAAA
CTTAGCTGGGCTGGATCTTGCCCCCAAATCCCTTAATCTGTTATATCCTAGAATATCAGA
TTAAGTTCCATTTCACTTCCTGGTGCCCCTTTAATACTTGAACCATATATTTCATATTTT
TTCCTTTCTAAGCTTGCTACATTTGTTCAAAATGCTCGCCATGAGACCTAGCTAGGGAAC
AAAGTTTCCGCTGGACTTTTTTGAGACTTCCTTTGTCAATGCAATTAATCTGAGTCTCTT
CACCTTAGCCTCAGGAAGACTCTTCAGACAAGGGCTACAAGACTATTGTAGCCATATTCT
TGACCCAAATACCACAAAAACAGTTTCTAGGCCACATATTGAAATGCTCCACTGAAACCT
CTTGGGCCAGCTCTGCAGAATTCAATTCACTCTCAGTAACAAAGTCTTCCATATTCCTAC
TAGGATGGCCCATTAAGCCCCACTTTAAGCATTCCACTGCTTTCCAAATTCAAAGTCCCA
AAATCCACATTCTTCCAAACAAAAGCATGGCCAGACCTATCACAGCAATACCCCAGTCCC
TAGTACCAACTTCTGTCTTTGGGTTTTACTGCAGTGAACAGACACCATGACCAAGGCGAC
TCTTATAAAGACAACATTTAGTTAGGGCTGGCTTACAGGTTCAGAGATTCAGTCCAGTAT
CATCAAGTCCGGAGCATGAATGTCCAGGTAAGCATGGTGCAGGCTGAGATGAGAGTTCTA
CATCTTCATCTGAAGGCTGCTAGCAGAACACTCACTTCCAGGCAGCTAGGGTGATGGTAT
TAAGCCCACACCCACAGTGACACACCTGCTCCAACAAGAGCATAGCTCTAAATTGTACCA
CTCCCTGGGACAAGCATATAGAAGCCATCACAATGTTCATTTGCATATGAGTGTATATAT
GAGAGATAGAGACAGACAGACAGACCACTCACATGCATAGAGGCTGGAGGGTAAACAGCA
GGTGTTTTTTTTTTTTTCCAGTTACTTTCCACTTTATTTACTGAGACAGTGTGATGGTTT
GTATATGCTTGGTGCAGGGTGTGGTACTATTAGGAGGTTTGGCCTTGTTTGAGTAGGTGT
GTCACTGTGGGCATGGGCTTAAGACCCTTATTCTAGCTGCCTGGAAGTATGTCTTCTCTT
AGAGGTCTACAGAAGAAGATGTAGGCCTCTCATCTCCTCCTGCATGCACCATGCCTGCCT
GGATGCTGCCATGTTTCCACCCTGATGGTACTGGACTGAATCTCTGAACCTGTAAGCTAG
CCCCAATTAAATGTTTTCCTTATAAGAGTTGACTTGGTCATGGTGTCTGTTCTCAGCAGT
AAAACCCATACTGACATAGAAATTGGTACCAGGAGTGTGGTATTCCTGTGACAGCCTGAC
CATGTTTTTGTGAGAACTGTGGAAAGACTTTGGAACTTTGGTCTAGAAGAGCCATTGGGT
GTTCAGAGCTCTGTGGGATGTTCTATAGGAGTCTGGAAGATAATAGAACACTGCAAATGA
TGGGGGCCTGGCTTGTAAAATTTCAGAGGGAAGATTAAAGATTTTTATCAGGGTTATTGT
TATTTTGAGTGTGGCGATTCTGTAGTTTTGGTTAGCTGTGGCTGAAGAATCAGCTGTGCT
TAACAAAATACCAGAACTACTAAAGAAAAACCTTTATATTAGTGGGATGATTGATGCTGG
TTAGCTGGAGGTAAGAAATTAGCAGTGATTAAGAAGAAACTGGCATCACTAAGGTGAAAT
CTGGGAAGTATTTCCTGAAAGCACAAAGAAGCTGTGTTCCATAGGCAGCCATGGTTGTAC
CTTATGTTAGCAGCCAGACTTGGTAATATATAAGAGTGACCCAGGTGGTACTGTTTTTGA
AACATGAAGGGATAGCTATTGATGCTTGGCACTGTGAGAGGCCAGGAGAGGTCACTGGTG
AAGGTGCAGCCACAGTGGCAGTTAAAGGCCCAGGACTGAAGGGCTCATGAGGCTTGGCAC
CGTGAAAAGACCCCGTGAGAGGCTATTTGTGAAAGTACAGCCCAGTTGCAGCAGCAGTTC
CAGCATTTTGGAGATGTCAGTACCATGAGATGACCACCAAGAACAGCAGCAGCCATGGAG
TACAGGCAGCTAGAGCCTAGAAGACAAGCTATGTGACTCAAGCCCTTGGTGGAGCCCAGA
AGATGGCGAGTGGATCCCAGACACTAGATGGTTAGAGTTTGATTTTGCTTTTATTTGATT
ATGACTGTGCCCTGATATTTTTCCCCCTTGAAGTAAGAAAGTATTTTAGTGGAGCCCAAA
GTTAAGAGACTTTGAATTGTAAAAGACTTCAAATTTCAAAAGAGATTGAATATTTTAAAG
GGATTGAAATTTTAATATGTTTGAATTTGTAAAGACTGTGAGACTTTTAAAACTATTTAG
ATCTTGGGGATGAATAAGAAAATAAAGGCTGAGGCCTAATAGTGAAGTGTTTATGTGTCA
AGTTGACAAGAGGTCAGTTGTATTGGCTAGTTTTGTGTGTCAACTCGACACAAGCTGGAG
TTATCACAGAGAAAGGAGCCTTCCTTGAGGAAATGCCTCCATGAGATCCAGCTATAAGGC
ATTTTCTCAATTAGTGATCAATGAGGAAGGGCCCAGCCCATTATGGGTGGTGCCATCCCT
GGGCTGGTGGTCCTGGGTTCTATAAGAAAGCAAGCTGAGCAAGCCAGGGGAAGCAATGCA
GTAAGCAGCACTCCTCCATGGCCTCTGCATTAACTTCTGCCTCCAAGTTCCTGCCCTGTG
TGAGTTCCAGTCCTGACTTCCTTCAGTGATGAACAGCAATGTGGAAATGTAAGCTGAATA
AATCCTTTCCTCCCCAACTAGCTTCTTGGTCATGATGTTTTATGCAGGAATAGAAACCCT
GACTCAGACCCACAAGGTCTCTACATTAAACCCAGAGCTTGACAATTTGGTTAGTGTAGC
TAACCAGCTTGCCTCAAGGAAAGGATGTCCCAGCTCCATCTCCTAAACACCAGGACTGTT
GGAGCTGTGCCAAATCCATCTGAAATTTGCATGGGTTTTGGAGATCCAAACTCTATTTCA
TGTGTGGAGGAGGGTAAGCACTTTCTCTGTACCCCTCCCCCGCCTTGTGTTCTCATCCAT
AAGCTTTAGGTGTTTAATGATTAGGACTGTAATACACGTTGAACTAAAGGTTGTTCCAAG
GTTGGACTTCCACAGATTGAAGCCTAGGCCTCTTTATAAATATCCTATTTTTCCAGAACC
TGCTGTTAGAATAGCCTTTCTCCATTGTCTTGGCATCTTTGTTTAAATGACCTGTTATGT
TTGTGTGGATGTCTGTCTGAACCCAGTCCAGGTTTGTTAAGCTATTTGTCTACCTAAGAC
TGTAATAAACCTTGAAATTATATATTATTTTCCAATCTTTCCTTTCCAGCTGTTTTGACT
ATTCTGTCCCTGCCAGTTCCATGTGAACTTAGAATCCATCTGTCACTGTCCTCAAGCAGC
CAGGGTAGAGGCTGAGAGCATTCTGTCAATTCCAGAGATCTATTTGGTGACTATTGACCC
CAGATTCATACTGAGTTTTAGTCTTTAAATGTTTATTCAAATCTTTATTTTCATTGGTAA
GATGTTTTAGCAGAGTTCAGAATCCCTTTTCTTCAATGATCTCTCAAAGAATTAATATGA
AATTAGTCCTACTTCTTCCTAAGTAGAATTCACTGCTGAAACCATTGAGACTGGAGATTT
TTTTTCCTAATCTCCAGTGCCTTTGGTTAATTTCATTTGTTTGTATTTTGTTTTCATTCC
TTTTTATTTTTCTTTATTCATTTTACATCCTGCTTACTGTGCCTCCTCCTGGTTATCCCT
TCCCACAATTCTTCCTCCCATTCCACCTCCTTTTCCTCTGAGAGAGTGGAGCCCCTGATC
CTGGGTGTCCCTCCACCCTGGCACATCAAGTCTCTATGGGGCTAGGCATATCCTCTCGCA
CTGAGGCCAGAAAGGCAATCCAGCTAGAAGAACATATCCCAGGCAATAGCTTTTGGGATA
GGCCCCACTCCAGTTGTTCAGGACCCACATCTGCTACATATGTGTGTGTGGGGGGGGGGG
GGAAGCTGAGTCCAGCATGTGTATATGCTCTTTGGTTGGTGGTTCAGTCTCTGAGAGCCC
CAAGGGTTCTGGTTAGTTGACTCTGTTAGTCTTCCTGTTAAATTCCTATCTCTTTTGGGG
CTGAAATAATTCCTGTTAAATTCCTATCTCTTTGGGGGCTGAAACTCTTCTATAAAAGTC
CCCAAGCTCTATCTAATGTTTGGCTGTGGGTGTCTGTGTCTGACTGAGTCAGCCTCTGGG
TGGAGCCTCTTAGAGAACAGCCATGCTGCCAGTCAGCAATTGGTACTTGCCCATGGGTGA
GGTCTGAAGTTGGGCTAGTTATTGGTTGTCCATTCCCTCAGTTTCTGCTCCACCCCCCAT
CCCTACATTTCTTGTAGACAGGATAAATTTTGGGTCTAACATTTGTGGGGGTGGGGGGTA
GATTTGCATCTCTATTGTTCCACTGGAATTCCTGCTTGATTAAAGGAGGTGGCCTCTTCA
GGTTCATATCCCCAATGTAGTGAATCACAGCTAGGATCACCCCTTTGATTCTAGGTCACC
TCCATGTTATGTCTTTGAGATGTCCCCTACCTTCTCACCCTAGTCAGTTGCAGGTTTCCA
TCCATTTTCATGGCCATCTGGCCATTTCTCTTGCCTCCTAACCTGACCCTGAATCCCCCA
TTCCCCTCCCCAGCCCTGATCCAACCCAGTTCCCTCCCTCAATCTGTCTTCTATGACTAT
TTTATTCCCCCTTATAAGTGGGATTTAAGCATCCTTGCTTGGCCCTTCCTCCTTGTTTAT
CTTCCTTGAGTCTGTGGAGTGTAGCATGGGTATCTTGTATTTTATGGCTAGCATTTACAT
ATGAGTACATACCTTACATGTCCTTTTTAGTCCGGGTTACCTCATTCAGGATGGCATTAT
CAACTTCCATTCATTTGCCTGCAAAATTCATGATGCCTTTGTTTTTAATAGCTGAGTAGT
ATTCCATTGTGTAGGTGTACCACATTTTCTCTATCTATTTTGCACTTGAGGAACATCTAG
GCTGTTTCCAGTTTCTAGCTGTTATGAATAAAGCTGCTATGAACATGGTTGGGCAAGTGG
CTTTGTGAGATGGTGGAGCATCTTTTGGGTATATGCTCAGGAGCGGTATAGCTGGATTTG
AAGTAGAACTATTCCCAGTTTTCTGAGAAAGAGCCAAATTGATTTCCAAAGTGGTTGTAT
GTGGGAAGCCACATGTGCCATTGCAGAGTGGCACTGACTACTGCTGGCCACCACGCATAA
GTTTGGACAAACAACCAATGTGTACATATGCAGTAAAGTTTTTTGCAAAGACACTGCCTG
GCCCAGGCATGATAATGACGCTTTGAGAGTATAACCAATCAGATGTGAGACATGCAAATG
AGGTATGATAATGAGGCTCTGTGAGGTACAGAGAAAGAGTAGCCAATCAGATGAGGAACA
TGCAAATGAGGCGTAGTGCATAACCAATCCGGGTGTGAGACACGCCTCTCCTAGGCCTAT
GTAAGCAGCACCAGTTCTGGGCTCGGGGTCTTTTCGCCTCTGCAATCAAGCTCTCCCAAT
AAACGTGTGCAGAAGGATCCTGTTACAGCGTCGTTCTTGCTGGTCAAGTCCAGCGCACGC
AAGAGTTGTACAAGTTTGCAATCCCACCAACAATGGAGGAGTGTTCTCCTTGCTTCACAT
CCTCATTAGCATGTGCTGTCACTTGAGTCTTTGATCTTAGCCATTGTGACCAGTGTAATA
TGAAATCTCAGAGTCATTTTGATTTGCAGTTCCCTGATGGCTAAAGGCTTTGATGATTTA
AGTGCTTCTTGGACATTCGAAATTCCTCTGTTGAGAATTATCTGTTTACCTCTGTACCCA
ATTTTTAAATTAGGTTATTTGAGATGTTAGTGTCAGATTTCTTGAGTTCTTTATAAATTT
TGAATATTAGCCCTATGTCAGATGTATGAAGAAGATATGTATGGTGAAGATCCTTTCCCA
ATCTGTAGGCTGCTGCTTTGTCCTGTGTCCTTTGCCTTACAGAAACCTTTTAGTTTCATG
AGGTCCCATTTATCAATGGTTGATCCTAAAGTCAGAGCAATTGGTGTTCTGTTCAGAAAG
TTGTCTCTTGTACCAATGAGTTCAAGGCTATTCCCCACTTTTTCTTCTATTAGATTTAAT
GTATCCAGTTTTATGTTGAAGTCTTTGATCCACCTGGACTTGAGTTTTGTGCAGGGTGAT
AGATATGGACCTATTTGCATTGTTCTACATGCAGACATCCAGTTAATCAAGCACCATTTG
TTGAAGGTGATTTCTGTTTTCCATTGTATGGTTTTGCCTTCTTTGTCGAAAATCAAGTTC
CATAGGTGTGTGGGTTTATTTCAGGGTCTTTGATTTGATTCCATTGATCTATCTGTTCCA
ATACCAATACCATGTTGGTTTTATTACTATTGCTCTGTCGTATAGCCTGAGGTCAGGAAT
GGTGACACCTTGAAAGTTCTTCTATTGTTCAGGATTGGTTTTGCTATCCTGGATTTTTTA
TTTTCCATATGAAATTGAGAATTGTTTTGTCAAAGCCTGTAAAGAATTGTCTTGGAATTT
TGATAGGAATTACAATGAATCTGTAGATTGCTTTTGGCAAGATGGCTATTTTCACTGTCA
ATCCTACTGATCCATTAACATTTTAGATCTTTCAATCTTTTGATACTTTCCTCAATTTCT
TTCTTCAGTGACTTGAAGTTCTTGACATACAGGTCTTTCTTTTGCTTGGTTAGAGTTACA
CCAAGGTATTTTGTATTATTTGTGGATATTGTAAGGAGTATTGTTTTCCTAATTTATTTC
TTGGCCCATTTATCATTTGTATAAAGGAGAGCTTCTTATTTCTGAGTTAATTTGTATCCA
GCCACTTTGTTAAAGGTTTATAAGATGTAGGAGTTCTCTGAGAGAATTTTTGGGGTTGCT
TATGTATACTATCATATCATCCACAAATAGCAATATTTGACTTCTTTCTTTCCAATTTGT
ATCCCCTTTATCTCCTTTAGTCTTATTTCTCTGGCTAGAACTTCAAGTACTATATTGAAT
GGGTAGTGAGAGAGTGGGAAATCTTGTCCTTGATTTAGTCGAATTGCTTTAAGTTTCTCT
CAATTAATTTGATGTTGGATATCGGCTTGCTGCATATTGCTCTGATTATGTTTAGGTATG
TGCCTTGTGCCCTCAATTTCTCTAATACTTTTAACATGAAGAAATGTTGGATTATGTCCA
AGGATTTTTCAGCACTAATGAGATGTTCATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTTTTTTTTCCTTTCAGCTTGTTATATGGTGGATTACACTGACAGA
TTTCTGTATATTGAACCACCACTTTATCCCTGGGATGAAGCCTACTTGATCATGGTAGAT
GACATTTTTTTAAATATTTTCCTGGATTCAGTTTGCTAGTATTTTATTGATTGTTTTTGC
ATCAATGTTCCTATGAGAAATCAGTCTGAAATTCTCTTTGTTTGTTGAGTCTTTGTGTGA
TTTAGGTATCTGGGTGACTGTGACTTCAAAGAGTGAATTTGGCAGTGTTACTTCTGTCTC
TATTTTGTGGAATAGTTTGAGGAGCATTGGTATTAGTTCTTCTTTGAAAGTCTGGTAGAA
TTCTGCACTAAAAACCATCTAGCCTTGGGCTTTTTTGGTTTGTTTGTTTGATTGGTTGGT
TGGTTGTTTTTTGTTGTTGTTTTTTGTTTTGGTTGGGAGATTTTTGATGACTACTTCTAT
CTCTTTATGGGTTATAGGACTGGTTAAATAGTTTACCTGATCTTGATTTAACTTTGGTAA
GTGGTATCTGTCTAGAAAACCATCCATTTCATTAGGATTTCCCAATTTTGTGCATGACAG
GCTTTTGAAATTAGACCTAATGATTCTTTAAATTTCCCAAGTTTCTGTTATTATGTCTCC
CTTTTCATTTCTGATTTTGTTTATTTGGATACTATCTCTCTGTCTTTTGGTTAGTTTGGC
TAAAGATTTTTCTATCTTGTTGATTTTTCTCAAAGAACCAGCTCTTGGTTTTGTTGATTC
TTTGTATTGTTTTCTGTTTCTCTGATTGATTTCAGTCATGATTTTGATTATTTCCTTCCT
ACTCCTCTTCAGTGTGCTTGCTTCTTTTTGTGTTTTTTGTTTGTTTGTTTGTTTGTTTTT
TTATTTCTAGAGCTTTCAGGTGTGCTTTTAAACTGCTAGTATGAGAACTTTCTAATTAGG
CACTTAGTGCTTTGAACTTTTCCTCTTAGCACTGCTTTCATTGTGTCCCATAAATTTGTA
TAGGCTGTGCCTTCATTTTCATTAAATTCTAGAAAGTCTTTAATTTTTTTTATTTACTTC
TTCCCTGACTGAGAGATCGTTGAGTAGAGAGCTGTTAAGTTTCTTTGAGTGTGTAGGCTT
TCTGGTGTTTCTGTTATTATTGAAGTCCAGCTTTAATCAATGGTGTTTTAATATGATACA
AAGCTCATTTCAATTTTTTTTGTATCTGTTGAGGCTCACTTTGTGACTGACTGACGATAT
AGTCAATTTTGGAGAAGGAGCCAAAGGAGGTCCTGAGAAGAAGGCATATTCTTTTATGTT
TGAGTGAAATATTTTATAGATGTCTGTTAGGTCCATTTGATTGACAATGTCTGTTAGCTT
CATTATTTCTCTGTTTAGTTTTTTTCTGGATGACCTCTCAACTTTTGAGAGTTGGTGTTG
AAGTCTCCCACTATTAATGTGTAGAGTTTGATGTGCAATTTAAGCTTTAGCAATATTCCT
TTTAGAAATGTGGGTGCCCTTGTGTTTGGGGCATAGATTTTCAGAACTGAGATATCTTCT
TGGAGGATTTTTTCCTTTGATAAGTATTTAGTGTTTTTCCTTGTCTCATTTGATTAATTT
TGGCTGAAAGTCTATTTTACTAGCTATTAAAATGGCTACTCCAGCTTGCTTCTTGTGTCT
GTTTGCTTAGAAAACTTTTTTTTCTGTCCTTTACTCTGAGGTAATGCCTATGTTTTTTGC
TGAGGTGTATTTTTTTTAAGTAGGTATTTTCCTCATTTACATTTCCAATGCTATCCCAAA
AATCTCCCAATACCCTCCCCCCCAACTCCCCTATCCACCCACTCCCACTTTTTGGCCCTG
GCGTTCCCCTGTACTGGGGTATATAAAGTTTGCAAATCCAAGGGGCCTCTCTTTCCAGTG
ATGGCCGACTAGGCCATCTTTTGATACACATGCAGCTAGAGTCAAGAGCTCCGGGGTACT
GGTTAGTTCATAACGTTGTTCCACCCATAGGGTTACAGATCCCTTCAGCTCCTTGGGTAT
TTTCTCTAGATCCGCCATTGGGGGCCCTGTGATCCATACAATAGCTGACTGTGAGCATCC
AATTATGTGTGTGCTAGGCCCCTGCGTAGTCTCACAAGAGACAGCTATATCAGGGTCTTT
TCAGCTAAATCTTGCTAGTGTATGCAATGGTGTTAGCGTTTGGAGGCTAATTATGGGATG
GATCCCTGGATATGGCAATCACTAGATGGTCCATCCTTTTGTCTCAGCTCTAAACTTTGT
CTCTGTAACTTCTTCTATGGGTGTTTTGTTCCCAATTCTAAGAAGGGGCAAAGTGTCCAC
ACTTTGCTCTTCGTTCTTCTTGAGTTTCATGTGTTTTGCAAATTGTAACTTATATCTTGG
GTATTCTAAGTTTCTGGGCTAATATCCATTTATCAGTGAGTACATATCATTTGAGTTCCT
TTGTGATTGGGTTACCTCACTCAGGATAATGCCCTCCAGGTCCAACCATTTGCCTAGGAA
TTTCATAAATTCATTCTTTTTAGTAGCTGAGTAGTACTCCATTGTGTAAATGTACCACAT
TTTTTGTATCCATTCCTCTCTTGAGGGGCATCTGGGTTCTTTCCAGCTCCTGTCTATTAT
AAATAAGGCTGCTATGAACATAGTGGAGCATGTTTCTTTCTAACTAGTTGGAACATCTTC
TGGATATATGCCCAGGAGAGATATTGCGGGATCCTCCGATAGTACCATGTCCAATTTTCT
GATGAACCAAAAGACTGATTTCCAGAGTGGTTGTACAAGCTTGAAATCCCACCAACAATG
GAGGAGTGTTCCTTTTTCTCCACATCTTCGCCAGCATCTGCTGTCACCTGAATTTTGATC
TTAGCCATTCTGACTGGTGTGAGATGGAATCTCAGGGTTGTTTTGATTTGCATTTCCCTG
ATGATTAAGGATGCTGAACATTTTTTCAGGTGTTTCTCAGCCATTCGGTATTCCTCAGGT
GAGAATTCTTTGTTTAGCTCTCAGCCCCATTTTTAATGGGGTTATTTGATTTTCTGGAGT
CCACCTTCTTGAGTTCTTTATATATATTGGATATTAGTCCCCTGTCCGATTTAGGATAGG
TAAAGATCCTTTCCTAATCTGTTGGTGGCCTTTTTGTCTAATTGACAGTGTCTTTTGCCT
TACAGAAGCTTTGCAGTTTCATGAGGTCCCATTTGTCAATTCTCGATCTTATAGCACAAG
CCATTCCTGTTCTATTCAGAAATTTTTCCCCTGTGCCAATATCTTCAAGGCTTTTCCCCA
CTTTCTCTTCTATAAATTTCAGTGTCTCTGATTTTATGTGGAGCTCCTTGATCCACTTAA
ATTTGATCTTAGTACAAGGAGATAGGAATGGATCAATTTGCATTCTTCTACATGATAACC
ACCAGTTATGCCAGCACCATTTGTTGAAAATGCTGTCTTTTTTCCACTGGATGGTTTTAG
CTCCCTTGTGGAAGATCAAGTGACCATAGGTGTGTGGGTTCATTTCTGGGTCTTCGATTC
TATTCCATTGGTCTACTTTTCTGTCGCTATACCAGTACCATGCCCTTTTTCTCACAATTG
CTCTGTAGTAAAGTTTTAGGTCAGGCATGGTGATTCCACCAGAGGTTCTTTTATCCTTGA
GAAGAGTTTTTGCTATCCTCGGTTTTTTGTTATTCCAGATGAATTTACAGATTGCTCTTT
CTAATTCGTTGAAGAATTGAGTTGGAATTTTGATGGGGATTGCATTGAATCTGTAGATTG
CTTTTGGCAAGATAGCCATTTTTACAATGTTGATCCTGCCATTCCATGAGCATGGGAGAT
CTTTCCATCTTCTGAGATCTTCTTTAATTTCTTTCTTCAGAGACTTGAAGTTCCTATCAT
ACAGATCTTTCACTTCCTTAGTTAGAGTCACGCCAAGGTATTTTATATTATTTGTGATTA
TTGAGAAGGGTGTTGTTTCCTTAATTTCTTTCTCAGCCTGTTTATTCTTTGTGTACAGAA
AGGCCATTGACTTGTTTGAGTTAATTTTATATCCAGCTACTTCACCAAAGCTGTTTATCA
GGTTTAGGAGTTCTCTGGTGGAATTTTTAGGGTCACTTATATATACTATCATATCATCTG
CAAAAAGTGATATTTTGACTTCTTCCTTTCCAATTTGTATCCCCTTGATCTCCTTTTGTT
GTCGAATTGCTCTGGCTAGGACTTCAAGTACAATGTTGAATAGGTAGGGAGAAAGTGGGC
AGCCTTGTCTAGTCCCTCGGTTTAGTGGGATTGCTTCTAGCTTCTCACCATTTACTTTGA
TGTTGGCTACTGGTTTGCTATCTGTAGATTGCTTTTAACATGTTTAGGTATGGGCCTTGA
ATTCCTGAATTTTCCAAGACTTTTCATCTTGAATGAGTGTTAGATTTTGTCAAATGCTTT
TTCCGCATCTAACGAGATGATCATGTGGTTTTTGGCTTTGAGTTTGTTTATATAATGGAT
TATGTTGATGGATTTCTGTATATTAAACCATCCCTGCATCCCTGAAATAAAACCTACTTG
GTCAGGATGAATGATTGTTTTGATGTGTTCTTGGATTCAGATAGCGAGAATTTTATTGAG
TATTTTTGCATCGATATTCATAAGGGAACTTGGTCTGAAGTTCTTTTTTTTTGTTGGATC
TTTGTGTGGTTTAGGTATCAGAGTAATTGTGGCTTCATAGAATGAGTTGGGTAGAGTACC
TTCTACTTCTATTTTGTGGAATAGTTTGTGCAGAACTGGAATTAGATCTTCTTTGAAGGT
CTGATAGAACTCTGCACTAAACCCTATTTATTTATCTATTGTATCTTCTATGTCATCTTC
TGTATTCTGTTGGTCTTGGGCTTTTTTTTTTTTTTTTTTTTTTTTGGTTGGGAGACTATT
AATGACTGCTTCTATTTCCAGGATCTTCTGGCTTTCATAGTCTCTGGTGAAAAGTCTGGT
GTAATTCCGATAGGCCTGCCTTTATATGTTACTTGACCTTTTTCCCTTACTGCTTTTAAT
ATTCTATCTTTATTTAGTGCATTTGTTGTTCTGATTATTATGTGTCAGGAGGAATTTCTT
TTCTGGTCCAGTCTATTTGGAGTTCTGTAGGCTTCTTTTATGTTCATGGGCATCTCTTTC
TTTAGGTTTGGAAAGTTTTCTTCTAGAATTTTGTTGAAGATATTTGCTGGCCCTTTAAGT
TGAAAATCTTCATTCTCATCTACTCCTATTATCCGTAGGTTTGGTCTTCTCATTGTGTCC
TGGATTTCCTGGATGTTTTGAGTTAGGGACTTTTTGCACTTTGTATTTTCTTTGATTGTT
GTGCTGATATTCTCTATGGAATCTTCTGCACCTGAGATTCTCTCTTCCATCTCTTGTATT
CTGTTGCTGGTGCTTGCATCTATGGTTCCAGATTTCTTTCCTAGGTTTTCTATCTCCAGC
GTTGCCTCACTTTGTGTTTTCTTTATTGCATCTACTTCCCTTTTTAGGTCTTGGATGGTT
TTATTCAATTCCATCACCTGTTTGGTCGTGTTTTCCTGCAATTCTTTAAGGGATTTTTGT
GCTTCCTCTTTAAGGTCTTCTACCTGTTTAGCAGTGTTCTCCTGTATTTCTTTAAGTGAG
TTTCTAAAGTCCTTCTTGATGTCCTCTACCATCATCATGAAATATGCTTTTAAATCAGGG
ACTATCTTTTCGGGTGTGTTGGGGTGCCCGGGACTGGGTGGGGTGGGAGTGCTGCGTTCT
GATGATGGTGAGTGGTCTTGGTTTCTGTTAGTAAGTTTCTTATGTTTGCCTTTTGCCATC
TGGTAATCTCTGGAGTTACTTGTTGTAGTTGTCTCTGGTTAGATCTCGTTCCTCGGGTAT
TTATGTTAGCCTCTATCAGCAGACCTGGGAGACTAGTTCTCTCATGAGTTTCAGTGTTCA
GAGTACTCTCTGCAGGCAAGCTCTCCTCTTGCAGGGAAGGTGCCCAGATATCTGGTGTTC
CAACCTGCCTCCTGGCAGAAGTTGTGATCCACTCACCAGAGGTCTTAAGATCCCGTGGCA
GGTCCTGTGGGTAGCTTGTGTGTGTCAGCAGACTCTGCCCCCAAGCTACCCCGGTGCTGG
CAGTACCAGAAGGGGAGGTGTATTTCTTGTATGCAGCAGAATGGCAGATCCTGTTTTCTC
ATCCAATCTGTTAGTCTGTGTCTTTTTTATTGGGGAATTGAGTTCATCTATGTTGAAAGA
TATTAATGACCAGTAATTGTTGATTTCTGTGATTTTGATGTTGGTAGTAGTAGTATGTGT
TTCCCTTGTTTTTGCTGATGCAGAGTTACCTGTTTCTTGTGTTTTCTTGGATGTAGTTGT
CTTCCTTGGGTTGGAGTTTTCCTTCTAGGATTTTCTGTAGGGCTGGATTTGTGGATAGAT
ATTGCTTGAATTTGTTTTTTTTTCTTGTAATATCTTATTTTCTCCATTTATCGTGATGTA
GAGTTTTACTTAGTCTAGGTTGGCATCTGTGGCTTTTTAGATGTTGCAAAGTATCTATCC
AGGCCCTTAAAGCTTTTTATTAGAGTCTCTGTTGAGAAGTTGGATATAATTCTTAGTGGT
CTGCATTTGTATATTAATTGACCTTTTCCCCTTGCTACTTTTTTTTAAAAAAAAAGGCTT
ATTTCATTTATTTTCTTTTTTAAATTAGATATTTTCTTTATTTACACTTCAAATTTTATC
CCCTTTCCTAGTTTCCTCTCTGAAAATTCCCTATCCCCTAGCCCCTTCCCCTGCTTCCCA
ACCCACCCACTCTGGCTTCTTAGCCCTGGCAATCCCCTACACTGGGGCATCGAACCTTCG
CAAGACCAAGGGCCTCTCCTCCCATTGATGGCCAACTAGGCCATCCTCTGCTACATATGC
AGCTAGAGACATGAGTCCCACCATGTGATTTCTTTGATTGGTGGTTTAGTCCCAGGGAGC
TCTGGGGGTACAGATTAGTTCATATTGTTGGTTCTCCTATAGGGCTGCAAACCCCTTCAG
TTCCTTGGGAACTTTCTATAGCTCCTTCACTGGGGACCCTGTGCTCTGTCCAATGGATGA
CTATGTGCATCCACTTCTATATTTGCCACCCCTTCCCACTTTTAATATTCTTTCTTTGTT
CTGTAGATTTTGTGGTTAGATTATTATGTGACAGGAGGATTTTCTTTTATGGTCTGGTCT
GTTTTGTGTTCAATGTGTTTCTTGTATGTCTTTATATGTTTCTTGTCTCTCCTTTTTTTT
TAGGTTGGGAAAGTTTTCTTTTAAAATTTTGTTGAGAATATTTTCTGGGCCTTGGGTCTG
GGACTCTTTAAATACTTCTATTTCTATTATTAAGTTAGATCTTTTCACGGTGTCCCAGAT
TTCCTGAATATTTTGTCAGGAAATTTTTAGATTTAACATATTCATTGACTAATGTATCCA
TTTCTTCTATTGTATCTTCTATGTCATCTTCTGTATTCTGTTGGTGATGCTTACATCTAT
CCTGCTCTCTTAAAGGTCTTCCATCTCTATGATTCCCTCAGTTTGTGTTTTCTTTATTAC
ATCTATTTTTATTTTCAGGTCTTGAACAGTCTTATTTATTTCCTTTACCTATTTAATTAT
GTTTCCCCTGTATTTCTTTAAGGGATTTATTTGTTTTCTCTATCATCTTTATAAGGTTGG
ATTTAAGGTCATTGTCTTATCCTTTGGCTGTGTTAGGATATCCAGGACTTGCTGTAGTAT
GGTAGCTGTGCTCTAAAGGTGTTATGTTGCCCTGGTTTTTGTTGATTGTGTTGTTTCAAG
GGCCTTTAGCCATCTGGATGGCTTTGGTCCCTGGATGTTCTTGTTGTAATAGGTATTGGG
AGGGGGTTAACCTTGATGGTTCTGGTGGGGCAGGCTTCTGATGAGTTTCCTTTGGCTGTA
GTTCAGTATTGGCAGGTCTCATAAGTGTGGGTGGAGAGGTGTCAGGAGAATGGAGGTCCA
CCAGGGATAGCAGACTGCTCAGGATAGCTTGGGGGTGCTCCAGAGGATTCAGCAAGCAGG
GAAGATGTGTGGGACAAGACTTGGTTTTCATTCTCAAAATACATTTTGTAGGGCATAAAA
TTCCATATCAATAGCGTTTGTTTTGTTTTATGAAGACTATTCCTCAGTGTTCCCACACAC
TTCATTTTCAACAAGAAATCTATAGTAAGTCTGCTGTCATTATCATTTGTGTCCTCTGTA
TGAGACACATCTGTGCCAGTGTGGCTGCTATCACTGATGTTGATATCTTTAGTTACGCTT
AGTGTAGTTTGCTCCACAATTACCATGCTCAGCACACATGAGTTAGAGAAATCTTAGGCC
TTGTTTCATCTATATTTCCTGTGCCTTTCTTTCTTCTGGCATATAAATCACATATTAATT
GGTTTCAAATTGTATCTCAAAGTAGGAATTCTAATTTCTTTAGTCTTTAAAATTTTTTCC
TGTTAGAGCTTTCTCAGTGTTTAAAAACACTGTCTTATCTTCTAGAGGACCTAGCTTCAG
CTCTCAGCACCTACATCTTGCAGATCACATCTGCCTGTAACTTTAGATCTGGGTTATCTG
ATGTCCTCTTCTGGCTCCATGAGCATGGGCACACATGTGACATCCATTCATATAAATACA
CACATACACGTTAATAGAAAAATAAACCATTTAAAAATGTGCACGTTGCTGGGCTGTGAT
GATTCATACCTTTATTCCCAGTACTTAGGAAGCAGATATCTGAGTTCAATGCCAATCTGC
TCTACAGAGCGAATTCCAGGACAGCTAGGATTACACGGAGAAGCCATGTCTCAAAACAAA
TCAAAATAAACAAACAAGGAAGCAAACAAAAAACTAAAACTAAAAAACAAACAAAACACC
ACCAACAAAAAAGATCTTCATATCTCTGAAGTGAATAGTTACACATGTTTTCATGTTATT
TTCTGTTAATTTTTGTGTTGGCAGTGGGTGATCTTGGTTATTTTCTACTTAGGGATCAAG
CATTTCCAGTTTTCATGAATAAATTTGAGACATTATAAATGATCTTGTTAGCTTCTGTAC
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTACAGGC
ATTCTTTTAAGATTGTTTAAGTATGGAGCTCGGCTGTGTGAAGACCATTTACTCCTTTGA
GATCTTACTTCTCAGAAGTGTTAGGCAGATTCAGGTTAGTGATCAATCTATAGCTAATTA
CTCTTCATTGCTGGAACAAGTGCCTTCTGAGGATTCTGCTAATGTTTCATGATTTATGAG
GTTTCCCAGACTGGCTTCTGTGAGCACACACTGTTTGGGCCCCCATGTGAACAATAGCCA
CTACTTTTTCTGACACTTTTACATAGTTGCTCCCTAGCTGTGATTGTCAACTTTCCTTTT
GTAGAACATAGAAACTGGTACAGGTTACCTCTAAAGAAAAAAGTTATCCTTTTCCCAGAG
TTTTGTGTTGTTGGCACTTTAAATCCCAATCCAGGGTTTCTACTCCGCCTTAGACCATTT
GGTTCCTGGAAAAAAGACACACACACACAAACTTTATATTTACAATAAGCCTTAATAAGC
ACTAGAGCTGGGCAGATATCTACCCTTGATGCTATTAGAATCTATTTTGCTTATTGATAA
TCCCCAATTACCTAACTATGTTTCATCTGGGCTGCTTTTAATTCCAATTTTCCAACCTTC
AGGACCATGTTTTCATGGCTCATCCAACCCATGGCAGCATCTCTTTCATTCCTCCATCAC
TTTCTTCTTCTCATCCTGGTTCTCCTCTGACCCCAAGCCCTGGAATCCTAAACCCCACCT
CTGTCTCTTCTGCCCAGCTCTTCGTTGTTAGCAACTTTATTTACCAATTAGAAATAACTT
GGGGGCAAGGTCACACAGTGTCACTTGGGTCTACTAGCAGACTCTCTGGGGCAGCCAGGT
CTTGGGGGCTCACCCTTAGCATTACAATATACAACAAGACCAAACCTCAACAGTTCTGTA
TGTCTCACACTTAGATTAGGCATGGTATGAAGGTGATGGGCAAATAATAGTGGAAACAGG
GGTGTGGACACATAGTCTCATCCTATGCTACAGCAGAGAAGGGACAGAGTTGCACAGTCC
CCTTCAAGAGGTGGCGCATGCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCGGATT
TCTGAGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCCAGGACTATACAG
AGAAACACTGTCTTGAAAAAAACAAAACAAAAACAAGAGTACATCTCTAAGAGTACATCT
ATGAACATCCAAGTATTGCCTACCTTTAAATTTTTGTTTAAATTATTTATGTGTGGGTGT
GGGTTGTGTATTCTATGAGCTGGTGAGGAAGTCAGAAGACAACTTGTGCAAGTCGGTTCT
CCCCTTCCATCATGCAGACTCTGGGCCTTGACTTTTGACCCTTAGTAGATGCTGTTCATC
TGCTAAGCCATCTCCCAGGCTCCAGGCCTTACCTGACAACTTCTCTTAATTTTGCTATCC
TGATGCATATAGATCCTGGGGAGGGTTGGGGGGAGGGTGTGTTACTGACCATCCACTCAT
AGAAATAGCAGTGAATAATGGTTTCTTCACATACATGTGGGGATCAGCTTTCAACTGAAC
ACTTGATGGGTGTTACTCTGAATGTCTCCCAAAGGCCATCTTTGTACTTTCTTCCTCTCT
GGTAACCTGTCTTCTGAACTCTGTCCATCTATCTGCTTGGGATGGGGGACCACGTTCTCT
ACTTAGTTACTCCTTGTTCTGCGGCCTGGGAACAATCTTAATTCAAGTCTGTGATAATTG
TAAAATGTATATCATTTGCTTCTTATTTCTTATGGGTCATCCCATTTTGTCTTATATCCT
TTGACTTGGAAAGCATAGCTTCATGTGTTTTGTACAGGTTTTCGTCTGATCATTTGCGAG
AAAAAAATCTGCCCTATTACATTTGACTCAACCAAATGCAGATGTTCCTTCCTATCTCAG
TATAATAGAGATATGTCCAATAAAATTAGATGTACCATTTGATGATCAAATATATATTAG
TTTAGAGATTTGCCTTATTTATAAAAAGCCTTATAATTGCTATTATATTATTAGTTGAAA
ATAATTGTACAATATGCCAAATTTCTGAGTTCAGATTATAGATCAAGTATGATTTATTGT
GGCCTATATCTTTCCAAAAAAGAATTTCAGGTGGATTCTTGATACCCAGGGATACTAAAT
AAGGGTAAAATAGCATATTGATTAAAGGGGAAATTAAGTAATAATGTTATCTGTTATAAT
AGTTACTGTCATGGGAAGTAAATCAAGTTTGTGCATTCTGGTTATACAATGTGTCAAATT
TATTCAGTTTCTCATTTTCATTATCAAAATGAATAAAAGATTGGTGGGAACTTTATAGTT
ACTGAATGTCTACTATGTGCAGCCTAAATAAAGGTCTAATGGCAAGGTCGTTCAGTGAGT
AAAGGACTTGCTGAGAAGTTTCAGCAATCACTTTAATTCCTGAAATCCAAGTAAAGAGGA
CTGACTCTACAATGTTGTCCTCTACCCTCCACATATACATCATGGCATATATACCACACA
TGTGTGCACACATGCATACATGCACACATGCTTTTTATTGGCTATTTTCTTTATTTACAT
TTCAAATGTTATCCCCTTTCCTGATTTCCCCTTCAGAATCCCCTTCTCCCATTCCCCCTT
CCCCTGCTTCTATGAGGGTGCTCTCTCACTCACCCATACACTCCTGCCTCCCTGCCCTGG
CATTCCCCTACACTGGGGCATTGAGCCTTCACAAGGCCAAGGACTTCTCCTCCCGTTGAT
GTCTGAAAAGGCCATCCTCTGCCACATATGCAGCTGGAGCCATGAGTCCCTCCATGTGTA
CTCTTTGGTTGGTAGTTTAGTCCCTGGGAGCTCTGGGGTGGGGGGTCTGGTTGGTTGATA
CTGTTGTTCTTCATATGGGGTTGCAAACCCCTTCAGCTCCTTCAGTCCTTTCTCTAATTC
CTCCATTGGGGACCCTGTGCTAAGTCCAATGGTTGGCTGAGAACATCCACCTCTGTTTTT
GTCAGGCTCTGGCAGAGCCTTTCAGGAGACAGCTATATCAGACTCCTGTCAGTAAGCTGT
TCTTGGCATCCACAATAATGTCTGGGTTTGGTGTCTGTATATGGGATGGATCCCCAGGTG
GGGCAGTCTCTGGATGGCCTTTCCTTCAGTCTCTGCTCCATGCTTTGTCCCTTTAGACAA
GAGCTCTTCTGTGTTAAGAGTTTGGAGTTGCACACACTTTTTTAAGTAGGAAAAATAATG
TTTGAATCTTACATCCCATTTCTGAGTAGAAGACAGTTTCTATCATGTGGGTTTCTGGAA
CTAAACTCATCTTGTTAGGCTTGGAAGTCAGCACCTTTATCAACTGACCCATCTCATTGG
CCCAGTGGCTTTTGATGGATGTGATAATGACCTACCTACCTTTTACTTACAGATTTTTAA
TTAATTTCGTGTATGCATGTGTATTTCTGTGTGTGTATGTGCTTGTGTGTTTATGCTTGT
GTGTGTGTGTGTGTGTGTGTGTGAATGTGTAGAACTTAGAGGACAACTTCTTGGTCAATT
CCTGCTTTCAACTTACTTGTGTCAGGGTGTCTCTTGTTTACTACTGTGGCTCTGCCTACT
TCAGTTGAACAGTTCCTGAAAGTCCAGGGCAATTCTCCTGTCTCAGCCATTGCAAGAGTG
CTGGGGTTGCAGCTGCACTCCACCGTATCTGGCTGTTTGCATGGGTTATGGGTATTAAAC
TTAGTTGTCTGGCTTGTGTACATAGTGCTTTTCTGGCTGAGCCATCTCTCCAGCCCTACA
CACATATGTATAATGTACTTCCATTATTCTGGACCCAACTAGTCCATTCCTGAATAATCC
CCCTTCTATTTTCAAATCTTTTTAAAAGTACAGAATACCCAGGATATACCCCCACATACC
CAAAGAAGCTAAACAAGGAGGGTCCAAGTGAGGATGCTTAAATGCCACTTAGAAGGGGGA
ACAAAATAGTCATGAGAGGCAGAGGGAGAGAAGGAGGGGCCTGGGTGGAAGAGGGGGAAG
GGAAGGGAAATGGAAATGGGGGGCACAGAATCAGGCATGGGGAGAGTCAAGAGAAAGGCT
CAGAGGGCCAGGGGTATGAAGGAAATATGCAACTGTGGGGAGTCGGAGCAGGGGGAACCT
CTAGGAAGTCTCAGAGACCTGGGATCTGGGAGGCTCCCAAGACTCAATGCAGGTGACCTT
AGCTGAAATGCTCAACAGTGGGGGTATGAAACCTGAAGAGATCACCTTCAGTAGTCAGAC
AGGGCCCCCAGTGGAGGGATGGGACACCAACCCATCTACAAAATTTCTGACCCAAAATTG
CTCCTGTCTAAAAGAAATTCAGGGATAAAAATGGAGCAGAGATGAAGAAGTGACCCACCA
GTGACCAGCCCAACTTGGGATCCATCCTATGGGTGAGCAGCAAACCCTGACACTATTACT
GATGTTATGTTGTGCTTGCAGACAGGAGCCTAGCATGCCTGTCCTCTGAGAGACTCTACC
AGCAGCTGACTGAGACAGATGCAGATGCTCACAGCCAAACATGGAATGGAGGTCAGGGCC
CCTATGGAAGAGTTAGGGGAAGGATTAGAGACACTGAAGGGGATGGCAACAACATAGGAA
GACCAACAGTGTCAACTAACCTGGACTCCTGGGAGCTCCCAGAGACTAAGTCACCAACCA
AAGAACATACAGGAGCTGCTCTGAGCCCCAGGCATATATGTAACAGAGGACTGCCTTGTC
TGCCCTCAATGGAAGAGGATGGGCCTAATCCTGCAGAGATTTGATGCCCCAGGGTAGGGG
TATACCCAGGAGAAGACTACCCTCTCAGAGGCGAAAGAGGGATGGGGAAAAATTCTGCAA
GGGGAAGCCAGAAAGGGGTAAAGCTTTGGGATGTAAATAAATAAAATAATTAATTTAAAA
AATCTAGACTCTGCATATGAGAGAAATCATTCTGCTTATCTCTGGAGTTTGTCTTCTTTC
ACTTAACACAATGATCTCTGTTGCAGTAACTGAAAACAATAACTTTCATTCTCCCTTAAC
CCCAGAACCACTCTAGTGTGTGAAGAACCTGTAGGTTCTTCATCTACACATCTGTTGGTC
ACTGTTTTCTGAATAAATGTTTATTTAATATAGATGAAGTCTTTATTCCCAGAAGTGTTC
CATGGTGGCTTACATTTCTTATGTCCTTATCTCTACCACTTTGGGGTGCTTTCCCACCAT
CTGGGGTGCTCCATTAGCCTCTGAGTGTCCCCCACCCTCTGAGGGTGCTCCCCTACCCTC
TGAGAATGCTCCCCACTCTCTGAGTGCCCTCCCCTACTCTCTGAGCGTGCTTGAAGTTGT
TCCCTCAACCTCTGGGAGGTGCTCCCCACCATCTGGGGGTGCTCCCCTGCCCTCGAGGGT
GCTCCCCCACTCTCTGATGGCTCCTTCACTCTGTCTATCCCCCCTTTTCACCCATTGCCT
ACATTCTGCTCTCTCCCAGAGTGAGCCCTTACTCCTGACTCCTTATCTGTAGTATTTGAC
AGCCCTCTCATTTCTCAGCTTACCGCTGGCCATGTCTTGATGTTTAGAGCTGTGCAAATA
AACAAAATGGGTATCCAGTTTTGACACTGGATTATCCCTCTCCACTTAGAAGATAATAGC
GAGTAGCTATGTTCACTGTGCCATGCATATATGTATAAAATTGTCAAAACTTAAATTTAA
GAAAATAAAAAGTGTTAATAATATAAAGCACCTATGAATGCCCAAACAGAAAAGCCAGGA
ACTATTTCATTACCATGTGTGAAAATTTTGGCATCTAAAAAATACAATACATGTACTTTT
AGCCTATTTGATTTGCTTACTTCCTGGATTTTCTTGGGCCCTTGTTTTCCCTAAAATCCA
GCCACTTTCCAATTATGGCGCCCTAGCTGCTGTCAAGGCCGTTTTAACCCTAGTGCTATT
TGCTATCCCCACCTGCTCCATGATGCATCCAGGCTCTAGGACTGGTTAATCATGTACACT
GGACTGGGGTAGAGGGAAATCTATCTTGTAATTTCTTCTACTCCATTCTACTCATAGCCC
CTGAGATCATTTCTTCCTTTCAGTGAGGTGCACAGAAGAGATGGGTTGGATTCCTTCATT
TGTTGAGGGAATCTGGGCTTCCAGCAGATATTCGGTAAGTATCTCTACACAAAGGAAGCC
ATAAACAAAGGCAAATGTGCCAAGGGCCACAACTGTGGTAGATGAATGTCTCTTAAGTCT
CCATCCTTTTGCTCAACCTGGATTTCTCCACACTCGAAGCTACCTCTGCCTATTTCTGCA
GTATAAACCCAGCCCCTGTCCACATGTACCACTTGAAGTAGCTTCAACTGTAACGTGTTT
TACACTTCACAAGTACACGGTCCACATAGAACTAAGCAGAGCAGCAATATTTTACAAGAT
ACCTGGTTATTCCTTGGAACTCATTTCAGAGACTAACCAGAAAGGACTCTCCTGTCTCCA
TGCTACCTAACTCTATGTTTTTAAGCACCTGATAGCATTGTCCATAGCTTACATTTGTAA
ACAGTTCCTGTGTACATCTCACCTCCTCCAAAATGGAAAGTTCTTTGAAGGCAGAAGGGC
AAAGCAGGCACTGTGCAAGTATCAGCTGAACATTCAGAAGACTATGGGTGAGGATGGGCC
AGAGTGAAGGTCCCTAAGTCACTAACAAGATATGTTTCTCATGTCATCATTTCTTGATTG
CCAATATTAAGTTTTAAGTATTTTGACACTCTAGTGTGTCCAGAATTTCCTCACAGTTCT
GGGCTTTGAATCGTCAGGTTCCTGGTGGCAGCAAATGATTCTCTCAGGGACTCCTGAGGT
CAATTATATTTGAATCCAATCAAGTGACATGAAATAAAGGTTCCAGGTAATTAGGGCACC
ACAGGAGAAATTAGAAGAGTAGAAGAGCATCTTTTCTTTCTTTCTTTCTTTCTTTCTTTC
TTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTCTCTCTCTCTCCCTTTCTTTCTTTCTT
TCTTTCTTTCTTTCTTTCTTTCTTTCTGTCTCTCTGTCTCTCTCTCTCTCTCCCTCTCTC
TTTCTTTCATCCATTCATGAGAATGGTGTAGTGATTATTCTGTGCTTAGTTCTATGGTGG
ACATATAAACACCTTAGAGCAGTGGTTCTCAACCTTCTTAATGCTGTGACCTTTTAATGC
AGTTCCTCATATTGTGGTGACCCTCAACCATAAAATACTTTTCAATGCTACCTCATAACT
GTAACTTTGTTGCTGTTAAGAATCATAATGTAAACATCTGATATGCTACCCCATGGGGGT
CCCAACCCCCGGGTCGAGAACCACTGCCTTAGAGAGTACATTCAGCTGGAAGATGACCAT
CACTACAATACTTGTCTTGCACTTGTGAGGACCTGAATTGGATCCCATATCCTGCAGATG
CAAGTCTGGGCAAGGTGGCACACACTTATGACTTCCATGTTGGTGAGATGCGGCTAGCCA
GGAATTGGGGCTCCCTAGATAGTATCTAGTCTAGCTTAGTTAGAAAAACAAAAACAAAAA
ACAAAAAACAGGTCTGTGAAACAAAATAAAGGTTGACAGAGCCTAAGCAATGATATGTGA
GGTTACCCGCTGGCCTCCACATGCATATGCATACATCTGCACATAGATTTGTGAATACAC
ATGCACACACAAGTGCATGCGAGTTTATGCACACACCCACACATAAAATATATAGGGACA
ACAACAACACTTATTCATAGGAACATGTAAAAACTATCTATTTCTTCCTTTTCCAGGTTC
CTCATGTACAATATCAGTCCCTTGTCTCTGCATTTCACACCACCCAGTTAATTTCCAGGC
ATTTGGGGGTCTTTACAGTAGGTGAGTGAAAGCAGAGATCAGAAAAAGACATTAAACACC
ACTGCAAGAAGTGCCAGCAATGGACACTTGTAATTGAATGAGAGTCTATAAGAGTCTATG
AATATCGCTGTGCTCCCATAAAGATGCCTTGATTTGTCTAATTTGGAGAAAGACTTAAGC
GACACTGAATATATAGTATATATGGTATAAAACAAAACCGGTGGGCAGCCTCCTGCTTTT
TGTTTTCCATTGACATCTTCAAGGGAAAGTATCCCAGCGATAGGATTTTCAATTTGCCTT
TTTGTCTTAAGCAATGTCCTTTCTTTCAAATTTGCTCCTCTGCCCTCCCTCTTCTGCACT
AGGGAGGATCCTTCAAAATTCCTAACAGGCAGCCCTGTGGAGAGATGGGAGGGAAGGGAA
GGGAGGGAGGAAGGGAGGGAGGGAGGAAGGGAGAGAGAGAGAGGTAGAGGGTGTCTGGCA
GTGTACATGTGGTACAGGCAGAGGGATCAGAACGCTCACAGAACAGGCAGTGTAATTCCA
TGTTCTTCCTAAGTATCAGCCCTGCGGGGAGCTCTGCCGGCAGTCTACTTGGAGAGGAAA
AGTAGATTTGGGGGAAGATGGAAGGAGTCAATTCCTAAGTGAGTTGGTCCTCACTCATCC
TTGAGGGCATCTCCTGATCTCCAGTGACTGCTCAGACTCGGCCCTCTCCCTCCCAGATAC
TTGCTTTAGCAGAAGAGACACACCTTTCTGCAGCAGGGAAAAGCAACTGACCAGATTGCA
AGCCGGTAGGTTGTGACATTCAGCATGTTTATGCAGCAGAATTTGCTGAGAGATGCAGGG
GGGCGGGGTGTTGGTCGGGCTGGCTGATTTATCTGCAGTGGGGAATGTTTTATTTTAATT
GTCAGTTCAAAGCAGAATTGTTGCCTAGGCTAAGGTGGCAGCTAGAATTGCTGCATTTCA
GGCTCCTGGGCTGCGTTTGTGTTCCATGTGGTTTCTGCATGCAGCTTGGAGAAGCTGGGG
AGAGCTCACCTTTAAATAACCTGCAGCTTGCTACGCTTCTTCTACTCCATATGTAATTTT
TGCTCTTCCTAAGCACAGTTCCCACCCTATCTTCTCAACATCCCCTGCCCCTCTCCCCAC
CCTGTGGGAAATGTGGCCTAGCTTCACCTTGAGCCCTTGGCTCCCTAAGTCTGTCTGTCC
GGCTGCTTTGCCCTAGGTGCCGGTAGATGCTGTGCTGCTGCCCTGGGCCCAGGCAGACTG
ATTCAGCAGAAACGTCTGTGCATGGGAGTTGCAATCAGGGACCATGGCAGTGCAGCTGGT
GCCGGACTCCGCTCTCAGCCTGCTGATGGTGAGTGTGCTGGGGAGGAGGTGGGGCCCAGG
AGGCCCCCACTCCAGCCTTCCCCTGCTGGCCTCAGGGACTGCTGCTAACTGCTGTGGCTG
CTGTCATGGCTGCAGACACGGAAAGCACGGCTCTGCTTCATCCAGCAGGCTCCTGTGAAA
GGATTTCTTGGGTCAGAGAATTAGCGTGACTAAGCACTCTCAGGGAAAAGAAGCAGTAGA
TTTGCCATTTTAGAAACTTGTTGCTGCTGCGTGCTATTTTGAGAGACGTGCTTACAAACA
GGTGCTAAGGGTGTCTCCGAATGGATCTCAAGACGCCTCCTGTTCGCTCAGCATCCTTTG
CTCTGGGGTCTTTCAGTCTAAATTCTGAGAGTCGTGCTTGTTTGTTTGATTTCTTTCCAT
GCCAGCTGTGGGGTTTATAAAAAGATTATTTTAATTTTTTTTGGGGGGGGGGTGCTCCAG
ACTGAATGAATAAGGCAACCTTCTCAGGTTCCCCTAGAGAACCCAGGGTGGTTCAGGGTG
GCCCTTCGGCTGTCAGATTAGTGGAGTCTCCTCTCCCATCTCCAGATGGCAGGGAGAACT
GACATTTATATGTGTGTGAACTGCTGACCTACTTTAGATCCCTACGGTTTTTACAATGTT
AAGAAAGCTGTTGCTCTTAGTGCTTTGAAGCAGGCAAGGACAGCGCCAAGCCCCTTGCAA
CCCAACTGGCTTTTGACTTGACCCTGGGTTCAGTTTGCTTTGCTGCCTTGGCTCCCCTCC
CTCCTCCTCTGCTGCCCAGTAGTTCACAGGCCCTGGCAATGCTGCCTCTGGAAGAAGGCT
GCGTCAGCTTGGCGTGGGAATGTACCTAACGTTTACTCCGGAGAGTTTACGAGCAGAGTC
TAAGTGCTCCTGTATGGTGTATTGATCTGTGTTTTCTGATGGAGATGGGAAAGTGCAGCT
TGGTGAGGGTTGATGAGTTTATTAAGGCGACTGGGAGGAGTGGCTAGAGTGCTTGCCTCC
TAAGTGGCGAGCCTCATCAAATTAAGAGGGACTTCCTCCTTGTGCTCCGTTAGCATATGT
ATATATGTATGTGTGTGTGTGTACACACACACACACATGCATTTGGTCCATGGAGTCACT
TGAATTGCTAGAAATTGCTTGGGCCTCTCGGACTTCTGGTCTACCAGAAGGAGGAATTAG
GAGTGAAAGTCATTGCTATAGCCATTACTCTTTAAATGGATTCCCTGATTACTAAGGCCA
CTGTGCGATATTGCTACATATTTCATTGTCTACTGTGGGTCAAACGAGTCCGTGGTCAAA
TTTCTGAGTATCTGTTATGGTTGCTAACACTGTACGCCAATGTCTGTGAGGAGATACTTC
GAAGAATGCTGGAATCATGAACATATGCAAAAAATATAATCACATATCCTTCTATGTGTG
AATATACATACATGTTGTCTAATATTGCTAGGTAAATATAAATTCTGCAGTATGTTCATA
GAGAGTAAAAAGTTTGTTAGGCCTGCCTCTCTGCCTCTGTACTGATGCTTAAATGTATGT
CTGTTTTTACTACATGACCCTGAGGATGAACACTTGGTATTCAAGCAAAACAAAGCTTTG
CATCCTAACTCATTGGGCTATCAATGCCATGTGCCACCGTGTGGACTCCTAATAATATTA
ATATTAACATCGTTTTGGCTATCATTTCAGTTTGGAGTTTATCCTCTACTTTGCCTAGCA
CTCGCTTCCTGCCTGGATGAAAAGATTGTGATCTTTTCTCTCTGGGAAGCCAGGAAAATA
GCCCTTGACACAGCTGTGGACCAGTAGGTTAGAGCCTCCCAGGAGCACTGCACATAACCA
GAGTCACTTCTAGTTCACATTTGGTTCAAGGAAGAGTTCTCCTAAGAACTTTGCTATGTT
CTGCTTTTTAAAGGGTAAATTCCAAAGTAATTGCTTCCTAGACATGTTTTTCAATAATTT
ATAAACAAGTGTGAGAGAAAAGAAATGGGAAGAAGAAGCCATTCAGTGGAACTGACTTAG
CTGTGAGTTCAGGAAAGAAACTATATGAATTATTATGTATCCTCTCATTAATTAGCCAAT
AAGCTCTTAGTATTTATCAAGCACTTGCTCGCTGGAGAGAGTAGCATGGTATAATAGCAA
AAGCCATAGCTCATGACAGCATGGTTTCAGGGACGGTCAATACCCTGTGGCCTGAGTGTA
GCTGTGGTTTGCTGTGTGCAGTCCTTGGGCTGCAGGAGTACAATCAGCTGGAATCTTTGT
TTGGTTCTGGAAAGCTAAAGATCTCTGCATTCTGTCTCCAGCTTCGCCACTTACTGGTAA
TATTGAGCATGTCGCTTCTCCTCTCCTGGTTATGTAGTCTGCTGACGGGGAGGGTCTAAT
GCACCTTTCTTTCTGTTGGGCAAAAATTAAGCTCTGTAAATATGCTATCTAGGATAAAGT
TCCTGAATAGCCAGCTTGAGTACTTTATTCAATGTTGTCACCTCCCCCCTCCCCCCCGCC
ACCCCCTGAAACCCAGCACGGGAACAGCATTGCTTTTTTAAAAGGTGGCATTTGGTTTCA
CCCAGGTGGCTTTTCTGCCAGAGAAAGTATGTTTCCGATCATTAGCTGGTTGTTTACACT
CTCCTGTCAACCCCAAAGAAGCCTGCTTTGTTCCCCTGAACAAAACCCACTGACCCCAGG
ACAGTACCTAACATACCTTTGCCAGTTAGATGTGGGTCTTTCAGGAGGAGTCCAGCATTG
TGTACTAGCCCTATGGGAGAACTACACTGATTCTTTCCATAGAGGGTAGGAAGGGTCAGA
TGCTTGTGAAAGTTGGAGCAACTCAAAGAATCGATGAAGGGTGAGTGGAAGAGCAGATTA
TCCCTGGTGAGAAGACAGCCTCACACGCATCAGAGACTCACCTACCCATCGATGTAGAGA
TTCTAGGAATCCAAAGAAGACACTGCCTTGTTCCCGATGCTACTCCATACAGCTAACTGT
AGAACAGGTTATTTGTTGAGACCATGTGAGTTCAGAAAAACTGAAATGACTGAAGCATGC
TGCCATCCAGAGGTTTGTTATTGATTGCTTGATTGATTAATATATATATTGGTATAAGGT
ATTTCTATGTAACCCAGTCTTTCTTGAAACACTTGATCCTCTTGCCTCTTTCTACTTCCT
GAGTGTCAGGCTTATAAGCATGTGACACCATCCCTGCCTTGGTGATCACTCATTTTGTGC
ATCCAGAATATACATATATGACTAAGAGGCTGCCAAGGTTGTCATATGCCATTTTGTGCT
TTAGATGACAAAGGCTCATGCCTTTGAGATTGGAAGATTAAAGCATTTTTAAAAAACTGT
TTTTGTTACATTTACACATGTGTGTCTGTCTGTCTATCAATATGCATGGGGAAATCTGAG
GACAGATTTTAAGAGTCAGTTCTGTCTTTCTACCACATGGGCCCTGGGGAACCAACTCAG
GTTCCTGAGCCTTGGTGGCAAGTTCATTTATACTGTGCACCATAGTGACAGTCCTACACT
AGTTTTTAGACTAAGTTAAGCTGTGAAGCAATAAATAATGGGAACTGTGCTTTTCTATAA
ACAGAATGTCTTTCCATATGTTATCCAATCTCTTCCAAGACTTTTTTTTGAGACAAAAAC
ACCTGGTAATCAAACATCGAGGACCTGTCAATGAACACACACCTGAAATTGATGGTCCAG
AGTCCCAAAACCAAGGCTTACTGCTACAGTATTAAATCAAAGAATTTGACACACAGGATC
TTCTAACACATTAGATGAGTATATATTTGGCCTAGATTCAAACATTCTTTTCGTCCAGTG
TTTCCAGTCAGAAAGTCTTATCCTCTTATTTAATATTTATTATTTTTCTGCATTAATATG
CAAGGTTGAAAAGAAGGTACAAGTTGCTGATGAAAGATACTTGGGTTAACACTAACAGGA
AGGACAATATTTTATCTACAAGAGACTCCTCATGTGGTCAATGTTCTAGTCCTTGAACTG
TTGTTGTTGTTGTTTGGTTTTTTGTTTGTTTGATTGTGTTAAGAAAGAATTTGCCAAGGT
CATGTTTAACAGTGGAGAGATTTAATGGGTAAAAACTCAAATTCATAGGTAAGAGAAATT
TATAAGCGAATCTTTGTAATGAAGGTAATAATTGAATGAAATGAGTTACTTTCAGATGTC
TGACCTTTTTTTGGAATGCACAAGCTTCCTCAAATTCTTTTTCCCTAAGCCATTTTTTCT
CATTTAGACATCTTCCTCTTAACTATTATTTGCTGACTATAAGGAATATGGAGGCTGATC
ACTGGCTTTAACAAACTTACAACTGAGTTGAACAGACAGGGTAGCTTCCTGGAAATGAGA
AGACAGCCTCTCTAAATGAGACGTGTATGTAAGACGACTTGATAGAATCACATAAATAAA
TGAGGCTTAACAGAGCACATCACCAAATGAGCCCAGGACAGAAGGCCTGGATTCAAAGGC
TCTGAGGCACAACTAGAGTGGGGCTTACTGAAGCTTAGGTAAAAAATGTTACAAATAGGG
GGCCAAGAGGGGGAATTTAAAGTCAAGAGAGTGAGTGAATTTTAATGGAGTCTGGATGTG
TTTGGCACATGAAGATCTGACAGCTACGGATGGATTTCTTTGGGGGCACAAATGGCTAAA
AGGTCAGGAGGGCAGGTGGAGGTGTTCTTGGAAGAGTTAAAGTCTTAGTTCCATCACCAT
GGTATTAGCTCCTCCCTCTCTCTGACTGTGACAGACTTATTCAGGGTTTATAATGAACTT
TCCTCACATCCCAAATGACCAAAAGTAAATAGAATTCAAGTTCTTTCCCAAGAAATCTTG
CTTCTGTGCTACTATTACTAATTTTGATGTTTCCAAACTGCTTTTGTGTCTGTAGTTTTG
CTAAATGTGCTCCACAGTACAAGAAAGTCAGATGTATCCCCCGTTCTATGAAGAAGCTGA
GGTCCAGAGAAGGTAAATTGCCTGCCCCAGAAGGCTCGTGATGCTGCTGAGCTACCATGC
TTACGTTAATGACCTGTGTCGAAAGTTAGAGAAGAAGAAGATGTTAATACAGGTGTGGAT
TTCTAAAAGTCCTCACATTGGGTCATCCAACCGTACTAGGTATCTGGGTATAAGGTAGAG
CTTATTATTAATGTTATTTACTCTCTAGAAGAGCTGTTCCCAAACTTCTATGGGAACTGG
TTATATCATTGTTACATCTAAGTCAATAGCTAATATCCTTCTTAAATTCAGTTATCTATC
TTCTAAGGTTCAATTTCTTGATCCATAACTAAAAGCTTGATATTAGTGAGTTTTAGCTAG
TGTTTAACGTATAAATGTATCCCTTTAAAAAGGAGAGATTTGATGTCAATGACAATAATG
CTAACTCATTAATTTTTGTTAGATTTGTAAATTTTCATTTTTATCTTATCTGCCTTATTA
TATTTAAATAACAGAAACTTGCTCAAACCACAGCATTTTTAAAAACATGAAAAAAAGTAA
ATAATTGAAGTGTTTAGCTTGGAATCCCTTCCCCCAGAAGCAGCCCTATGGTGACCAGTC
CTGAGGATCAATAAGGACAGATAAGTAAGCAAGCTTTTCCTCAGCTGCTTACATAGTCTC
TCTGACCCTCTGGATAATGAGCTGTCCCTGAGCCAATAACAAGGTCTGACAACAGGGATT
TCTGACTAGGCAGGATGGATTCTGGAACACATACCTTTCAGGAAGTAAGAGCTATATCAA
CTGGCTGGTAATGCCACCCAATCAAATGGAGTAGAGAGACCAGTTTCTGAACAGAGAAGG
GCTATATCCAGAAGAAGGAGGGGAGTCTGGCAAGGCAGAAATAAAAGATGCCCATTTGTA
ATAGTCTTTGTACCTTATATACCACAATCAGGCTCCAATAAAATTACTAAGAGAGATAAA
ACATCAATCAAGCACTGGCCAAATTTCCTTCAAAATAAATATATTTAAAGAAACCGAATT
ATCTGATTTTTTTTTGGAAGATCAAACAAATCTCACCTTCTGTAAAAATGAAATGGCAAT
TACTATATATGACTTAAGATAATTCACTGAGCTACACATGCAAAGTATTTAGTACTGCTC
TCAGCCCAAAGCAAATACAGGCTCAGTATTAGTAAGTGTTTGCTTTATCTTAAACTAACA
TAAAATGACTATCCTTCTATCTATCTGAACTTAGCTCTTTGGATTCCTGTATGAGCCAAA
CTCAAGTAAAAAAAAAATTAGTAATTACCTAATTCTGTCTCGGCACCCAAGTCTAGGAAG
CAAATGACCACGTTTTTTGCATTTGGGAAAAAGATGTTTCCAGGGTCACGAAAACCCATT
CCAGTCACACACAGATTGAAATTTACATTCCTGCCTTCAATCACCAACAAAAGTCTCTTA
CCCTCTGAAGAGAAATGACTAAAGTATAGGCAGCAATATGTTCTCTCTGGCAAATGTCAG
ACGCATGCCTTTCAGAGCTGCCACACATGATGGGGCGGCGGCTGCAAGAGCATCTCTGTT
AAAAATTAATTGCATGGCTGCTTTGCAAAGCTTAATAGCAGTTTGGAGAACATATGTTGC
AAATATAGGTAGCGGTTTCTCATTGAGCTCTGCGCCAGGATGTGATTTTTAATGGAACAC
ATGGTATTTAGCCTGGTCATCATCAAAGGTTCTGAAAACCGGCTTAACAAAGACCATATA
TAAATGTGGTAAATACCGAGCAAGGGAAACTGCAAGTGAGGAGAACCAAATTCCGGTGTC
AAGGTAACACTGGCTGGTGGCTCACACTGTATCATAATGAATGCTCTTTACAATCCTGGA
TATTGAAGTCTCAGTCTCACAGTCTAGACCTGGGGAAGCAATTTCCTGAGTGGTAGATCC
AATTCATCTCCCCGAGCAACATCATGCATACTTGCAGTATTAGCTATCTGCACATTGGTG
GTTTCCAAATCAGACCTTCAGCACCAGCCTGGCCCCCAGGCTCTAGCAACTACAAACCCA
AACTTATCAAATTTATCCCCTTGCTTATCCCACAGGTGCCTCAAACTCAGTCCCTCGACT
CCCTGCAAAGATTTCTGGGCTTCATCCTCATCTATATACTTTCAGTTCATGGGTGGTGAT
GCCATTTGGCCTGTTGACTGGGACCCATCTTTGATTCTGAGCTGTCTCTCATCCACCCAC
CCTAGTTAGCCTCAGGCTGAGCTCTGCCCGATTTCTCAGACTCTGTCAAAACTGGTTCTT
CCCACCTGTTACCCCCTTTCTCTCTCCTTGGCAGAAGCACACATCCTACCTGGGCCATCT
GTGCTGCCTCTTGCCTGCTACCTGCTTCTGATCTCTTTGTACTGTTGTCTTTCCTTAAAA
CTTCACCAAAAGTGTATTTAAAAGATCTAAGCTGTCATTTTTCCATTGAAAATTTCTACT
GATACTTGATGGTGCCTGAGATGAGCCTCAAGCTTCTAATACTCCACATGACTGATCTAA
ACATCAAGCCTCTGCCAAGCCATTGTCCCTTCCCAGGGCTCCAACCTCAGTTCCTCCATT
GCTTCACAATGACCACACTCTGATACACAAGTTTCAAGGTGACTGTGTCATTTTGGAGTA
GGCTTATGTAAGATGCAATCATCTGATGGACTGAACATGAAACATATCAGGCTGCTCCCA
TGTAACATTACAGTCACTTTTCAAATAAGTAGGAAAATACCATAAAGATTATAAGCATAA
TGGAGCAAACTCATGACCCAGTAACAGAACTGCTGCTCCTATTGTAAAGAAGAATGCATT
GTACCCAGTCATATGTGCTACACTTTAATACAGATGCCAACATAGGAAGCTCATTTATAC
CAGCATCGCCAAAACCTGACTGATGTATCACACCTCTGCACTGGGGTGACATCACCACAA
ACCTGAGTGATGTACTGTGCTGGGCTGGCTTTGTGCCACTCACAGTAGAAATGTACAATC
CTGCTATAATCTTACAGGACCACTGTCCTTTGAGCAGTCAGCCCTTTGTTGACCAAAATG
TTACATGGTACACAGGCGTACTTCTGTCCACCAAGAACACTGACTCAAGACTGATACTTT
CAAACAGATGTTTTCCTGTGGTTTCTTTTATTGCTATGTGATTATCTAACATACACATCT
GCTTTCCTTAATAGATCGTGTCTCATAAACAGAGTGCATCTTGTCTACTCACCCAACACA
CTTTATTGAGCAGCTATTCTCTTCCTGACACTCAAGCTTTCTTTCTGGTGCCTGGGATTA
AGCCTGGGTCATGGTGCATGCTAGGAAGGCACCTTGCTAGTGATCTGTGTGTGTCTTTGG
TTCCTAATATGCTTCCACACAAGGGATAAAGCAGCAAACAAGACAAACAAGGCTTCCGCA
GTCACCAAGCTTATGGTTTCTTTTGGAAAAGCAAAAAAAAAAAACGAAACCAACTGGGCA
CAGACAGGTGAGCCATCAGGAAAGAAACGCCTTATACCTAGTTAAATGGTGATTTTCAGA
CAGTGTTCAGATGGCAGTTTAGACTAGGTGGTGGCAGAAACTTTCTCGTGGAGGTGGCAC
ATAGCTGAAGAGGGAATGGCAAAAAGAAGACCATGGTAAAGTGTCTTGAACACTGTAGAG
TAGGAAAGAGGCCCATACCAAAACCAAGAGTGCTAGTGGTAAAAAGGAGTCCAGCGAGGT
ACACTCTAGAAATCTCATCAAAACAGAGTTTGTGGAAGAGGAAAATGACACAGAACCATT
TTGGAGAATGTGCATAATTAAGGAGGCAGAGGGAAGAGAAAGATTATCTCCCCAGGGGAA
GACCACAGGTAGGTGTTGGGTGTTGTTATGGGGGTGGGGGTGCGGTGGCAGGAGAGATTC
TGGCCTCAATGAAGCTGAGGAGTCACAGAGGAGCCACAGAGGAGAAGGAAACCGGATTTG
TTGTGACTGGCTGAGGAACCACATTTCAAGTCCTCTGGGTGAGACCCGCATTCGACCTAT
CTGCACTTGGGAGACTCTGGGTTTCCAGAAGGAACCGCTAGACGGCTGTCTATAACAGGG
ATGCTCTGGGGGAACTGCTCTGTAGCGGAGTCTAGCTTGCCCTTCAGAAGGCCAGTGGTG
GGACTGTGGGGAGGGTGGCATCCTAGCATTCACCACACTGGGCTGAGAATAGAGTTTGAA
GAATAATAGATTGTCATTCACTTAGCTCCACTGAATGGAAGGTGCTGCTTGCAGTAGAAT
TTTCTGGCAGTAAGGCCTGATGGGCAGGCAACAGAGCAGGCTGCAGCAGACCAGTGATTA
GATCTGGGGCAGAAGCATGTCTTGAGCGACACAGAAATCCTAAAGAGAAGGAAGAACAAA
GCCATGCCCAAGATAGGGCTTTGGCCCAGCTAGGATTAAAGTGACATTGTACTGATGCAC
GATGAAAGGCAGCATTTGAGTGAGATAAATGTTACCTTGACTTTTCAATCAACTTTGTTC
ACGTGAAACATACCACCTGGCCTGGTCTAATCGGCTGTGGAGATTTTCTGCCCTGTGTTT
AGTGCCATTCCATCATAAGATGGCACTTTTCTGCAGGGCACAACTGAGCTAAGAACATGT
GGACGAAACAAATATTAATGTCCCAAATGAGCTATTTAACTCTCATGTGTGGGAAGACCC
AGCATTTCTGCCACCACTTATACACTTGTGACTTCAGATAACCCCAACTCAGTATAAGGA
GTTCCTGTGAGGTACGCTGGACTTGCCTGTGCTCGACACTGGGAACTTGACATGATGTCA
TCACTGGAGCCTGTAATCTTCTGGGAGTTATCCTCACTTACATGGTAGGCAAGGGGGCAC
ATTGTCACCACAACCACAGTTGGCTTGCTGACCATAGGACTGACAAGATCCTCTTCACAA
GGCCTGGGTTGCCTATAATTGTTGCTTCTAAATTCTTGAGGTACACAGTACCCCTGGGTC
CCAAACTATGTCTGAGTCGACAAGGAAGAGCTGTGCAAATCTCTGTTGAGGTCCCTTCAG
AAACCCACACCGTCAAGTGTGCCATTAAGGTGAGACTTAAGTGAACAGAATACTGAGATT
CTGTGAATGAAGAGGGGATCAGCAGTGTTTAGAGTAAGTTTTAACCACTGCAGCATATTG
TTCATTGCCTGTAACTTAATGTCGTGTTCCTTGATGGTCTTTTACTCTTTGGTTTGAAAC
CTATCCATGTGGCTTTACTCAGAGTCCACAGTCCATAGCTAACAGGTTGAACAATAGGCT
GATCTCTGAAGAAGCCAAGACTATGATCACAGCACAGAGTCATCTATGTATAGCTCTGTG
TGCACATGCGTGTTGGAAGTCAGCCTAGGTTCTGAAGCCATCCGTCTCCCTTGATTGTGA
GGCAGTCTCTCTCTAGGACTTGGAGCTCACTGACTGGGATTGGTTGGACAGCAAGCACTA
AGACTATTTCTGTCTCTATTTCTCCAGAACTGGATTATAAGCATATGCCCACACATCCAA
CTTTTTATGTGGCTGTTGGGATCAAATCAAGTCCTCATGATTAAAGTTGACTTGCTTAGC
CATGCTCCCAGTCCCTGAAGAAGCCAGCTTCATTTTCCTACTACAAAGACCTTGCCCTTT
GAATTTTTAGATTTTCCTCTAAACTGTACATCTGGGAATCACTTGTTTAGTGCTGCACTG
TGCTGGGTTGCAGAGAACACCCAGCGTGTGTGTAAATCACTAGGAAATGTCTGATTTGCT
TGCTTTGTGACCTCTAAGGTCACGGAATTTAGTTCTCATTGATTGTGGAAGCTGATAAAG
CAATAGCCTTGCTTCTTTTACATGCTTGGTATTTAAGCTAATAACTTGTTTTGTGTCTTT
ATTGCCCATGTGTCAAGGTAAAAGAGGGACATAGTTTGGTACTAAGTCTCAAATGTGTTT
TTTCCTTATGAGGGGCTTGAGTGTAATTGAGCTGTAATGAGCATGGCTAAGGTCATTTCC
CAAGAATTAATGAACAGAAGGATGTGTTCTTGGCCAGAGGCTGAGTCTTTGGTCATTAAC
CTAGTTGGTCATTAATATTGTTTAGGAATGCTTTACACCAGGCCATTACACCCCTCGCCA
TATGCTACTACCACAGGGAAACGAGAACATTACCTGTGTCAATAACTATTTGTTTTCTTT
CTGTTCTTCTGGCTACTGATACTTTTACAGCCCTTTTAATACTTTTTCCAAAGGCCTGAA
GCACCAAGGTCATGAAGGAGAGAAAGGGAAGGGAGTGGAGGAAAGGAGAGGGGAGGGGGA
AGGAGAGGAGGGGTGTGAGGGGGGGGGGAAGGAAGAGAGGAGGGAGGAAAGCCCAGGAAG
AAGAGGGTAGCTCTCAGCGAGCAGAGTTGAATCTGAGTCATGATGAAGTTCATGCTCTTT
TCCATGTTTGGATCTTAAATTTTCCTCAAATATGTTTTGAAAATTTCAGGCTAGTACCTG
GACAGGGACATCAGTAGTCTGGGCTTTGCAGAGTAAATCTGTGATTGCTTTGGAGACTAT
GTGACCAAGTTCTTTCTCCCTAAGCAGCAAACCCTGGGTCTCTTCTCTTCCCTTTCTGAC
TTGCTCTCCTTCTTCTCGGGGCTCTTTCCCTTCCTCACATTTTCCCATTCTAAAACAATT
CATGGAGGATGTCAGGCAATGTCATCTCGGTATGTGCTGAGGAATGAATATGTGTCTAAA
TACCACTTGACCCCTCCTGTCAAGAAATTTAGAGTTAGAAAGGCCAATAAACAAATAACT
TCAATGCAGTCAGGTAAATGTTACAGCAGAGAAATCTCAATGTATTTTAGAGCAAAGGCA
CATAATCCAGGGCCCTGCAAAGTGGCTCCAAAGGTTCTGGTGGGGTTTTGTCTGTGGCAG
AGGCTTACAATGTAGCCAAGGCTTGCCTGGAATTCACTATGGAGTTGAGATTGCCCTCAA
TTCACATTATCTTCCTTTCTCTACCAGTGAAATGCCAGAATCATAGTATACACTGCCACA
CCCAGCTTCTGGTGGGATTTGAAAGGTTTGGTGAGCTTATAGAAGCCATAGGTGATGGTG
GGGCATAGATCCAGGTATAAGAAATGGCAACAGATTACTCTAGTGCAGGCGAAAGAGTCC
AAAGTCCCAGCAACTGTGTCATGATCTTGTACAGACAAGAGGGAATCGGGAAGAAGAGAC
CAAGATTGCCCGGAGCAGACATTAAATACCTACTGGATACACAGTAAGGAGTTTGAACAT
TGTCTGGAATTCCATGAGCAATCATTCACAATTTTAAACATAGGATAACATGTTAAGATC
TGAGCTATAGAAACGTTACTCTAGAAATTTGGTTTGAATGTAAAAATGTCTCAATATGTC
TGTGTTTCTATACTTGGTCCCCAGCTTGGGAAAGACCTTGAAATGAGCCTCCCTGGTAAC
AGTGGATGGACTTGTAGATGTCTTATCATGGTCCTACTTCCTGTCTTCTTTCTGCTTCCT
GCTTGAGGATGCAGTGTGAACAGTACTCCTTCACACTCCTGCTTTCCCAGTACGATGGAT
TGTATGCCTTAAAACTGTAAGCCAGGGGGAAACCTCTCCTCCCTTATGCTGCATCTTGTA
AGGTGTTTGTTCACAGCAACAAGAAACATATTTAATAAAGGAGGCCACATGGAAATGGGT
TAAAAGAAGCAGTGGACCCTCGGACAGGGAACTCAAGTAAAAGGCAGACAATTGAGAAGT
ACAATGGGCATCATGAATAGAGGAACCAATGCATTGTGGGAGGAGACACGGTGGGAAACA
GAGATCTTCCCAGTGGCTCCCATTGACAAGTAAATTAAAAATGAACACTTGTTCAAGGGG
CTTTAAATTAAAGTTCTTAAAATCTTCTGTGTGTGCATGTGTGTGTGCATGCATATGATT
GCATGTGTGTGTGTGTGCATATGCACACACGCATGTACTTGCCATGGTGCCCATGTAAAG
GGTCAAAAGACAACTTTTGGGAATCAGTTCTTCCTTGTTGAGGCAGGGTCCCTCTCCTTG
TTTCTGCCACTGCACCCTATACCACAGGCCAGCTGGCCTGAGAGCTGAGAATTTTGTCAC
TGCCACTGTCTTCCCCATAGTGGTGCTAGGATTACAGATGTGCATTACCACATCTAGCTT
TCTATGTGACTTCTAGAGATATGGGATCACCAGGCTTGCAGAGTCAACACTTTTACCCAC
TGGGCCATGTCTCTAGTCATAACACAAGAGAGTCTTTTGGTTCACACATTGGGTTATAAG
GTGAAGCTATGGCCAGACTCTGGATCTGGCTCCATACTTACCCTCACTCCCCTTAAGTAT
TTAGGTTCTACTCTTGCTCGTGAGCCTTGCCTCCCTGCTGACTTTCCTCACAGATTCCAC
CTCTTACAGTGTCTGATCTGTAGGCTTCCTCATTCAAACCTAAGGAGGGAGAGAGTAGAA
GCAATGAATTCCATTTCTTCAGTTCAAGTGATAGAGAGTCCTGCCAAGGGACTTTTTGTG
ATCCCATCACATGGTAGAGGCAGAAAGACAAGAGGCCAAGACTACTAAACGTACCCTTTT
AGAAAGACATCAATCTCCCTCATGGCCTATACCATATCAAACAGGTCTATTAATATAGTT
ACAGTGACATACATTTCAATATGATTTTTTGGAAGAGACAAACTTTCTGACAAGCAGTTG
TCTTCATTTTGTACTGAGAGGGGTGGAATGACCATGCTTAGCTTAGCTGTGCCAGTGTCT
GCTGTTGTGGTAGAAATGGGCTCATTCCAACAATCAGATTTGAAAGCAGAAAGTGGTATC
AGTGTAGACAGCCTGTGGTGTCTGTGGTTGAAAGAACAGCCCATGTAGAAGAACTACATG
GAGAAAAGGAGGTTAGTGTATGGGTAATGAATTTATTAAGAACAAGGACTATGACTCCTT
CACCATTTATCTTGGTTCAGCACTTAGTTGAATGCCTACATATATAGCACATGCTCAGAA
CATTTTTCATGTGAATGAAGATGCCTTGGAAGAGATTCTATTAGAACTCCATGGTACAGA
CCAGGTGATAGGGTATACAAAGAGTTTCAGCAGAAGTAAATATCCACAGACATCGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATACACATGGTACTTATGGC
TATTATATCTATTGCTAATAATGATATATATAGAGAAGACAGAGGTTACTACTAGTTCCT
TCCTCCACCTCTTCTCCACTTTAGATTTTGAGATGGGGATCTCTCACTAAACCTGGATCT
TGCTTATTTTGGCTAGACTGACTGGCCAGCCATCCCTGGTATTTACCTGTCTCAAACCCC
AATGTTAGGGCTACAGGTGTGTGCCAGCTTTGCCTAGCTTTTCATGTAGATGCTGGGGAT
CCAAACTCATGTCCTTGTGATTATGTGGAAAGCATTTTACCCACTGAGTTGACTCCCCAG
ATCTTTACTCTTATATTCTTGTCTTTCTAGTACCTTATCATATGTGCCTTTCTGTTTAAG
CTAATTAGAGTAGGTTCTGTTGTCTGAAGCCAAGGATTCTAAAAACCTCCTCTGCAGCTT
TCATGGAAATAAGGCAAGAAGTCAGCCATCAGTCTAGTCTCATTGCAAAGAGGAAGCATG
CTAATGACTACTGTGTAGACAACCAAGACCACAATCTCTGGGTAAATGCAGGCATAGTAG
GAATGCAAATAAATAGGACAGACGAGAGAGACACTTTTTATTCTTCATTCAGGACATTTG
CTTCTCCCAGAGAAAGCCCAGAATACTCAAATATAGTCATTATTCTGTGAAAGTTGGTCC
TGTAAAGAGTATGAAGCTTAGACTATCTTAATCTCTTACTGCTGCAGACTTCACCACAGG
CATGTCCACTGTCCAGATACCAGCATAACAGAATAGTTAGAATGTGATGAGGAAATAAAG
AGCAAGCCATGATTTAAAAATGAGTATTTTTAATTATGGTCATATACACAAAAAGTAATA
TCAGAAAGATTTTGAAACTTTATGTAGATATCCAGCATACACATGTGCAGTCTAAATCAT
GAAGTGTGAATATCATTACTTGAAAGTTCCTTTTTTTTTTAGGTTTATAAATGAAAACAC
CTTTATGGCTAAAATGTTCTTAAATATAAATAAAAACATAATAAAAATGAGCTTACCCCC
CATGCCAGGTTTTAGTTTCTTGTATCCTTCCAGAGACTCCCTGGGCATATGTGATCTCTT
TCCTTGTCACTCCCTACAGCTCAATCACATTCTTTACAAAGGCTGTACAGGTTTTGTTAC
TTGGATGACTCATAATATATTTAATAGTCCCTCACTGATGGGTACTTAGGCTAGTTTAAT
ACATTACCATTACAAACTACTCTACGGTGATGCTCGTACACGTGCAGGCATCTTTGTGCA
AGTGGCTGGCACATGGCATGGCACAAAATTCTAGGTGGGGAAGGATAGATCAAGACAATA
TCTCCTCACATTTTTATAAATATTATACAATTACTTCAATGGCACCCTGCCAATCATTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCATTTCAACTTCGGAA
GCTTGAGTTCAGTAAGATCCAGTTCATAGGGGCTGGTTGCAGGGAGATGGAGTGTAAGAA
GTAAGGTAGTCTCTAAAGGGTATTTATAATCTTACTGTATAAACAATTACAGCATTAAAT
GTCTACAAAATTCAAGTGGCAAATGAGCTGAGAATATCAATTGCACATCTGCCGCATCTC
AAAGGCAGATGGCCTTTTAATTTTATATCCCAAGAATTACACCCAAATTTCATTCCTCTC
CCCAGAACGCTTCCTCACTCTTTTTACTTTCACACTTTTCAAATATCACGTGCATTTTAA
CATAAACTGCCACAAAACTATCTTGTATCTCCCACTGTAAAGACATCAAGAACTGATTGA
CATTTAACCCATGGACCCATAAAAAAAAAGACTATAAGGCACCATCTCTGTTGTCAGGGA
CCTTACAATCTAGGTTGAGAAATCAACATTTAAAACCAAGTGGTGATATGCCAGAGGAAG
GGGAACAAGTGTTCTGCTGTATAATTTAACTATCCACACTTGGAAAGACAAAGAAGGGAG
AGATTGTTTTTCATAAGAGCGGCTGTCAGAGATGCTTAGGAGACAGATGGGTGTTGGCTT
GGGCTGGGGCACAAGAAAAAGAAAGGCAGGAAGAAAGAAAGGAGGAGCAAATGAGGTTGA
GTAGTATATAGGCTGGAGGGAGAGTGGATGAGATTGTGTACCTATGGGAGGGAACAGTGG
GACCATGGAACAAAAGACCCTGCTTGGGATGAGTAACAGGAGGTGACCAGGAGCCATTAC
AGCCTACTGATGAGGGCATCCAATGAAAGATGGTCTGTACTGTGTTCAGGATATTCCTGC
AGAACCAAACTGGCTCAGATCTGGTCACATGCGCACAGCAACAGGAGTTACAATTGACAT
TTTAGTGTCACCCGCGTGTAATATGGTCCTTATGGTTAAAGCTTTGTGAATTTACCTAAA
TATATTGAGTTCCCAGAGGTTATCAAGGCTGTCTGCCCAACAAGCATTGTTTGAAGGAAG
ACTTGGGTCATGGTGGGAGTCATCCAACAAGGGGATGAGTGTGCAGGTTCCCAGGTCTGT
GGCCACAGAGGGCTGTACTTGTAGTGATTGGTAGAGAGGAACACTGCTGGTAGAACTCAG
GCTTAGAGATATGTAAGGACAAGAAAGGAAAATCTATGTATTACTCATTGTACCCAGTCT
CGTACTGAGTACCAAAGGGGAGCAGAGCACTGTCCAAGACAGTATTCCATCCAGGGACCT
TCAATGTGGGCTGGCTGAGAGCATAAAGAAGAAAGGACAAGGACAAGTAATGAGAAACCA
ATGAGAGATGGGCAGAAATGCTATGGAGATTCAAAGAGGAGCTCTTGGATGACAGGGGAA
CCAGGATAATTAAGTATTGGACCTCTCTCGAGGGGGTATTAGAGCCCAGGTTACAGTGTT
GAGAAGAGTAGAAGGAACATGTATGAAAACCAGAGCACAATAAATTCCCTTTTGTCTTTG
TGTAGTCTTTCATTTTAGTAGGAGGCTGGGTATCAGAGCTCATAGGCCCCATTTGTATAC
CTGTGAACACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
ATGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGGTGTGTGTTTGTGTGTGTGTGTA
TGTGTTTGTATGTGTTTGTGTTTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTTACATGTGGAGGCCCAAGGTTAACACCAGTTAGTATCTTCTTCAGTTGTTCTT
TACTTTAAAGTCTGACACAATCTCACCCTGAACCTGGACCTTACTGATTCAAATAGGCTG
ACTAGCTAGCAGGCCACATGGCTCTTCCAATCTCCACTTCCACAGAGCTGTGATTGTGGC
CATAGACTTGATATAGCACCATGGGTTCCAGGGGGACATGTCACAATCAGGTTCTAATGG
ACTCATGGCAAGTGGTTTACTGACTGAGCCATATCTGCAGCTCCAGAACACCCTCTTAGT
AAACAGCCACAATGGCGTGGACACACTTCCAATCAATGCCTCCAGTTCTTTGAAGGAGGC
AGTAGCTGTTAAACCTGAGACTTAAAAGCAGTGCACGAACTGCTCTGAGATGAAAGACAT
ATACGGAGGGAGAAGCATCTTTGAATTTAAAAAAAGAATTCACTATTTCATATGAAAGCC
AGGCTGTCTTTCCCCCTCAATCTGCTTCTGCATAATTTTAGTCTATTTTTCTAATTATGG
TAACTGAACAAGAAAAGTCCCAACTGCTGTTCACATTCTTACAACTTCTCCTCAAGGAGA
AAAAAAAATAATAACTTGGAAGTCCGTATCTGTGCCAGAGAAAATGGAACAAAGACAGGG
TGTTAATTTTCTTTGTGTAAGTTGTCTTTGGCACATTTCTTTCCTTTCCTGCCCAAATAA
TTTTAAAAAGGAGTATCATTGAAGACCAATTAAAGGGATTTGGATGAGGTTCTGAGTTTG
CGGTTGGTATCAATCAATTGTGCAATTTGGCCATCACTAGCCCTTCAAAAATGGCTACAT
TTAACTGTAGCTGAAGGAATAGAAATGAGATGGAGCCCTCTTTTGTCTGAACAACAGCTT
CAAAGGGCTGAAAATGTGGGGGTTTCTTCATTCTTTGAATCAGAGGTTGTCCATTTGGCA
AGGAGAAAATGTAGCCAATGTGCCTTGGATTCTTGGCCAGTGAATGCTGGCCCGCTACTT
CCAACAACAGAATCATAATGAATCCAATAGAGAGGAAGAAAGGACAGCAGGGCAGGAGAT
GGGAAACTGGAGTTCGGACTCTGTGAGGGAGTACTGCGACTGAAAACACAAGCAGCCATA
TCCTTCGGTGTGCCTGTATCACCAGTCCTGTTGAGACCAGTCCCCTGGCATTTCTCTAGA
GCTCGCTGGGGACGCCAACGGATGGTGTTAGACAACACTGTTGATGGAGGCTTCCCAATC
CCCACTCCTTATTTCTGAAAGTCCCTAGTACAGCTGACTGCCTGTCTTTCAAGTTATCAC
CTTGCAAAAGGACTACTTCTTGGTTTTCTCTCTAGTTTTCTCTTGTGGTTAGCAAATTGG
AGCGGTGTTCAGTGGGAGAGAGGGGGCTCTTCCTTCAGGTCAATGTAAAGCCTTGTTTCT
GGGGTGTCTATAAGACACAACAGAGATTATGTATCTGTGCATTCTTTTTTAAGCTTATTT
CTGGAGAGTGTATTCCCACCGAGGACCCTCCTCCTGATTGGCTGGTAGATCACCCTGCAA
GTTTCTGTTCCATTATGATATGTTGACTTCACCCTTGAATATTATTTCTGACTTATCCTT
GGGCTCAAATTAGGAGCTTTCTGATATTTATCATGTTCCTGGTGACAGTGGAATGCAAAA
AATAAACAAAAAACACAATGTAGCAAAGAGAAGTATGAAAAGTCAGACACCAAGAATAAA
AGAAAACACAGCCATTCAAGACCAGCTAAAGGGGATTTGAATGGGAGGCTCAGAGTCTGC
AGTTTGTACAAATCAATAGTGCAATTTGACCATCAATAGACTTTGAAAGGCTCTTCCAAA
ATGGTTGCATTTAACTGTAGCTGAGGGTTAGAAATGAACTCCAGTGAAGAGTCCTCCTTT
GTTTAAAAGCCTGAGCTTCAGATGACTGGGAAGTGGTTTTCCCCTTCAATGTTCAAACCA
ATGTTTGTCGATTAGCAGTGTGTACTGGTGACAGAGAAGAGTAAAAACATCTTCCCTCAA
GCAACACTCTGTTTCAAGTGGTTTCCATTTTCTTGGACCCTGTGTCAGATAGGGATTAGA
ATCTTCTTAAAACCCAAAACAAATATCTTTATATAGTTATGAATTTCCTAAATTCTCAAT
CATTTTCTCAGGATCCCCCTTTCCTTCATATCCCAACCCCCTCCTCAGCACATACACATT
TCTACAGGCTGAGAGTTTCAGATATATGAAATAAGCTGTAGCTTTTGGTTGGTGGTTGAA
TCATGTCACATTTTTCAAGAGCTGGATGAATGTAAGGTGAGAAACATGAACACTACTCCT
CAGGCAGAGCCTCCCTGGGTGTTTGCTTAGTCACAAGCTCTTCTCTCCATCTTTTCTTAT
AGCAAGTACAGTTTCCTATAGCAGCCTGGTTTGAACTGTGGCTTAAATGCTAGACCAAAC
TTCTTTAGCCCTTTTCCATGTAGAAAATACACAGCACATTGTACAGAAGGCCCTTGTCTA
TAGTTCTTAATATTCATGGTTGCTTAAGCATTTCCTTCATTTACCATCAAAGCCATGCAG
GAAGATGAAGAAGTTAACTCAGAGCACAGCAGAGGCAGGGGCGAGGCCCTACCCAGCTAG
CTTATCCTCTGTGCTTAACAGTGGCAAGCAGATATCTGAGTTCTTTTGCAATGTTAAAAA
AAGAACTATGTTTGCTGTCTCCTAAGAATGAAAGGGCTGGGGTCATGGGATGGTGATTGA
TAGGATAATCAAAAAGAAACCTGGAGCAAATGACTGGATTGATATGCAAAATAAAAGACT
GGGCTTATGATCTGCAAGAGATGAGCTATCCAGAGAAATTTTTAGAATACCAAGAGAGAA
CTGCTTGGAGAACTGTCTCAAGCAGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAGAGAGAGTCTGGAAAGCTGTCTCAAGCAGAAATAGGTCACCATCAGCTTGG
ACCCATGATTTGACCTCAAGTCATTTGTTTAATAACTCTCTAAGCCAAGGCTGGTCCTTG
ACAGGCCCAAGTATTGATACACCAGTATCCCTTTGCCCCTGGGTGAGAGCAGCCATTGGA
GAATTTATTCTCAGGAACATATTCTTTCTATTTGTGGTGTGCTTGTGAGGAAAGATAGCT
CTTCTGGTAGACAACAGAGTTCTCAGACAGAGAAACTCTCAGTCAACAGCACAGTTGGGA
AGGGACCCAGCGGTCTTTTCTCACTGTCCCAGTGAGCAGATGCATCCACTCTGAGCTTGG
TCAACCATTCCTTCAGTGAACACCCAGAATGGCACATAGGTAACAGCATGAGAGAATGGG
AAATGAGGTTGCACCTTATGAGATAAAAATATGCTACCTATAGATGCCAAGAATGAAACC
ATACATTTTACCAAATGACATCCCCTAAGGTCATAATCCTTAGCGAGATGCTAAGCAGTC
AAAGCCAGATGGACACAGTGACCCTCCAGTGATGGAAATGCTCATGGAGCAAAAGTCTAC
AGTGAACAGCAAGGGAGTGGAGACTGTGTGGGAAAGATAAGGCTGCTGTGCCTGGATGGG
GAGAATATAAAACAGCATAGCTGCAAAGGAAGAAAGCATGTCAAGTCCTAAAAACCAAAA
ACCAAACCAATCCACAACATCCACAAAAAGTTTAAAAATAAAATCCTTGTAATATCCAAC
AATTCTGCGATGGAGATTGGGAGCAGATCTTAGGAGCTTCCTGGGCATTTTTCTAACAGC
ATTCCAACAACAGGCAGAAGATGGAAACTGCCTAGGCTCCCATCACTGGTGCGTGTATAA
ACCTGTGTCACGTGCATGCAATGGAATATTTCCTATGAAAAGGATAGATCTGACATATGC
CAAAATATGGACAAACCTTAAGGACATTATGCTATGTGAAATGAGCCACTCACAAAAATA
TAAATATTATACAATTCTACTTACATAAGGTGTATCTGATAATAAAATTAAGAGAGAGAG
AAAAAGTTGAATGATGGCTATAAGGGCTAGAGGTTAATTGGGATCAGAGAAGGAAAAAGC
TATTGGAATTCTGATCCCTCCACTTCTCATTTGTAAGTCTTAAATTCCCTTATCTCAGGT
ATAATAGATGTCCTGGTGTCTGCTGATGCAGCCCAACACAGTTGAATTCACTGGCTGCCC
ATTAGCACCACCTCCAATGCTAGGACCCCAAACATTTTAAAGAGGAAAGTTTTATGGATT
AGATAGAAAGTGTCCTTTCCAGAAGCTTCTGTAATAAGGGCTTGGTCCCCAGCTAGTTGT
ACCACATTATTGACTGCTGATTTGGTGACGATGTGTAATAATCAGTTCATGGCTGGATGG
GCTGTTAGCAAGTGGGGCTTGGCTGTATAAGGTGTGCCTCTGTCTCCCTATCTGTCTCTC
TTCCTTTTCCTGGCTACCATGAAATAAGCAGTGGTGTTCTTCTTCCACCACAGTACTCGG
CCTCAGCAGAGGTTCAGACACAATAAAACCAGCCAGTTACTTGACACCCGTAAAACCATT
AGCCAAAATAAATGTTTTAACTTCAATTGTTTTTCTTGGGCATCTTTTCAGTACTGAAAC
CGAACACCAAGACGCTATAGATTTTCCTGCTTTATTTTTCATTTCCAGCAGGAGTTGAGG
TTGATTGGCATTCCCAAAGCCAAGACACAGTAGCCAACTGCCGTTACTGAGAACTCGAGT
GGACCATTTCTCCAATCACTGCTGGTGCTTGTCCGACTCAGAGACTACAACCTGAATAGC
AGCATCAATCACCTTGACCAAGGGAAGCAGAGTGTGTGCTGGAGTAAGGATGTGCTCACA
GCCTATTTGTGCAGCAGTTGGGTCCATGCTCTGGAGAACTGGTTTCATTCCTGATAGTGT
TACACATAGGGGATGAGGGGACTCTGGAGGAACCTTTTGAAAGTGTTGCCAATACTGCTT
TTGTAACTGGGTAGCCTTGTGGTTGGGCATAGGCATTGACATCTCACAAGGGGTCTTTGG
AGAACTCTACAGTGACTCATCACTGTAGGGCAAACTTGGGAACCTTGGACTGGCCCTGTT
TGAAGAATAGAATTCCCACTGGAGACATCTTTATTTATAGCATCTGGTTCCCCTATTTCT
CCGGAATCAAAGACATTTTTCTCAATGATCTTGTCAAGTGCCCTATATTTGGATTCAAAG
CTTAGGTACAGAATCTACTGCTGACCCTGTTCTGTTCCATGAAAATACTTCAAAAGAACT
GCCTGATGCATTCTTATCTCTGTCTGTCTGTCTGTCTGTCTGTCAGTCTGTCTGCCTGTC
TCCATATAAAGTGTCTTAACAATGGGGTTACTTGGATGCTACCCGAGTATCATCAGTCAG
AATTTGCATGTTTTAGCAACTTCCATATTTAGCATCTTAACTCTTGTGTTTCTTTGCATT
GTGTTTCATTGCAGTCTTGTTTCTTAGCATGATTAGAACTGCATCCGTTCCTTCCCTCAC
GGTCATTCACAGTATTTTACGCAGATGGCCTTTGTGAGTGTCACTCAAATGCTGATCTCT
ATCACTGAACTACACAGCCTCATGAGGGCAAGGTCTTAGCCGGTCTTGGCCACCACAGCA
GGCTGACAATTAGCCTAGTGCTTGGCTTGGAGAATTATCATAGGACATGAATAACTATAG
AGTGGGCTCTGGAATTAAAAGGAAAACAAAACCTTGTGGAAACATAGCCATGTGTGCTAT
ACTGGGCAAGCAAATATGGGACAGAATATTTTTGTGATGCACAGAGCAGAGAGTCCAGAA
AGGTCATACTCATGTTAGTCCATCGAAGTTCTAAGCTGTCTGTCTTGTGTAGTTGAGAAC
TGATGGGTTCCGTAAAGTAATTCACTTCCACGTGTGAGTTACCTGGGCTACCTGGCTGTT
CAAGAGACCCAGCCAAGACTTTGAACTCAGTGATTTCTGCAGTTGACTTGGAAAGGGGAA
AACAGAACTCCTGGGATCTTATCAATTACTTAGGGTACATAGACTGTGTTCTTCAGTGGA
CCCTGGGGTAAGCATGGTTCTTGAGTTTATATATCCTTCAGGTTTGACTTTGTGTGTTTA
CCATTGCCTCTTTGTATTGTGTGTAGCCAGCAGAAAGCCCACCTAGCCTGTGAAAACATT
ATTCCCTTACTCCTCAACACCCCCCTACTCCTCCTCCCTCGGCTTAGCTTAGGCAAAGTA
CACTTTATTGAATTCCTCTAATCTTTCCTGACAGATCAATTCTTCTGGGCTCTTAATTAT
TCATGTGGCTCCCCCTTAAATTTCCTTCAGGCTACTGGCTCTTTTGAGGCAGTAGGCTAG
TTCTGTCTCAGGCAGCTCATTTATTTCCCAGGAGGTGGGCATCTGTGCTCAGAGCCAGAA
CTATAAAGAGGGCAGATGTGGGGATGGCTGAGGAGGCGGGAAGGGGGGCAGTGGTGAGGT
GTCCTGCAGGGAAAGGAGTTAGAAGGTCTCGTTTTAAAATATTACTGTCCTGCTTAGGAG
CTGGCAACGTTATTCAACATCTTCAGCAATCTCAACTGTAAAAGAATTTTTTAAAAGTTC
ATTAATTGTCTGGGACATCACAAATATCAAGTAGTAGGGTGTCACAAGTGGACCCTCCCT
GAGAACCTTTAGCAGTTTTGTAAGCTTCAAACTTTTCTTCCTCTAGCACAGTGGCTCTCA
ACCCATGAGTCACAACCCCCATGGGGGTCACATATCAGATATTCTGCATATCAGATATTT
ATGATTCATAACAGTAGCAAAATTATAGTTATGAAGAAGCAAAAAAAATAATTTTATGTT
TGAGGGTCACCACAGCATGAGGAACTGTATTAAAGGGTCTCAGCATCAGGAAGTTGTGAA
GTACTGCTAACATATGGTTTTCTGCACAGTAGCTCCTCCGCGGCTGGCCATATGTGTATA
TTCATACCATTGAGTCAGTATAGTTCTTTAATACAAGGTTTTACAGCTAGAATACACTCA
GAACAAAGGAGAGTTTCCATGAAAAATTGGAAAGACATCATTCATTGGAACAGAATAGAA
TAAAGACCCTTTAACACAAGAACCTTGTTGTCTTGTTTCTAGATTGTAGAATTAGCCTCC
TTGCAATTCTCATGCCTATAAGACTTATCAACTATTCATTCTCCAAGACCAACCAGCCAA
AGCACTGGATATCTTGTGACCAAGAAAAGAATGAAATTCTGAGCAATATGGGACCTTTGG
TTACCCTGCAATAAACCACCTTTCCCCTCATACTGTAATACTCATACTCCGCCATAAAGT
TAAACTACAAACACCATTTTATTGTGGAACAATGCCCTGACCATCTCGTTCTTTAATCTG
GAATCTGAAGCCCTTCCCTAAAATCTACTACTCCAGCTTCATCTACGTGTCCTCCTCCTG
CACATGTGGCAGCGAACAGCAGCTCCCTGTCTTCTGATGTCCTTTCACACACTGGCCTTT
ATTCAGTTACTTTCTATCTATCAACCTAGTCTTCAGATGTGATTTTTCCTGTAGAGTCTA
TTAACACAAATCTAGATGACCACCAAATAGCTAGCCAACAGTCAGAGTGGAAGTCCAAGG
CATAGGTGTGTCATAGTCAGATGTGTGTTGATAAACTGAAAAATTATGTCTTAAATTATA
CCATGTAAAAATGCCCATGTAAAGCTGGGAATACAGCCCTGTGCCAGAGTCCCTGCCTAC
CATGTATATGGCACTACATTCAGTTCCTTTTAGTGATGGGGAACACAACGACATGGGAGT
GAAGGCAATGGGGGAATTACATCCCCTTGTGGTTAGGTTGCTACTGTCCTCAGACAGACT
TCCATTCAGCATAAAGTTCACCCCAGATAGATACAGAAGACCAGCTGGGATTTTCTTTGT
GGTTTTTTTTTCTATGAAAAAATATCCCTCTCTGCTAAGTCTATGAAAACTGAAAGGATG
AAAACTAAACCAAGGAAAGCCAGCAGCTGTCCCTTACTGCTCCTCCTTGCACAATAATGA
AGGCAAAGATGTAAGGATGAAGAAGCTGATGGTAACGATGCCCAGGAGTGGACTGGGGAT
GGGGTGGAGCTGTACATACTTAAGCTGTGAATGATTACCTTAGACAGAAACCCAGGAATG
ATCAGCTTTGAGCATAAAGACTCAATGGCTTTTACTTGAGCCATTTTATAAGGATCTAGA
GGTACTGTTGCTTTTCATTGGTATGCCTGAGATCCTGAGTGTTATCTATGGCCATTAGAC
ACTGATATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTTTCTCTCTCTCT
CTCTCTCTCTTTCTCTCTCTCTCTCTCTCTCGTGTGTGTGTTATTTGTACTGTAAGAAGA
CATAGTCAAATGGTACCTTGGGGCAGTCTGGAAGCAGGTAGCAAAGAGTATCACATAATA
GCACTTACTGTTAATCTATGAAGAAAATAATGTATTTCTTCTATTTCTGGTAATGGAGAA
GTCCAAGACTGGCCAGCTGCATCTTTTGCTGCATCCCATAGTGAGACAGAGCAAGATTAT
CAGCTTCTTCAGTGTCTTACCTGTGATGCTGAGGCCATTAGTGCCATGGTGAGGAAGCAG
GAGCATCCTCTTGTCCTTCTCTAACCCTAACTGCTTCCCAAAGACCCATTCTCAAAATAC
CATCAAGATAGGGATTTGAGGATTCCATTTCTAGTAAACTCAGAGCAGGATACATTCAAA
CCAAACAAGGCTGGAGTACAGCTCAGTGGCAGAGTGATTAGCCAGCATGAGCTCCTGGGT
TCTATCTCCACAGGTAGGTAAAGAAAGGAAAGAGGGAGATAGAGATCAGTGGATGGATCA
AGCTGTAGCTTAAAATCTGGTGCTCAGAGTCTAAACAGGAGCCAAGGAGCTGGCTCAGCA
GGCTAAGCAAATATGCACAAATATGGGGTCCTGCACTCACATAAAAAGCCAGATATGACA
TTGTGCCCCTGAGATCCCAGCACTGGGGGCACAATAGGAAGGTCACAGGAGTTTGCTAAC
CAGACAATCTATAATCAAAGTAGCTACATGGTCAGTGATAGAGCCTGCCTCTAAAAGCAA
CTTGGGGTGAGGTGAGGAAGACACTCTAGTCAACTGCTGAGCTCTGCATGGCTGTGTAGA
CACACAGGCACCTGTACACACACCCGTACTCACACACAGAGCTACACTTGGGGCTTGGCA
GAGACAAGGACAGGATGGCCTTCCCAAAAAGATGGCAAGGGTGAGTGAGGGTGGGAGGGG
ACCTCCTGTGGTCAGAGGATTCTGCATTTTATAGCCTTGAGCAGGAGGCCCGGCATTCTC
CTTTCACAGAGCACTAGTCCATGCTTGTGCCTTTGCCTCTGCGTTTCTGCCTGTAAGTAG
CCTTGTTGGGTCAGCTGGGATTCTATTGCCTTGGCCAAGGGCAGTCACAGGAAATACGCT
CATCTGACAGCATGTTCATGACCAAGGTAACGTGAGCATTTAAATCCTCAAAGCCCTGCC
TCCACAGTGACACACTTCCTCTAACAAGGCCACTCTCCTAATAGTGCCACTTGCTATGGT
TAAACATTCAAAGGCACGAATCTATGAGGGACATACCTATTCAAGCCACTGCAGGCAGGT
ATGTCTTATTATACAGTTCTCTCTCTGTCTCTTTCTCTGTCTGTCTCTCTGTCTGTCTCT
GTCTGTCTCTGTCTGTCTCTCTGTCTCTGTCTCTGTCTCTGTCTCTCTCTCTCTCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCTGAGATTGCAGTACATGATTGT
TTAGCTAAGCTGGAAGCCAGCAATCCAGCAACCCTCTAATAATGTGGTAGTGGGCACACA
CAGCTATGCCTGTTGCTGTAAGAGGGTGCTGAAGATCTGAACTTGGGTTTTAAGATTGCC
CAGCAAACACTCTTACCCACTCATCTTCCAGCTCCTTTGTTAATTCTGTGTAATGGAACT
GCATGATGGGCTGTTTTCCTAGGACTGCAAGGATCTATGGTTTACTCTGCATATCACATT
CTCAAAAGGTGAAAGAAGCCAGAATGTCTATATTGCTGTCTACCGCTCTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCCTCTC
TCTCTCTCTCTCTCTCTCTCTCCTGCATTCATTCCAGAATGGCTTTGGCCATCCACAGCC
CCTGCCAGCGGCAGATTTTGTAGACTATGTCCATTGCTATCTCCTGACACCTGATGCCAC
TGGATAAAGGCTAGCTCGGGACAGAGTCAGTGACTTTGTATCTGACCAGGAAGCTCTTGC
ATCCAGAAATGAGTGAGGTGAATTCCTTAGTCTACCGGGGACTGGAACACTGAGATAAAG
TCAGAAGATGTTGGAATGGAGAGTTCAGGAAATACAAAGACCAGAAGGACCACAGTAGGC
CTCATCTTTGTATCCAAAAGAACCAAACCAAACCAAATCAAATCAACCTATATTTTCCTC
TTGATTTGCAGTTCCTTAATTACTTTTATTAAAATGGAGGAGATTACATCTTTAGTGTAA
GTTGAATATTTTAAGTTTTAGAAAAAAAGATCCTCCCTATAAACCAGGATACCACAGTGA
CTTGATGGTAGAATTGTGGGGAACTTGCCCATCTCCCTACATGCCATAGAATGGTTACAA
GATCTCAACACCATACTAGGATTGACTCCCCCTCGTTCCTCCCATGTATGTAAACCCATC
CAAAGACCTGCGTTTGTATAGCCTGGTCCTCCTCAGCATTGGTATTTTAGGAAGGGAGGG
AATCTTATTATTAATAGTATTCTATCTGTATCAAACTCAGTTTCTGCATTTGCTAAAAAG
CCAGGAATACTATACTTCACAGAAGTTGCCAGCCCAGATCAGCAGGGAAGCCTGCTGAGT
GATGCAGAAGGAGACACCACACAAATGTAAGATCCAATCACAACCTCCCTCGGAGCACCT
GAGCCCTCAGCAATCTTCTGGGGAATCAGATAAGAACTGATAGTTGATAAAGCTCTTGGT
TGGTCGAGGAGCACTTCGGCAAATCCAACAGAGTGCGTTTAGGCTGTGGTGGCCTTTCTA
AGCCATTGCCAGGAGGTTAAAGAGATGCGAGAATGCACTTGCTGTCCTGGAGAAAAGCTC
TATGTCTTTACTAGAGTTTTGATAGATGTTGCTGTTAAGAATGGTACAGGCCTCCCCGTT
TTCACTGGCCCACTCCTTTGGATCTGGTTGAATTGGAGTCCACTTCTGTTGCAATCATGA
TGCCAATATGAAGGGTCAGTGAACTATGGGTTGTGTGATATTGTGCAGAGTTACTGTACT
CAGCGTAAATCCCACAGACTCAGCCTTATTATTTCATCTGCTTCCAGCCATGCGGACATG
GAGGGACACTTAATATTTGTAAGCCTGTCTGTTTTATTAGTCCACATGAGGCCATGTGGA
CCTCTGGCCTTTGAAACCCTGCCTTATTGAATCATTAATGGCTTAAAGCAACGACATAGC
TATTTCTTTTATTTAAAAAGTAGGAAATATACACTGGCCAAAAAAGAATATATCAAATAT
ATATGCCGCTTAAGGAAAAATACAAGAGCACCTGTGAACCTTGTCAGTCTGCCAGGAATC
CGTATTTGTTGCACACAATGGTTATCATGTCTTAAATCACCTTCTTTGTCCTACCTGAAG
TCAAAATAGCCTCCTAAGGAGTATGATGTTAGCCTTAGTTTGGTGTTAATTGTGCCTTTA
CTTTTCTTTCTTATATTTTATAAATCTTATGATAAGAAAACACTCATCAAAATGAATGAG
ACTGAAAGTCCACACATCTGAGTGAACTTCTGTACAGTTAGAAGAGCCATTCTGAAGCAG
TGGACTTTGTGCTTTCGTTATCAAATACATTTCCACACACTTATCTACCACCAAAACCAA
AAACCCAATGGCTGAGAATGAAAGCACTTAGCTTTTCTAACTCCTGCTGGCTCTCTGTAT
GCAGTCCTCATTCGTCCCTTAACCATCTTTCCTCTTTCCTATATGTTACACTGAGCCACT
TCTTTCGGTAGTTGTAGTATGTTCGTAACTGTCTCCAATAATGTAAGACCTCCTTTCTTT
TCTGCCTTAATGTTGACTTTGAGCTTCCTTCATTCCGTCGTAGCAACGTTCACTTATGAA
TGTGCTGTAATTCACTCTACTGTAGGTGACCATCTGGACTGTTTCCAGAGTTTTATTAGT
AGCACCATGCTGTTTGAACATTCTTAGATGTGTTAGCTGGTAGCTAAGAGCATGTGTTTC
TGTGGGATTCACACCAGAGGGTAGGAGTACTGGATTTTAGCCATCAAGGTATTCTGCTAT
GCTGACAGACATTCTGGTTTAATAGGCAGGCACTTTTTGCTTTTGTTTGTACTTTTAGTT
TCTTATAGCTTTATCCAAACTTAGAATTGCCACCCGATGCCATGAAAGCATCATCATTCA
ATTAAGTGCTTGCCTTGCAAGTCTGAGGACCTGAGTTTGGTCCCCAAATCCCACCTCAGA
AAGAGCCGGGGATGGTGGTGCACACTTGCAGTTCCAGATTAGGGAGGCAGAAATGATCTC
TGGAACTCACTGCCCAGCCAATCACGCCTACTCGGTGAGTTCTAGTTCACTGATAGAACC
TGTCCCAGTGAAACTAAAAATAAGGTAGACAGTGCCTGAGAAATGACACCATGGGTGTCC
TCTGTCCTCTACATGACATTATATGCCATGCATACAAACACACCGAGATAAAAAATAAAA
GGAAAAAAAAACATACACACTCAACTAGGCAATATCTAAATGCTTTTATGCACTAATACT
GTTCACTTAATAGGATAATGCAATACCCCTCTATTTTGAATCTGCTAGGATATTTATCAT
GAATGGATATTATATTTTGTTAAATTATAATTATTAGTTTATAGGTCTGAGGAAAAATCA
GATGTTTATAATTTAAGCTACTAATGATGTAAATTTCCCTATTAAGCCAACTCCACATTC
CTGATATCAAACCAAGGAAGTATGGTGGGAGCCTTAAACCTTTTACTTACATTTATTTAC
TTGTGTGTGCACGTGTGTTCATGCATGAGTCCTTCTAACTCACTAACAAGGGATGCCTTT
CCTTTTCTTCAATTTTAATCATAAATTTTAGCTTTCATTGTACATTCTTTGACATTGTTG
CTTGTTTATTCTCAAGAATTTTATTCATTTTGATATTATTAGAAATAGGATTGTTTTCTT
AATTTCCTTTTTACATAATTCAGCGCTAGTGTGCATAAATACAAACGACCTTTGTATACT
GATTCTGTATCTTTAATGTGTCCACTTATTAATTCTAAGAGTTTTTATTGGTGGAATATT
TAAAATCATATACAAGTGTGTATATGCATAATTACATATGATCGTGTCATCTGCAAAAAA
GGATAATTTCTCTTCTTCCTTCTGATTTCGGTGCTATTTGTGGCTTGCCTTCTGACTCTG
GCTCTCATTACTTGTTCTTGTTCTTATAAAAACTGTTTAGTGTTTTTGACATTGAATATG
GTGTTAGCTGTGGGCTTTCTCTGTGTGAACTTTATTATACTGAAATATGTTGCTTCTATG
CCTATAGTTTGTTGTCAATGAAGTTTATAGAAATAGAAAAAAACAAAAACTATATAGATG
ATAAGTGATTAATATACAAAATAGGTATTAATATCCAATTCTCCAAATCAAATAGCAATC
ATCAAACTAATGGTAGTGGAGTTGAAGTCGGACACAGGATGTAGAAAGGGAATTCCCTAA
GGATGACGTAGAGATGACCAGCAAGTATTTAACAACTGCTCAGCATCACTAATCACTGGA
AAGGGAGGTCAAAACTGCACCCACTTAGTTTAGTCATCACTTTAGTTCTATTAGTATGAG
ATCTTTAAGAAGCAGGAACAAAATAGATGTGGGGCTAGAGAGATGGCTCCGTAGGTAAAG
TACTTGCTGCTTAAGCAAGAGGACCTGAGTCCAGGTCTCCAGCATCCACATAAATGCCTG
TGCACAGTGGCCTGTGCCAGTAACCCCAGCTGTGTGTAGGGTAGCAGAGACAGGTTGTTG
CTAGCGGTTTGTAGGCCAAACAGTTAATTTCAGGATCAGTGAGAGAACCTGTAGATAGAT
AGACAGACAGATAGATAGATGATATACATAGATATACATATATATAATTTAATATATCAC
ACAAGTGTGTCATAAACATATAACATGCACACCTCCACAAAATAAATAATATGCAAGTAA
ATACAATTTAAAATATCATGCTCCAAGCATGACAGTATATACCTGTACTTTCTACTCACA
GAAGGCTGAGGCAAAAGAATTAGGAACTCGATGCTGCTGAGGTAAGGGGGCTGAGGGTGG
GATCAGCAGGAGGGGAGGTAGGGAGTTGAATTTGGGATGTAGAGTGGTTAAGTAAGTAAG
TAAGTAAACAATGCATGTCAGTCAGGTAAGTGCTCCCTCCCCTGCCTCACCCTGAGTCCC
TGGCTTGCTATTGACCCCTCATCTTATAGAAGCATCATGTTTGCCTTGACCCCTCGTCTT
ATAGAAGCATCATGTTTTGCCTTCTTAAGAGCAGCCTCTACCAGTTCCTGGGCTCATTTC
TGCAAAGGATTGGGAACCAGGCAAAATGGTAAATTCTAGGTTTGAGAGACACCAGGTATT
TAAGACAATAATTCTGCAATGTCAAAAATGACAAAATAGCTCCTATCCAAGAAGCTCAAA
GTGTCTCCTAAACTAACTTCTCCCTAGACTCTGGTGGAAAACTGATTCTTTCAATGAGAT
TATTTTCTACACTGAAGTTGGGGGTGGAAGGTGGAGATATGGGCCTGAGAAGAGAGATGG
GTCCCCTCCCATTAACTCTTGTATTGCCGTTCTTTTTCCTGGAAAATGTGAGAGTGATGT
GAATTGTTTAAAAGGTTAGTTAAGAATCAGAGCATAGGGGAACTTGTAGCCCAGTTTCAT
GATAAGAAAACCATGTGATCCTACATAGACTGCAAATAGAAATAGCCAAATCTTACTTTA
ATGTGAGTCCCCAGTCCTCTTGGAGTGTCCTGATGTGGCCTGAATGGAATCGAGACAATG
GGAGAAAGGGAAACAGATCTGTTCCAATCCAACCAAAACTTGGCAAACAACAGGAAGTAA
GTCATGCTCTGCATGGCATGGTTAGATTTCAGGGCTATTTTGCCCAAACCCAGAGCCTTT
CAGCCACTGGCACAGAAGAAAGGCCCTTGGGGTCCTCCTTGGACTCCGTGGATGAGAGGC
TGCATGGTAGCAGAGGGTAGAAAGAGGTTTTGAAATATCCTGGGCCCACCTTCTTGGAGC
AGTACCATAGTTAGCTCTCATAGTCTTCAGTTGGACCCTTGTCCTCCTGTCCCTCACAAG
ACAGCTACATATTCTGGTGCTCTGAAAACATGGTGATGCTCAACGACTTTCCCTGCAGCT
TGTGTCTATTCAGGTGGCTCATGACCAGCTGGTCCTGGGGGCCAACTGCCATCTGGACCA
ACATGTTCTCCATGTTGAAAAAGATATCCACTCGCTGCAGGACACCGTAGACATAGAAGA
GAATGAAGAGGCTTCAGGATGTGACTCTTTCAGGGTTCAGGTTGTTGACCAACAGGACAG
AATTCCCAGCTCCTGCCAGGCCTAGGATGGCCCCATGGACAGCCTTGGCTTCAACTGCTG
CACATAGAACAGCTAGATGGGCCAGAACTCTGGGGATGTTAGGAGCAGAGAGGCAGGAGG
CTGCAGCCATGGGTAGGTCCAGCAGCCCTGGCTGTCTCCATAGGGCAAGCCAGGGTAAGT
GTAGTGTCTGCCCTTGTTAGTGTATTTGACATTAAGGCTTCTGAACTTGGAAAAGTCAGT
GTGTAGCATGCAGCAGGCTTTGTGTGCTCTGGTCATCTGGTGACAGCTTGGTGTGCTGTG
TGCTCTCAGGTCAGCATGCTACAGCAGCATCTGGAATTGGTTGTTCTACGCAAATGAGAT
AAGCTTGAGAATGGTGTCAAAAATTAAAGAACCTGATAAAGCATAGCCAGGGGCATGAGT
AGAAGAGGGTTTCCATGGTGATCCTGAGCATGGGGACACAGGCCTGCCATGGCCATCCTC
AACCTCAGTGGAGACAGTCAAGGCCAGGCTTCCCAGCTGCACTGAGATCACAGCCTGCAG
ACCCACCTGGGCATGCACCTGATGGATCTAGCTGGTGCTGAGCTCCTTGAGGCTGGAGAA
CTGAATGTAGATGGGCTATCCATATCGGATGGGCCCCACTGACTGTAGTAGTTGACCATG
CCATTGGCAACCTCCTTTGCATATACCTTGATAAAGGACTGGTTCTTCCCCACTGGCATG
AGGAGGCTGCTGACTTCCCAAAGGGCAAGTCTAGGGAAAGAAGCTCACCTCAGTGACATC
CTTGCACAGCTGGCATTTAAATGACTCTGGAAGGGACTCCTACCCAACTGTGGTCTCCTT
TCAACTTATTGCTATTGTTACTACTGGCTGCTTCAGCTAAGTGGCTGTTCTTGATGAAGG
GACAGTTGCTGACATAAAGAGCTTGTCGGACCTGGCTTTGTACCTATCTACAACTACATC
TGGGAGTATGCACACAGAGCAGACCCAGGGGGACAGAGAAGAGGTACAGAAGTCCCAAAT
AGACATTTTAAAAGGTGACTTTTATGCTTGCTTTACATAAAGAAGATTAAAGGTTTTCAT
TTTCTTCAATCTGTTGGTACTGGGAACTGAACTCTGGTCCTCTGGAAGAAAAGCTGCAAG
CACTCTCAACCTTCAACCTTAACTCTGAGTCCTCTCTCTAGCCCTTCCCACTGTTTTTCA
CTAGGTATGGCCTATTCATTTCTGTTCAGACCCATAGATCACAATCCATGACTTCCAATT
CGCTGTCTCTGAATCTTGAACACCAAACTAGATGACTGGTTTGGAGGAACAGGAAGAACA
AGAGGAATTAATATGTGCTAAGTAAATTCAATGATGGGCCTTAGAAATACTTAGTACCTA
GAAATTTGCATAGATCCTACCCCAGTCTTGAGGTAGATTATACCCATTTTACAGATAGTC
ATTTGGGTCTGCTTCCTTGCTAATGCCTTCACAGATAGTGAAATGGGGAGAAAGTGGAAT
TCTTCAGTGTGACAGAGGCTTTCTAGCCTCCAGTGAGAGTAACTCAGAAGTTAGGGTGCC
AAAAACTCATGATCACATAAAGCTTTCATTGAGTCAATGGCCTCAGGTTCTTGTCCTACT
AGATGGGATGGTCTCATGGAGCACAGGAAGGGTAAGAATTTGGAAAAGAGCTTATTATGG
GTGTGCAGATTAGGGCATAAGATAAAGCAAGGTCAGCTCCTGTGAGGCAAGAGGACTTGA
ATGGAGGCATGTGGGGGGAGTTGGTCCATCCAGTTGACCCATCCACATGGGTGTCTATGT
GCTTCTTGATCTCAAATGTCTTGATTAGAGTTTTGGCCTCATCTTCACATAAAGCTATCA
AGCAGATGTCTGAAAATAGAAGAAAGATAACAAGAAGCCAATGGTGGTCTAGAGTGTCCT
AGTACATATGGGATTTCTGACCTCTGGCTGGGACAGAACCAAACCCTTTCTGGCCAAGGA
CAAGAAGAGAGGACTCTCTATAAGCTGCCTAACCAGGTTCTATCTCCTGGTCTCACCACC
AGAATGTTTTAGAAATGGGTGAGCATCCAACGTCCCTCTGACTTTGTCTCCTTTCCACAC
TACTGAGGTCTGTAAGTTGCCTCACTCCTGGAAGGCTGTACAACTCCACTGAGTTAGAAG
CCTCCTGTAATGCATTGGGGTTCCCCTTCAGTATAGCTCTGTTTGCTGAGTTCCCATCTG
GACCACTTCTGAGTAACACTGGCAGCAGCTGGCATGTATCTGCTTGCAGTCTTAGCTAGA
TTGAGCCCAAGAGAGGGCTTTGTGCTGACAAAAGGGGGACTCAGACCCAAAGCAAGCAGG
CAAGGGAAGATGAGGTCCCACTGACACATGCATCTTTGATAGTCTGGAATAGGCTCAGCT
AGCTGTTCTACATCGGACCCTCAGTACAGCCACTATACATAACCTCAAATATTTAGGATA
AAAACAACTCAGAATCACCACACTGAAAGCATTCTTCATTAACTGTTCATTAAAGAAACA
GTGGTATATCTTCTATATATCAGGCTACGTAAAGGTATTGATGTAGAATGTGGTTCCCAC
CCTTGACTACCACCTAGTGCTATGTTGCTATATTACAGACAAGTGGGGTTTGCTCCCTTC
TCCTCTGGGTGTAAGAGAAAGAATTCCCAGAGAAAAACCACTGGGGAGGGAGCATTGTAG
AATGAATAGGAAGGGAAGGGCAAATGACAACTAGAGATCTCTTTCCACCACCCACTCCAT
GTGGAGGGTCATTTTGTAACCTCTGTACCCGGGAGGCTGAGAGAGGAAATTTGCAATAGG
TTCAATGTCACCTTAGGCTACATAGTGAGTTTCAGAACAGTATGGGTTATAACATGAGAC
CCTGTCTCAAAACAACAACAAAATGGACACCACTACTCATAGATATGATTGTTGAAGATA
TTAATATATTTAGCCAATACCAAGAATTGGTCATTAATTTTTCCTGTTGTTGGTGGTGAC
GGTACAATTCAAGTTCCCACTATCAATATTCAAAGTGTTTATATTTTGCCTTGTGTGGTC
TCAGTGGTGAGTTTTCTTGCCATTGCCTGCTGTTTTAACAACTGCAACCGTTGGTGAACA
TCATTCCCATCTGAAACCTTTTGGACTCTGGGATCTCCCTTACTTAATGTTAGCTTTTGG
TACAAATCCAAATCTAAGAATGAGAGACATGGCTGGGAATTATGCTTGAAGATGCTGAGT
GAATGACTTTTAACAGGTGCTAAGACCTCTGCTGATGTCGACTAGTGACCATCCTCTTGG
ATTTGATGAGTTTGCACTTTTGGCTCAAACTGAAGCTCATGTGAGACACTAACATCCTTT
GAAGACAGAGCTCTTAACTGTCCGGTGATGATGTTTGGGCTTGAGCTTTTATAGCACCTT
CTGGAGAGACACACTTTGATGTCATTTTAAACCTCAAGAAATCACATTTTCGGGTGTTTT
AAACAGTGTTTCCAGGCTGAAGATTCTGAGCAAGAGGGCATGCCTACATGGATAACAAGC
CGATCTGAGAGCAGCCACATAAGGAAAGAGAGTCCTGGTGTTAATTTTGTGCAGAGGACT
TCAGTTTTGAATTCTTGTAGTGGTGGAATGCTTGATCAGATGGTGAATGAATTTGTCTCC
ATCTTCTCCTGTGTACACTTATCAAGCCTGTCTTTCCAGCTACAGGGATCATGTGTGATC
CGTGGTCTGCACTCTACTGATCTGGCAGTTTCTAAATTTTCTTTATTTTGCTTTTGTTGT
CCTAGAAGTTTCCAAGAATATTGTTTGGGGAGTGTGGTTCATCAGCTAGCCTTGGGACTA
GGAAAGAAAGACACTCTCCTCAAAGCTGTGCCAGGACCATGTTAGAATTGATTCCTTCGC
TGCCTCTCCCATCTTTATTTAATCTACAGGTTCTCTATGGCTTGAGCAGAGACAATTACT
CATTTTATTGGAGGACTTGCCTGGGGAGCTTCTAGAAGGATGGATGAGTCACGGTTGCTG
GTTAATCTTGTCTGCCAGCAAGAGAGTTTTATCTAAGTAGGCAGTAAGCTTCATCTGAAG
CCATCTGATAACCAAGTTCAACCCATGGCCAGGGGCTGTAGGCCACCAAGCATGATTTTG
ATGTGATGTGACCTGACATAAACTCATTAGTTTGCTTAAAAAATTATGATTTGGGGCAAG
TTTTTGCAGCCTGGTTATATACAGCTCCTTATGTATACTTGAAGATGATAATGTCATTTC
ACAATATCAAAAGTTTAAACACATTTAGACCAATTCCCAATAACTTGAGAAGCAAACTTT
CAGACTCTTGTGGATGGCCTCATACACAGTTCCTCTAATTATATTTTTGCTCTGTGTCCC
CTATCTGTGACAATTCACCAAGGTCAGAATCAAACCAGAATAGCTTATAGAGGCTCAGAG
CAGGGCAGTTGGATTGCATGATGGGTTGGGTAGATGGCAATGGTCTGTAGATATTTAATT
GGCACAGAGTTTAATCTGGGAAGTGAAGCAGAGAAACTTCTGACTGCTTCTCTGCTAATG
ATTGTTACAGAAAGAGACAAATTTTATGCAGCTACATTTTGCCGAAATTGTATTCATTTG
CTATCCTGTCATAATAAAGCACAACAGGCTAAATCTAAATTCACGTGTCCCTTCCCTGGA
GAATAAGAGTCTGAGATCACAGTGGCAACAGGGTTGATAGTCTTCTAAGCCCTGTCCTTG
TCTTACTGAAAGCTATCCTCCTGCACGGTCTTCAGAAGGACCTCCCTATACAGTCCCCTC
GGATCTGTTTTCTTCCTCTTTAATTGAAATCTGTCAGATTGGATTAGAACCCATTCTGTA
CCCTCACTTTACCTTGTCACCTCCATCACCTCTTTAAAGGCTATGTGGTGAGGTGGGGGA
GCTAGGGCCTCAGCATATAAAAAAATTTGTAACTCAATTGTTCTCAAATGAACAATGAGA
GTTGCCCATGAGCTTTTGCCAAAATTTGCCTCCCTAGTGTCCCTTCGAATCCGTATACCT
CAGCGCTTTGAAAGACTTCTGTAGGAACAATGTGTGGTTGGACAGGAAATGAGAATGGGT
TGAATAGATTCCAGAGCAAAACCCATGAGCTGTTGAGTCAGTGAGATCTGTTTGGACTTG
ACAGTGGTGCTTGATTTTCACAAACTGATGGTTGCAAATGTTTATATACAAATCAGTGGT
GTGATGCTTTTACCTTTCGTGGGGCTGAGTGAGGAGGAATTTCATAGTGTGTACAGCTAA
GGTCAGAGTGACAAAAAGCCACATTCACAGGAGGGGGAATCACTTTGATGCTTTTCTACC
AAGCTGAAGTTCCAGGAGGGTGGCTTGCTACCTCCCTGTCCTTGTCTTCCTTCCTGATAC
CCTGAACCATCCATCCCCAGCCTGTACTGCCCTGCTGAATGCTACTCAAGTTAGATTACA
CAATTGCTCTTTGCCATAACCACCATCACATCCATCCGTGTATGATGGACAGGTGTGGGA
TCGATCAGAAAGAAAGAGCACAGGGGAGATTAACTTATTCTCCCACTGACTGCTCAGGTG
AGAGCGAACAGTCTTCATTCTGTGGATCTCAGTTTGGACCCATTCAATACATTTGACATG
GGTAGGATGGACATGGTGCATAGTGGTTATGGACATAGGACTGAGCTGGACTAGAAGACA
ATGGCATCTTTAATAAGTTTTTGACCTTCAGTTTCTTTAAAGTGGGATAATTAAGAGATG
CTCCTCTATATAAGCTTTGGAGATGCAAACCAGATGCTTATGCTTGCATGACAGGTACCT
TCCATCTCAGCCATCTCACCAGCCCTGGATATCTTCATAAAGAAGCCAGTCTGTGTGATT
CTGTTATAGCAGCACAACATAGACTGAGACAATATAACTTGGGTTGAGTGTGCTCCACAC
TCTCTGAACACCTATGGATCAGTGTGAGCAAGGTCACTGCAGTGGTTTCTAAGCTAAGTG
GTTAGAACACCCTGAAATTGTCTCTGCCTCAGTTAGCTGCCTTGGAGAAAAGAAATGGCT
GTGATTTCCTCCATCGATGAACAAGGAAACCAAGCACCACACAGAAGAGGAAGGACAGAC
CTGAAGTCACCGTGAGATAGGAGGAAGAAACCCATATGTTTCTTCCTAAAAATACAAGAT
TAAAAAGAAAAAGGTAAAAAGATTATAGGCCTGCTGTCCCAGCTCTGGTTTCTTTGTAAC
ATTTGTCAGACAAGAAGAAATTGATTGCTTCATTAGACCAGAGCGAGCTCTAGGAGGGAA
GGCCGTGCTGCCTGCTTTACATGATCAACTGCAAAATTCAAGATCCCATTCAACCTCCAG
CCAGAGCAACCACAGCTGTAGCTCCACTGAACCCATGGGATTTTGCTTCAGTTCAAAGGA
AAAATAAAGGAAAGGCTAACCTTGTGTATTCTAAGAAATGATAATTAGAGATAGGCTTCT
AGCAGTGTGGAGTGGGGTAGATGGCTTAGTTGGTGAAATAGTTACTAAACACAAGGACTT
CAGTTTGATTTCCAAAACATCACATACACACACACATACACTCACACACACACACACACA
CACAAACACAAACACACACACACACAAATGCACATACTTAGACACACTCACACACACAAA
CACACGTACTCACACACATACATACACACATATTCAGACATACACATGTGCACATACACA
CACATACTCAGAAACACACACTCACACACTCACACACTCATACACACACACCCATACACA
CATATACACACATGCTCTGACACACACACTCATACACTACTCACACTCACACACTCACAC
ACACACACACACACACACACGGTGGCAGGATGCACTTATAATACAAGGCCATCACTAGCA
GACAAGTGGGTTCCTGGAGTTTGTTGGGTTTGCCTTGAAAGTTAAGTGTCTCCTATTGGC
TTATGTGTTTGAAATGTTGGTCCTCAGCTGGTTGTGCTGTTTGGAGAGGCTACGGAACCT
AGGAACCTAGCAGTAAGGCTTTGGTACGGTGGATCTTGAATGTCAAAGGCTTGATCCAGG
TCTGGTTCCTGCCAAGTTCTCTGCTTTCTGATCACACACTCTCAGCCATCTTTTCTTCCC
CACCATGATGGACTGTATCCCCCTTAAGCCTCAAGCCAGAACAAATCCTTCCTGTCTTAA
TTGTCTCTCTCTGTCAGGCATTTTGCCACATTAGTGAGAAACATAGCCAATACAATGGTC
ACCTGTTACATTCCCACAAAGGCAGGTTTAAGTGAAGGGCACTCCTTAGGTTTAGTTCCC
AAGCGACCTAAGAATTAGAACCCAACATGGCCAATCCCTGCCTTTGAGAGGACTTGAAAC
TCAGAGCCCCGATGTTTTGCAAGTGCAGGATGCCAGAGAAAGAGTGCTAAACATTATAAG
GAGCCCCACTTCTGGAAGCTGGGTCTCCAGGCCAGGTCAGCCGTTGCTAACTGTGGACCA
GAGCAATTGAGGACAATTTAAAAAAGGAAAAAAGCAAGTCACAGTGTCTGACCTTCAGCT
GCTGTACTCATAACTAAAGCACACTGGTGGTAGAGGGAGCTCAGGTCACTGGGAGAATGG
AACCTTGAGGAGGCAGGCAGGGGATTCCTTAGCTCCCATATCTCTGGGTCTCGATAGACT
TAGGGCCCCTGTCTAAGCAGGCAGTGAGCTTAAGAGGCTATGTGAGCATCTTCAGACTCT
TGACACCAGAGAGAAAAGGCCAAGGGGCATATGAGGGAGAAGGTAAAGAAGGTGGGGGAA
GGGCTTACCTCCTTGTCCTCATTTGCTGTGGGGTTTCTCCTCTCTGTCTCTTCTCTCTGT
GTTTCTCTATTTCTGAGTGTATCTGTCTGTCTGTCTGTCTTCTCCTCCTCTCTCTCAGAA
GCTGACTTCCTTGCATAAGGGTGTCTGGCTAAATATTCACCATGGTTATCTGGAAGAACA
TAAGCAACAGACTCCAAATGAGGAGATTTGTAACCTTGGCTCATGCAATTGGGAGTTAGC
ATTTCAATGCATGAACTGAGTTTGGAAAAGCACACACTCAGTCCAAGGCATTCTCCATCT
CTCCCAGATAAGCAGCAATAGCTGTCTATAAGCTGGAGAGGTAGAGATGGGGATTTGAAT
TGTTCTAAAAAGCTGTATGCCTCAAACAAGGAATTACAATGATGCAGCCATAATCAAAAA
CAGAACATCTGGATGCTGTCTGGATCCATTGCTATGAGCCAGGATGAGCAGCTGGAATGC
TCTGTATCCACACCATAGGCCACAGTGGCAGCAACAGTACCTGCATTTATGTGGCAAGGG
TGGGGCTTGTGTGCACCAACTGGCTTTCTCCTTCCCCACCTGCATTTAACTCAGGTCTCC
GACCCAGTGGGCCATGCTGCCCACAGTAAAGGCAGGCCACTGTGTTCTTAGCTCCTCTCT
CACACACCATTCTTCTCTGCAGAAGCCTCCACAGACACACCCAGAAGAGTGTCTTACTAA
TTATAGACATCTCTCAGTTCTCACAAGTTGGCCATCAAGATTAAGGTCACAGGTGGCTGT
AGCAAAGTGCGACAAATGGGACACCTTAAATAGTGTGGCTATTTCTCATCATTCTAGAAA
TTGTTATGTACAAAAGCAAATCATTGGATGTTCTGGTTGGTGCTCACTTCCTCACATGAT
GGAAGAGTCAGGGAAGCTCTCTGGTGACCTCTTTTTTAGGGTCATAATCCAAAGACCCCA
TATTCCAACACAATAGTCTTGGGAAATAAGATTTCAATATAGACTTGAGGGTTGGGCAAG
GGGCACGTGAAGTCCAAAGCATCCTCCATCCCTTCCTGACAACCAGGATGGCTTCTCTTG
ACAATGTCACTTAGCTACATGCTTACTGAGCCCCGACATGGAGGTGCGAGCTTCAGGACA
GAACATGACAACAGCTTCGTGCTGCTCACATCAGGAGGGTCAAGAATTAACACTTCAGAG
AGGCAGGTGGTAGCCAGAAAGCAAGGCCCTCTGTAGTCTCTTTCTGGCCTTTTCCTTTGG
TCTCAGGGATGAGTGTTTATGGCACTGAGGCCAGGCTTTTCCTGTATAATTTTATCCCTC
TTTGAACTTTCCAGAGCAGGAACAGAAGCCAGAGGCAGAGGGCCAAAGGGGTGAAATTGT
ACTCTGAAAAGGGGGCACCGAGTTCCTGCATTGAAAGCCCTCACAACTAGGGCCTCCTCA
TTAAGAGATTCTAAAGAGAGCCCTCCCTCTCAATAGCTTTCCCAAGAAGCCACTGGAAAG
CAAATACTGGGTGGCAGGGTTTGTGCCAAGTGGCTTTTGTGGAGGTCTCAGGGGAGGCTC
CTTAAAGGAAGTGTCCAAAGTGAATCACGACTTGGACTGATTGTCAAACTGGTCACATTA
GCTTCTCCCTTGTTTGTCTGTGGGTCTCCAGAACTCTCAGGGCCCTGGGATGTCCAGTAA
GCTAAAGCTGATCTTCAAGAAACTCGGCAACTTTAGCTTGCACTTTAGAGCCTAGAGTCC
TTACACACTAACCAAACATAATACTGTTCTTCATCAGGGGAAAAAATACCCCTATAAGTC
CTGTGATTTGGCCAATGTCAGACACAACAGAGTCAAGATAAGAACTAGGTCTCTTCATCT
CCTCTGTTCTTCTACAGTTTTAAAGACCAGGAATGGGGCTGGGGAGCTAGCGCAGTGATA
GAGACTCCCAGAACCATAAAAATTATAACAATAATAATAACAAGAATGGCAATATAGTAA
GACCAGAAGTGGACTCCTGATGGAAAAATTAATTGTACCCAAATTCATAGATATTTGCAT
TTACCCATTGGCTCATTGTATTGTGGTCTGCTCTGCATAGAATAAAGCCTGAACTTCAAA
ATAAACCAAAACTGTTTTAACAATGTCAACAGAAATGTAGCATGACCTTATTCTCTGCTC
TTGGGAATACTTCGTTCACCCTTCCTTCACTCCCTTTGTTTGTACTGTCTGATGTATTTG
CAGGGACTTATTCAAATGGTTGCTGTTATGTTATAGTTTCAGAGGCCCCCACAGGCCCTT
GTGTTTGAACACTTGGTCTCCAGCCGGTGGTGGTATTTTGAGAAACTGTGAAACCCTTAG
GAGGTAGGATTTAGATATAGGAAGTAGGTCACTAAGGGGGTAGAGTGGTAACAGGCTTGT
CCCAGTATAGTCTAGCCCTAGTTCCAGCTCTGGCCCAAGCTTTCTAGTTTTTGGTCCACA
GAGCCATACCTTCTTGTGAAAAGTCATGTTCACTGCATTGCTGTGATCTACCATCACAAA
CCCTGAGCCCAAATAACTCATCTCTCATTATGCCACCTTTTGTCATGCATTCAGTCACAG
TGACAAGAAATGACTAATAGGACACCAATCACATGGCCGTTTATGGAAATCCACACAGTG
TGTGAACAGTCAGGTTAAAAACCACAGTAGGAATGCTTTTAACTTGTCCAGCAGTGGTGA
TACACACCTTTAATCCCAGCTCTTGGGAGGCAGAGGCAGGTGGATCTCTGTGATGTGATT
CATCCTGGTCTGCAGAAGAAGTTCTAAGATTGTCAATGTTATACAGAAAAGCCATTTCTC
AAAAAATAAAACTAAGAACAAACATAAATAAAAGAGAGAGGAGAGAGAGACAGACAGAGA
GAGAGAGAGAGAGAGAGAGAGAGAGAGCTTTTTACACCCCAATACATTTCTGTACCATGG
AAATACTCCTCTAGCTATTTCAAGTGGATTGATACTATCAGTCTTGATTTGGAGGAACTG
AGATGCCAGGCACTCAGGAGGAACTAGATGACCTTGTGGAGACAGGATGGAAGAGACTGG
CATGAGCCAGGAGTTAGAGTTAGTACCCGAGTTTTGAAGGTTTGACTAGGACAGGAGGAA
ACTTAACCAAAGACCTCCTAGAGCAGACCTTCTAGAATGTTCTGAGACACTGAAAAAGAA
GCAATGTTAATCTGAAAATTAAAATTCCACTTCTAAGTCCAGGAGCAGAGATAAGACCTG
ATTCGGGATTCACATGGAAACCCAAAATAGTTCTCCCAAGAGGGGCCTGGGAGAGGAAGT
ATCCAGTAGCCCCTAAGAACAGCACTGGTGTGCCTTGACCTGCCTGCCTGGCTGATCTGT
AGAGGCTGTAGGTGCTACTTAGCATAGAGTTGAGCTGGACAGTATCCCGTTGACACAAAT
GTATTAATTCTTATGTTTATAAAGTGTGAGACTCTTTGGCCCTTCCTGTCTCCAAGTCCT
CCTTGGTTGAGGTTTAAAACCTGTCTTTCCAACCATAGAAAAAGACGTTAGGGATCCCAG
TTTCCAGTTTCCAGTTCCCTGGCCTGGTTCACTGAAATCACACCATGCTGGCAATGCAGC
AGCCTTTCAAAGTACTGACCATGCCTTTCCTTCTCCCTTTTCCAAGCTTTTGAGTCTTCC
ACAGCCTCTCTGCTCCTCAGAGTGAACCATGGAATTTAAGGCAAAATAATGGAGTGGAAG
GGAGAGTGAGCCATGGAATTCCAAGCCATATATGAAGTGTAAACGCTACTGTGTGACCTG
TTTGTCTGTACCTCAGAGTGCTTACAGTTTTGATCTGTAAAACTGATTCCTGCATATCAC
CCTGACAGTCTATCTTTATGAAATGTTGTCAGTCATAACCAGCAGAGAGACAGAGGACAG
ACCTCTAAATTCTCCTCCTGAAACCTGCATGTTTCTTATGACTTTCAAAGCTAGTAAGAG
CTCAAAGGGGTTTTGTTTGTTTGTTTGTTTGTTTGGGGTTTGTTTGTTTTTTGAGACGGT
CTTACTATGTAGCTCTGGCTGTCCTGGAACTCACTGTGAAGACCAGGCCGGCCTGAACTC
AACAGTATCTAACTCCCCCCAACCCCCTTGCTGCCCGAGTGCTGGCATTAAAGGCATGTG
CCACTATGCCCAACCCAAGGTATTTATTGAATTCCTGGACCATCATAGTTTCTCTATGAC
ATAGTCATAACCTTCAGGCCCATGAACTTTATTGATTAAAGGAGCAGACTCCCTCTCAAT
TCTTTCCAAAGCAACTGGATTCCTGATTTTGAAAGCAAGGGCTGTTGAGTCACAGTTGCA
AGTATTGTATGGAATCTGGGCCTGGAAAAGTCTATGAAAAACTTAAAGTTCACCTCTCCT
AAGCTGTTTTAACTTGAAAATGCAATCAGGATTGATGAGAGAGACAGACAGAGAGAGAGA
GAGAATCATATTACCAGTTTGTGGGAATTTCTATGCCCACAATAAAATTAATATTTTATT
TGAAAAGCTATTTTGTGGAAATTGATGGAAAATAAGTGTCATGACTAATAAACAAAAGTT
GAATCATTGAGCAGCGATGAACAGAAAAGGGGGCATCTGTAACCCAGAGAACTAATATTT
ATTGTATGCATCTTTTCTGGCTACAAAATCAGTTATTTCACCATCCCTAAGACCTGTTTT
CTAAAAGCAACAGTATAGAGTTTCAAATATCAAGGTGTCTTTTTGGGTCAAATATTTGTA
AGTTACATTGACTTCAAACATTTAAGAGACAGTGAAATTCAAACCCCTTTGTGAAGACTA
AGCTTAGAGTGTTCCAGCATGGGTGACCACCTAAAGGAAGAGTAACCAGCGAAAGTCATG
TAATATGACTTCAAAGTGTCAACATTGAAATGTCCATGATGGCAAGGGAAATTAGTCACA
CTTGATCACCTCAAGAAACTGAGAGAAAAGAATGATCTGACTTTCAGAAACGGCAAAGCT
GGCCAACAGCAAAAGATAGGTGTGTGTGTGTGCGGGGGGGGGGGGGGGGTCTTGGTTGGC
TTAGATACAGATACTTATAGGTGGAGGGGTTGGATGGGGTGCCTTGGTTGGCTACCACTG
TTCCAGTCAGCCAAGCCTCTTTCCAGCAGAACAGAAACTACAAGTTTATTGCCTGATGTG
GCAAGGAGCTAATGGATGAAGCAATTGAGACTAGATCATCAACTCCCTTAATGATGAGAC
CTAATAATATTAATCATTATTAGCTTTCAATTATTAACTCTTCACTTAATCAAACTGGCA
TCTCAAAGTCATCATCAATTCACAAATATATTTAAGCTTAAGGACTTATCAGTTCATGGT
GCCCATAATCCTAGCATTTGGGGAGCTGAAGCAGGAGGATTGACATGAATTAATGTCTGC
TGGGTTACAAAGCTAGTAGAATCACCTTGGAAGAGTGGAATGTGTTCCAGTTGGAGGTCA
GAGGAAGATATTTGAAAATGGAAGCAGGGGCATTTGCTTAACCTGGATACATCAGCAGAA
ATGAGTCATGGTCCTTGTGATCTGCCGTAAGAGGACGGTATTGTTGGGAGATGTTGTCCT
TTGCCGAGTAACATTGTAATTGAGAAGAGTTGTTTGTTTCTTGCTGCTCACCTATACTCT
GAGCTGGAAGTTTTTTTCAGACATGACCTCAAATCTCAAATAAATATATGGCTAAGTTGA
TAATACAACAATAGACATCCATGCACAAATACAAATTACAGTAATTCGTTTCCTCTCTGT
TTTCACTTAAAAAGTAATAATACCATTACCTACTGGTCATTTTCCTAAGCATGCGTCATT
GACACAGCTGAACCATGGCATAGTTGAAATAATTGTTGCTTTAAAAGTTATAAAATACAT
TCATAGCCCACAAGTAAAGTGCCAGAATAGAGCAAGATAAAAATTCCAGGTTTTCTCCAC
TTAACATCAGGCTGAATTCTAACGTGTAAGCTAGTTACATAAAGTCCACAATGCATTATT
TGCATTGTGCATAACTGCAGTTAGTAGTTAGGGATCTAGGCTAGGCCACCAAGCCTATTG
AGTCATAGGATGGCATTCAAGTCTTCATAAGTTACATGTTATTCTTCAAGATTCAGAGTT
AGTAAACAAAGGAGCCAGAACTCAAACGTCAGAAAAATCTGAATTTATTTAATTATACTA
ATGTGTAGTTAATATATGAACATTAAATGAAGAGTTATTTATAGCTTAAAATGGGTTATT
AACCTCAGTGAATTCCTAGTTGGCTGAACTACAGATGGCAGGAGGAGGGGAGAGCCACAG
AGTGTTATCCATTCTTGATATAAAATATATAGTCTGGCCAAGCAGGATGCTAACACAGTT
ATTAATCAGAGAAGGACCTTAGCATTGGACATATCTGTGTATAAACTGTAATGTTTTTAC
ATTCTTAATTGACAATAAATAAGTTAATTGCTAACAATCTAGTTCCTTTTGTTATTAAAA
TTGGCAAAATTAATAACTTATTACTCACTAATTATTATTGATAATAATTCTTTTCAGAAG
GTGTTATAGAGGTTAAATGAAATTGACTATAAAGATACATCTTTGAACTGCATCTGTGTG
CATGCATATGATGTATGTATGTGTGCATGTTTGTGTATGTGTACCTGTGTGTGTGTGCAC
GCATACGAGTGTGCGTGTGTGTTTGTGCATATGCATGTATTCATGCATGTAGAGACAAGG
TTGGCATCAGGTGTCTTCCTCTATCAAATCCCACCTTTTCTTTTATTTTTTGAGACAAAG
TTTCTCACCTAACCTGAAGTTCGTGAATTCAGCAAGTCTACCTAGCCAGCGGGCTCCAGA
GATCCACGTAGCTCCTCTGCTCCAGTTCTCTGGTTGTGGACTCTCTCTTCCTTCCTTCCT
TCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTCCCTTCCTCCCTTCCTCCCTTCCTCCCT
TCCTTCCTTCCTTCCTTCCTTCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTCCTTCCT
TCCTTCCTTCCTCCTTCCCTCCCTCCCTCCCTTCCTTCCTTCCTTCCTCCCTTCCTTCCT
TCCTTCCTCCCTCCCTCCCTCCCTCCCTCTCTCTCTTTCTTTCTTTCTTTCTTCCCTTCT
TTCTCTCTCTTTTCCTTTCTTTTACAGGACTTGCATACTGGGTATGTCATCTTCCCAGCC
TCATGCTTTTTCTTGCTCCCGTACTCTATCTTTTCAACTTCCAACCACGTTCACAGGAAC
AGGAGCTTGCGTACACACAGCCTCACTGTCTGGACAGACATGGCTAGGCAAAATACTCCA
GCTGCAGAAATAGAAACACTGCATATCTTCACACATGTGGAAAGATGGAAATGCTAATTA
CCCTGAATTGGCTGTTTTAATTATAAATATGGTTTAAATTATTACACTAGCTTCTATGAA
GATGTGTGCATACTACATCTCAATATAAAATAGTAAGAAAGATACTGTGGTGTTTGCCTG
TAATCCCAACATTTGGGACGCTAAGAGAGGATGCTTAATAATTAGAGGCCAGCCTGTCGT
ACATAGGGAATTTCAAAGCAATTTGAAGTTCAGAACAAGATCCTGCCTCAAAGAAAGCTA
AATTAGAGGGTTGGCTCAGTGGCTAAGTGAGTGTATTGCTGTTGCAGAGGACCCAAGGTT
GGTTTCCGTTACCCAGGTCTGGCTGACTACAACCTCTTGCAGCTCCCACACTCCATCTCT
AGGCCTCCAAGGGGACCTGCATTGATGAGCACATACCCATACCCATGCGTGCGCGCACGA
ACACACACACACACACACACACACACACACACACACATGCACACACACAATTAAAATTAA
AAATGAATCTGAATGAAACCTAAAGATCAGAGAGATGGCTGAATGGATAGAGTGCACGCT
GCGTTAAGAAGAGGACTGGAATCCCCACAGCCAGGGTAAAACCAGGCAAGAGTGGCAGCA
GCCTGTAACCTCAGCACTTGGTAAAGACTGGGGATCCCTAGGGCAAACTGGTTAACTAGA
CTAGCTGGAACTGGTAAATTCCAGGTTCAGCCACAGACATAAATTTTTTTAAAAAAATTA
TTTATTTATTCAGCAAATAAAGTGAATCAAAGTTAAGGAAGACACTGGATATAAACTTTG
AGCCTTCACACATATGTGCAGGCACATGTACCAACACACAAAGGAACATATAACATAAGT
ATACATATGCAGAAAAAGTCCTTAATTAAATAATTAATTAGGAATAAATCACTAAAATTC
ATTTTTAATATGTCAGGTTCTTGGACCTCGAATTAACTCCTCTTTCTCAGTTCAGCCATG
GATTTTATTTTTAGAGTTCCAATTGGTGGCAGTATCATTGTGTGCTTTTGTTCTGCTAAC
TACATCTGTCTGCCTGCCCCAGGCACTGAAATAGAAAGGTCTCGTCATTATGCAGCCCTA
GCAAGGCTCCAACTCAACTCTTCCTAGGAATTCCAAAGACAAAACTTTGTTCCTGTTTAT
ATCCCTGACCCAGCGTGAGAACTCATGTGCGCACTTCCTTGATGATATCAATCACATATT
AACTACAAAATGCATTTTATACACATCGACTTACCCTCAGATTCCTGGTATTCCCCAGAG
AGTGATAAAAGGATATAATTTATAATAGTGTAATTAACTTTTGACTATATTTGCAATTCG
ATTTCTTGAAGTCTCTTCACTGTTAGGAAAAATTAAGGTGGTTAAATGAATGTGTACTCT
GAAGTTTGAAAATATGAATTTTTCCAGCTTCATTTATTTTTTCTTTCATGAATATATTGG
ATTTATATCATTAATCTCTGGAGAAGCGTTTTCACACAAATTTTTCTGCTTTATGCTTTT
CTGAGGATTAGCACACATGCAGAGCATAGCACACTTCATGAGCTCCTAGCATCAAATGAA
ACAGAAATAAGATTCTTTCATTTGGTATTTCAATTCTATTTTACCAAAAACGATTACTAA
TAATCTTCAGGCACCTTTCCAAATTATTTCTGACTTTGGGGAAAAGCCCTTGAGGGATAA
ACAGTGACTCTCAGCTGGGGACTATTTTATCCACTCTTCTTCCCCCAACCAGGAACATTT
TTTTGTTATCTGGAGAGATGTGGGGTCATCAGAATTCACAGGAGTGATTGCTATTGACCT
CTAGTCAACAAAGATCAAAGATATCACTAAGCATCTCTCAGCAAGGCAGGGGAGATGGCT
CAGTTGGCAAAAGTATTACCCTGCAAGCATCAGGACCTGTGTCTGATCTCTAGGACCACC
CCCCCATCACACACACACACACACACACACACACACACTAAAAGACAACTACAGAGATAC
ATTCCTGTGATCTCATCATTGGGATGATAGACAGGCATCAAGAAACCTTGTGTCAAAGGT
AGATGGTATCTGAAGAACAATATGGGCTTTCCTCCACAAGAAACACACACATACATGCAC
ATGTATACACACAAACTCACACAGATACACAGACAGACACTCAGACACACACACATACAC
ACCACAAATCCTAACCAAACTCTCCTAGACAAAGAATTCACTGGTCCAGCATGTCCATTT
GTCAAGACTGAAACACCCAAACTCAACAACAAGTTCCACTGACTATCTCCAGATACGTAT
AACAATTTTATGGTTGTTTAAGTTCCTTTTCTTCCAAGATTTGACTCCTTTGCTGTAGAT
GGCAGGTGAGGCTTCTGGCTAAGTTCCTGGTTTGTCTGTATAGGTATGTATGTTTGAGTA
CATTAGCATCTACTTCTATACATTCCTCTCCCCAGCCCCAAGCTGCTGCCACTGTGCTGG
GCGACACTTGATCACTCTTAGTGACTTTATGATATAAGGTCCATTGTAAATCATGAGTGC
ATAAGTTCAGATACCCAGAACTCAAGTAAATAAGCCACACATATGCTGCCACTATGTAGT
CCCTTGAGACATCCAGACCAAATCCAAATCTGTGAGTTCCAGGTTCAATGAGAAACCCTA
CTAGATAGTAATTAAGGAAGATACCTTACAACTGACATGTGCATATACCTACATTGACAC
ATCCATGCAACAGACTTATGTGTGCACATCACACACACACATACATACATATACACAAAT
TATTCTAGAAGTAATGGGTTCTCAGTATAGCACAAATCCCAGGGTATTTGACAAATATCT
ATAGATACGTCAAGGGTAAAAAAACCAAACCAAGCAAAAACTTTCTTGCATACAGCCAAA
GATAACACATTACTCAACTTAATTGGGTACTTTTTAAAACTAAGAGCACTGAATAAGAGG
GTTTAAAATAACCATGATAATAAAAATGAACACATTTTGTTATAATTATGCTACCCTTTG
AAACTCTAAAATCAAGGCATGGCAGGGTTCTTATTATATGAAACTATGTGTCAGGGATAT
AAAGATTTTCATGTGGATTAGTTCTTCTGGTTCTTACCAACAGCTCAGAAAGAACTACTG
CTTTTGATCTGTTTTAGAGGTGAAGACATTGATGACCTGGAGACATTAAATGCCTCACCC
AAAGACTGATTCAGTTCTGAGTTCTTTATCAAGTGCTTGTGTGCTGCACCACAATGAGTT
AGGAATGCATGAGGTCAGGATCAGCCACCCAGTCCCATAAAGCAAACCTAGATTGACATC
CTTTATGGGGCTGACGTCTTTCCCAGAATGTGCACATACCGTTTCTTCTGTTCATAAACT
TGACATCTACACTTGACATCCAAGACATCAGTGCCAATGTCAGTCAGCGCCTTCAGTCTG
GAAGCTTCAGATCTTTCTCTGAGTCTCCCTGAGATCTCCTGTGGATATCAAATCAGGGAC
ATGACTTCACAGATTGAACGTGCACTACCTCTGACCTTTAGTAAGGTCTCCAATAGGGTG
GGGCAGCTAAAAGACCACTACATGATAGGCACTTGAAAATTCCTACACTTGAGCTACGCC
ACACCCTAATCTTACTGAGTTTATTACAAAATTAAATTTTCTTTGTGTGTGAGTGTGTGT
GAGTGTGTGTGTGTTTGTGTGTGAGTGTGTGTGTATGTGTGTTTGTGTGTGTATGTGTGT
GTATGTGTGAGAGTGTATGTGTGTGAGTGTGAGTGTGTATATACATGTGTGTATGTGTGT
GTGAGTGTGTGTGTATGTGTGTGTATATGTGTGTGTATGTGCGTGTGTATGTGTGTGTGT
ATGTGTATATCTGTGTGTGTATGTGTGAATGTGTGTGTGTGTATGTGTGTATGTGTGTGT
GTGTATGTGTGTGTGTGTGTGTATGGGTACTGGTGCATGTGTGCATGGATGCATGTGCAC
ATACATGTGGAAACCAAGAGGCAACATTAGGCATCATCTTACTTGTATTTTGAGACAGGT
TTCTCACAGGTCTGGAACTTCCCAAAGCAGCTAGACTGCCTGGCCAGTGAGCTTGCCCGC
CTAGTACAGGGATTACAATTATATGCTACCATTAAAAGAATTTTCTACCCCATGTGTGCA
TTTACACACATGCACATGTGGAGGTCAGAAGGCAATGTGTGGAAGTTAGTTCTCTCCTTC
CACCATGTTGGTTTCAGGAGTCAAACTTGGGTCTTCAGGATTGATAGTAAGCACCTTCAC
CTTCTACTAACCCATCAGATCAGCCCCGTGCCTAGCCTTTTAAAGATGGGGGTTCTGGAG
ACTGACCTCAGCTCTGCATGCTTGCAGTGAAAGCATTTCACCAGATGATCTATTTTCTCG
TTCCTAGAAAAATGACATTTGAAGCTAGCTTAACTTCTAAAATCTCACCCAAAGTTGTAC
CATGCATGGTTAGGTTATTTTACCTCTGAGGTTCAAAGTGACATTCCACTAAGGAATGCC
TGCTCGGCTTCAGGTACAAAGGGTGAAAGGCTACTCGTCCCAGTGGTCACAGACAGTGGC
TGCTGAAAACGTTCACGGGCTGCAAGGGACAAACTTGTCTTCCAGCACTCAGATTGGACA
GATAGATGGATCTCAGTAATAAATGATCAGTTGCTTTGTGAGTTACTTCATGTGTCAGAT
GAAAGAAAAATGAAGTGAACAGGAATATGGAATTGCAGTATTTGTTTAAATGCTCTCTAG
GGATTCCTGATATTCAGGTGAAAATAGCATTATAACAAATTAAAAGTGAAACCACATAAT
TTTTAATAGTACATTGATACGAGTACATGGTATGATCTTTGAAATATGCAAGGTAATTGT
TAAATACCCTCTGATTGAATTAATTTACTGTTTTGGATAAGTAGGTCACGAACTATGGTC
CAGTTATACATAATTTATAACACATGGACTTTAAAAAGTAATGATTATTTCAGAGGGAAA
TTAATCAGTGATGACTTGGAATCTTCAGCCTGCTCATTTCCTCCCTGCTTCAGGGGCTCT
GGTATCCATGGGAAGCTGCAATCAAAGGAATGGCAGAATTATACAGTGCAGTGGCTGTGC
TCTGTTCTGCAGAGTGGGAAGGGCTGGGATGTGCCCAGGGATTCTGGGCAGTTGCTTCAT
CTCGGCTCACTTGCTCCATCTTTGAACTGGGCATAGTAATAATTACCAGCTTCACAGGAG
GACAGAGTGGATTAATGAGCTAATCTTGTAAAGCGCTTGGCAGGTAAGACGTTCTTGAGC
GATGCTATGATTGTGCTCATTAGTTTTCCTTGACACTCTGGGAGTGAGTCTTAGCAAGGA
GACGTGTAATTAATGCCACTGCTCTCCGTGGTTAGCACAGTGCCTGCTCATAGGAGGGAA
GGGCGCAGTACTTCTTCAGCCCATTGCTTTCTTTGAGAACCACTGAATGTGGGCTCCCCA
GCATCTGCACACCCCAAATGCCTTCCTCTCAGTTGCCCTTACTGACAATGGAGCAGGCTA
CAGGAATCTCTGAATCTGGGATCCTACTGTGGGTAACAAACACCCCATTAGGCATCTTCC
TGAACCAACAAGTAGCTGTTCATGGGGCGGGGGGGGGGGGGACGACCATGTCCAAGAAAG
CCCGAGGCAACTGTGGACTCAGCTAACCTCCTGATGGTGGGTGAAGGTGATGTACAATGA
ATAGCTTTAATATTCCAAAGCACATGAAATGGATGCACCTGTTTTTAAAAATAATCAGTT
CATGCAACAAAGGACGGAATTTGGGGAGCTTCCTAGCAGCAACAGCTTGGTATAGGACTG
GCATGCATCATCAGAATGTTATGCCATCTCCTGAGGGTAGACATTAGTTTCTTGCTTTCT
AGAGTCAAGTCAAACCTGAACTTACATCTCTGTCTCCGTTGATGCCACCACCGAGAAGTA
GCACAAGAGGTCCCTTCCATGGCCCCACTGTTGTGAAACACATTTCCAAGCTCGGATCAC
AAAGATGCAAAGCTTGAGGAACAGCTGTGCTGGTCTGTTTACACCCCCTCCCCACCCCCG
CGCCTGCTCTGATGGACGGAATGGGAGCAGCACTGTGCTGGTTTAATGGCTTGACCTCCC
AACGTCTCTGATGAATTCAGTATGCATCCTTGTTTGATTTATTTGTGAAAGAAATGGTTC
TGCTAAGACAGGAAGGCCTTCTCATTGCAATGTAGGGCTCACCCAAGGCTCTAATCAGCT
GGTACCATCTCCTGAACACCCCGTCCCCTCAAAGCCACCTAGAGCTCTATGATGCTATGC
CTGTAATTTTTCTCCATCCCTGAACTCACCACAAACTCTTCAAATGAGTCTGCAAAGATT
CTCATTTCAAATTCCCCCAGCTCCTCACCATCCAAGAAGCCTTTGTGTGCCTTTAAGTTC
TGTGCTTTGGCTAGAATCTGGGTGTGGAGACTGGGTTGAAGGCAATGTGGCCAAGCAAGG
GCAGTCAGCTCCTGCCTCTGCCTTGCTGCTCTCCACTGTCCTCAACAACCATGCACCTCA
CCCCAAGCTCGGAACCATTTTTTTTTTTTTTTTACATAAAGCTGTATGCTTTAAATTTTC
ATTTGTTCATTTATGTTTTTGCATGGGAACACATGTTCTATGCTGCATGTCTATGTGGAG
GTCAGACGCCAATGTCTGGAAACATTCTCACCTTCTATCGTGTGGGTCTTGGGTATCAAG
GTCAGGTTGTTAAGCTTGGTGGCAAGCCCTTTTACAGGCTGAGCTATTTAGCCATAAGCA
CTGAATTTTTAGTGTCACATATAACAGCATCATAAATATATATTCTGCATATATTGTATG
TGTGCACACACACACACACACACACACAGGCTCATATCCATGAGAATGGCAGTGGACAGC
ATTGGGTATCCTGCTCTACTACCCTCTCCCACATTCCTCTGAGGAGGAGTCTGCCATTCC
ATCTGGATGTCTGCCTGATCCTCCATCTTCTGCCCTTCACAACACAGGTTATGGGCTTTT
CACATGGCTGATAGGATCCAAGCTCGGGTCCTCGTGCCTGCACAGCAATTGCTCTTCCAC
GTGGAGCCATCTCTCTAACCCAAATTAGTATTTTAAAGAAACCGGATTCAGAGAATATGG
GTGGCAGCCCTGTCCCAGAGTTAGTGTTTGGAGCCAAGAGAAGAGATTATCAGGCAAGGC
CATGGAAAGCTATATGTCAACCCAGTTTTCACATAGAAATTTGGAGAAAGACACAGACGG
GCATATGATATGGTCTACACTTTGTGCTTTGACACCTAAGCATTAACTGTCTCCCAGACT
CTTCATACTTATGAATCAAGGATTAATCCTCGAATGTTGCAATTGAATTAAGGAAGAGGA
AGTGGGTACAAGGAAGCTAAAGAGAGATGGAAGGGCTGGAGGGGAAGGAAGGGGTACAGG
GGATGGAGGGGATGAAGTGGTAGAGGAGTTTGCTCAGTTGGTAAAACATAAGCAAAAGGA
CCTGAGTTTGGCTCCTAAGAACCCATTTTAAAAAGTCAGGCACAGTGACATGGACTTGGA
ATTCTATTGCTGTCAAGGATCCTGGAGTTTGCTGGCCAGCCTAGCTTACTTGAGGATTCC
TAAGCTAGTCAGAGTTCCCGTCTCAAAAAACCTGAGGTAGATGGAGCCTGAGGATTGACA
CTCATGGGCATCTTCTGGCTTCCATATGCACGGGCACAGACATAAGCACACCACACATAA
GCAAGCATGCTCATGCGCAGTTAGAGGCTGAGGGAAGCTGAGAGCAAGGAAATGGGGAAA
GCAAAGAAGCATGAGGGTATGGCGGGGAAAACAGTGTTTCTTTCTTCTTCACAGTGGTCT
CTGGTTGGTTATCAACCACTTTGAGAGCTGTGACAGGTGTGTGTGTGTGTGTGTGCTTGT
GAATCTCATTTGATAAAATATTCTCAAAAATGCTAGAGTATTAAAATACCTTTACTTACT
CTATGTTGATGTTAGGAACCACATAAGTAGCCCCTGCTTGTAACTGTCAGGTTGCAGATG
AAGAGGACGCATCTGTATAAGTTACTTAAGGTCTCACACCCAAGTACTGGCAGAGATGAA
CTAGGGTAGCAGTTATTATTAACTAGGCTGCCATTTTAGAGCTCAGGACCTCTTGACTAA
GTGATGCCTTTTTCAGGACACTGAGGGCTGAAGTGTGCCAAGTCACAGTGGGATGGGGTT
GCAGTGCGACTTCCTACTGTTTGGAAGGGCAATGGCACAAGAGGGGTGCTGCTTCTCTGA
CAGTTTGCTCTGTGACACAGGTGGCAGCTTTGATTTGAGTCACCGGAAGGGAAGAGGTGG
TGTTAGGGCTATAGGTGGTCAGGTCATCTTCAGTTCAGGGCTACCTGGATGGGGGCAGTC
TGATAATCAGTTTTATAGCAAGATTGACCCTGAGCACATACCATAATAGCATTGTTTAAT
TATTTCCAGGCCACTGGTGAGAAAAAAAAAAAAAGCAATCACTGAACTAGGATTTGCTTA
ACGGCTGCAGAAATTCCAAGCGTCAGGCGTGTGCTTAGCAGGACCTGGAGACAGCTCTCC
CCTCAGAACTCAAAGCCGCTTTTGCTTCTTTTCCTTTTCCTTTTCCCTCTAGGAGATGGA
TAGGGTTTGATCCCCTGAACCACCAGGGAAGGAAAAGGGAAAGAGAGAGGGAGAAAGGAA
GAGAGGAAGGAGAGGGAGGAAGTATAAAATTGAGGAAGGGAAAGGCATCAATGAGACACC
ACAATGACTTTTGGTGCTTGCTGACAATCTGATGATCTGTGTTCGATCCCTGGAACCTGT
GCAGTGGGAGGAAAGAATTAACTTCTTCAAAATTGTCCTCTGGCCTCCACATTTATACCT
GTGGCATGTGCACATACAAATGTACACATATCCATCCATACATCCATACATTCATCCATA
CACACAGACACATACATACATACATGCATACACATGTACCTAAACAAATGAAAGAAGAAA
CTTAGCCAGAAAAACACAGAAAAAAATAAAAACCCACAGAAGTCCATGTTGTCATGGTTA
AAATCCAAGGACTTAGAAGCCAGAGTGCTTGGTTGGAATTCTTGTTGCTATTTGGTGTAA
TCTAAATTTAATCTTGACTAGTCCTGTATCTTACTTTCTTCATCTGTAAAATGGGTCTTC
TAATGGGGGCCTGTCTTATTGGATGATGTTAATGAAGATAATATCATACAGCATCAAGAG
CTGTACCTGATATATTGTATCTCTTACCGCTCTATGTGCACTTACTATTTTTATTAAGAT
TGTAAATTAATCTCAAATAGAGGGGTGTAATCACGTGTCATGTTTGGGTGAAAGAATACG
GTCATAGTCCTAGATTCTTCTAGGCAAATTAAACATGGCACGTGTATGTGCCAGGAACAC
TGTGACCGTGCATTCACTCCTCTGCAAGTCTGAACACTTATTTCTCACATCTCACCCGAC
AGTACTAGAATTTCTTCATCACCCCTCCATCCCAACAGGAACCTTCTCTGCTTCTCAGTA
ACACGCAACCATTTACGGGATGGGTTGAAGTAGAGAACTTTGTTTTCCAGCTAGCCACTA
AAGTGATTCACTTTTGCTGAGTTGTATTACAAAAGAAACACAACTGATTATTTAAGTGAC
AGAGTTCACATTCCCAGGTCCCAGAATGGTGTGAACACCTCTTACACGTGGTCCCTAAAG
ACCCTACAAGAGCTAGGGAGGTGGCTCAATGGGCAAAGTGTTTACTGCATGTCTAATTAT
CTGAGTCTAGATTGCTAGAACCCAGGTAAAAAGCTGGGGTTAGAGTATATATGTCTGTAA
CCCAGTGGAGATAGGGGTAGGTCCTGTAGCCTGCCAGGAGAGAGGAGGAGGAGAGAGGAA
GTTGCAGAAAGCTCTGTCCATGGACCAGATAGCCTGCTATATGCAATAGTGAGGGAGAGA
GATTGTGTCTCAAACAAAGTGAAAGGTGAGGTCTGACACCCAGGATTGACCTTGACTTCC
ACACACGTGCTACGATGCATATGTGAACACACACACACACACACACACACACACACACAC
ACACACACACACACAGAGTTTTACTGTACTAATTCAGTAACGGTGTTGCAAAACAAGACT
CTCTCTGCTTCCTATGTGCAGTTGAGATCAGAGCTTTCAGCTCTGGCCACCATTTCTTCC
CCACTGTGGCACACTCTAACCTTCTGGAACCATAAGCCAAGTAAGACCTTGTGTTCTTAA
GTTGCCTTTGGTCATGGTGTTTATCACGGTGACAGAAAAGTAACCAATCCACCTCCCTAT
GACTCCTGATGCTGTGTAGCCTCTCCCTCCAAGACTGCAGGGGGTGGGGGAGGGGTGGGG
GTGGGAAGTCCCTTTGTCCACATCTTGTCTACATTTGTTGTCTTTTGATTGTAGCCACTC
TAATTCAAAGGTGGCAATACTTAATTGTGGTTGTAATTTATAGGCGATAATTTGCCTTTA
TAAAAACCTGTGCCTATCTCCTAATTCCTGAGTGTTCTTAAAAATCAAAGGTGAAAATTG
TAAGCAGAGCTGGGAACTTTTGTACCACACTGATGAAGAAAGGGTTGGCAGCCAAAGTAT
TAAGATCAGATTGTGCCTCGCGTGATGAACATACGAGGCTCAGTTCTCATCTTAAACCTG
ATTGCAGAGCCTTTGAGGTGTCTGGCTATGAAATAAAACACTAACTTGTAACTTCATATG
GATGCAGGACAGCTGGCAGCCACCTGATTGGATCAGCACGTGACCCCAGAGCCCAGGAGG
ACATATCAGCCTTTCCTATGTTATTGAAGCTGCTCAGTGGCTTGACCTGTTAACATAGTC
ACCATTTGGTGTCAATATTTGCAAAATGGATAACTACACTTTGCTAGATAGTTTGTATGT
GATGATAAAAATTTATTAGTCCAGTCTGGTCAAAGATAGAAGTAGAAGTCTGATTATCTT
GGAGGTAAAGGAGAGTCCACATGGTAAGGGAGAGGGAGGAGATGTGAGTAAATGTTGAAT
TGTGGTATGTTTGTTCTGATGCCACCCTCAACCCCCTGAGGGAAATCCCACATACCCCTT
CCTCTTCATTATTATCTGCTCCCAGTTTATGGCCTTCTCCTAAATCTGACATATCTATGA
ATGAAGGGGAATGAGTCAGACTTTATGCCCCCCCACACTGGACCTTAGCATAGACCAGTA
GTTCGCAACCTTCCTGATGCTGCAGGAAGCATTTAATAAAGTTAAATGCTTTTAATATAG
TTCCTCATGTTGCAGTGACTCCCCAACCACAAATTTATTTTCATTGCTACTTCCTAACTG
TAATTTTGCTACTGCTTTGTATTATAATGTAAATATCTGATATAGAGGATATCTGGTATA
TGACTCTTGTTTGACCCTCAAAGGGCCTGTGACCCACAGCTTTAAAAAAGCTGGCATAGA
CTCTTCCAGGTAATTTTATCCCTGTGAAGGTAGTATTACTTTTCTTAACACTTCATGATA
TCAGGAAGAGGCAGAAGACATGAGAGGGTAAATGGGATCATGTGACTAGGAAGTGCTAAG
GGATTGAAGGAGGCTCTGCACCCTGTTCCCCCTCCCGCTCAGGAACGCAGCAGTGAACAG
GCAGGAGCAGCCCAGTGATCCTGTGTGGAATTTTGCAAAATGAAGTCCATTCCAACCTTT
CCTCCTTGAGAACATTTTTCTCTGTTTGAGGAATGTATAGTTAGTGTTAAAAGTATAAAT
AAAGAAAATTATAAAAGAAAATGTTAAAATGGCTCCAACCCCCAGCACCAAGAGATGGAA
AGATCTCGAGTTACCAATAAGTGGCTTCTGTAGAAGGTTTTCCAATCATATCCTTAAAGT
ACTATGAAGGCCATCTCCCTGTGTAAACTATGAACAACTGAAAAAGATGGGCTGATTTTG
TAAATGAAGACTGACAGACAGACAAATCATTGTTTTAAATATTTTTGTTAATATGACTAT
TGCCAATATGTGTGGTTTTAAGTTGCACAGTAGGCTTATACTTTTTTTAACATTTTTTTA
AAAAGTTTATGGACTTTTATTGATCAGTAAAAGCACTCTGTGTCTGACACATTAACAATT
TATGTTAATGTTATTATAAAACTTTTGACTTATTGCTTATCTGTTACATTTTTATGATTA
TAATCTTTTTATAGGTTTATTGGGGTATAATTAAGATGAACAATGGAACACATTTCAAGT
GCACAGTATTTGTAAGGTTTGTACTTATATATAGTTTTAAAAGTATCACCACAATAAAAA
TAATGAATATATCCATCTCTTCCTCCACATATTCTCATTTCTGCTTCCAGCAGTCGCTAT
TCTAAATTCTGCCAGCATACATTTATTTGAAATACCTAGAAGTTCTTATAAACGGATTCA
TACCACTTATATTCCTCTACGGTTTCTTTCACTCAGCATAATTATTTTTGAAAGGCTGGG
GATGGAACTCAAAGCATTGAGCATGCTAGGCCCGCCCTCTCCCGACTGAGCCACGCCCCC
AGCCCGGCACTCACCAATCACTGCATCACTACTTATCACACAAGGTGTAAAATGGCATTG
CAGTAGGCATGCTTGGTTGGTTAAGGGCCTCCATAACCAGTGCTCAGAACAAGGTTGCCA
GAAATAGCCCCCTCGCCAGCATGTGGCATCTGACTTGGGGCTCCACAGACTCACTGCCAT
TTTTAGATTCTGCATCAACTGAAGCCAAGAATGAGGAAAGGAACTCCAACAGGAACCGGC
TTCCGGGAGAGTGCGGTCGGGTACTTCAAAATGTCTCTAGCTGCATATGTATCAGAAGAT
GGCCTAGTCGGCCATCAGTGGGAAGAGAGGCCCATTGGTCTTGCAAACTTTATATGCCTC
AGTACAGGGGAACGCCAGGGCCAAGAAGTGGGAGTGAGTGGGTAAGGGAGTGGGGGGGGG
GGCATGGGGGACTTTTGGGATAGCACTGGAAATGTAAATGAAGAAAATACCTAATTAAAA
TAAAAGAAAAAAGAAAAATATCATTAAAAAAAGTCAGATCTGTTACAGACTAAAGACACT
AGAAAGAGACTGTTTAATGATTTTTCCTTTTGAAAAGTATCACATTGACTTATTCCCTGT
GTGTGCATGTGTGTGAGTGTGTGTGTGTGTGTGTAAATGTGTGTGTGTATGTGCATGTGT
GTGTAGTTGGTTCTTTCCATCCACCATGTAGGACCTAGGACTGAACTCAGGTGATCGATC
AGGTTTGGCAGCAAGCACCTTTATCCATGGAGACATCTTGTCAACCCCATTTTAATGATT
TTTTTTCACATGAAAGGAAACTTTATCTGGGGAAATTTTCTAGATGTATTTGCTTTTAAG
TGATCATAGAAGAGCACAGGGACACAGATGAGGAGGTCAGGACAACTGTGCCAAAGGTCC
GTGTTTGAGGATAAAGGTGGGAGCACTGGTGACATTTCTATTCTTGAAACTGTCACAAGT
CTGAAGCTTGTTCAAAGAACATTGGAAAATTAGGGGATGGAAGAATGGCTCATCAGCTAA
GAGCATTTTCTCCTCTTACAGAGAAGTAGGCTTTCGTTTCTAGCACTCTAGTTCCAGAGG
CTCAGATGTTCTCTTCTGGCTTCTGAAGGCACCAGGTACATACCTGGTACACAGACATAT
GTGCAAGGAAAAATATTCATACATGCTATTGAAGACAAATTTAAAAATAGAAATATTAGA
AAATTCAAATACAATGGATAGCTCTTTTTATTACCCTAGTACAATCATCAGCATAGGAGT
CAAGTGGACAAGTTAGTTTATATGCACACATATGTGCTATTATATGTTGTGTATTGTATA
TTATGTATTATACATTATATATATATATATATATATATATATATATACATACATACACAC
ACACACACACACATATAAATACACACACACCTTGAGTTTTTTTATACACTGGGCATTATG
TAATTCCTATTTTCAAAGCCAGAAATGGCAGTTCAGAGAGGCTGAAATCTTGCCTCTACT
ATATACTTACATTTATACATATACTATATATTTATCCATATCCATATACTATATACTATA
TATTTATCCATATATATATATATATATATATACACAAACATACATACATACACATACATA
CATACATACATACATACATACATACATGCATGCATACATGTACACACACAGACACCACAC
ACACAGTGACTTTTCTATACACTGGGTACTATATAATCCCATCCTCTAACCCAGACATGG
TGGCTCAGAGGACTGAAAACTTGCTTCTGTATTCCCAGTAGTACATTTTAGAGCTGGGAT
GTGCACTCCTCGAAGCTACCTGGAGCTCTTTTGGGAAAGCTTTCATTTGGGGGGAGGGCA
TATATTTGTTTACAATTTTTAATGTAAGGCAATTTATCAAGAGAGACAAACCAGAAGATG
AAAATGAAGGCAACAGAAAAATTCAACTTCTCACAACCAAAACAATTATCACATCCTTAA
AAAATAATTTAGAAAAGTGTTATAAAAGATGTTGCAGATTTGCATTCCATTTATCCACAT
TGTGTTAGTTCATAATTCTGAACAAATCATTTTTAAAGTGTGAGACTTAAATCATTTTTC
AGTGTATATGTAAATGTTTTATCCCACACATGTTTATTCAACTGGGCCATTTAACGTCAT
AGCAATTTATATTTCTTTAAGTTTCATTCAACTTTCCTTAGGGTTGAATACACATGAAAT
GTGCTTTAATGCGTAAGAATCACAGTGGATAGCAGCAAAGGACTGGGAGAGGCAGTAAGG
AGAATCTGGTCATTCACACTGTGATTATTCTGCACATTAAGGAAAGGTAACTCACGCTTA
TAGACCCTCAAGACATCCCTTTCCAAGAACCAAAATCAACTCAGGACGCCTTGCAGACAC
TTCCCTACCCCTGAACAAATCAATGACTCTCACACATAAAAACTAAAAGTTATAGCAGTA
AAGACTTCACTGGCGATGTAAGTCTGTAAACTATACTCATGTCTTGTTTCTGAACCCCAA
AGTGCAAGAAACAGGACTCCCAAGCTCTCTGGGCTGCAGTAGCTCCCTGGGTTGCAACTC
CCGCAGCTCTTTGCACACACCGTTGACTGGTCCTGGGCTAGCAGCATGCACCAGCTCCTT
GCCTTCACTTGCGTCTCCATCTTGATGCACGTTTCCTCCAAGCTGGTGGGACGCAGCGGC
CAGGGTGTAGGTATAATGGTGGTGATGTGGAGCGGACGGGCCGTGGAGCACGCACATCCT
TGAGGCCACCAGGAGCTGAAGCTGAGGAGATGGTGTCCCCATCTGAGGGTGCAGTGGGGC
ACCTGCCCTTGGTCTTCTGCTTGGCGGACAACTGCCTCTTCAAAGCGTCCACCAGGTTCT
CGCTTTTGGACCTGCTCTTTCCTTTCTCATCCTCGCTGCCAATGTCACAACTGGCCATGT
CTTTGCCATAGCAGCTCCTGAAGACTCATCTTTCATCAAGTCGCCAGCAAGGGACTGGGG
CTGAACCACCATGAACTCAGTTTCACCTTTGCTTTTCCTCGGGTTAAAAGATTTCCTGAA
TGTCTTCAGACTGATTTTCCTCATTTTGACAAAAGTTAACTAATCCAAATGGGTTAAGCC
GCTTCTGGAGCAGCTACACCCAAACATCGGGAGCGGCTGCAATGCATCATGGGTGAACTC
TGCCTGGCTTCATTTAACCTCTGATACTATTTTCTAGCTTACACATTCTGATCACAGTCC
ATCACAGAGTCAGGTCAGGAACTCAAGGCAGGAACCTGGAAGCACGAACTACAGACAAAC
CTTATGGAAGCATTTTCTCAATTTAGAGTTCCTCTTTCCAAATAACTGTAGCTTGTGTCC
AGTTGACAAAAATCTGACCAGCATACTACCATACGAAATGAAAACCCTGCTGCTTGTGGG
CTCTGCTTCCTTTCCACAGCTGCGGGACTGCCACACTTGGCCCTCTTGGGAAAGCTTTCA
TTTCCAATCTTTCTTACTTTCCTGTTTGTGTATAACGTGTCACTCCCAACTTAATATAAG
ACAGCAAATCTCTAAAACCGGACAGTCTCCGCATGTCAGAGCTCGGTGCAGCTAAACTGA
GTACTTCTGACCCCAGTTCTCCCATGAGGTGGCAGGGAAGCTGGTGGCTGGAGCTGAGGT
CTCATGTGCAGGGCCTGGAATGGGATATTTACTGACAAGTTTGCTTACAAGATTTCATGG
ACCTCACACAGAGTTGTGTCAAGATCTAGTAGCTCTCTTCTAGCATCTTGAACCATGATG
GAGAAATCTTGCCTTGGACAGAAGCCACATCTTTTGCATCTCAGGCTCTGAATTGACATC
CAATCTACATTAGTTGCTTTTCCTCTTGCTATGACAAAGGAGGGTGTATTTGGATCACCG
TTTAAGGGTACAGTCCATCATGGCAGGGAACTCATGGTGGCAGGGGTGTGAGACAGTTGG
TCACAAGGCATTCACAGTCAGGAAGGAGAGGGAATGAACGAATGAATGCTGGTGCTCAGC
TCATTTTCTCCTTTTATCCCAGCCCAGAATTTCAGCCCATGGACCGTTGCTGCCCACATT
TAGGGTAGCTCTTTCCACTTCAGTTAACCCAATCTAGAAATTTCCCTCTCAGGCATGGCT
AGATGTTTGTTGCCATGGCGACTCTAAAGCCCATCAAGATGAATTCTCACACTACCCCTT
CTGCTCTAATCTTTAGAAACAAGTCAGTAGCTCCACCCACTCTGGAAGAGAAGGGATGGG
CATGGGACTAAATTCCAGGCACTGGAGACTGTCTTAGAAGCTGCCTGTCAGAGAGCTTTT
TAAGTTTTATCAGCCCCTCTGCTTACTTTCACCTTTTTCTACAGACACCACAGCCTCTCA
AAAAAGGGCTAGTTTTTACACACAACCAAGTCACCTGACCAGTGTATGTAGCTGTGACTT
TGTGACTTCTCCTTGGCCACAAATACAAGTCACCTCAGAGGACCTTCCCGAGTCCATTAT
TATGAGGCCTCTAGGTGCTGACTTTACTCACAAAGACCTGCCAGTGATCCCTGTGGCTTT
TTTCCCTTCCCCTCCCCCCTAAAATGTCATGTTCCCTTTCTGCTCATGACGAAGACATGT
CTTCATCAGCCAATCCTCTCCTGGACTTGGAGACACCCTGAGGGTAGAGAATGTGTCATC
TTTGCTAAACTCATTACTTCCCACCGAGCACAACCTTGAGGCCATGGACCGGGTTAAAGA
GAACTGCCAAATATCTAGGAGAGCTTGCTTGAGCTTCGGCCCTAGCAAGAGATCTGGCAT
CTGGCCGAGTGGCTTTATACACTCAGCTGGTTCTGCAAGACAGACTGTTATACCTGGGCG
GCTATAATAGAGCTCACAAGCAGATTGTGGACTTGATACCTTCCCAGGATTACAGCCTTA
ATCTTTTCTCCTTAAGTGGAAAATCCTTTGAAAACGGGAGAAGGGGGGAACAATGTAGAA
AACAAGAATCCACTTCCTGCCAAGTATTGTCACTGTTAGAGTCACTATTCTCTTCTCTCT
CTCTCTCTCTCTTTCTCTCTGAAGTGAAGCATCAGAGAAGTAAAACTAAAAGAACAATCA
TATTTAATTCCATGTCTAGAAATCAATCCAATAAGTATGACAGCATGCTTCCCATTCCTC
TTGACCATGTGTGCGCAGCTTAAATAAAATCAGAGCTGGGCAGATGGCTCAGTTGATGAG
GTACCTGCTGTTCAAGCATTAAGTCCTGAGTTCAAATCTTGAGCATCTGGGCATGGTGGT
GCATATCAAAATCCTAGCACTGTTGAGAATGAGGGCACAGGGGGATCACTACAGCACTCT
GACGGCCAGTCTAGCGAGTCAGTGAGCTCTAGAGACCATCTCACTGAACTGCAGGCCATA
GTGGGAGATGTGAAAAGTATAGATTGTGGTTCAGCGAGAGACCTTGTCTCAAAATGTAAG
GTGGAGGGAGAGTCATTGTGAGAGACACCCAATATTTACTTCTGCCTTCACATGCACATG
CATGCACTCACACATATACCAATATATGTATGTGCATGAGCACCAGGAGATCAAACACAC
AGACAGACAGACAGACAGACAGACACACACACACACACACACACACACACACACACACAC
ACACACACAAATTCATCTATAAATGCATGTGCACATGCACCAGGGACAATGAAACAGGAG
ACCAAACACACAGAGACACACATACACACACTATACACATACACACACATAAGAATTAAA
CAAAATAGAATCATGATATATAACCACTCATTGTATCTCACAAACACTAACCATAATTTC
TGAGTTTTCTAGCCCATGCAGGAATTTTAGTTTGAGGCCATGCACCCATCATGAATGTTG
AGTGTGTTTCCAAGGTTTTAACCCTTGCAAAATGAAAATATTTGATTCATTTGTATATGT
GCTAAATCGTTTTGCACATATTTGGTAACTTCATTTAGAGACATCCCTGTAAATGAACTT
TCTGGGTCAGATGTTGATGTGAATCTTATAATCAATGCTGAGAACAGCCAGAGGGTCTAG
AAAGGGATTTGGCTGCACAGTGGTTATAAACTGCAAGTCATAGTGAGAGTTTTGAACAGT
ATAGATTATGATTCATTGTTTAGGATGTCCTGGCTGCCAGTCCTAACCATTACTGTCTAG
CTCTTTGATCTTAGAGGGTCATTTCAACTCCAAATTTCAGCTTCATGTTTCGTAATATGA
GGTTAAGGGAGTCACCTGAGTTGAGGCTTACAGATCCGCTTAGTTCTGCCAAGATCATCC
CTTAAAAAAGAAGTCCTTTCAAATGCTAGAGGCTGCACACATGCCTCAATAATTGGAGAT
TCTGTTTCAATTTCAATTAATTTAATCTGAAAAACCTGGTGCGATGTTTAATCTTAATTG
TCAGCCCTATTGGCTCTGGAATCAAGCAAAAGACACACTTGGATCTGTAAATGTGTTTCC
ATAAAGTTGACTGAGCAGACAAAATCCTCCCCCAGAGTGGACAGGACCTCCTTGTGGCAG
TCCTGATATGAGGAGAGGCCCATGAGAGAAGCTGTTGCTTTTGCCTGCTTGTTTTGACGT
CTTACTTGCGAGTGCATCTACTGTGTTGCTGCTGCTGCCACCGTTTGCTGACCACAGAAC
TGTAGAACCCAGTTTCTTTGGGCTGTGAACTTGACCAGTGACTTAAGACTCTCCAGAAAT
CCTCCCAGCCTTCAGCATTAGATAGGGATGGATGAGGCAATCAGCTTCATGAATAGAGCA
GCTACCATGATCCCAGCCATTGCTGAAGACAGCCATTGTTGGATTACCCAGACTGCACTG
TGTAAGGCAATCTAAAAAATTCCCATTGAGTAGATACTCACTCTGTCAGCTGTGGTCCCT
TAGAGAACCTTGACTAATGTCCATGGCACTGCTTAAGAGAAGCACATCCACCAAAAGAGG
CTTCAGTCCAAGGCATGATCAGAATTCTCTCCAAGGTTTCCTGACAGAAACACATAGTAA
ACATATAGGAGAAAAATCAGTCAAGCACATTTTTATGGCTGTTATTTCTAGGAATGTGCC
TGTGCAAATGTACATACTAGATGCAAGCAAGCTTCCTAAAGATTCTTTTAAAGGGCAATA
TGGTAGCCAGATGTGATGACTTTGGCCTAGAGTCTCAGTATCAGGAAAACCAAGGCAGGA
AGATTACAAGTTTGAGGCCAGCCTGGTTTAGATAGTACGGCTCTGTCTCAGCAAATCAAA
CCAACGCCAAACAACCAACCAAATAAATAAAAAGCGATAAGGTTAACGGTTATATAAAGA
GCTCACAAGTATACAGTAAGTCTTGAATAAACCAGACAACTGTCGTGATGCTGTGTGAAT
GCATATTAACTCAGCTCTTGGGATAAGGTTTCCAGTGACAGCGTGCCATATCCCAAACAA
TTGAGATGGAAATGGAGATAATGTGTCCCGGAAAAATGGAACCGAATGACTCAAAAATTG
GCCCTAGAGATAATTCTCAGAGTTTATGAATAAAATTATGTAATGATATGTAAGACTGGA
AAAGTAATATCTCTACTTTAATGTATTATTTAGAGTATGTGATTTTAAATATGCATGTGC
AACTGAATTGATAAAATGAATTTTCCAAGTCATATTTATTTTATCTACACCCCTAGGAGT
TTATAAATCAGCTAGATAAAAGTTTTATTGAGGGATCTTCTCATTGGGTATGATGGTTTT
CCCCATATGGGCAGATTTATGAGCTCCTTAACACATGATGTTGTGTGAAAATAAAACAGG
CAGTTTACACTATGCTTTGTACTCTGTATACAACACAGCAGATCCTCAACTAACGCTAGA
TCCATTTATACGTGGGGAATTGGACAGTCGCTGGGGAAAAGTGGCTGAAAGCCACTTAGG
TCCAAGGGGTAGAGGCAGTGTGAAGGTTCCAAGGGAGAGGGACGGGAACGAAATGGGCTG
AGGCATAGCTTAGTTGGTGACCTGCTTGCTTTATATGTACAAACCCTTGGTCAGTTTCTC
AGCACCACATAAACTGTGCATGGCAAGGTATGCCTATAGCCTCAGATTTCAAAAAGCAGG
GACAGGAATATAGCATCATCCTCAGCAACATAGACATTTGGATGTCAGCCTGGACCACGT
GATACTTTGTTTCAAAAAGAAAGAAAAATAAAACCAAGATATATTATTTCTCCAGAGCGG
CGTAACTAAGGAGTAGATGCTGGGACTCTGCCCAAGGCTGAGCCTTCCAATGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGGTGTGTGTGTGTGGGGGG
GGGGGGTAGAATGGTGGCCCTCGACCAGCCAGTCACAGGGCTAGGGTCGCTCATTGAGGC
AGACACCAGAAGTTTGACTGTGAATACCCGAGGCATGCATCAGGCTGTGAGAAGCCACAG
GACCCGCTCCTGGGGTAGGGAGGCGCAGTCTGAGGTCCTCGGGAACTGCCAGGAGCAGGT
TAGTGGGTGCCCGAGCTGTATGGAGGCCAGGGACGGCAGGCTCTAGCTCTTGGGCACCAC
AGATGCAGCTTGATACTGTGAAAGAGCTGAGAATGGAGTAGGGGCCCGAGGGGCTGGCTC
TGACTTGGGGCCAAAGGGAAAAGAGGGGAAGGCGAGTGCTCCAGCTTGATCTTGGAGGGA
TGAAAGGCCTTGGCTTGCTCAGGTGGGCATCTTGGCTAGGTAGAGACTGTAGCTGAGAAT
GCAGAGATGCCTTATGCAGAGATTAGACACGTGGCTCGTTAGAGGAAGACCTGCTCCATT
GCTCCCGCACAGCGGATCCCGATGAGAAGAAACAGTCTGTGGTTTTAAGGCATTTATTGT
CATGGTGGAGAGTTGTGTTGGGTGAAATCTTACCCCACTTTCTCAGGATGGGCCAGAGGT
TAAATACCTTTTACAGGGAGGAGTGTCTGGAAGGGGAGCTGAGATGATAGTAGAGGCAGA
GAAAGGCAGAAAGAGGGAGAGAGTAGAGAAGTAGAGGCTGGCTCCATCTCACGTGGAGAG
AGGGTAGAAGGGAATGTGGAGAGAGGGGGAGCAATAGGGCAAGGGAGAGAGACAAGAGTA
AGAGATTAAGAGAGGGAAGAGGGGGCAAACAGCCCCTTTTATAGTGGGCCAGGCCTACCT
GGCTGTTGCCAGGTAACTGGGGGGGGGGGGGAGTCCAGACAGAATACAAGGGGCTTGGGG
CATTGCCCAACGTAACTGATGGCCACAGAATTATGGAGAGCTAAGGCCTAGTGTCAGGAG
TCTGGTGTCTGGGGGCATGGCAAACACCTTCCATGAACGCCTGCTGGATCTCTGGGGTTT
AATCCTAGCTCAACCAGAAAACAGGCTGCCTTTCATGGTCCTGAGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTATCAAGTCCTTTATCCCAGAGGCTTCTGCTCA
CTCCTTCATAACTGGAACCTGACTATATGGAGGTAATACATCAAGCTGAAGTTGTCAGGT
GGCAACATATGGATCTTTGTGATACAGTCTAGAAAACTGGCCTGGGTGGGATGGAGGGAG
GGAGGGAGTCAAAGTCAAAAAGCCAGATAGAGGCAGAGAGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAGAGAGAGAAGGAAAGGTAGAAAGATAAGCCCCATCTCCTTGTTAACCTATC
TATTTCAACAGAAAAAGAAAACAGCAAGAATATAATATCATCTTGGGCAGACACCAAGAG
CTGTGTTTTCAGATTACTGTTGTTCTTAGCACTGTGAAAATGCCTGCACCCCAGGGCCTA
AGGCATGAGTCCGGTTGTTCATGTGCACAGCTCAACAGAGACTGTGTGGAACAGAGCTGG
GTTGAACTGAGCTACTCTCAGAAGGTCCCCCCAGCCATGCAGACGTGAACTGACTCCTCC
AGGAGAGTGGGCTGACTTCTCCCACCCTGCTTCCCAGCTTCTTGCTTAACTGGACCTTCT
GTGTGGCCAGTGGTTTCTGTCTCTGTTCCAAGGAGGGCAGGGTTGATCTGAGCCTGTTGT
GTGTATGATGCCCAGCCTGGGCAGTAACATAACTGAGCCCAGGCATTCCTCCTGGATCCG
GAGTGGAGTCATCCCTCCTTTGTGAAAAATCCTTCTCTTGAGAAAAACTAATCTGCAGTC
TGACAGTTTTGAGAGCCACCCAGTGCATTGGCAGGCATTGGCAGGCATTGGCAGGCGTTG
GCAGGCATTGGCTCATCTACACATCTGTACCTGCTCTCTGGAAGTTTTACAGACTGACAA
CAGTTGCCTCCCTCTTCCACCTCTATGCCTGATACCCTTCTCTTCTTGCTATCAGATGCA
TATTCTAGTTACTATGCAGAGCAAACACATTCTTCTCAATGGCTTTAATGTCTTGAAGAC
AGCCCTTGCTTCTCTCTCTAGCTTAGGGTACCTTAGTGTCTGAGAAATGGTATCAAACAC
ATTTGCCTAGTAGACTTTGTCTTTGTTCAAGTAATTTAATTACTTATAGCTCATTGAATT
GAGGCCATGTACAGTGTGTGTGTGTGTGTGTGTATGTATTAATGCTTGTATACATGTGAA
TGTATGTGGGTGTGTGTAGATGTGCCTTTAACCAACACTTCTTGGTTCTCCAAAAGTACT
CCCCAGTGGCTAGAAAGTCGGGGTTGATGTTTAGTTATGATAAGACATTTCACCCTGATA
AACTGCTTTGCCTCTAGCTCTCTAACAATTTTGCATAGAAGACCTTAGAGGACTTACGTG
ACTCAACAAAAACATCAAATGTTGATAAGGCTTTCTCTGGAGCTTCATGCTGGACTTGGG
ACCACCTGAGTCTTTGGGAAGCCCTCCTAATAGCAGATCAAATAGTCCTGGTGCCATTCT
AGCTCTGTGGATAAGTGCTACCTCTAATGTCCTGCTTAGGAGGCTATCTCTAGCCTCTTT
TTATCTAATGACTCTGAGTTGCTATGGCAACTATGAGAACAAGTATTAGTTTGCTCAGGC
TGCTATAGCAAAGCACCACAGACTGGGAGGCTTAGAAAGCAGAAATTTCCTTTCTCACTG
TGCCAGATATCAGAATTCCAAGGTCAAGGGATCAGCAGGGTTGGTTCCTTCTGAGATTTC
CTTCTGTGGCTGGCAGGTGGTTGTAGGGTCATTGTCTTCCTGTTTGTCTGCCTCAAATTC
CTCTTTTTATAGACTTCAGTCCTATTGTATTAGAGCCCCTCCAGTGACATTTTTTTTCTT
AATTACCTCTTCAGAGGCTCCATCTCCCAAGACAAGCATACGCTAAAGTACCAAGATTAG
GACTTTAACATGTCAGTCTCCAGGGTCTAGAATTTTACCCAGGGCATGAAGCTGATGTTT
TGTGTTGTTTCTCTTTTGTTGAAAATAAAATTTGTCCTCACATGTTATAAACTGATTATG
TCTTCCCCTCCCTCAAGCCTTTCCTGTTCCCTCCCACCTCCTCTCTCATATGAACCCTAC
TCCCTTTCTCTCTTTCCTTAGAAAACAAATGGGCTTCTGAGGGATAATAATAAAATAAAA
TATTATAAGATAAATAAAAAACTAATACATCAGAACATATATATGTGTGTGTATATGTAT
GTATATATATATATCCCTAGTTTTGCTTTATCTTACCTTATATTTTATAATAAATATAAC
TATATTATATATTATAATATATCATCTTATATTATATATATCAGATATTATATATTATAT
GTTATACACACACACATATATACAAACACACACACACACACACACACACACACACACACA
CACATATATATATATATATATCCAAAGAGAAGGCACAAGAATTAGAGACTCACACACAGA
ATCTCACAAAAACACAAGACTAGAAGCCATGATACACACAGAGGACCTGATGCAGACCCA
TGCAGGCCCTGTGCATGCTACCTCAGTCTCTGAGTTCATGTGAGCCCTGCTCATACTGAT
TTACAGGATCTGGTTCCCCTGGATCTCCTCCTGGCTTCTACACTCTTTTCCTGAGCCCCA
AGGACGGGATTTGATGGAGACATCCCATTGAGGGCTGAGTGTTCCAAGGACTCACTCTGT
ATAATGTCTGTCTGTGGGTCTCTGTGTTTTTTTTTTCCCGTCTACTGCAGGAGGAAGCCT
CTCTTATGATAACTGTGTTCTTATTTGCTTATTTGTTTATTTATTTATTTAATGCCAGAA
TTCTGAGACCACAAGTTTCTCCTGGATATACATCCTGTGCATTATAGGTATGGACTCACT
TTTTTTCATATATACATCCCTTGGGGTAGACATTATCATCATTTTGCTTATGAGGAGACT
GAAGTAGCTGAAAGACCACCTGAGCACACCTCAGAGCGGCTCCTTTCTGATGAATCCAGG
GACCTGTCTCCATGCCTTTTTTCTGTGTAGACCTGCAGCTGGGACTCAGCCAACTGTCCT
TTACCACTGCTCCTGCCTCTGGACATTTCAGGAGGCGACATGAGCTCATGAATCCTGTGT
GCTCAAGTCCAGGCTCTAACTGTGTAGCATTTGTGGAAAAGCTCATGACTGGATGGGTGT
TAGGTTGCCGGGGACTCCCATCTGACAGCACGGGTGCCGGGAGGCGGGGGGATGCCTTTG
TGCAGAATCTGCACTCAGAAGATCCCTGTTTACCCAACAAAATTGTGCTTCTGCAAAAAT
TGTGTCTATCTAGAGGTGGATAGAGACAGAGACTCCATCTTCTCTTCCTTGGGTTGATAG
GCAATGATTCAAGGTAGATGTTCATGTTCACAAATACTAAAGGGAATGCTGTATTATGGA
AGGAAGAATGTAGGCTTTGGAATCATATGCATTAACATTTGCTCACAAGTGAGACTCTGC
CGGGTGATTTTCCTTTGTTAACTGTTACATGGGATATGAGTGCACGAAGGTGTGCCTACT
GATGTGGGTGGAGGCCAGAGATCGAAATCTAGCGTCTTCAGTAACCACTGCCTACCTTAT
TCTTCAAGACAAGGTCTCTCACAGAATCAGAGCTCATAGCTCTGGCTGGACTGGCTGGCC
AGGGAGCACCTGGGCTCTGTTTGTCATCTGCCCCACCCATCTCTGCCCCACCCCTCTCTT
GCTGTTGGGGTTATATACATGGGGCAACATGCCTGGATTTTTATGTGTATTCTAGGTTCA
TTTATGTTTCTGCAATTAAAAATACCCTAACAGAAAGCAAACTAGGGAAGGAAAGGTTCG
TTTGGTTTACAGTTCCACATTACAGTTCATTTTTGTGGGAAAGACAAAGCAAGAGCCTTA
AGTATCACATCCATAATCAAGGGCAGAAAGATAATGTATGTATGCATCCTTGCTTGCTCT
CAGCTGGCTTTCCCTTCCCTTGTACTCTTCAAGACAATGCTCTACAGACATGCCCACCCA
CTAGCCTGATCTAGATAATTCCTCATAAAGACTCTCTTCCCAGTGATTTTGGGTTGTGTC
GAGTTGACAGATAAAGGAAACCAGCACAATATGGGAGTTGGCTATCGAAACTCAGATTCT
TACACTTGCAAGGCAAGCAGTTCACCCACTTAGCCATCTCCCTAGCCCCTTGATTAATCT
TTAGGACATAATTGCTCCATCTGAAAAAAAAATAGGATATGCTGTCTCTTTACAGGGTCA
TTACGATATTGCACATTATATAAATTGCATTAGTATATAGTTTTGTTTTATTTTATAGTA
AAACCAGGCTAGGCTACACTGTAATAGCAAGTAATTCTTGATCTTGGTTATATGATATAA
TTATTTACATCTTGTGTCATAAGTCTGCCCGTGGCTTCTCACTCTGATAGAAAAGCATTG
TCTAAAGCACAGCTAAATACCTGACAAAGGGCAACTTAATAAAGGGGGGGTTTATCTTGG
CTCGCAGTTCTTAGGGATACAGTCCATCATGGTGGGGAAGGTATGGTGGCAAGTGTGGCA
GATAGCTGGTCATGTTGAGTTCACAGTCAAGAAGCAGAGAAGGAGGAATGTTGGCATCTC
TCTCCTGTCTACTTTTCACTCAACCTATAGAATAATACCATCACCCATATTTAGGGTGGG
TCTGCCTTCTTCAGTTAAGCCTTTCTAGACAAACACACACTCACACCCTCACACACTCAC
ACAGTCACATACATATGCTTAGAGATATGTTTCCATGGTGATTCTCAACCCATTCAAGTT
GAAAATGAAGGTTAGCCATTAGATCTATCATGTAGTTATATTCCTCTTTGAGTGAATTTT
GTACTGCTTTCTCTAGTACCTACATTACTCTCCCATTTACTGGCATTATCTTATCCCTTT
GAGGTTTATCTCCTTGCCTGCACCATCCAGGAAGAGCTGGGGAATACTTGTGGCTCTGTT
TCACATTATTTGTGCAAAGGACAGAGTCTCTCTTGTGTCATTAATCATGGCTTAATCTGG
CATTTATTACTCCCTCCTCCTTGTTTTACTTTGTAATTTTCTCCAGAGGTCATGGCTAGA
GGCATGGGTTATACTTTAAATCCTTAAAAAGAACATGAAAATGCAGAAGTTATCCTTTAT
ATGCCTTTATTGGACTTTTGTCATTTTTTATTACCACTAATATACTACTTACACCTACAG
ACTATCTATCACTGAACTTCTCCAAGATCCTTAGCAATGCCAAGTAAGGAATGTCTGTGA
GATCTAATATAGAGATTCAGCCCCATAGAGAATTACAAGAATAAAATTAATTTGAGGAAT
TCTTTTAATTTCAGTTAGCATCTGACTTGTAGGTGTGCGAGATGTTTCTGATTTTATGCT
ACTGTGGGAAAGGGACACTTGGGGAAGTTTAGAGTCTAATTTTTAGACACTCATCCACCC
CTCTCCACCCTCTATGAAACACTGAATTTGAACAAATATCTTACCCTTGGAATTTGTATT
TATGTCCCCCTGGTGTTGATCCTTTAACTCTCGAAATGGGGACCTCTTCCACCCTGTCTT
GACCCTCAAGTGTGAAAGGCTTCTGCTCTCCTCTGTTTGTGGCACCAGATAAAGACACTT
TGAGATATACAGTTTTGTATATAGAGATAACAGCAGTAATTTCCTTCCTTAGTGTCCTAG
TTAGGATTTCTATTGCTGCAACAATACACCATGACAAAAAAAAAAAAAAAAGCAATTTAA
GGAGGAATGAATTTATTCAGCTTATATTTCCAGGTCATAGTTCATCATTGGAGAAAGTTA
GGACTCTAACAGAGTTGGAAACAGGGGGCAGGAGTTGATGCAGAGACCATGGAGTGTCCT
GCTTACTGGCTTGCTTCCCATGATGTGTAGTACGCTCTGTCTGCTTTCTTATAGAACCCA
GGACCACCAGTTCAAGGATGGCACCACCCACAATGGGCTGGGCCTTCCCCCATTGGTCAG
TAGTTGATAAAATGCCTTACAGCTAGATTTCATGGAGGTGTTATCAATAGAGGCTCCTTC
CTCTTATGACTCAGCTGTGTCAACACACAAAAAACCATCCAGTATGCCTAATTTGATAGC
CACTGATGCAAGCTGACTATCCTTAGTTCTCAATGTTTTGTGAGCAAATAACAACAGTCT
AGGTCACCTACTTCCTGTGTGCTTACCATTCTAAGCAAGGCAGCCCCATGTGATCAATGC
TTAGGGAAACAAAAGGCACCCTAAGGATGAAATGTTCTATCACTACCAAATCCCTGTAAC
TTCTGCTACCTTACTCCCCCTGTCATTGCCAAATACCTGACAGAATCAACATAAAGGCAG
AAGTATTTTGTTTGGTCACAGGAGTTAGACTCCATTAAGGAAAGCATAGCATCAGGCTTA
GAACACCATTGTGATACTATTCTATATGTTTGGCCCAGGGAGTGGCACTAGTAGGAGGTA
TGGCCTTGTTGGATCAAGTATGTCACTGTGGGTATGGGCTTCAATACCCTTGTCCTAGCT
TTCTGGAAGCCAGTGTTCTCATAGCTACCTCCAAATGAAGATGTTGAACTCTCAGCTCTT
CCAGCCCCATCTGCCTAGAGGCTGCCATGCTCCTGCCTTGATGATAATGGATTGAACCTC
TGAACCTGTAAGCCAGCCCCAATTAAATGTTGTCCTTATAAGAGTTGCCTTAGTCATGGT
GTCTGTCCACAACAGTAAAACCCTAAGAAAACTGTGATATGAGTGTATGGTAATGTCTTG
TTCTATGACACCCAACAGGAAGCAGAAAGCTTAGGTAGGAAGGGAAGTCAGTTGACCTAT
AACCTTAAAACATTGGTCCTAGCATCCTACTTCTGCAATTCAAACTCCATGTCCAAAGGT
TTACACAATCCCCCAGGGACAGTAACACCAGATGAGGCCATGGGTTCAAACACGTGAGCC
CATGCAGGACACTTTACATCTAAACCATCATACCTTTCAAAGGTGGTATTTATATGGAAA
CTTCTATTTTTCTTAGGGTTTCTATTGCTATGAAGAGACACAGTAACCACAACAATTCTT
TTAAAGGAAAACATTGAATTGGGGCTGGCTTATACATTCAAAGTTTTAGTCCATTATCAT
CATGGCAGAAAGCATGACAACATGCAGGCAGATATGGTGCTAGAGAAAGAGCCTAGAGAT
CTCTGGATTGACAGGCAGCAGGAAGAGAGAGTAATATTGGGCCTGGCTTGAGCTTCTGAA
TCCTTAAAGACCACCCCTGTGACAGACTTCCTCCAGGAAGGCCACACCTCCTGATAGTGA
GACTCCCTCTGAGCCTGTGGAGGTCATTTTCCTTCACACCATCACAGGAACTGCGCTGCT
GGGTGGGAGTTCTGAGAAGGAAAAGTACAATATCTTGTTCATGGAATGATTGTTCCACTT
ACCTTTGTAGCATAGCTTAAGGCAAGCCTGCCTCCCTAGGGTTGGTCCCTTGACTAGGAC
ATTGACTTGGCTCAGTTGGAATATTAGACCTCTACTATTGCCAGAGATTCTAGTCTCTTG
AGCAAAAGTTTTACAGTAATAGACCTTTATTGTTACTCTAACAGTGTCTCATTCAGTTCT
CATTTAGGTCTTTTTTGTTTTGTTTTTAAGGGACTTAAAATCCTCTCTCATAAGTGGTGG
AAGGAGATTACAATCACTATGGAATTCTGTATTGGCTAATAAAATTACTTAATGTCAATT
AGCAATTTTGAAGACACCAATCTAAACCTCCCAGTGTATTCAAACCATGTACAGATTTCC
AAAAAGTGAAGATTTGGGGTTGTTTTGTTTTGTTCATTTTTGTTGTTATTTTGCTACCAG
GGTCTCATTCTGACCTTCCATCAGCTCCCTAGTTCTTTGGAATCCATTGAGAGAGTTCAG
ACATGACACACAGAGACAAAGCCATGGGATTTATCCCACGGTAATGTGGGGACACTCTCA
AGAGTGAGAATGGACAATGACCAAAGGACCAGTGCAGAGAACACTCTCAGGGAAGGAGAG
TGGACAGTAACCAGGGAGGCTGTTATGTAGAGTACATGCTTTGGGGGTGCAAGTGCACAA
GGGACAACCCAACCATCGTGTAAGCACATTATCAAGGGAGAGGAATGACAATAGCTACAC
AGACCGTTATAGAGCATAAACTCTTGAGGAATGAGAATGGATGCTAGCCAAAGGTACCTT
GTATAAAGCACATTATCAAGGGAGGGGAGTGGGTAGTAGTCAAGAGGGTTCATTTCTCAA
CCTGTATTTTAGCTAAGTTTTAAAATACATTGTATTGTGTGTATTCGTACAATTATGTGT
TGAGGCCAGAAGTAAACCTTTGGTATTTCCATATGTACCCATTATTTTGTTGTTTGTTTG
TTTGTTTGTTTTTGTTTTGTTTGGGGGTTGGTTTTTGTTTTGGTTTGGTTTTGTTTTTCA
AGACAGGGTTTCTCTATGTAACCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGG
CCTCGAACTCAGAAATCCGCCTGCCTCTGCCTCCCGAGTGCTGGAATTAAAGGCGTGTGC
CACCACGCCCAGCCTGTACCCCTTGTTTTTTGAGACTGATTCTCACTGGCCTGGAACTCA
CTGATTAAGTTAGGCTGCCAAGCTAGTGAGTCCTGCCTACTGTCTCTGTTGTCCCAGAGC
TGGGATTATAACTGTAAACCACCACACATAACTCCTTTGCTGAGTTACATTCCCCCATTC
CTACACTATTTCTTAAACTCCCTAGTTCCGATTCCTTAGGACTGTTTTCATGTCTAGGTG
ATGGACATGATCATTTTGATTAACTCTTGAGAGAGGGGTAATGGTATGTTTTTATTCTCT
CCCAGAAAGCCTCTGGCTAGATGGTAATCTTATGATCTTTTGGGCTAGTCACAATGTTCT
GTCTCTATCTGGGGCCAGAAATACAGGTCAGAACACATTCTTTTGCACAATAATCAGTCC
TTCTGTTTCAGTCCCTGGTTTTACAGGCTACTGATTGTGAGAAAGGAGCCCAGCCTCTGT
GACTTTCCAGCCTATGTATATTTGTCTAGCAGGTCAAGGCAGAGTCTCCCTGTGGTGTCC
AGGCTGGGCTTGAATTAGTGGGTTGGAGTAAAGCTCTCACCTCATCATCTCAGGTAACTG
AGGCTAAGATGTGCGCCACCATGTGTGGGCTAGAAGTCTTTGATTCTATACCAAGATTTA
AAAAGAAACTTCTGATAAAATCTGTCTCATACCAAGGGAAAAATCCTAATTGTTGCATAA
TTAGCTTTTTCAGGATCTAAGGTTGTCAGAGGCTGGGGGGCTGGGGGGGTGAGGTTGACT
TCTAGGAGAAGGAAGATTCTAGGAGCTACTTCAAACAGTCCTGTAACTGCTGGCAGGAGA
GAAGATATTCTAAAGAGAGACAGTTGTCCCCCCTGTCAACTATCTGACTTTTCACACTAG
AGTTTAACAGGCTTGCAGGTCTTAAAAACAAAACAAAACCAACAAACAAAACAAAAACGA
AGAGAAGATTCAACTCTACCTGGGGCTGCAGAGGTCTGATTCATCAGCGGGGATCTTACA
CCCAACAATTCCAATGTTTTTCAATAGGACATAAACAAAACAGAACAAAGACCCAGTCCA
TTCACCCCTAGGGAAGGACAACCTGTGTCACAGGTAAATCTGTGTACGTTATAGCTTTAT
TTGTCTCAAGGCTTTCTACAGACTCTAAAGCGGCCATTGCTACCATAGGGAAGGAATTAG
AATTTTTTCTCCCCATTCAGCAAAACTACATATGACTCTATTTCCCTTTACCAAATTCTA
TTTCTAGAGAACACAGAGAAACTAAGGCAGTGAGTGTTTAGACCTAACTGCCAGGTTCCA
GCCATGTTACTACTGTGCTTTGTTTTGTTTTGTTTTGTTTTGTTTTGTTTTGTTTTGTTT
TGTTTTGTTTTGTTTTGTTTTGTTTTGTTTGTTTTCACAGGAAGAGCTTGGGTCAAAGCT
GGTTTTTGCTTGGCCTTCACTATGTTCCCTTTCTGTGGCGAATGGGGGACCGAGTGTCTA
TTTTATAAATATGGGGATGTGAAATGAAATGTCACATGAGCTGCGATGCTTTATTATGTT
GTTTTATGGGTCATTTTTAATATGGGTTATTTTATGGAGCTGTGTTACCATGTAGCTCGA
AAGCACTGAATTTTGGTGGGAGATGCTCCGCTCTCATTACAGCTACCAAGAGGCATGGGA
GCTGAATTAATAGACATGGAACAGAGACAACTGCTGTCTTTGCAAAATGCGGGGGGCCAT
TAAGAGGATCAATCAGTAGGGGGTGGTGTAATCCACCAACATAGGCATTTTCCACACAGT
TCTGTTGCTGCATCTCAATGCAAAATGGTCCAGGATTTTTTTTTCAAGTGCATTAAAGAG
GAGAGAATCCCAGCAGGGGCTTAATAAAGGATTTTTTTTTCCTTTCGTGCTCCCCCCACC
CCCACCCCTTGACTTTTTATTCTTGCAACAAGCTTCATAGTTTGGAAATCATTTTTGAAG
TCAGTGTTGTGAATATTAAGTAGGGAAGGAAAAGAGGCCAAGCTGTTACCTTGTAATAAA
AATCAGACACAAGCCCTTTCCCACTGCCTGCATAGAAGGCGCAATAGTTTTGGGAACTGG
CCTTTCGTTCTCATTCAACAAGCAATATTTAGTAGTGACAGTTAAACCTTGAGCAGGTCT
TAGTGAGATTATAACCTCTATGCCTTTGTGAAGGACTCCTGTCCTCTAAGGTATAAACTT
GAACCTTCTACAGGAGACCAAAGATGTCTTGTTGCCATTGAATTAAACTAAACATGCTAG
TGTTGCCCATAACAACAGTTGCTAGGCGACCTTTGCCTGCATGTGGAGGGGCGGGAAACA
TTGTGGCTCATGGCTCTATTTATCATCATATTTCAGCAGTCTTGCTAAGGGAAGGACCTG
ACACACACATGACAGAAATGTCACATGCACACTAGAAGAGGGACATGGGCTGAGAAATCT
TCAATAGTTGTTATACCTTTGCCTGTGATTTCTTGACTGACTCTCACTGTAGACATAGAG
CTGTATGCCTGTACTAGATTTAGAATGTGTCCAGCCCACCTCTTCCAGGGAAGACCAGGA
GGGAAGGGAGGAGCACAGGGGAGAAATAATGAAAATGTCATTCCTGTGTCAGCAGTGGGT
CTGAGGCTCCAGCAACAACTGACATCACTCCACACACAAACAACACTCACCCCCAATAGA
CACTAGTTTGGAATATCAGTTAGTCAGGTGTGGTGGTGCCTGTGGCATAATCTCAGCACT
CAGAGGACTGAGGCAGAAGAATTGCTATGAGTTGTGAGCCATCCTGGCATACATAAAAGG
GCCCTGTTTCAGGCCATCTTCTGATATAATCAAGATTAAAGGTCATAGTACAGTTCCATT
TCTGAGGTATGTACCACTATAGATTGTTTACTGTTTGGGGTATATATGGGATTATGTGGA
GGGCAGTTTACATGTGTATGACAGGGCATGCATGAGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGGCCAGAGGACAACCTCTAGAGTCATTC
CTTAAAAAACAACCTTGTTCTTTGAAGTATTGTCTTTCATTGGCCTGATTCCCACCTGGT
AGGCTAGGCTTGGCTGACCAACAAGCCCCAGGGCTCCCCTGTCTCCTTTCCCAGCACTGG
AGTTATTAATGTGTGCTACTTCGCCTAGATTTTAGGGCAATTAACTTTTTAAAAGATGTA
CCATCTCATCAAAGTGTCCCCACTGTTCATTAAGCCAATTGGCTGAACATCATTGGAACT
TAAACAGGTGTTTCCAAAAGTCAAACCACCATTTGAGAAGAGCACCTGCTCACTGGCTCC
CCACCCCCTTCCTCTTGCTCTCTCTTACACTGGGCCAGAACATGAAGTCTCAGCAGCTAG
GCTGAGATCCACAGTTTAAGAATTTAGATTGTAGCTGGATTGAAACCCACCTTGATTCCA
CCACCCTCTTTTTGCCAGGCCTAAAGGAACAGTCTTCAAAAAGTTTTTTTTAAATACAAT
TATATAAAGCCACATTTAAGTAGAACAAATTAAGATGTTCATGCGTGTATTAATCCATGC
AGTCACACAATGTAAGCAGCATCTCTGTTTGAGACCTTCTGACTTTTGAAGGATACTGCT
CATCACCACAAAAGAACCGAGAAGGAAGAATATCTAGGATATTCTGTATGAAAGTGCCAG
GTGATTAAAATGCCAGTAGCTGTGGAGTGAAATGTCAGACCCACCTTCTGTATTCTGCAT
TCTCAATATTAGAATCACACAGAGATGATACTTTTACAGGTTGCAAGGAAGGAAGAATAG
AAATCAATTTGTGGAGGGAAGAGAGCATCTTCCTATAAAAACAAAAGGGAGAGAGGAAAC
AGCCATGTAAAGGGGTCTTTAGAGAAATTATGGGGCCAGATACGAAATTATTTTCCAAAG
GAAGAAATAAAAGGACTGATGATCCAATTAGTTGTCAGAACAGCGCAGTGGTAAGTCCCT
GACTCTGGGATCATGTCTGAGCTCACCTGGAGTTGCTCCTGCTTACTGCTGAGCCACATC
AGGACAGATATTTCATCTAGAAAAGCCTCTGCTTGTCCTGTAAATGTGGGGCATAATTAT
TTTTAGTTCCCTGGCAGAGTGAGTGTGAGAATCAGCTGACTGAGAGAATAAAGGGCTTTG
CAGTGTGTTTGGCACAAGGGAGCTGGCAGCAGACGCTGGTGTGGTATAGCTGGTATCTCA
TTGCTACTGTTAAATGGCAGGGAAAGTTCTTGGGCACAACTCCAAGAGGGAGCAATGGAG
TGGACTTGACCAGGAGAGCAGCCATTGCTGCTTAGCCAATTGTAGGTGGGGGACATTGTA
TACAGAGGTGGGATTAAGGGCAGACCTATTTCCAGGACACTGGGATGTCGTGGATGGAAT
TGGACACAATGGCTACTACATGCCAGTTAGAAACCAGGGCTATATTACTTTGCCACTAGA
GAATGTCAGAGGATGACCTCGGCCAACAGCAGCAGCAGCAGCAGGCTCAGTACTCAACGT
TTCAGCTGACCCAGAATAAACTATGGAATCCCAGAAGGGACATAAAGTGGTCAACATAAT
GAACAGCACTTGACTCCCACTTGGGTGTTCCTCGAATTATCCCATTAGGTTGTGGCAAGA
GCCAAAGAGCACAGACAGGCCATAAGCCTGGAATCCTTTCTCTTCCTCCCCCTCCTCCTC
CTCTTTCTCCTCTTCCTCCCCCTCTTCTTCCCTTTCTTCCTTCCTCCCTTTCTCCCTTTC
TTCCTTCCTTTCTTCCTTCCTTCCTTCCTTCCTTCCTTTCTTTCTTTCTTTCTTTCTTTC
TTTCTTTCTTTCTTTCTTTCTTGTCTTTTTCTTTCTCTTCTCTTTCTGTACTTAACAAAG
AGGAAAGCTACTGCTCAAAGCATATGACTGATACCAGGTGAAGTGGGTCAATGCAAGAAA
TATAGGAAACATGACCTAGTATGTGACTTCTGACGCCCAAATGCCACATTCCTGAACTGT
GACTTGCTGTACTGACTCAGGTTCTACCCCAGGTCACTCGCTCTGCAGTGAGCTTCGGAG
CAACTGTGAGACAGCGTCCCTTGGATGCCCAGGAGCTCACTCACCTGAACAGTACCTGGG
TGTTTTCCAAGTTCCTCACAGCCCACTAATTCTAAATTGATCTTTCGGAACAGTTTTCGA
CCCAGTGAAATAGGAACTAGGAAACTGCTCACCTCCCCGTTCCAAAAGAGGCAGTTTTGA
GACACATTCTACAAGGTTCCTTAGGGATCCCCAGTGATTCCGATCCCCATGTCCTGTCTC
AGTGTGAAGCCTGGTAACTATGTGGTGGTTTCTCTTCTTTCCTGCCCTCCTCCAACCTCC
CGTCATCAAGTCCTGAGATTTCCTCATAGATTGAATAGTCATACTCTGCTCTGAAGGGGT
CCCAAACTAAGACAGTTTTTTAAATCTTCAGCAAAGATAGTCTTATCTGTTCTTTGCCCA
GAAGTGGGCTAAGACCCAAAGCCCAAGTTCACAAATGAGGGAGGTGAGTTTTCCTCAAAA
CATCCATTGTCCTTATGTTGAAGTCTTTTCTATTCTGATGTTTGCCTGATGAATCGATTG
TCCATTTATTTCTTGGCTGACCATCTTCTGAACCTCTTGCTGACTTAGGAGAATCTTCCA
TGCATTGAGAATGGCAGGCTCCTGTTGCCCAGGCTGGACTGAACACGTTTGTGACTGGGA
CTCTGCCAATGGATGTCCCTGCCTGGACATCAGCATTGCCACAAACACATACCATGAAAT
AGTTAGAGAGAAAAGGGGGCCATCCAACGTTTAATGAGAGTGTTAAGTGTTCAATGTTGT
GGGCCAGCATCCCATTGCAACCTGAACCTCACTCATCCCATGACTCATACTCTAATGTCC
TTCTCATTTCACTAATCCTCACAGAACTTTCCAGCAACATTTCTTTTTCTTGAATCATCC
AGAATCACTTTCTTCTATCACAACCAAAAGCCTTTATCCATGATGCTAAAAGACCAAGCC
AACAGTTCATGACATAGGTACCACACTTGGGAAAAGATGTCCCTCTTAAGGATCTAGGGT
GAGGCTGGAATGGTTTTGTTCTTTTACTTTATTGATTCAAGATTGAAGGCTTAGACACTG
TATTAGTCAGGGTTCTCTAGAGTCACAGAACTTATGGATATCTCTATATAGTAAAGGAAT
TTATTGATGACTTACAGTCTGCAGTCCAATTCGTAACAATGGTTCAGTAGTAGCTGTGAA
TGGAAGTCCAAGGATCTAGCAGTTACTCAATCCTACATGGCAAGCAAGTGAAGGAGGGAG
AGCGAGACTCCCTTCTTCCAATGTCCTTTATAGTCTCCAGCAGAAGGTGTAGCCCAGAAT
TAAAGGTGTGTTCCACCACACCTTTAATCCTAGATGACCTTGAATTTGGAGATCTCCCTG
TCTTAATCTTCTGAAATCCATAGCCACTATGCCTCAAGATCTCCATACCAAGATCCAGAT
CAGAAACTTCTATCTCCCAGCCTCCAGATTAGGGTCACTGGTGAGCCTTCCAATTATGGA
TTGTAGTTCATTCCAAATATAGTCAAGTTGACAACCAGGAATAGCCACTACAGACACCAA
GAAGACCATCCCTTGTAGAAAGTCTTCAAGAAAGTGAATGGAAGCCTCAGAGGGACTCCA
TGGAGGACCAGCATGGACTTAAAAAAAAAAAACCCAACATTTACTTGGGGCTGGCTTACA
GGTTCAGAGGTTCAGTCCATTATCATCAAGATGGAAGTATGGCAGCATCCAGGCAGAGCT
GAGTGTTCTACGTCTTCATCCAAAGGCTGCTAGTGGAAGACTGACTTCCAGGCAACAAGG
GTAAGGATCTTATGCCCACACCCACAGTGACACACCCATTCCAACCAGGTCACACCTCCA
GATGGTGCCACTCCCTGGTCCAAGGATATACAAACCATCACAAAGGCCTACCTGTTTATA
GTCTTCCTGCTGAATGCTTGTTATGGAAACTGGTTAGAACCTTTTATCTTGGGAAATTTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCACACACACACACACAC
ACATATTTATTTATTTATTTTGTTTATATATCAGTTTATTTCAATGGTAAGAGGGAGACT
AATGTCTTATGCATAGTGAACATATATTCTTCTAATGTACTACATTGCTAGCCCTTAAGG
AGGCTTTTTGTTCGTTTGTTTGTTTGTAACGTGATGGAAATTCAACCCAAGGGTTTGTGC
ATGCTAGGCAAATGCTCTACCACTCATCCATGTCCCTAATGTTCTTGTATCATTAAATAT
CAAAGGTTGGATTTTTATGTGTATGTATGTGCACATTTATGTAAGTGCACATGTGCGAGT
GCACATGTATGTGTGTGCATGTGGAGGCCATGCACTTTGGACATTGTTCCTGGAATGCCA
TTCACCTTGGATTTTTTGAGACATAGTCCCACACTGACCTGGAGTTTGTCAGCTAGGCTA
GGCTTGTTGGTCAGCAACCCTGAGAGTCACCTGTCTGCCTCCCACGTTCTGGGATTACCT
GTATGTGCCTGTGGATTTTTGGAATTGAACTCAGATTCTCATGATTGCATGAAAAACACT
TTTCCCACTGGGCTATCTCTCTAGTCCCCTCAAAGACTGGAATCTTAGAAAACTCGTGGC
AAACATTTGGAATAGGGATTATGGTGTGTATTTATTTCATGTATTTGAAACTCATGGCAG
CTCAATTCTAATGACTTCCTTTGCCTGCCATATGGCAAAATGAGTACATATTCCCAAGGA
CAGAAGATAGTCTGCCAAGGCATGGACCTCTGAATTCTTCCTTTGAACTCTGCAACTGCA
CAGCTGTCTGGGGCTGACTGGAGAGACCTTGGTAGAAGGCTCGACAATAGAACACGTGGC
CATGGTTGCTCTGTAATACCCATGTTAACAGGCATACTGTTCAGTAACAACACCCACTGA
AAAACTGGACAGAATTTACATTGATATGGAAGTTGTATTACAGATCACAGAAGGATAGAT
AGACATACAGATAGATATCTTTATGGATATACATTTCAAAAATTGTATATATGAATAACC
ATAAAACTCTTTGTAGCAATTAAGAGGTAAGTGTTATGGAAAGGAGAAAATGGGTGTGGC
CCTGACAAGAGACAGAATAGGTTACCCTTCCCCCATGATACAGCACAGACTGAGAAGATA
TGGGTTTCAGCACAAGCTATAGGTGGAATAATTACTGATTCAGAGGTGAGCTGGACATGA
TGATATACATCTGTAATCCCAGCACACAACCAGTCTGGACTACATATATCCTTTCATTTC
ATTTTGAAGAAATGAGAAGACAGGTGTGTCTTCTATTTCCATCATGTATTTATGTAGCAG
CAAACTAGAATCAATAGTTAGGAAAATACAGTGGATATTAATGCCTTAAAGTCTGCACTT
TGAGCCATTTTTTGCCACTCTGTTTCTCTGTAGTCTGTGGGTCCTTATAAGAGTGATTGA
TCTAATGGAGAGCCATGGGGTTCTTATTGGCTGTAGGTCTTGGAAAGATGAAAGAGAAGG
AACTGAACGCTCAGAGTAGACACTTCCCAGGTGCTCACGGCTCAGAGTCACAGCCATCTT
AATAAGAAAGAGTTGGTTTTAGCTGGAAGTTCATGTAGGACTACCAAGTTCTATTTCCAG
AATATGGCCTGGGCTCCTCTGGCTACGTGTTACCCATATTACAAAGCCACAAGACCTACC
TTGATATTAGATATGCTTTTAGACTGCCAACCCAATCCTAGCGCCACACCCCCATGGCCA
CATTTTAGGGCAACAACTCAGCACCCCTGTATTTGGTGTGTTGGTTAATAACTGTGAAGA
ACTCCCTCGGGCCTAATTTATCATCAACTTCAGAATTCCTGTGAGGTGTCCAGTAGACAC
AAGGGAGAGCAAGTTGCAGATAAAAACTTCGGGTGATGTTTTGAGTTGTGTTGTGTTGTG
GGCCACCTCAGGTGTTCAGCGTCCCTGGATACCCACACCATCTGATCTGGTGCAGGGTAT
CAGAGGATGACATGCATAGCCCTGGACATCTCCCTCTCCTTCCTCAGGAGAAATTCTAGG
AAACAGGGGATCACGATCAATATCTTTAGAACTGTGATGTCAAGCATTCAGTCATGGACC
ATGCATTTCATTTATTTGCTCCCCTGCTGCTGAGCACAAGAAGAACACGTGTTCTGGGTG
AGCTAGGGAGAAATATCTCATTTCTTATCCATCAGCTAAGCAGACATTTCTTAGCCCCGT
TTATCTCCATACTTCATCCAAGCAAAGATGTGTGAGTTGTCATCAAGTGGCAAAACATTG
CCCTGTTAGAATCTCTTCCTTCTGTCATTTAGATGTGTGGTTGTAGAATGACTTTCAAAA
AACATCTCTCTGGTCTTATAAATACTAGCTTAAAACAACCATGAAGGCGAAGGGCTGAGA
TGGCTCAGTGGGAAAAGTGCTTGTGTGCAAGCATGAAAACTTGAGTTTAGAGCCTCAGCA
TCCTATTAAAAAAAAAACAGGTCTACCAGAAAAGAACTTTAGACCCAGAACTAGGAACAC
AGAGACAGGTAGATTCTTGAAGCTAATTGGCCAGCCAATCTAGCTAGATTAGCAAGCTCT
GGGTTCAGCAAGAGACTGATTTAAAAAATAAGATGAAAAGCAGCCGAGGGAGACATCCAG
GATCACCCTCTGGCCCCCACATGCACGTGTACCCATTGCACATGAACATAGATACACACA
CATATACACTGAAGCATGTGCACACACATATACACTGCAGCCGCATCTGGATGTGATGTC
AGTACACATGTCACAGAAACCAGCCAGGCTGCCCGGGCGCTACCATCGCACTGAGCTGCT
TCCTGTCTTCTGCCTGTGCTAACAGCATTCTTATGTAGAGATCCCAAAGCAATTAGCCTT
TCAGCTTACCAGCTTATATTCTCCCCCACTCTATCCCTATTCTGTGGGTTTGCAAACATT
AAACATCCAGACAGTAAACATTTAATGACTGCTTCCATTGCCCCAGGTATCTCTAGGAGC
ATTGCCTGTTGCTCGCAGTAATCCTGTGGTGCACATATCATTCCCACTTAGAGGCAAGGA
TACCGAGTGTCAGAAGGGTTTAGAAAGTGCCCAAGAGTCATGCCATGAATCATGCTGCTG
GTTTGTGCCTGGCACAAGTTGGGATACAGACCTGCCTAACTCATAATTTTCATTTGGATT
TAGGGTTGTGGCTTGGGTGCTAAGAGCTGCCTGGTATGTTCAACAATATAAGTGAAAATA
ATAAAGACTATTTTTCCTACTCTACAACCCTATCTGTGCAACCAAAGTTATTGCATGGGC
TCAGGGGAATCGGTGAGAGTTCTTAGGAGTAGAAATCATGACAGCCGGGACAGAACCAAG
GGATAATGACAGCTGTTGCTGTGAGGTACCTGCTGGGTGCCAGCACTATGGGGTGGCCTA
TTTTGGGGACACTCATATCCATTTTGTGATATAAAGACTTTTTGTTCCCATTTTATAGGT
GGGGAAGCTGAGGCCTACAGTAGCTAAGGAAATTTCCTGATGACACATAGCTGACAATGA
ACAGAGGCAACCTTTTTCCATTTTGGTGGTATCCAGACTCCACATCTTAACCATGCCCAC
AGTGGTGACAACCAGAAAAAGCTTCTCTAGACTCAGTGTCTTTGACCCATAATTCCTGGA
GAACTAGGGTGATATGTTTCTGACTTTGGCAGTCTGCCATAATAGTGAACCTCTACAGTC
TGCGAGAAGGTGTAACAAATACCATGAAGTGTACACACATGCATGCACGCGCGCGCGCGC
GCGCACACACACACACACACACACACACACACACACACTTCACAATTAAATCAGCTCACC
TCCGTGGGCATGGAAAAAATGAAGCAAATTGGATTATTCCACCGATTCTCAGAGAGCAAG
AGGACAATTCCAGTTTGATATGGGACAGAGTAACCCCATAGAGTGAGCATAGGCTGGCTG
GGTTGTGAAAGCTTTGAGCTGTATTTCAGTATCCTGGCTCCAAAGAGTCACATTTCTTTC
TGTTTTATATAGAATTGATTAACTTTACAGTACTTGGTTATTTTTTAAAGGTGTGTGTGT
GTATGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGCGCGCATGCATGCCTGTATCTGTAT
GTGATTTATTAGGACAGCTTGAGAAATAAAAGGAAAACAACAGGAGATCTAAAGGTGTAA
CTGTGTGGTAGAGTGTTTGTTTTGTACATGTGAGGCCCTGCCTTCAGCCCTCAGTGATTC
AAGAGATGGGGAGAAACAGTTAGATTCAAATGCATTTTATATAAGACTATATACATATTT
ACATATTACATATAAATGTATGTTTTATATAGAATTGATTATATATTGAATTATATATTA
TATAACTATATAATATTACTATGTTATGTTAAATATTACATATATCCTTCTTTGGTTCCA
TTTCTACACGTGATTTCATTTTTAGAGGGGCAGTTACTTAACGAAGTCACAATGGCAAGG
GGAAATCCATATGAACCGGCAATCCCAGAAGTGCTTACGTTAGGCTATGGGCTGTAGTTT
CATGCTTACACTCTACCCTGGTTAAAATGGTACTGAGGGAGCATTTAGCATGGAAACTAC
TTGAAGCGGCCTTGAGAAGACTTATAGAGAGAGGCTGGAAGCTAAATTGACCTCCCTCCT
ACCCCTACCCCACTCCCTGCTTTTAAACAGCAAGGGTTTGGTCACGATTTTTCTTAATAT
AAGGAAATTAATTGGATATATTTTTCAATTAGTAAAAGAAATAAACAAATGGAAATTGGT
GATTTGTTTTCATCCAGAACTTAATCTGCATTAACTCAATTACACCAGATACATGAATTC
CCCTGTTGGCTTGATTGCAAGTTGGCTCAAATTCATTTTTATTGTTTGCTCTGTATTAAA
AAATCTGTGCCTCGTGTTGAACACCCTTGCCACTCTTCTAGAGGAACAGAGTTCAGTTCC
CAGCACTAATGTCAGGCCACTTACAACCTCCTGTTCCTCCTGCATCAGGGGCTATAACGC
CTTCCTCTGGTAATTTTGGGTACTGCACTAACATGGGCACTCACAAACATACACAGAATT
TAAAATAATACTTTAAAAAGACTTTTTTTTAAAAATATTATTTATTTATTTTTATGTATA
TGAGTACACTGTAGCTGTCTTCAGACACACACTAGAAGAGTGTGTCAAATCCCATTACAG
ATGGTTGTGAGCCACCATGTGGTTGCTGAAAATTGAACTCGGGACCTCTGGAAGAACAGT
CGGTGCTCTTAACTGCTGAGCCATCTCTCTGATCCTTTAAAGACTTTTTACAAATCTTCC
CTCTTGTCACTTTTGATTCTGAACAGCACTGTCTCAAGTGAACTTCACTGTGAACTTAGT
GCTCCCTACCTTCCCTTAAGAGATCCAGGCAAACAAAACACCATTTCCTTCTGCAAAATT
AAACAATGCAAACCAGCTGAAGAAGAGGTATATATACAGTTAATCATACAGAGTACTTGT
AAAGTCAACAGGAGCATCAATGACAATCATTCTCAAAACACTCTCAAATAGGATAGTCCC
AACCAAACAGGCGTATATGGTCACTGTGCTTTCATGAAAACATTGTCATTACATACTGCT
TATGAGTATATCAAATTTAAATTTTAGCCCCTCAAAATTGCAACAAAACAACAGGTTTTT
TTCCCTAACATCAGAAGCCTTAAGAATAAATTAGTTTGATTAAAATGGGATCTGGTCAGA
AAGCTTAGTCAGATAAATGATCATGAAGCACTCCCCAAGAAATTATTCCTTCCCCAAGTA
CTTAGCAACGCTGTTCATTGCCGCTTGTGGGTCGGGAACCAATGGGAGGTAGGAGGGAGG
CGATAGCCTAGGGAACAAAGTCTAACCCATCTCCAAGTTTCTAGTCTACTGAAGAAAGTC
TATGAAGATGGACCACATTGGTATTATATGACAAATACAGAAGAAAGGACATTTCATATA
GTCCTGGTGTGGTGTTCAGCTGAGGGTTTATGATGGCTGGAATGGGGTGGGAGAGTATAT
AATCCAAAAGGTTCCAAGTTGAGGAGAAGCATGCTTGAAGTTCTGGGTTTAACAGAAAAT
GTGTCCCCTTGGAAGGGATGGACACAGTAGATCAATCTCTCTGCATGTACAGGACTTCCA
GGAGGGCAGTAAATTAATGAGGCTCAGTGAGTGAGCACCAGAGCTCCAAAGGTTTGCTTA
GAACCTGTGCTAAGCAACTTTGACTTTATACTGACTGTCATGGTCACCCCTGAAGTTCAT
TAAAAGCAACAGAAATGTGTCAGAAGAAACCCTCTTGGTCTGGGTTTGAAGAACCAAGTA
GGCTCTTGGGGAGGAAGCAGACCAAAGAACAGGAAAGAAATCTGCCAGGAGACAAAATGA
AGTGATGGGGAAGCCAAACTGGTGGTGGCTGCAGGGAAGGGGAATTCTCAGGATGTAGAA
TTAGTGGGTTATTGATAGCTATGCTGTGGTGGGTGATGGAAGCAGAGATTAAGGATAGTG
CCAGAGTTGAATCTCCCCAGCATCATGTGTTGAAATCCTAATGCCCCGTGTCTTTATTAC
AAGGTGACATTTGGACACAGACATGGGGACAAAATGAGAAGACACAGGTAAAAATTGTTC
ATCTCAACACCGAGTGGGAAGATCTAGAACAATTTCTCCCTTGTGGTTTGCAGAAAGGTC
AACCCTGGTGACAATCGAGCTAGTGAATTCAGCCTCCAAGACTATGAAATGGTGAATTTC
TATGATTTAAGCCTCCAAGGGTAAGGAGCAGGATCAGAAAAGGACTCCTGCTATGAGTGG
CATGAACACAGCTTTGAGCCTATTAGTTGTGCTCTAGTTGGCTATGGCATGGATGGTCAA
GGCTCAGGAGAGAAAGCTGGATGTGTAGTGACTGATTTGGGAGAGTCCCTGGCATGTAAG
CAGGATCTGACACAGCAGAGAGGCCCTTGGAGGGAATATGGTGTAGAAGGTGACATGAGA
GAGGGTGAGCCCTGCTCTAACTTTGGATTCTTTGCTTCTGTGACAAATAAGACAGCTTCA
TTATGTGCTGTCTTGGAATAGTTGCCATAGGAACCAGCAATAGAGTAGTGCATAGCAAGA
CCACCCAGAGGCTGTACTCAGGTGTGACATGGGTTAAGAAATTGAGCCTTGAGATGGTCC
TAGACACAATGATGAGATTCTGACCCTCACAAACTTGTCTTGTTGAAGACAAGAGCTAGA
AAACCCAAATATTAAATCGCTAATTTCTGTTGAGAAATAGGAGCATGTGGTAGGACATAC
ATGTGTGTCTGCCTAACCAGCTTTTTTTGCAAATGGTAGGAGAGATGGAGAGAGAAACAC
AGCACAGGCATCAAAGGATTGTTTGGTGTATGTCAATGGATAAGCATTATAATTAGAATT
TTACCCCTGTAAGCTAACCCATAGGATGCTGGTATCTGAAAACTCTTCACAGGAAAAAGT
AGTTCAGAATTTAACAAAAATGCAAGCAATTTTAACATTGCAAACTACTTCCCAGGCAAG
TACATTAGCCTATCTTTTGGATTTTTAATGATTTGTTTTAAGGCAGTGTCTCATATATCC
TGGAGTGACATTATTATTTATCTCCGGATGATCTCTAATCTCCCTTCTCAAGTACTGGGA
TTATAGATGTGTGCCGTGTGCCACCTTTGAGATTTGTTTGTTTGAGTTAGGGTCTCACTC
TGTAGCCCAGGAACTAATTACGTAGCCACCCTGGGCTTCAAACTCATGGCAAGCATCCCA
AGTGTTGCGAGTCCAGGTCTATATCCTCAGGTCTGCTATTAACCAGTCTTAAATAGCTGG
AAACACGATCTTTGTTCTTAGGGGTGATATTGAAGGAAGGAGTGAAAAGAAAATACAATT
CAGTTGGACTTTCCAAGGACCCCTATCTCATGGGAAGATTGTCACAGAGAAAATTATGAC
CATCTAGTGTCAAGTGTTCTAGGAGAACTACAAAAGGCCACAGGAGACAATCACGTGCCA
GGGCGGCCTCTCAGAGGAAGGTGTCTTTCTAGAGGTGCTTGCTCCATGTTTAGAAATAAA
AATTCGTTGATTTTAAGACATTCTTTAGAAATAGGGCTGTATTAGTACCGTTTTTCATTT
TTGTTGTAGTTTATTTGTTTTTACTGAGGAGGCACAGATCTGAGTCATCCCCCTCCTCTC
TTAAATGGGTAAAATCTTCTCTTCCCCGCAGAGCTGTGGACTCTGAGGAGCTCCTGGCAC
CAATTTATCTTATCACAGGAGGGATTTGAGGGAACACCGGGCAAAGCCTGTTTCTGCAGA
TGATTGATTTCAGTTAGACTTTTAGCAGCAATGAATTAATAGGAGTGTAGAGGTATAGGG
GCAGGGAATCATGCTGCAGCTACCTGTACAGTCATGGAGAAGAGTTCAGCAACAGGGAGG
TTGAAGGATCGGCCTGTTCCCTCCAGTCACAGTTGCCTCTTGGAGGAGCATATATGGGAT
TCTTGTAAGCCACAAACTATAAAGAGTGTATCTAAGGTCTAATGGCACTGGAATCCACTG
CCTTCCATAGGACAACCCTTTCTAGATGTTAGCTTTGACTAGTGTTGGGGAAGAAATAGG
GGAATTCTTGGCTACGACAGTGTTCTTATAGAGATAGCGATAAAAACAAACAAACAAACA
AACAAACAAACAAACACCAATACTCTGAAGGGTCAGTATGCCGATCCGCTAAGAGGTTTT
CCCTGCTTCATCCAGAAGTGGAGACCATAGCAGGTATCATCTCATGGGACTGGGAGTTCC
CTTACCAGTGGCTCTAACATCTTATTAATTTCAAAACCCACTGAGTCACCAAGATCTTGT
ACCACAAGAAAATGTAAGCAATATTACTCTTTGCAAAGCTTTTATTCTGGTGGAGTTCAT
CTATTTAAATTCATGACTGATCGTGGGAGGAAGGGTGTGGCCCTAGTACAATGAGAAGGG
TCGTAAGCAATGACGTCACACTTTGAATGGTTTAGAGGTAGCTTTTAACTTGAATCCTTT
ATGATGTTAATTTATACTGTCTGTTATTCCTGGTGTTTCTGTCTGTCTCCCACTGTGCCC
TGCTCATGCTCTTGCTCTTTTCCTCCCTGCCTTCTAAGGAAGACCTTAACTATAAGCCCT
CCCGAGTAGCTATCCTTACCTTTGGCAAGTTCGCTCAGTGGTGAGCTCATGCTTAGCTAT
GCTTGCCAGCACCTCTGCTTCCGAATTCAAAGCTGCACTCACATGGAATAATGAAACCTT
CTGCTAAGAGAGACTGACTGAGGTTAGTTGATAATTATTCTTCTCTGCCAACAAAGAGCA
CAAACACACAGGAGTTTCTAATGATTTCACAGCTAATTTGTATGCACCAAAAATAATTAA
CATCATGTAAATTTTCCTTGCCGGTTGAGTCTTTTTTGAATATTGAGAGATATGTCATTT
TAAAATAATTTCATACTTCACTGATGGACTAGAATTGAGACATTGGATGCCTATGGCATA
CAGGTGCTGGTGGGCAAGTGCTCCTCAACAGAAGACAGGGATATCTAAACCGTCCAGAGT
CAGTTACCATCCTTCAAGAGAGACAACAGTCTTAAGGCTGTTATCTACGGAAGCAAGTAA
CACTTTCTCAACATTCAACACAGAACCACAGTCCCTGTAGTAACACTGATGGGTTCGGAC
ATAAAATCATTGGCATGAGAATTCCTTTTGAATTTGAAATAACAAGTACAGATGTGCTTG
GATTTTCTCTACTATTAAAAGATGATGGACTGGAGAGATGGCTCAGTGGTTAAGAGCACT
GACTACTCTTCTGAAGGTCCTGAGTTCAAATCCCAGCAACCGCATGGTCGCTCACAACCA
TTTGGTGCCCTATTCTGGGGTGTCTGAAGATAGCTACAGTGAACTTACATATAATAAATA
AAGAAATCTTTTAAAAAAGGAAAAAGAAAGAAAAGAAAAGATGATGCAGATATAAGTATA
CCAATCCAGTTTTAAAGAAAACAGTGAAATTAGTTTAGTTATGATGGAAAACAAAATACC
ATTTCCTCAGAAAACTGAACACAGAAGTGTTGTATGATTCAGCCATTCCATTTCTGGATT
TGTTTCTGAGTATAGATTCACAGATGAATGGATAAAGAATGCATCACACACACACACACA
CACACACACCACATACATATGACACATTCACACAAACACTTAACACACACATATCACACA
CACACATAACATACACTCACACACATACACACACATCATGGAGAGGGAGAGAACATAGAG
AGGGCAGGGGGTGTTATTCATCCATGAGGAGGAAGAAAGCATATTCTGACACTGGAGGAA
ACTAAAGGTCTTTGTGTAAGTAAAATAATCCAGAAACACAGCTGCATGGGCTCTCTTGCA
CATGAAGTCACAACAAGCTGGCCTGCAAATAGAACACTGATTACTAAGAACTGGAAAGGA
TGCAGAGCAAGAACGACGGTTGGACATGATCAATACATATAATATGCACGCAGCATCCCG
TTAATATGTATTAGCAAAATATTAATACTTAAAGTGTACTAATAACACCCAAGAGGAAAA
GAACAGTGTTGAGTCTTCCCCAGATCACACCATGGAGGGTTAGCTCTGAAAGGCTGTAGG
AAGAGTACAGCCCCACCCAGGATCTGCCATGAGGTATCTCACCTGACCCCCAGTCTTCTG
TCTCCACAGTCTTTGAGGCAGTGAAACTAGGCTTCTATTTTCACTAAAGCCCCATGTTTG
GCTCTTCTCCCACAACCTATGTACCCAGGAAGAAGTCATCCCATACCCATTTAGGACAAG
TCCTGGCTCTAGTTCTCCCCAGAGTCCTGACTCAGTCCAGAAGAGGTAAGTCACCTCCCA
TCCAAAGGACAGCACATTTGATGACATGTCAGCTTCACTTTCATGCTTCCCAACTGTGGG
CCTGTGTATGCACATGTGTCCCCTGTGCCCAAATCTTGGTGGACACCTGGGTAGGCACCA
TTGTCATCGCCTGTGAACTTTCTAATGGAGTTGAAATGTGAGATCATAGAATTTTCAAGA
GGAAAACAAGTCAAAGCATTGTGTCCATCAGTCTTAGGGTCTTGTTGCCTTGAAGAGACA
CCATGATCACTGCAAGTCTTCTAAAGGAAAACATCTAACTGGGGCTGGCTTACAGTGTCA
GAGGTTCAGTCCACGACCATCACAGAGGGAATGGATCATGAAGGTGTGCAGGCAGACATA
CTGCTGGAGAGTAGCTGATAGTTCTTAACATCTTGATCAGAAGGTAGTGGGTAGAGCTTG
TGCATATTAGACCTCAAAGCCCACCTCCACCGTCACACACTTCCTCCAACAAGGCTACAT
CTCCTAATAGAGCCACTCCCTAAGGCCAAGGATTCAACTACATGAGTCTATGGGGCCATT
CCTATTCGGACCCTCACACCAGGCTGGAGGGTGAAATGATGCATTTTGCAGCAGGCTTCC
ATTGTTTGGGGGTAAAACTTGCTGAGTCGCCTGACTGCACAGTTAATTCCCACCTCCACT
CCCATATTTGCAATATTCTTTTAAGCTTTATTCAAGATCTGCAAATAGAAGCCCTAAGAA
AAGCTTCCCACACGAGTAGGAGAAAACTGCACCCTGCTATCGTACTCTGTGGGGAACTCT
GTGATTATGCGCAGTTGTATTGCATGTGCTTTTAATCTTTCATTAGCTTTATACTTTTTC
TCTCTCAGAGAAAGAAGATCCCAAACTAAAAATTCACTTTCTTACTTTTAGGTTATGAAG
CTAAAAAATTACAGTTCAAAAGAGAGAGACAGAGAAAGTCATTTTTTTAATGCTTTCACA
AAGACTCGGTAGTCTGTGGCCCTAATGATCATATTCTGATGATAAATTAACTTAACAATG
CCCTGCAATTTAAGTAGCAGACAGCATAGAAATTCTTAGTCCTTTCAGCCCTGAACAGTA
CATATTGATGGTTTTAATGATTGAAGGCCTGGCTTGTTTTTCATTAAAGTGTACACATGG
AATCTAAAATAACTTTTGAACTCCCAGGAAAACATTTATTTTCTGACTTTTCCATTAATG
TCAAGACAGTGGCTTCTGGAGTTGATGAAATCTACCTTCTGTTTAATTGGCTGTTGTTAT
GACGTTTCAACAGAGTAACGTTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTCATGCGTACATGTATGTGTGTGTGTGAGTCCACATATGTGTTCATATGCAC
ACATACCTGTGAGGAAGCCAAAGAAGAGGATGTCAGATGTCCAGTTCTATCATTCTTGGC
TTTTGCCTTTGAGGCAGCATCTGTCATTGAACCCAGAGCTAGCCTGGCGACCAGTAAATC
CCAGATACCCCACCCCCATCCCCAACTCCATTCTCAGCAGTGCCGGGGTTATAGGCATGT
TCAACCATGCACAGCTTTTTATATGGGTGCTGGGGATTTGAACTCAGGTCCCCATGCTTG
TCGAGCAAGCACTCCTACCCACTGAGAAATCTCGTTTTAAATTTCACATTTTGTCTGAAA
TCTAAACTAAATGGTTCAGTCCATCATGCTTGCTCTAAGGTTTTTGGCGATAAGTTGGAA
AATGGAAAAAATGTGATTTTTTTTATGTACCTGTTAGTTTTACTGGTGTAATTTATATAT
ATATATATTATTAAATTCAAGAGTATCTTATCAGAGAAGCTATTGCTTTGTAGGTCTGTG
TTTATAATTAGATATTGCACAAAGCACATTTTAAAAGATCACAGTTGGTTTCCTTCCTCT
TGTCAGAATGCTATAGGTTTTGGTTTGTGCATGCGATATCATGACTGTATATTTTGAGGC
ACACAGAAAACATGCCACATACAAGATAGAGTGGGCCTCAAGGGTTCATGACCTGTAAGC
TTGGTCACCCACATGGTGATGTTAAGAAGTGGTGGGACCTTCCAAAGGTGGAGTCTAGGG
AGAGGCCTTCGGGTCATTGGGAATTTCCTCTGAAGAGTTGAGTATAATTCACCTGGGATA
CAGTTAGTGTTTATGGAAGAGACTGTTATAAACAGACCAAGATTGGTTCTACCACATACT
CTGATTCCCCATGCATGCTTTGAGTTCAAATGAGTTTTAGAATCCCAAGCCCCTTAGGAA
CAATCTGGTCTCGCTCTTCTATTTTCCAAAGACAAAACAAAAGTCAGAAATGTTAGGAAA
ATGTTTGTCTGAACTCATCTGGCTTGTTAAGAGAGGAGCCCTGGGCAAGTTGGTGCTGTG
TGGACTGTTACTACCCAGATGTGTGATGTGAGAAGGACTTTGAAGGACCACATTCAGGAC
CTCCATGTTGAACATGCAGACTGGGCACTGTTCATCTTTAGGAGGTGCCACTCCCATAGA
TTGTGACCACTGCCTAGGGAGGGGGGCACATTAGCTGAAAGGAGGATTTATATAGACAAA
ATGGTAGATAGAGCTCTTTCACTTTCTCCATACTAAAGAATGGTTTTGTCTGTACAGAGC
ACCTTAAGCCAGAGTATCCCCATGGAGTTATGTCCTTGTATTAGGATATCTATCTTCCAG
ACACTGGTATTGTTTACATTTTGACTTGGATTTGGAAACTAGGTCCACAGTCTGCTATGA
GTGTGACCTTACCTAAGATATTTGCCCTCTCTGGGTTCAAAAGTAATTGTAGCATCTGCT
TGCTCTTCAAGGTAATTATGCAAAACAAAATGAGATCAGGGCCTTGGAAATGGCATGCTC
AGTAAAGTCTGGTTGTGCAGGCATGAAGATCTGAACTTGAGCACCCAAACCCACATTACC
AAATTTAAATGGTGGCATACCCTGGTGATCCTGGTGCTGGCAGAAGTAGGCAGATCCCCA
AAATGTGGATCAGCCAGCAAGTCCAGCCTAACTTCCCACAAAGATGAGCTCCAGGCAAAT
GAGAAATTCTTTTCTCAATTTAAAAATAAAATTTTGAGTAGTTCCTACGGACTAGCACCT
TCTGGCCTCCACATAGACATACACATACATGTGTGTGAGCTCCTGCACACACACATAAAC
ACACACACACACACACACACTAAATGATATCATTAGACTATTTTCAAAGCACCTGCTTAT
TTGTGCCTATGACATAAACATTCACTATTATAACCAGGAATTTTTGACTCTACCCTGTGT
TTCTTGGTTTGCCTTGAGTGAACCTTCTGAGAACCTGCGAGCTTTGAGCAAAACTTTTTA
TGAAGAAATATGACCCCAAAGACTCATATATTCAAATACTTAGTTATCAGGGAATGGCAC
TACTTGAGAAGGATTAGGAGCTGTGGCCTTAATGAAGTAGTATGGCCTTAACTAGAGGAA
GAGTGTCATTGGGTCAGTGGGAGTGCTTTGGGTTTTCCAAAGCCCAAGCAAAGCCTAGTC
TGTCTGTCTGTCTGTCTGTATGTCTCTCTCTCTCTCTCTCTCTTTCTCTCTGCCTATGGA
TCAGGTTGTAGCTCTCAGCTACTGCTCCAATGTCTGCCTGCACATGCTTTCCACCATGAT
GATAATGGACTAAACCTTTAAAACTATAAGCAGGACCCAATTAAATGCTTTTTCTTATAA
CAGTTACCTTGGTCATGGTGTCTCTTTATAACAGTAGAACATTGACTAGAACACCTTAGC
TCTGCCCTCATGTCAGTACGGTTGAAGAAGAAGAAGACATAGTAAACACACACCTGGATG
GCAGTGAAAACCACACTCATGAGCATAGCCCTCTAGCAGCTCTGCCTGGTGATAAGGAGA
CACTCAGTGATCCACACAACAGCCCCCAGGTGGCACAGCTTTGAAACTTTGAAATCTTCT
TTAAAACAGCATACCATCTTTGCTCTAACAAGAATGGTAACGAAGTCACCGGTGGTCACT
CTCTTGGTCCTCTCTTGTATACTTTAAGGATTATATGCAAATGGTCCCTGAGACACAAGG
ATCCATGTGTGCTTTTACAGCTTTCCAAGGGTGAGGAAAGTGTACATTCAGTGAGAATTG
TACTCTGAACTCTGAATTTTGGTCTTTTCTTGCTTAGCAATAGTGATGTGGGTACATCAT
TTCCTCCTGCTGCTGGCTGGTGACATCAAGTGGCAGGTCCCTTTCAATCAAGGGGTGGGT
ATGCAGCTGGTATTAGTGGGTGCTATATCGCTAAGCTCTGATGCTGATTTGGTCAGGTGC
ATTAAATGCATTTTCTATTTGCAGTATTTCTAGTTTGCAAAAGGTTATTGCGATGTGGCC
TCAGGATGAGTGAGGCAGCAGCTGTACACGTGTATCTCCCCTGGCATCTCTTCTGGAGTG
CAGCAGAGCTGAGCTCGGAAACACCATTTCAGGGGCAGGAATGATTTTCCCTATCAGAAG
TATAGATCTGGTTTCTTCACTGAGTGGAAATAAGATCACTAGGTGTCAGGAGCTCAGGGG
AAACATTTGATACAGCTGAGTAGGAACAGATGTCATTTAGACGAAGATGGCTGGAGCCAT
CCTATCTCTTGCTAGAAATAAAAAGTCCAAAGAAGCCAAAGGATAATGACATCCCATCTC
TAATAATTGCTACTCTTCCTGGGCTTCCTCCTGGCGCTCCTAATGGGGAAGCTTTGATGA
TGCTGTGGACGTAGCTGAACAGCGCCTTGCTATGAAGGATTCTGTAGGGAGGAGGGAGAG
GTGCTCTTGGGAGCCCCCATTCTTTCCTCCCCTGGGAGAGGAGGGCCAATTTGGAACTGT
CCTGGGGCACATTTCCTTCAGCCCAGACAAAGGCACAACTGTTCTTGAACATCAAAGGGT
ACAGCTAGTCACACCCCAGGCATCATTTTAGAGCTTGATGCCACCTCATTATGTCACTGT
TTTGCAATAAAGAGACTAGAAGCAACCGCCTTTTCCCCATGCTGGAGCACTAGTGAGGGG
ACTCCAGGCTTTTAAGCCCTTCAGATGTAAATCTCTGTCTGGCAGTCCCTCTCCAGCTTC
CATTAGGAAATTGGTTTATAATGTGTTATAATGGGTGACAGTTTTTCAAGTCACTTAATT
GGAATTGTTCTTGTGATTTTTTTTTTTCACTTAGCTCTTATATCCTAGTCCTAAACACTT
TCTGATCTTTGGAACTTTAAAAAGTCCAGGCTGGGGTGATGGTTCAGGGGCTGGGATGGG
GAGGGGATCTTGTCATGTAACGGTGAGTACTTGGGTTTGGACCCCCAGAACCCAGGTAAA
GCTGGAACTGTAGCGCAAGTGCCTGTCATCTTAGCATCCCTGTGGAAAGGCGGAACGTGG
AGACAGGAGACTATCCCGAAAGAAGTTCATCGCCAGCAAGCCTGGATTATGTAGGAGGAT
GAGACCCTGTCTCAGAAACAAGGTGGGAGGTGAAGTCCAGTGCCTGAGGCTGATTCACAT
TGTGGCACGCATCACACCAGGCATGGGGGGAAGGGAGGGGAGAATTTGGAATTCCCCACC
ATCCTTGCTTAGCTGCAAGTAGAGGTAGCCACTTGCCATGCTAGGGAGAGAGGTACAGAT
GCAAAGGGATCCCAATGTAATAAAATCCAACCTTTACCTTTAAGATCTTGTCAGAAAGAA
ATGCTAATTGGATCTTTACAAATATGCACACTTGAGTTTGATTCCAGACACAACACTGTA
GAAGTGTCTGACCTTCTGTCTCTCTGCCCATGAAAGATTATGGTTTCAATGTAAAATGGC
CTCTGTGGACTTGGGTGTCTGTGATCCCTCTTTTTTGTCCAGACCTTGTGCTTTCAGATT
TTGGCCATCTTGTTAGAAGAACTGAAGAAGCAAATTAGTAAGTCATTTGATTCAAAGGCA
AAACAAAACACAACTTTGATATGTCTGCAACATATCAAAGCAACAGCCTAAATGAGACCG
CCTGAATGAGTCGGGTTACTGTTTGTGGCATCCCTTGTGGGTCCACTGGAGGAATTTCGC
TACTGGCAGGATATGACTATTTTTGTTTTGATTGACAGGTGTAGGTTATACAAGGCCTTG
TTCCTTTTGGTTTTAGTTATATGCTTACCCAATCATGTCTAAGCATAAAACAAGAGATTT
GTCCTAAAAGTTCTCTTAGAGAAAACAGTTTACCTTAATGCAAACTTAATGCTTAAAAGT
CTAGGCAGGATAGAACCCTGTCCCTAGTTCCAGGATATTTCAGGATGTGCTTGACTGCAG
AGAAGGAGTTACTAAGGGTTGCTAAGGAACCATAAAGTAAAGTGGCCTGGTTGTGCGTTG
TTTGTTGAAGGTTATGTGTAGCTCCGTGCAAATGGGGTCATGGTTGCTAAGTGCTTTGTT
GGGAAACTAGAAGAGGTGGCTGGTGCCAGCTTGGGTCCTGGGTTGCTAGACTTCTCTCTA
CACTTGTCTCATTTGCACACTTGGTTCCCACTTGATGCTGTTAAAGGGGGAGGTTGTTGA
ACCTAGCTGACTGATGAAGTAAGAACTTGTAGAGTATAGCCCACCCATAGACGGCTCACA
TATTCAGATCTGAGCTCTTGGTTTTCTTTATGCCCCCATGAAGCAAACAGACATGACAGG
TTTCATTCACCACCATGAGGGTGCCAGCTGCAGCCACCATGCCATCTCTGCATTGACAGA
CTGTTCTATGAGCCAAAATGAATCTCCTTAAGGTGTAGTCTGCCAAGGTAAAGAGAGAAG
TAACTGACGCATCCTTAGGGGGCTACCATAAAGCACAGTAGTCAAAAACCTGAGTCTAAT
ACCAAACAGCTTCAGTTCAGGCCACAGGTCTTCCTCTTGTTGGCTCTCCAACCCTGACCA
GGCTGCCTAACACTCCAAACTTCTGTCTTCTCACTCATCACTTGGGAGTGGAAATTGCCC
TTGCCCCTCAGTGTTAGCAGAGGGTAGATTTAGTGTAGTGTAAGCTGTCAATAAAAATGA
GCTACTAGCAGTTCTCATGTCCTGAAATGTTATTAATTAATCAATTTGACTGGTAAAACT
AGGAACCAATACAAAGAGAGGTGGGGCATTCAGATCTGGGAAAAGAATCCTACAGAGATG
ATCCCTGCTTTATATCTGAACAGAACAGCCAAACAAGGGTACAAATAGAGACCCAGGGCT
CACCCAAAGTTCTACAATTAAAAATACAACAGCTTCAGACCCATCCACCCAATGCCCAGA
AGGTCTGGAAGAGGCACTACAGCAGGAAATGAGAATACTCAGAGAGCAATAAGAACTTTT
CCATTCACGCTGCAAGAATGACACTATTTTAATTCCCATTTGAAGTCTTTGTTAAAGCAA
AACAGGAATGCTTCTGTGGGACTCAGTTTACCTCCTTACAAACTCAAGAGTTTAGGTTCA
GGAGAGATCAGAGATCATTCAGATTTTGACATCTCTAGTCTATAGGAAAAGGTGACTGAT
CTGCCTAAGAGCACAGAAGGTCAGGGTTGGGAGCCCTGTACAGGATGATTTCCTTTCTGC
CCCTAGACACAGCATCCGCAATGAGCTTTGGCCCATCAGGCTTAGAGGAACACCTAGAAA
AGACCTTGACCTTCCCCCACAGTGTCTACCTGGTACACAAAAGGGGGTATACGGATATGA
GAACAAGTGGGCCAGAGGGCTACTGAAGTCTTTTCTGTGTTATGGGGGCAGTACCCCTAA
CCAAGGGCCTCAGGTACCTGGAGCAGAGAGCAGCATACATACAGATTACTCCCGTAACAG
CTATAACCTCAATACCAGATTCAGAACTCACCAAGAGAGTGTGGGGCATTTAGTCCACAG
CTTCATTTTAATTATGTTAGGGAGAAGCTTGTCCCAGCTCTTTACAGTTACAAAAGTGTA
TGCTCACCATGTAGTGTAAGGACCCCTAACCCCAAACCAAAACTGTTTCTGATTTCTGAA
CATTCACATACACACATACTGAGATGATGCTCAAGCCAGGACACACACATCACTTCTGTT
CACTGACCCTTTATATCCAGATGGTGCAGTTAATTCTAAGCGATTTGTAGTATGCCTGCG
CTCCAACTTCTCATGAGATCACTTGGGAAATGGCCCATTTGTGGCACATCACATAGCCCT
CAAAATGTTGCACATTTTGGAGAGTTTTGGATTTTGGATCTGTAGCTTGGGGTGCTCCCA
TTGGATGGCAATGAAAATCAAACTAGTAGAATGGAAGAAGGGTGGAGCTGGAGCTCTGAC
AGGACTGAAGGTCAGTTCTCAGCACACAAGTAGGACAGCTCATAACGAGCAGCAACTCCA
GGCAGATCCGGGGGATCCCATACCTTCTCCTGGCCTCTGTGGACACCTGCACACACACAG
TGCACATAAACCCACATAGGCGCATACATCATACATACATACATACATACATACATACAT
ACACATATTCGTACATACATATAAATAATGATAAAGCTCTTAGAAAAGAAGGAAATAGGA
ATCAGTAGTAACCTCTCTGTTCGGATCCCTGCTATGTTGCTGCCTCATCTGTATTCTCTC
TGTGTGTACACTTGTAAGCTTCTAATATTTCTATGTGTTTTGTCACCTACGCTGTCATGA
GAGCTGGCATTTATGAGTCTCTTACCTGTGTTCGGCATTGTGTTAAGCAATTTATGAAGT
CTATTTCATTTAATCTCTACAGAAAACCTAAAGTGAGGAAATCTGTAGTAAATTTACAGA
TGGAAAGATTGGGGTCTGGTTCAAAGTCACATTTTATATATCAGGTACATTTTTTGCTAT
TACCTGTTCTTCAGAAGTATGGTCCTGGCAGCTCCATCCCTCACCAGACAACGACTAACT
GTTTATCAACTATCTTATTCCTCTGAACATTTTAGGTCTTCTGTCTAGATTCTTATATTT
ATAAGTAATAAAGTTACAAATACTGGAACCACTTGTACATAAGACTTCATGGAAATATAG
ATATTCATCCTAATATCATAAAATAAAATGAGTATTTTTTTTTAAATCACTGGTTTGGTC
TGGAAGCAGTGGCTTCCCAGACAATTTAACTCCAGTTTGTATTAGTATCAAATACTACAA
AGTGAGGATGGCTCTGTTGATTTTACCCTCCAGTGTTGTTGCTAATTAAACACGTGCATT
GGGGCTGAGGTTTTCTTTGTAGGTAGAGTGTTTGCAAGAGACTTTGACTTTGAATCCCAG
CACTAAAATAGCAACAAAAACAAACAAGGAAAAACCAACGTGTTTGCTTCCCTTGTTAAA
GTCTGGATCTTCAGGTAGGTGATTACCAGGGCATAGTGCACGTGCCAGGAAGAGGCAGAG
GAATGGAAGGAGCTCAGCACTGACCAACAGGGCAGGGATTGGGTGGTTATGTACTCAAAT
TCAAACCATGAACTTCTAGCATGAAGATACCTGCGGTTGTGAGATTTCTTTCTCACTGTA
AGCGAAGTGCTGGCTGACTGTCAGTTTGTTGCTGGGATGGAGAGAAGCCATGTGGACTCA
TGTTTGAGAAGGTTATGAGAGCCATGGATGCCCTTGTGGTGATGTGAACATCCATTAGTT
TATCTGGATGTCGAGCTTTGAAAGGAACCTAACAACCAATCAACTTCTGGGCGTATGTCA
CCAGTAGCAGGTCATGTTGTACATCAAATGGACAAGAGAAGCAGCCCCTGGGAAAGCTAG
GAAGACGCCAGCCTGTCTGTCTGAGTCCCAGAATATATAGTAAATTGCAAAAAGAATGGA
AATCTCACAGAGTGATAGGTTCTGAGGTTAACCATTGTCCTTGTGTGATAATCACACTGC
TGGTACAAGTTTAGACCAGGCAAGAAGGAACCCCTCCACTCCAGGGGTAACCAATCAGGA
TGCCTGGTAGCCCCAAAGAGTCTCTATGTACCTTCATCCTATTTCTCCCTGGCATTGTCT
TTATTGCATTTGAGAGACTGGAATTCAAACCTACACCTGTGTTCAAGGTGTCAGCTGGTC
CTTGTACCAGGAGAGCTGAGTTTTTGCTGGTATAAGAGTGTATGTGAGAGAGCTACAGGT
GTAGCACAAACAGGAAGGCCACAAAGTTCAGAAGGGCCACATCAGATTACAGATGCACCT
CCCCTCACTCTTCCCAGTGACGAAAGGAAAGTGAGAAGGGGGTCTTGGATAAGCCATTGA
AAACTAGGAAAAGTTCCTTTTGCATTATCCAGTGAACCTTTGCAAGGCTGAACCCAGTCT
CTAAATAGCTAGAGTCACTTGGCCTTTGGGGGAAATCTATGGTTTCTTATTTCCTACTAA
TGGTTTCTGATCACCTGGGAAGCAGGTCAGGCATGGTACTGGAGCACCAGAAAGATTTTG
GGAATATAAACACATGTCAAGATCTGTAACCATGTGGCCTCTCTGTGTATGAGCTGTGTG
TAGGTATGTGTGTGAGCATGTGAATACAGCTCTGGGGGTATGAGTGTGTGTGTGTGTGTA
TATATGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGTATATATATG
TATACATATATATAGATATATAGATATATATAGATATATATAGATATATAGATATATATA
GATATATAGATATATATGAATGAATAGGTGGAGGCCATAGATTGATGTAGAGTATCTAAC
TCAATTGCTTTCTACCTTTTAGGGAGATAGGGTCTCTCACTGAACCTACTGATTTCTCAA
GTCTATCTGGGCAGCGAGTTCCAGGAATCCTCCTGGCTTTGCCTCCCAGAGTTGAGATTA
CAGACACACACTATACCACCACATCCAGGTTTTGACATGGGTGCTGGGATCAAACTCATA
TCCTTGAGCTTATAAATCAAGCATTTACAGAATGCCCTATCTGCTCAGACCCCCTTTTAT
GGTTTTTCTGGGAAGAGAGAAATATCCTTATGCTAGCAGTAGCCAGTACAGTAGCCAGTA
CAATAGCCAGTACAGTAGCCACAGCCACACAAAGTCCTCAGCTGACCTATGGCCAGTACA
ACTGAGCAATGGAATTTTCAATTTATTCTAGCTGATTTTTATTTTGAAATTGATGGCAGC
ATTTCATAGCACAGAGATGACAACCTGACAGAAATCTTTCTCATTTCAATGGCTAATAAT
ATTTTTATATTTTATATAAAATTGTATTTTATATAAAGTTTTAATCTCTAATGACTAAAG
GAAGTCAAGTGTTGCATTTAATCCAAAAAGAATGAGCAGACAGAGCTTTGGTAAGGATGG
TTAGAGAGGAGGCAGTTAACTTAAGGCGGGGCCCAAGGCAGGGAATTTGTTTAAATGCAT
TTGCCTTTGTGCAGCTCCGTGCACTCCACTGGGAGCTGGGGCTTCTCCTTCCTGGGTGAA
GCAGTTATTTCAGAGTCTCAGTGTTTTCAGACTCAATAGGCTTGATATTTCATACAGCTG
GGCTATCCTGGGTATGAAAAGCCTCTCCTTCAGCTTCAGATTCCCATTTCTTCCAGCTGC
ACGGATGTGATGCTGTGGGTGCTCCATCACAGTGCTGATCCAGTAATGACAGCCCACATA
TAGAATTAAATAAGTTGCCGCTTTATGGTGGAAAGACAGTGCTATGCAGAAGGATCTGAT
CATCCCAAGTGCAGTGCTTTGACCCAGTGGGTCCTGATCTCTTTATTTTGCAGTGATAAA
GGAGGATTTAGCTGGCCTTGATGGCACAGGCCTGCAATCCCAGTGGTAAGCAGGCTGGGG
CAGAGCCCAGCCTAAGAAAATCAATGAGACCCAATCCCAAAATAAGTAGCAAGAGGGCTG
AAGGTGTAACCAAGTGGTACAGTACCTGCCTAGCATATGTGAGTCCCAGTATCACACACA
TATAAAGAAATTAAACCCAGCTATGGTGATTAGCATTGACCCACAATGGCTTAGTGCATG
GTGAACTTCTTTCTACTCACTCAAAGCCCTCTTAATTAATATTTATTTATGAGTGGCTCA
CTTTCCTAGGGCCCATTAAAGACAGAAGAAGTATCTGGGGTACCTCTGAGAGCCTTCAAA
CGCTGCTGAGCCCCCTTTTTACTGACACGTCTGTGGGAGCTGAACCTTCCTAATGCTGTG
TGACCTTTTACCACCTTTCTTCATGTTGTGGTGACCCCCAACTGTAGCATTGTTTCATTG
TTACTTCATAACTGTCATTTTGCTAATATTATTATGAATTACAGTGTAAATATATTGAGA
GATAGAGATTTACCAAAGGAGTCATGATCTACCAGTCGAGAGCCACTGCAGGAAAATCCC
GAGCAGAGCCGCAATCATTTGAACAAACAATTAATCATCTGAGAAGAGAGACAGCTTTAA
GTCAAGGGAAATCCCAATCCAATGGGGCAGCTGGGTGTCACATTCCTGTAACTGGACTCC
ACTAGCTCAGAAGGGTTGGGGGGTGAGGGGCGTCTATCATGATTAAACAGTCAAGTAACC
AGAGGCCAAACAAGAGGACTCAAAGACTCAGTGGCAGGGACAGGAAAGTAAGAGAATAAT
CAGCTGAGCTACCCTTGTTCCGTATGAGAGAGAGGTGACATCAACTGATATGTTGTTGAT
GAAGTCACACCATCTCTACCCACTTCCAAATGCCCAGGCATGCTCTAGAATGTAGTGTTA
TCTTCAGTCTATCCTTCCTGCCCTCACCCATCTCATCAAGGTGATATTACAGAAGTGTTC
TGCGTGGATTACAGGAAGACAGCCTGAGCAGTTAATCAGCATTAAATGTCCTGTTGGGAC
CCGTAGCCAGGCTGACTTGAAGTAGACGGGAATGGGAAGAATCAGAGATCAGCTGGAAGA
ACAGGCTCCTTGACTCTGTCTCCCTCCAGTACTGCCATGCCTCAAGGCAGAGCCTAGAAG
AGGAGCTAGAGACTATGCTTCCATAAAACCCTTCCACCAACAAAAAGAACCATCTGGGAA
GGTGGGTTTTAAGCTAAGAAATAGTAACTTGATTGCAACCCCAGCGAGTCAGAGATTTGA
TTGAAGGATTAGTAGAGAAGTATAAGAAACTGCACATTGTTTGGTGCTCAGCATTTCATA
ACCATCTTCTTCTACAATAACCCCCACTAAGCTTCCCTTTCCTGGCGTCCTTTTTGCTTG
TTTGTTTGTTTGTTTAGCCCCTTTCTATGATTCTCTTCTCCTTCAGAAGTGAAACCAAGT
TATGTGCTCTATTGTGGCAAACCTGTACCTATCATCCTGTTGATAACAGTTGCTGGTATG
TTTCTTAGAAGATAGAAAAAAATTACACACTTTATGTCAAAACCAGTATCTTTTAGTCAT
ACAAGAATTAAAAACGAGCTGGGCATGGTAGTGCACGCCTTTAATCCCAGCACTTAGGAG
GCAAAGGCAGGTGGATTTCTGAGTTCAAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGA
CAGCCAGGGCTATACAGAGAAACCCTGTCTCGAAAAACAAAAAACAAACAAACAAAAATG
TAAAACAATGCTCTCAGTACTGGAGAGATGACTTCAGAGATAAAGGATGCTTGCTGTTCT
TGCAGATAACCCAGGAACCCAGTAACATAATGCTTATTGAGAGATTTATATTGATCAGAA
GTTTTTAAGGACAGAATTTCAAACCAACATCAAGATAAATGAAGAAGGCAAGGCACTAAA
CTATGATGCATTTAATATTAGCTCATAGGGGTGGACTTCTGCATTGGTTACGTATCATCT
CACTGTGACTGAATACCCACAAGAAGCAATTTAATGGAAAGGGGGCTCTTTTGGTTATAT
AATCTCATGGTGTCTGGGGCTCTATCCGAGATGGCAAGAACTCACAGCATGACCTATTCC
ATCTCTGTGGATCAAGCAGCATTCTCAGGTCAGGACTGGGGTAGACCACAATCCTGTCAC
TTGTGTTTTCCATCTAGTACCCATGTTCACAAGGTTCTATAGCCTTTCAATGCAACACTT
CTAGCAGGAGACAAATATTCAAACACAGGAACATTTCATATACAAACCATAAAAATATCC
CCCCGTAACAAAGTAATGTCTAGGTACCATTGGTTTTGGATTTTCTCTTCCAGGAATAAG
CATGTAACAACTGGATTTAAACCCAATTTTAGCCTTTAATTCAAATCATTCAAATTCTTC
AAGTACCCCCGTGGGAAGCTAGATCAGCCCAAGGCTTTCTCAGAAGCCCCAGTGAAAGGA
CAAAGGGTACTTTCGTTCTCTGCCCTTGTCCAGGAATGGACTTAGCAAGGCTTGTCTGAC
TCAGTGTCTTAGAGGAGTCAAGGTTGTGGCTTCTGGAGACCCAACTCTTCCCCTCTGGGC
TGTGCTTATTGACTAAAGCAGCATTATCTGAGGTCTATCGCGTGCTCTCTTTGACAACAC
TGTTTAACTTAGTACTTCTTAATTAACTGGCTTCACACAAGACGAAGCTTATGAAAGACT
TCCATACCTGAGATTTTATCTTCTCTTTCTCATCCCCTGCTACCTTACCAGTAGGGCCCT
GTCAATGAAGGACCCACTGGTCCAGATCAACTTAACTGGAACACAGAGCTAAGGCTCCCA
TTGTCCTTTCATCTGAGCCTCTGAGAAAGGTTTGGGTAAGTCTGGCTCTTCACATACCAC
ATATCTATTTGCTAGCAGGTACATTTTCATGTTAATCAGGAACTAACTTGATAACAAAGC
ATTAAGCTCAGCATGACCAGAGACCATGGGACCAAGCAGTGGGGAGTAGATGGGTTTGGA
GTAGTTTAAAGTTGAATTGATCTTAGTAAAGTGACCAACCACTCTTAGCTTTAGCTATCC
CAGGTCCATTAATCATAGTTCCATGACTATATGTGCAGATGTGTATGCGTGATGGTATGT
GTGTGCACACATAGGGCTGGACTGTCCCATCAGTGAGCCATGTGCTCAAAAATGGGATGC
AGAATAGGTTTTCACAGTTCCTGGCCACTGGTACTAACTTGCTTTTCCCTGGAAAAGCCT
GTGGATTGAAATGCCCACATAGATCCTTGGAAACTAGTGAATAGAGAGTAGCAAGAGAGA
GTACAGAAATAAAAACGTCTCTCTGCTATTGATGAGTTTGGGCTATGATTAATCCATCCC
AAATTGAACGATCACCAACCAGAAACCTATTTAACATGCCAAAGCTTCTGAATACTCTAG
GAGACTTTAACTATGCTCAAAACAGTTATCTTAGACTATACTTGAACAAAATCATCTAAT
ATACACTCTGTTCAATAATAATGCCGAATACCTCACATAACTTATGGAACACTTTAATGA
AAAACAGGATTTGGGGCAGGTATACTTTTATACCATCATAAAAAGTCATAAATATATTGG
TTACATGTTGAAGACCAACTGTCTTTAAAATTGTTCTGAATTTAAAATTTCAGAGTAAAA
TGGTGATAATAAATGTGCTGAGAAGATGGGCTTTGCTGCTAAAGTGCTTGCTGCCCAAGC
ACGGGGAGCCAGAACCCATGTCAAATAGTGGAGCACAAGATGCATGCCCCTATAATCCCA
GTACTCTAGCTGTAGATCCAGGAAGATACCTGCAGCTTGCTGGCCAGCTGGCCCAGCCAA
ATCAGCAAACTCCGAGTTCATATTTAAAAAAAAAAATAACATAGAACGTGATTAAGGAAC
ACATGTAGTGACATCTACCTTCATGCACATACAAGCTCTCACACACGTGTGCACACACAC
AAATGTATACATAAATGTCCACACAGAGAAGTGGTTAAGAACAGCATCATTCATATTTTT
CATTTGTCCGTGCTCAGTGTGAGCACAGGAAAACTATGACAGTTGATGGCAATGGCTGGC
TACCTTGTCGGTGACCTTCCCTGGGCTATCTGCATGAAGGAAGGGGGCTCTAAGTCACCT
AATCCATGCAGTTACTACTATTAATTTTTATCATAGAGCATATTCTCCAAAAAAGAGCTG
GCACCGCTCTGGGTGATATGGTCATGAATATTACCCCTTCCTGCTGGCAATCATGTAGGA
ATTGATTGGACTCAGCGTGACTCCTTCTGCTACAGTGCACACCTGGAGATCTCACTGCAT
GAAGAGTCAGACTGGATGTTCAAAATTGAGCAAGTTTATTTATTATATGAAGAGAGAGTT
GGATAAATGGGGAGCCTTGGGGAAATAATTTTGCAGGTAGCATTCAGCTTCAAGCGGCTG
TGATATCTCTCTGCTATTTCCTGATAGCAACTGATTTTTTTTTTTTTTTTTTTTTTTTTT
TTTTTTGTGCAAAGAAAGACAGGGAGACTTTTTTTTTTCCAGAAAGATTTACTATCTCGT
GTCAAAATGATCTTCTCACAGATATGGTTTCCCTGTGAAATTTCACTGACATCTGGGCCA
GATTCTTGAAAAATGATTTCTGGCTTTTTTTCCCCTTCATTTCTAATTTACTGGATTACA
ATAGATAATTCTTCACCCCCTTCTGAACCTGTTTCCACGAAAGCGAAAATAAAAACCAGG
ACGTTTAGACTATATTAAAAAAATGTCAAGGGAACAGGGTAGAAATTTTTGATGTTATAG
AAGAAAGAAACAACATACGTTACAGTCGTGATTATTTTCATTATTTTTTTAAACCTGCCT
AGAGAGTAAGGCTCACGCTTCAGTTTTAAAGAAAAAGGAAAAACACAGGTGGGGAAAAGA
TGATTTAATGCTTCAGTCAACTGAAAGGGAGGGGCTCTTCCCCAAGGCCTTCATGGGGTT
GGCAGTTTTCAGCTCCTGGTATCTGAACAATCAGGCAGGATTTCAGTAAGGGTGTCTGAA
GTACAAGTAGAATGTCTGTTAGGCCAAAAGTAAGTTTTAACATTTCACTGAAGAAGACAC
AAAGATTTCTGAAACCAGAGATTTCAGAAACTCTGTTGACTTCCCAGATGGTAAAAGCCC
CTAAAATAGGAATTATTATTTTGTACCTCATTTTTCCCATCATGCTTTCTACTAGTCTAG
TCTACTAGAAGAGGGTTTCAATATATGGTTGATGAATAAGGAGGTCATGTAACTGTGGAT
GAGTTAAAAAGACTCCTTGGGCTACGGAGTAAGGCCAAGACCAGTATAGGCAATGTAGTG
AGAATCTGTTTAATTTTTTGTTAATAGAAGAAAGATCTTTGCATATAAGTCACAGTAGAG
CATTTGCCTAGCATGAGAAGGGTCTTGTGCTCATTCCCTAGTATAAGGCAGCAGTGTGTA
GTGGGGATGGTCTATATATGACAACCCACAGCCAGAACCACAAAGAATAAGGACACATGC
TATCATTTATTCTAGGATCAGAAACAAGGTAAAGGTCGATTTGCTCATACTGTTAACCAA
CACAGTATTTCAAGTCTGAGCCAGCACAGCGAGGTAAGAGAGAAAAATCAAAGGCACCTG
AATAGGAGGGCAGGAGGAGAAGCTATCCCGATTTGCAAGCAGCATGATTCTGTATGGCGA
TAAGGCTAGACTGCACCGAGAATGTTAAAACTGACCAGCCAATTCAGTAAGTTGGCACGA
TATGAAATCAATTTCAAGAATCGATGGTATTTGTATATATCAATTGCAAAACTGCTGGAA
AAACAATCTTAATGCTAGCTGTTACAGCAAATAACCTGTATAAATAAATTTAACCGAGGA
AGTGAATTATCTCCACAATGAACATTACAGAACACCAATGAAGGAAACTAAAGATAACAC
ACCAAATGGAAACACATTCCATTTTCCAGACTAATTAATATTGTTAACATGCCCACACTA
TACAGCATGATCTACAGAAGCAATGTAATTCCTATCAAATGCTAATGACATTCTTCACTG
AAATAGGAACAAGGAAAAAAAGAAAAAGCTCCTAAAACTTAGATAAAACCACTAATGACT
GTGAATAGCCAGAACATTCCTGAGCAAAACAAAGAAAGCTGGAGGCAGAATAACATTGCA
CCCCAACACACTGCAAAGGACACGCACAGAGAAGTGCAGTGGGAAGGCGAATGTGGAATA
ACAGCCACATCATTATGACCAATCTGTCCCCAGCAACAATAACAAACCAGCAAAAATATA
CATTAGGAAACGAGTCTCCTTAATAAAGGATGCAAGCAAGGCTGGCCATCGACATGCAGA
AGAACGAAGAGCTTTTTCTCTCGTGTTTTTTAGATACACATACATGGAAAACACTCTGAG
ACACTGTCTAGGTGAAGACTTTTCCTTCAGCTATGACCACCGAGACCACCACCTACAAAA
GTAAAAATGGACCAATGAGACTGGCTGCAGTCTAAAAGCTCTTGCACAAGTGGAATAATC
AAGAGTTTAAACGATGACTTACAGAGTGGGATAATATTTGCAAACTACTTATCCATGATC
AGAATAGTAACCAGAAATGGGTAGTTCTTAAAAGACGCGTGCAGATGGCCAATAAGAGCG
GGAGGATGTTCTTAGCATTTCTAATCATCAGGGAGGTACAAATTAAAACCATGATGAGAT
ATGACATTCCTCTGTGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTACATGTTTGTTTAGGTGCGTGTGTATGGGTGCACATA
TGCCCATGTAGAGGCTACAGTTCAACATTAAGTGTGACTCTTCAGAAAGGGTGTATATCT
GGCCTGAGGTTTGTTGAGTAAGCAGGCTGGCTGGTCAGGAAACCCAGATATCTGACTCTT
CTTTCTCCCCAGTTCTGGGATTAAAATATATTGTCTTCCCATTACTGTATACACTGAATG
AATGAATGAATGAATGAATGAATGAATGATAACAAATGCACATCACCATGCTCACCTTTT
TATATGGGTTATAAGGATTGAATTTAGGTCTTTGTGCTTGCATAATAAGCACTTTGCCAA
ATGAGCCATTTTTTCAGTCCCTATTCATACATAGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTACTGGCAAGGATGTGAAGAAAGGGGAATTCTCCTATGCTGGTAAT
AGAAATGCAAATTAGTGCAACTATTATGGAAAACAGTATGTAAGTTCCTCAAAACATTAA
AAATAGAGCTGCCACATGATCTGGCAATCCCATTCCTGGGTGTATATCCAAAGGAGAAAA
AACCAACACGTCAGAGAAATATCTACACTTGAGTGTTAATGCAGCACTCTTCGCCCTAGC
TAACATGTAAAACCGAGCTAGAACTCTGTCAGTGGATACACAGATAAAGGAAATGGAAAC
TTAGTTGCCACACAAATAATAAAATCTGTCATTTGCTGCAACATGGATGTAAGTCAGGAC
TGGCTCAGTGACCTATCAGGCATGAAAGACAAACACTGCACATTCCCTTCAAAGAGGACG
CTGACAGTTGATTCCAGAAGTCAAGAATAGTGATTTCTAGAGCCAGGGACAATGAGAAAG
GCAAGGGAGGAGGAGAAGTTGGAAATGGCTTCAGGGGTTTGATTGGCAAAGAGGAATAGA
TTCTCATATTCTGTAGCCCATTAGGGTGAGTATGGTTCAAACTAGTTAACAGGTATGAGC
GACCCATTAAAATAGCTCATGAATTTTGAATGTTTCCAATACAAAGATATGATAATTCTC
AGAGCTGCTTAATGGTCCTCGGTCCCATTGGGATGATGAACATATTTTAGACCTAGACCT
AGATAAAGGTCTCGGTTGTACACTGTTAAAGTGTGAAATTGCTAATATAAGTGACATGGA
TTTCACTTCAGTTAAAAAGGAAGGAAATCCAGATGTTCATGTGAAACTCAGACTCATCCT
GTAAGAGCTAAGGTACCTTATGGGCATATGGCATGCACCTATGGCATCAGTGTGAGAGCC
TAGGCACACATGTGGTATGGAACCAGCATTAGAATAAGGTACCCAAGGAGATGGCATGAA
GACACAGTGTAGGCTTAGGGGAACTGGGGAGGTGTGGAGGTGAAACACTGGTGACTAAGA
AAGAAGCAAGTTGGATATAAGAACTATCCGTACCCCGTGAACAGTGGGGGTGGGTGTTAT
GGGAAGGCCTGTACTCTCCATTCATTCTCTGACAGTTTTCAAAAGGTTTTCAAGGCCTCC
CTTTATACACATTTCTGGTTTCTGGAGTTAGAGTTTTGTTTGATATAATGAGATCTCCAG
ACATAAATCCACACAATACAAGTATTTGGAGCCTCCACAGCAGAGTTCCGAAGTGAGGAA
CATCACTTGGTACATTACTCTTGATTGATGGGTAGATTAATTAAGAAGCAGCCTATCAGA
GGAGAAGCAGCACACTGTTTCATTGACTTACAGACAGTCTGTATGTGTTTCAGTCATCTG
CAGTAGGAGCATCCTCTTCATATTCTTCCCCAGATCATGAGTGCCAGGCATCTTATTCAA
ACAGAAAACAAAATTAGCCATGGTTGGTCCAGAGTGGAATTTCTGAAACAGTATTGGAAT
TGACCTAGATATTGACAAGGATAACAGCAGAATGCTTGATAGTGGTTGGCAAATACAGGT
AGTTCTTCTTTATTTCTTTGTGACATTACTGTCTGTGCAAATATATTTAATTCACATTAC
TGTGTACATGGTACTGACAGCTGCAGCCTATTGAGGTGATTATAAATGCAATAGGAATAA
ATCATCCTTTGCTGACCCCTGTAAGAAAAAATGTACACAAAACTGCTTCCCGTCTTCCAA
GGGAGCTCTTACGTTTTCCCAGTGATTAACCTGGAGGAGAGACACACAGAGCTTCCTGGA
AACACAGAGCAAGAGTCACACATCAATAGTATTCCACTCATGGATGCTCTTGAACTTTCT
CCTACTACTGTGGAAAGAGTGTGAAGGCTCTTCTGTGGAGAGCTTTATAGAGAAGAAAGC
AAGTATGAGGGATTCCACAACTCTCTCAAGGAGAGAGATTCAAGAGAGGGTCTTTCTGAA
CCGGATTGAGACTGGATGAATAAAAACAGTGTAGGGGAGCCTTCCACATGGCAGCGGGAC
AACTTAAGGGGCTTCTGTTAGCAGTGCTTTCTTATATGAATTTTATTTCCTTAGAATGCA
TTTATAATTTTCCTTTCATTTTCTTCAATACTAAATAGGTTATACACATTTCTGTTTTAA
CAAGCTAATCAGCATCTTTTGAGTAAGTTTAGACAACATGATAGAAACTTATGAGTAAGG
CATTAGCCAGGCCATGTCATATGCAATTGGAAGTATTAGAGATAGAAACGGAGCTCCGGG
GTAAAGCCTTTACTTGCCCAGCAAGGACAAGGCCATGAGTTCTAGCACCAGGACTGAGAA
GAAGAATTAAAAGTTTAAAGAGTTGAAATCACTGTTTGCAGAGGTTGCAGCTAGTGATAC
GGTAGACGGCTTGACTCGGATGTGTGAGGACTTTGGTTCTAACCCTAGCACAGATAAAAA
AATTAAGAACTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTGTGTGTGTGTGTGTGTGTGTCTGTGTG
TGTGTCTGTGTGTGTGTGTGTGTGTGTCTGTGTGTGTGTCTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTCTTATACAGAGGTAAAGAAAATCCTGTTAGCAG
TTTTCATAAAAATGGAGAACAAGAGCCTCTTTTCGCAGACCTAGAAGAGCAGTTTTATGC
AATGCTCCTGAGCGTCAGTGAATGGGAATCATCTTGGGTGACAGCGGATTGTAACTTGAG
AGACAAAAGCATGAGGGAAGTAGCTGTGCACCTTCAGCAGAAGTGCAGACCTGTGTGTGA
GTCCCCGACTAATGCATATGACATGAGATTGGTGGAGAGCAGTGGAGACGATGGGCTTGG
GGCAGTTGTATCCAGGGCTGTCAGAGAAGAGGCTGGTAGAAGTAGACGCAGACAGCCTAG
TGAGAAAATGATCATAATTGTGGAATAAAGAGGAAATAAGAAGCAAGAATAAAGCAGCAT
TAAGAATAAGAAAATAATAAATAAGAAAAGAAAAGCAGAGAAAAAAATTATCTTTACTCA
TAAGGAAACCCAGCATTTACCAGGAAGGGGCGGGGTGGGGGTGGGGGATCCAGACAGTTG
AGCTGAAAAACCCAATCTAAATGTGAAAGCGAGGTATGTGTACTGAAGCTGGGAATATTC
ATCAATGTGTTAAATGTCACACGTTCTAAAAATATGAGATAGATTTCAACAGCCTATAAA
GACCCATGATTGGAATCTTGCTTCTATGATGCCATAGCAATTCAGATGGTTCTTAAGTCT
CCATGGCAACAGCCAACACTACATTTTGTCCTTTGAAGTCACATGACACCTGATGTCACA
TAACAGTTAGGGAGCAGAGAGAAGCAGCCAATTGTATTTCTAATCAGTGGCACAGACACC
AAGGGCTACTGTGGAAGGCTCTTGTTGGCCCTATGGATTATAGTGGTCAGAGCCAGCAAG
ATGGCTTAGCAGGTAAAGACAACAGCCTCCAAACCAAAGAACTGAGTTCAGTCTCCAAGA
CCCACTTGGTAGAAAGAGAGAATCGATTCCTGCAAGTTATCCTCTGTCCTCAACTGGTAT
GCTGCAGCATGTGTGTGTGTGCCAACACCCCCCCACACACACACACACAGACATACACAC
CCACATACACACACACACACACACACACACACACACACACACACACACACACAGACATAC
ACACAAAAGAAATAAAACTGTAAAAACAAGTTTCAAAAAATGCACCTTAACTAGTAGGAT
CTGGGTGTTATCTTGTTATCATGAGCAGTTGCTCTATATGAGCAGTGGTGTGATTTATGG
GTTGAATATCAGTTCAGGGAAGATCCCTTCAGGCTTCCACTTGTAATATCTAATCATCTT
AGTTGTACCAGTGATACACTGGTTAGCCATGAATAGCCTACCACCTCAGGGTAAACAAGG
GCCTCACCCACTAAGGATATAATGCTATACCATGAGGAATAAAGTATAAGTCTCTTTCTT
GGTTTTCCATCTATGGAATAGAAGCAATCACCAATGTTTTTTTTTTTCTTAGTCAAAGGG
GAAGGTCTATAAAGCATTTAGTCAAATTTTGTCCAATGCTTTTTGGGGGCCTGTCTGAAA
GAAACAGCAATCTTGGCTTTGGGTATGGAGGTGTCAAGATGCTGCATTTCTTAACCTGTA
GTTGGATAGAGCATCCCAAATCTTGCATGCATGAGAAAGATAGAGGGAAATCTCTTTTGA
GTGTTCCTTAAAGTCACAAGGAAAGATTCAATCCAATCCCCAAAGCTTTTACCATTATCA
AGCTGGGTGAATTAAGACCCATAAACTCAATATGACTTTGTTTTTCAGTGGAGTTACAAG
TCCACAGGCACTAGACTCAATGATGATGCTAACACGTATCACTGCCCGAACACTTGTCAC
TGTCCCTCCTTATTTATCTCTTCCTTTAGTGTGAGAGGATTCCGAGAGAAGAGCAGAGAT
AGCCCATGCATATTCATCTTCTTCCTCTTCCTTCTTCAACTCATATGCCTGCATTCTTGC
TATTTTGCTGTGGAGTTTAAAACATGAGAGAGTGATACAGGGGTTCTTGGAGCTAAAAAC
ATTCTATAACAACAGTGTTGATGGAAGCTATTAAGCTCTTATCTTACAGGCCACAGGATA
GAGAAACAGAAAATACAGAGCTGGGAGACCATATGCTTAAAGGCTAAAATACAGCTGAAG
GTTAAAAGATAGCAAGGACACAGAATAACCTGAACTAACTGCTGACTGTGCAGGATAGAT
GCGTGGGTGAGAGCTGGTTACTCAGAGAACGTTCCTGGAAGAGAGTTGATACACACTTGA
AGGAGACCTAATATTTACTGAGTGCTTATGAAGTAATGGACTTTGGGCCCTTTGCCTTCT
TTTTCTCATGGATTGAAAGGTAGATTCTGGATAAAATAATGCACATGGGAAAGAATTATT
GGTATCATAGAGCTGGTTGTATAGTGCATTTGCCAAGAGTGTGGACATCAAAATGAAGAT
GCCAGATGACGACAAAAGGCCAAATAAGGACTTCAGGTGTAAGGAGGAACCACAACCTTT
TTTTTTTTTTGTATAAAATTATTTGTCCCCAACCATGGGACTTAAGAGAAAGATGTCCTA
TATTGGGGAAATCAATGTGATTACTAAACACATTCAAGCATTATGTTACAGACTATAGTC
TAGAGGAGGCAAAACCAAGGATGCATGCAAGGCAAGCTAGAAGAATGATTGCCGTGGAGA
AGAGCATTGGTGTAATGTAAGGACAGATCTCATTATGGAAAGAAAGTAGGATTTGAGTGT
TAAACTTGAAAAGACTGTACGGCAGAGATCTTTGCTACAGAAAATGAGCAAGCTGAGAAG
TGCCCAGTGGGAGCTACTCAGATGTATCTATTTGGGTTTCTGGTTTTGAAGGGCTACAGT
CCACCAGTCCACCATGGCAGAGAACTCATGGTGACAGGACCATGAGGCATCTGGTATCAC
TGTATCTGTAGGTAGGAAACAGAGAGTAAGCAGAAAGCACCCCCGACCATCAAACTTCAA
GACTCACTCCCAGTGACCCACCTTTTCCACCAAGGGAAACTGTCTCTTGACAGTTCTAGA
ATCTTCCAAAACAGTTAAGGACCAACTTCAAATACATGAACCTCTGGGGGACATTTTACA
TTCAAAGCATGACAGCACAGCCTACTTCCCCCAACACACATGATTTCTTCTCACCTAATG
GTCCATGAAATAAAGCAAAGTCAGACAGTCCACATGTACTAACTTCCAAATAACTTCAGT
ATTCCTTGAGTCCGTTCTCTGTATGGTGTATGAGCTTTTGTTACATGAAGCCAGGGCTTC
CAGGTGCTTTCGTATGTAAGAAGAGAAGTCTATTAGCTATAGCACAAACTAAATGTCCAT
GGAGATAGTTTCCCAAACCATTCCTCTATAATAACTGTTCCTTTATTGTATGCACAGCAG
ACACGATGCTGAGGGAGACACAAAGTTTTAACCTTCCGCAATCTTAGAAAAAAACCATCA
AACTCTCTGAGACTTGATTTCTCTGTAAAACGAGTGACTAGATTAGGTAACGTACAATTC
AGCTCTAATATCCTACGGAGTTTATATCATGTAGTTAGTCTTAATGATGCCTTTAAGGAA
CAGTGTTGCTGCTTTTGTGAGTGTAGGCTACTTCTTGTTGTGAATAAGCGTATTCTTGAA
ATGTCAGCTTGTGTCCAGGGCTACCAGACGCTGCAGTCTCTTTTGATGAATCTCTAACGA
AAACCCAAAAACTACTGGGGCTCAAATAAACCAATGAATTCTTAAATTATGCTCTCTTCT
ATCATGACATTACAAATAGAGTTAAGAGGAAGACTGTTCAGTTCCCAGGAGTTAGGTCAT
AGGAGTTAGACTGACTATAAGTGTGGTCCTGAGACCATAGCATCTCCTTTACAACACTGC
TTCAAGCCTACCCTACCAGTCTTCATTGTTCCACTCACCCCAGACCTGGATAGCTGGCCC
ACTGCTCTTCATGCTGCCTTCGACACAAATGGTTCTGCTTCGCCTGCCACCTGCACTCTT
GCCAAGCCATTTTCTATGGGAGGCACTAACTGCCTCTTCCCCACTGTCATCAGCACTCTA
TCCTGCTCTCTGCAGAACCTGGTCACTGTTTCCCCTGCTGTACCTGCCCATAGATTCAAA
TGTTCCTGATCCCACATCCCTACAGGCTAGGTAGGTACCAGCCCTCTCTACTCTGGCCAT
TATGACTCTATAGAATTGCCATAGATACCCATCCCCATTGTGGCTCCTGATATAAGAATT
GTTCTGCCATGGATGCCAACTGATTATCACTCTGTTCACCTTAGCACTCTCTTGTAGAGA
GCCTCACTGATTGTCACCTGTAACAGTAACATCTATCCCCGAAGTTCTTACCCATGAAAT
CAATTCTCTCTTCCAAATATTGTACCTATTTCTCCAACAGGAACTACTTTTGCCTTTTTA
ACGGTCTGCCTCTATTCTTCAACGGAGTTAGACAAATGCAGAGAGGTTAGTGTGCATTAG
AAAACATACATTGTGTGACGGAATTTGCCAGGGTTCCTGGGCCCTGCCTTTGCTGCAATC
TTCTGATCTTCTTCATTCTTTTGTTTCTGTTTCCCGAGACAGATCTCAGAGTCTCAGAGT
ATACCTGGGCTTGTCTCCAACTCACAGTGGTTGTTCTATTGCTGTCTCTTGAGTGTTGTC
TCCTATGCAAGTACCATTACCCAATTCAGAGGAATAATTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTCTGTCCTTGTACATGTGAAAGCCCAAGGTTGACATACCAAG
TGTTCCTCAACTACTCTGCACCTTACGCATTGAGGCTAGGTCTCTTAATTGAACCCAGAG
CTCACTATATAGGCTACTCTAGCTAGGAGTTTCCTTTATTCTAGCTAGGAGTTTCTGGGA
GCCTTTCCCTTGGCCTTCTGAGTGCTTGAATTATAGGTGGGCAGCTATGCCTTCCTGGCT
GTTATCTGGGTTCTGTTAGTCCAAACTCTAGTACTCATGTATGCACAGCAAACACTCTAT
CCACTGAGCGGAAACTCTTGGTCCCTAAAACCTGCTTTCTATGTTGAGATTTAGTGCCTC
ATCTATCTCTGCGGAAAGACAAGGACTCAAGAAAAGAATGAAAGGCATCTGTTGCTAATC
CTTTCTCTTGGGTTTCTCTGGAGAAAACGTCTTAGGCAAATGGTCTTCCTGGATTCCTGG
AATAAGCATGTAAAATAGACCCCCACAAAGGCAGTGCACACACCATATTATGCACACAAT
AGGAAAGCAGGATGCACTGCCAATTCTCAGCTATGCGCTTAGGCAACACTTGTCTGCATA
CAGGGACAAGTATGATCAACATGTAGAATAGCCTTGGGTTCTAACAAAGAAATAGCCAAG
TCAAGGCCCCAGGGAACCAAATCCAATGCATTCCTTTCTCCTGGGCATTGTTTTCTGTGA
TCCCAAGCTCTCTGGTTGCATAGCTGTCTAAACACATTCTGACATGAAAGGGAAGTACCC
TGAGCTCCCAGAGTGGTCATGTTTGTTTATGCTCCACCGCTCGCTTGTGCCTGCACAGTC
ACATCCTGGCAGTCCCTATCAAAGATGCTGTTACAGAAATCCACATTTCCTTTAAAAACA
GAAAAAGACAAAAAGAGCTTTTATTCACCAAACCTCTTCTCTTTCACTTCTAACACACAG
TTCCTGTGCAGCGCACCTGGGCTCCTAGGAAGGGAAGAGTCCATTCACAGGGAGGTGAAG
GGAAAGCCATCCTGGCAAGCTTGGGCAGGCAGTGCTGCCAGTGCACAGAGAACCTCTTAG
GAGATGGGCAGAGTGCCTTGAACAAAATACTTCCAGCTTCATTAAACAAGTGAATTGTCT
TAAATTGAAAAATATTATCCTTTCTACCTTTGAATATTTAGTAGAAAGTTGGCTAAGATT
TCAACAAGCCAGAGATTTAAAAAGGGGGGGGGGGGCAAATCTGTTTTGTTTTGTTTTAAA
AAAAAAGAAAGAAAGAGAGAGAGAGAGAGAAAGAGAGAGGGAGGGAGGGAGGGAGGAAGG
AAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGAAAGAAAGAAAGAAAGAAAGAAAGA
AAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGGGAGGAAGTCAAG
GATGTTTTGAAGAGCCAGGTAAGGTGAGGAGGAAGGGGGTGCCTCTGTGGGCCCATGCTG
AGGCATCCCTTCCCCCTGAGGTCCTAGCCATATGACAGACATAGTATGGAATCGACTTTC
TTTGGGGAATGGGAAGGGAGTTTATAAAAGTTTATAAAAGAGGTAAGTTTGTTAGCATGA
ACAGTCTTTATGGTGAGCTATGGGAAGACAACCCTTTCGTGGAGCAGAAGGAGCAAGAAG
GGCTTTTTTCTTCTCTCTAGGAGACTGTATGTATATATGTATCACAATGAGAAACAATTT
TAAGTTCACATTTAAAAGAGAAAGGAATCTCAAAACCTTAGCCTTGTGAATATGATAGTT
GATCATACAGTTTAGCATGAGAAGCACCTTAAGTCTATAGTTACAAGACAATCAAAGGAA
ACAAAATTTTAACTTGTGATTATGAAAGTTGGATCGTATAGTGGAGTCTTTTATTAGAGT
TAGGCTAATTTATAAGAACTCTATCAATTAATGTTAGGACAGTGGCATAACAAAGGGTTT
CGGGGATCTGCTTTTTAAAGGCCAAGTGCCTTTCTCTAAACTATATCCAGGTAAATCGTG
CTTGGAAACCATTCAAAGTTTTAAAATAGAGGGATTTTGCCCCATGGCTACTGTCATACT
AATAGTTTAGGTTTTTATGATTAATTACCAATGGGTTTCAAATCAATGCAGTTCTCATCT
TGAGTTAGATTCCTTAGGTTCAGGCTGAGGTTCTGAGCGAGGAAAGATCTGTTCTCATTA
AAAGAAGGCATCAACATTTATTTCCTCAGCTGATGGAAATCCAGGCATCTCTGATGGCTT
CAGGCACTGGGACCTATTCTTCTGTTCATAGAAAATAAAAGGATTGGCGTTTCGCTCGTA
AGGGACACATTTAAATATCAAGGTAAAGATGCGTCTCACACAAAGCAGAATTCATTCCAA
ATTCCTGGATAAAAGATGCCGTGAGAGTTGGTCTACGATGACAACTAGAACGGATTTAGA
TGGCACCTCCCCCTTTGTCTTTGAAGGTGCTTCGGGGGTGTGCAAGTGATTGTGCTGGTG
TGCAAGTGATTGTGCTGGTGTGCAAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTG
TGCGAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTG
TGCAAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTG
TGCAAGTGATTGTGCTGGTGTGCGAGTGATTGTGCTGGTGTGCAAGTGATTGTGCTGGTG
TTATTTTACAAGCTGGACTCCAGGCCTGAGTAAAAGAGGGAAACGAGAAATCCCCCAAGC
ATGGGCCTCCACATCTCTGCTTACTGATCTACACAGCCGTAAGCCTTATGCTTTTGTCCC
ATGGCCAAGAGCAGCTTAAGATGCCACACCTCCTGCTCTGTGATGGATTGTACCACAAAG
CTGTAAGCCAAAATAGGCTGCCTCCTACTTAAGTTGCTTCCTGTCAGGTATTTGGTCACA
ACAAGGAGAAAAGCAAGCGATGCCAATTCCCATCAATACCCAACACCATTAATTTAATTC
TCTTGACTCAGCTAAAACAAACCTCCAAGTAAACAATTACTTTCTTTTGTGCCTTCAGTA
GAAACTGACCAAAACCTTAAGATTTAGTAGCAGGCGATGCCCCAGTGTATGGGAATGCCA
GGATAGGGAAGCAGGAGTGGGTGGGTTGGTGAGCAGGGAGAGGTGGGATGGGATAGGGGT
TTTTATAACATTTGAAATGTAAATAAAGAAAATATCTAATAAAAAATTAAATGGAAAAAA
AGATATAGTAACAGGGGGTTAGGGAGATAACTCAGGGCTTGCTGCTTTTGTGGAGGATCT
GGGTTTGGTTCCCAACATCTACATAACCGCCAAAAGCCCCTGGAACCCTAGTGTCAGGGG
TCCAGTGCCCTCTCCTGACTTCCCTGGGCACCAGTGTGTATGTGGTATATAGAAAACTCA
AGCAGGCTCATACACCCACACTAAATAAATAAATCCTTCTTTTTAAAAGATTCAGAATTG
ATTTGGGAAAGTAATCAAAGCTTGTAAATAATGCACAGAAGGGTGTGTTTGTTGTATGGA
AAGTCACAATTTCCCCCAAATCGAATTAGGTAATCCTAGCAATTTAATTAAAAGTCCTGT
CAAATCGGATGCAGGTGTTTTTATTTTATTTTAACTTCTAAAATTAAATAACTTAAAAGG
AGCTTTTACTATAAAAGAATTTCCTGCAGGGTTTTCAATAAATTAATGTGCAATTTTTTC
AAGAGACTTGTAGTGAAGGGAAAGGAGCCCTGTCATTTCCTTCACTTTTGGCATAAGAAT
GGCTTCAGGTAGAGCGAGGTATGAATTAAGTTTTAAAGTAAGAAAAGTAAAGGGTCAAAG
TCTATGACCAAGAAGTCAGACAGTACTATTCATAAGTCTGCGGCTTCCTGTTGTCTTCAA
ATAAGATATTTTCTGCCAGGACTGGAGGAGATGGCGCGCTGGTTAAGAGCACTTGTTGCT
CTTCCAGAGAACCCAGCTTCAAGTCCCAGCTCACACGGCAGCTCACATCCTCTGTAACGC
TAGTTCCGGAGAATCCAATGCCCTCCTCTGGCTTTTTAGGAACCACCATGTATATGGTGG
ACATTCAGATAGACAGACCAAACACCCACACACTTCAAATAAGAAAGGTTAATTAAATAA
GATAATAAGTTAGATAAAATAAGTAAGATAAATACAGACATGGTCTGCTTCTCTGCTTTT
TTCATATAAGTTGTTCTTAAAATCCTCTCTCACCACTAACTCCGCCCCTCCATCATGACA
GCCCTACAGATACTTAGACCACCAGTTCATGTGGACAAGCCTGACCTAATGTCCCTCAGC
ACAAATTCTTGGAAAACGGAAACAAAAGTGTTCAAACAGTGCCCTCCCCTGCATCTTTCC
TCGGAGCTGAGTGGAGAAGGTTAAAGAGATATGCTAGCTCCTGCTCTACCAGATGCCCTG
TCTCAGCTTCCTCCTCCATAACGACTTCCCAAATGTCTTCTGAGGGGTCCCTAGAGCAAT
GTCCTGGGAGGCAACAGCTTCTGGGGTTCTCTGTCCTAACAAAAGCTCTTAAATGGAAAG
TCTTAAAGGCAAAAAACAAAAACGCAAATATCTCTTTTCAAAAGCTTCAGAGTAATCCCT
CTGTCTTTTATGTATCTTCAACAAACACATGAGTAGATAAAGACCCATTTCCAGCTCAAG
TTTTTATGATAATGACAAAAAAAAAAGCAGTTCTATTTTCTCCGCTGTGTGGCTTTTTTC
AGAGAGACAGGAAGCTCTGAAGGAAGACGTCTCCCAGGGCTGGATTCCAATTAACTTCTG
CACCAAGTGCTGATAACTTTAGGCAATCACTGTTCTTTGGAAAATGGGGCAGAGAATCTA
AAACATCATAAAGACAAGATGACTGATCAACCAAGACCCAGCACTGTCTGACTGTTTCCC
CAGACGGCCATAAGTGTAGAGAATCGTCAACAAAGCACCGTAAGTCTTCTTGGAGGTAGT
CAGTGATGTGACAGCGCTGGGCTGTGTATACAAGAGCAAAGATTTTGGAACAGAGTCTCG
GAAAACACTTTTGTAAAGCACATTATTCCACACAATGAGCTTTCCGGGTCTAGTAGAATA
GGAAGAACTTGAGATCTGGAGTTGAAGACCCACATTTGGGGTTTCTATGCTGGATCTGTT
CTGAATGTGCACATGTGCACAAAAGTGTGCGATTCCTTTGACTTAGTTTTTTGACGCAAG
CTCTACCACTGAACTTCAGCCAATTTAGCTAGATTGCCTGGCCAACAAGCCCAGGGCTCT
TTCTGTCTCTGCCCCACCAGTCCTAAAGTTAAAGGCCCAAGGCATTGTCTGTGTGCCTTT
TTATGTAGGATCTGGGGATCTGGACTCATGTCTTCATTCACACAGCAAGCATCTGCCCCA
TTGAGCTGTAACCCCGGGATGTACATTTCAGCAGTTCTGTGGTCTTGGGCTAGCTTTTGA
ATCTTTGAGCTGTATAACAAGCACAATGCTTCATTTCATTCATGGAGACCAGGATGAGCT
GCTCTGGCTAGCCTTGTTCATTTCTGAGTTGTTGGCTTGTTCATTAGGCTATACATTGAC
TTTTTCCTCATGTTCCTCTTGAGATCAGCAAGCCAGCCTCATTGTTTCTTCCCCATGGAC
ATGCCAAAGATTTCACTGTATCAGTTATCCTACTATCTGAAGCAAGCCATGGAGTCATGC
ACACAGAAATCAAGAATGTGGCGAGTCACATGGAAAATATCATAGGTAACATAAATGTAC
AGATATCTGGGACCAAATGATGCTATTTACCACCAGACCTAATTCTCTTTTTCTGACCAT
CATCTGTTAAGTGGGGAGGGATGAGATACTCATGAACATAAAACCAGATGCAACTTAACA
GAATCTAGTATAAATCCTAGAAAAATAGTTAAGATCTGTAAATACTGCTTTCTCCCACCT
CGCCTCTCTACCCTTGTAAACAGGGAAATTAATACCTGCCATGCTATACTGGATTCTTTA
TTGTAGTGTTCTTTAAAGGTAGCATGGGAAAGTCCTTCAAAAGAGCCCCAAATGCTCTAT
AATTTCCATAAAGCAGCAACTTATAGAATGTTTATCCTTATTCGGTCACAAAAAATTCAA
GTACTTGATTTTCATCCCGATTTTTTGCTGAGTACATTAGCAGGTAGTCAGTGATGGTTT
TCCCTGTGATACACTACAGTTCATGTTATAAGCCCAAGCACGTTAGTGTGACTTAGGATG
AGAGTCAGGGTTGCCAGGAAGGTGGTTTGGAGGATATTAGTTAAGTAGCTAGCTCACTCA
GTGTTACTTGAGGAATCTAGGACTCATCTGGGAAGCTCTCTTCAGTCCTTACTGCCCTAA
ACCCGAAGTGTTAATGAGGATGTTTGGAAATACGATGTAAAGGGAAGGAAAGGATGTGAA
TGGCTGTCAGGTTGTGATCTTCTTACCTTAATGAATGGAAAACTGTTTATGAAGCAGGGT
ATCTCAGGCCCCACATAATGAACCACAATTGTGCAGGGAGCTGTGATCCCCAGAGACTCC
AAGGGACTTAAGGAAATTAACCTCAATGACAACAAGGATGTTAAGAACAAAGGGTCGGGG
TTTTAGTCTGAGGTGGGCAGCCTCACCTTCTGACTGGGACAAACCTAATGGTCCTCATGA
TATTTACCTGTGTTTCTAATCTAGAGAAGTTTACCTTGAAGTTATCTCCTCTGTCTCTCT
GTGTCTCTGTGTCTCTGTATCTGTCTCTGTCTATCTCTGTCTGTCTCTGTCTCTGTCTCT
GTCTCTCTGTCTCTGTCTCTGTCTCTCTCTGTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
CTCTTTCTCTCTCTGTGTGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTATTC
TATATCCAGATGGTAACAAAGAATAACTCAAAGGACAGAGGCCATTGGCTAGCACCTCAT
GCATAGGCACATTTCCCCCTGAGTTTAGAAGCCCTGAGCCCACAGCAGAAAGCCCATTAG
CTGGATAGCAGCCAAGATTCTCTTTCAAAGCAGCTCCCATTTAATTCAGATTTTTGCCAG
TTTCCACATGTTTAACACTCATTACCTTTTCTCCTAAGACCAGGCCCATCTAGGGTTATA
AATCTTGCCCTTCTGGAAGGTAGAAGATCTTTTAGAATGTGAGGCTGCAAGCAGAGAGCA
GTCCCAGTTAGAAAACTCTGGCCCTGAACCAGACAAATTGGTACTCCACAGCTAAATATT
ACTGAAATGTTGATGACTGCAGAGATCATCAGGGAACCCATACTGGTCATGGGAGTACAC
TTGATTGCCAGGTTCCTACGTCTACCATAGCTGCTCCTGCCTCTCTGGGGGTCCCTCCCC
TCCTCAAAATATTGTCACTTTATGCATTTCACATGAGCAGTAGCCATTGATATTTAAAGG
GCTTGGGGGATGATTGGAAATAACTTGACATTGCATTTTATAAATAACTGTCTCTTATAG
AGAGGGGAGACCTTTCTCTTGAGAAGTACTCTGGCTTGTAGTAAATTGCCAATGAATATT
GGTTTCATGAATAGATAACTGGTTGAGGTACTGAATATTAATGCATCACTCTAAAATAAT
ATTTTCTCATGCTTACCTTCATAACCTCGCACTACTAAAGAACAGAAAGTAAATATGTTT
TTAGCATGTTGGATGCCTTAGACTGGAACAGAAGATTCTTTTGATGGGATGGAAACCATG
CACCAGGATTCGCCTCACTGGGCTAAACTCAGTTCTGTTAGGTGGGGTGTGTGACTTAGC
TAAAACATCCTCAAAGCAAGACTGAGAAGAATACCTCCCTTAAGAGGGCAGAGTGTGAGA
AGTAGATAAACTAATGTTGGGAGACACTCAGTACGGTGCCTGGCACAGTGTTTCATGGTC
ACCATCGGAAGTAGGGGCCTCAGCAGCAGTGCTAGGTCAAGCTCTGCTTTACTGTTTCAG
GTCCTTTACATTCCTGGGTTCCATATTCATTCTCTGCAACCTCACAGACCACAGGGAAAA
CATGCAAAGTGGAAGCTAAGGAAATATCTCCATGACTAAATGCTCTCTGTGTAGCATGAG
AACCCAAGTCCTTAATACCCATAGAAAAAATGTAAGAACTCCAGGGACCCGTGGGTGAGA
TTGCAAGTCCAGAGTTAGAGGCTGCCTGGGCTTGCTGGCCAACCAAGTAGCCTGACAAAT
GAGCTCGAGGTTATCTGCGAGAACCTGTCTCAAAAATTAAGGTGGGGAAGGACAGAGGAA
GACACAACATCAGCCTCTTGCCTTCTCACAACATGCACACATACACCTATGAAAGAGTGG
GAAAGACACATGGCAAACAACCCCAAGTTCCAGGAACTTCGAGTTTGAGAAGTTGAACAT
AAGCAACCCCAAGAGTTATGCCCCTCTTGGAGGTGCTATATATAGGATCTTCAAAATTCC
TTCCCAGAATCCCTTCCTCTGGCTTTGGTGGGCTGTTCTGGTTCCAAAAACCCATGCTTG
GAGTCTGTCAGACACCAAGCAGCCCAAAACAGGATCAGTGTAACTTTTTTTGTAAGCCCT
GACACAGTTCTGCTGTGTCCTACCCACTTAGGAACACTTGGAGAGAGGCAGAGTAACAGG
GAGCAGTTGTGCCCCGGCTAAAAGGTCAAGGAGCAAACACTGTGTATGTCTGCAAGTGGT
GGTGAGGGGTTCTGGGATCAGGACAGGTGTGAAACAAAGCAAAATGTTCTAGAGCATCCA
TCTAGGGCCTAGAAGCAAGTCATGGATGTAGCTTGTTGTAGTCACAGAGAAGCCAACACA
GTGAAAGTCTGTGTGGCACACAGAGTGAGTGAGAGCATCTCCACAGGGAAGACAGGAAGG
TCTGCCAGACAGGAAGGGAGGTAGGGGGTGAGCACCGGGCTCTTCCTTGAATAATGGAGA
TCGAGCTTCTCCCATGACACCCCCAAAGTAAGGCCCGTGGACACGTAGAGGATAGGTATG
GAGAGGAGAGCGGAGTAGAATGAGGGATGGAGATGAGGGAACAGAATTCTTTGGAGACAA
GCCACTTTAAGTCTCCTGAGAGAGAGCTGACAGTGAATGTCCGGGAAGGAGAAATGTCTC
ACAGGCAGCAGCCCTTGAAGTCAAGAGGAGGTCACACGAGCACATCGCATACATAATCAC
TGTGCCAGTGTCATGGGCACAGAGTGAGGTCACGGGGACGGGGGACGGGGGGGGGGGGGT
GTTGCATCCGCCACAAGGTTGTGGACCAGGCCTTAGGCTACACTGTTCCCACTGTGTCCT
TAGGAACTTGAAGGGGTCTGACCCAGCAGACAGCAGGTGCATTGTAGCTATTTGATGAAT
GACTGAAAAAAAAATTGTAGGAGACTCCAAATACTTGGATACTGAATAAGACCAACTAAG
ATAGTTGTGAAGGGAATACGGTCTGGAAGCCACCCCAAGGTGACAGGAATCTTTTATATC
AGGACATGGGCTTATTCTCCGTGTATCTGGATGATTTGCTGGTATGGTGAGAGTCTGGAC
AATGAGATGAGCACTTGGCTCAGGGAGAATGTAATTTCAGCCTGATACATAAAGTTGAAT
GGAGATGCATTGAGCATAGAGAACTCCAGTGCAGGCGGAGAGGTCAGTCAGGAGTCGAGA
GAGTTCCTTAGCCCATGGTTTTGAGAACTAGTGGAGGAAAAGTGGATTAATACATGGTTG
AGGGTGTAGTGAAGGAAGACTGAGTAAGAAGGTCCACCTGCAGCTTCATCTTGGAGCTGT
GTTGGGAGTCGGGTATAAGAGAAGCAGGTAAAAAGAGGGACAGGTCCCATTCCAGGGACA
AGAGACAGATGGCGGTAGGTGTAAATGCCATAGGTCAGCTCACGTCTGCTGTGTGCATCA
AATGTATGTATGAATATGCCCTCAAGCTCTTGCAAAGACATGGGTGTTCTTAGGTATGGT
GACACACTCATTCATGGAGGGGCAGGTTTTGAATTCTTACCACACAGATAACCCTTCAAG
CTGAAGGAAGTACATCTGTTCAGGTTCATTCCATTCCAGTTCATTCCATTACACTCCTCT
TTGGTATGTTTCTTCCATTGTCTGCTTTTTCCAAGTTGCTGGCAATACTAAATGAGATAC
CTAGTTTTGGCAGTATAATACACACACACATACATATGCACAAACATACACACAAACACC
ACATGCACACAAAATCCCCCATTATGCCATAGACACCCATTTATACATATATACACAGAC
AGGCATGTACACATAATCTCCATTATGCCATACATACTATATACACACTACACTACACAC
ACCATCCACACACGCTACACTTACACACAAGTCCTCATAACACACATACGCAAGGAACCC
CCATTACAAATCAAACATACTATACATACATACTACCCACATTATGCACATACACATACA
CACACACAACTCCTTATAGCACATACCCACACATACATAGCTCCCAAATAACACACACAC
ACACACACACACTGTTTAATGCTCAGCCTCTCTGGAATAGAATCCATACATTTGATTTTG
AAAGTTTTCTGGAGAAGGTGTGTCCAAACATCTGATCAAACATCAAAAATTCCAGTTCCC
TGTCCAGATGTTGTGTCTACACTGGGTTTAACAAATGGTTATTTTGAAATATGTAAGTGA
CACGATTTTTTTTTCTGCTTTCTGCATATGGACCAGAAAACCATCTGAATAATGGTGTCA
ACTGATTCCATTCAGGATCCCCCTTTCTAATGAAAGACGAATAGATGGATGGATCTACTC
TCTCACTCCTGAGAGAGCACGCTGCCTAGTGAAGCCGAGAGGCTGGGAGCGCCAGGCAGC
AGCAGTTCTGTTTGCCTCTTCTGTTTTGGGTGAGCTGCCCTGTAGTTTGTTCAGACCACT
TTTCTTGGCTCAAATACAATACCTAAGACAGAGATCATTTGTCAAGTGAGCACGGTACAC
TGAGAGCTGTAGGCAGATTATGGAAAGAGAGAGGGAGGAGAGAGAGGGAGGAGAGAGCAC
CGGAGAGAAGAAAGAGGGGGAAGAGGGCGAGGAGTGGAGCAGACTTCTCCCCGTACATCC
TTTCTCGGGCACCTCAGGCACCAAGAATTCAAGTTAGACTGCTCGCGGTGCAGAGGCGCC
ACCCGCGAGAGGGGAGCCACTGGAGGCTCCAGGCATGGCTCTTTTCATGTGGGATGCTTA
AGGACTGCAACACAGACAGAGTAACTTGCAGAGAAGAGAAACTGGCATGAGGATTCCGCC
AAAATGGAAGGGCTCCTATCTCCGATGAGAACCAAGGTAAGGGGGACTAAACCCTGGTTT
CTTTGCGCGCTCCTTGGTGGTTTAGGGAAGGCTCACTGAAAAGGAAGATTATACTAGCTT
TTGTCTCGTTTCGGAACTAGGCTGGCGAATGCAACTGGACCTCTCAAAGAATAGCTTTGC
CTCCAAGGCAGAGCTACTACAATCAGTGAAAAGGGGAAGGGGGCGGGGGGCCATCTGTCA
GCGTGGACAATGGGAATCTTAGTAAATGAGTTTGCCTCTCGGTTGATTAGACAGCCATAT
TTTAGCAGGATTTCCAATCATTCTTGCTTTGGGACCGGAGCTGCCCTCCAGCTGTTGGTG
TGCTTGCAGGAAGTACGGATTTCTCTGGCTGCGCTGATGTTTCGCAGGATGAGTCCCGCT
TTTAAGGCAAAGAGCATGCCCAGCTTTCACTGGAACATCCTCTGGGCTCCTCCTCCGGTT
CAGAGCGGAGGATGGGGAAGCCTCTCTATTGAAAGTAGGTTAATGCATTCTGGAGAGCGT
TTTGTTCTCAGAAAACTCGCCGACCTGAACAAGAGATTTCAGGGCAGCGCTAATCAAACA
CACCTTGAACTTGTTCCGGAAGCCTATAGAAAAAAGCTCCAGGAGACTGATCCCAACCTC
GTGGACATTTTTCTCCTTGGTTGGAGTTTGCTTTTTACTTGAAAAGGACTGCCTTGTACA
TGGACTTTCCCAAGGAAAGCTCAGATGAAGAAAGGGCTACTGAATTCATGCATAACTTTG
AACAGAGGCTGAAAGTTTTAAATAACGCTAGCAATATTATTTTTCTTAATTGATTAATTT
TAAAATTTAGGAGGCAAATAGCTCTTTAAACATATAACAGTGGTGAAATCAATAGGATCA
GGCTTTTATTTAACTCGTTTCTTTGATGTTCAGCTAGGGTTAAAAAACAAATAGAGCCTT
TTGTCAAGGAAGTGGTCTTGGTTGTTTTCTTGTTGTTTTGTTTTTGTTTGTTGTTGTTAT
TGTTGTCTGCCCCTTCTAGTTAAGGGGCATGACTGTGACACTTTGAGACAACATTGGAAT
GTTGGGACATGCATGAAAGCACCACAGCATGTGGGGGTGGACATTCTGCTGGGTTCACCC
GTCCTTTGATAATCACCCTTCATTAGAAGGACAGCCCCAGTGACAGTTGCTACAAAGCTT
CTGATTCCAGCCCCTTGGCTGGCTAGCTGAGAGATCTCCTTGGAGACCTGTGTGGTGGCC
TGTTGTTCTCTCCTCCCCAGGTGATGTCAGGTTGCTTGCAGGCAGTGTCTTCCAAATGTT
CTTCTCTGGAGGTAGCAGGCAGAGAGCATACAGTTTTCACAGCTGCAGAGAAAATGGCAA
ATGCAGTTGGCTTCTCTCTCTTTATTGACAAGCTGAGATCCGAATGCTTGGTGGAATGGC
TGTGGAATCTGTTCATTTGGCCAGCTCCTGAAATCACTGCTGCAGACAAACTGTACTCTC
CTAGCGGTTCTTGCTGAGGCTGACTATGTCTAGCAATCTGAGCATATAACCCCATACAAG
TCCAACTCGCACGGACTTCAAGGGGAGTTCCCTATGGAAATGAGATATACCCAGACACTC
CACAAATCAAGCAATGGGCCCATTAAAATGGCATGCTAAAGTATCCAGGAGAAATGGACA
TCTGTGGGTCAGATTGCGCATGTACTATGTTTACTGGCTGAGTTCTCATCATGGTTGGTT
CTTTGACCATCACGTCATCTAGTACACATTGAGATTAGAGGCTCAGGTCCTTCCAAAGTT
CAAACCTGATATTACTACACACCAAATGGACTCTGGTTCTGACCCTTCCGTTGCCAGGTT
ACAAGGGATTTGCCCCTGTGCTTGAATTGCTTCTGTGATTTCCTTTTTAATCTCTTTTAT
TTCTGACTCTGGAAATTGATATCTCCCTATTTGAAATTTCAGCGTACATTTGAATTTGGT
AACCTACAATAAGTCCTGCCAGCTCAGGGAATGAGACCTGACTGCATAAGGATCAAGAAC
AAAATCCCACTCCTGAGCCTCATCTTCAGTCTCTGAATTGCTGAGTTGTGTGTTGTTGAA
ATGAGCCAGCGATTTTAATTTGCCAGAGTCTGACAATACTGGTGATCTCTTGCCTTTCTT
AAACTTTGATCACACTATGCCCTATTAAGTCTACTCTGGAATGTTTTTTCATGTTGATGA
GGATTTAGCTCGAAATGTCTGATTTCCTAGTATCATGGTTGGGCAGACAAAGGACACTTC
CTTCAGCAAAATTTTGGTGTGTTATGGTTACTTAATAACTAACTGACAATTTAAAGCAAG
TGTTGAGATAAACTGGACATCATGCAGTAATTTCATTGTGCCATGTAATAGACTTAACCA
GTCTAAATCATAGGTGCTTAATGCATTTTCATCTTGGGATTTGCATAATTGGCACATAAA
TATGCATGAGGTTCACTGGAAGGGGCCAAATAGAATGGGCAAAATGGTCAGGCATGCTGA
AATTAAGGCTATTTCCAGGAGGACACCTGAGCTTGCTCTGTCTCCTGGGTGGGTGGTCAC
ACTTGACATACCTAGAAACAGACAGGGTGACAGCTGGCTTCCTCTAATAACAGTGTATTG
TGAGCCACCCAGGTTTTAAACACAGCTCTGGCCTGTGGCTAGATACTTGGGCTCACTGTT
CATGCTTCCTTTTGGATACTATAAACCAGTGGTTCTCGATCTTCCTAATGTTGCCACCCT
TTAAAGTAGTCAACATGAAAGTTGCCACCCTTCATGTTGTGGGGACCCCAACCATAAAAT
TATTTTCATTGCTACTCCATAACTAATTTTGCTCCTCTTATGAATCATAATATAAACATC
TGATATGCATGATATCTAGTATGTAACCCCTGTGAAGGGTCATTCAACCCCCCAAAGGGG
TTGAGACCCACAGGTTGAGAGCCACTGCTATAAACCAAGCTAGGAAAGTCATTAGGCTGT
TGGTTGTATTTTTGACTGTCCCCCTAGCAGGTGATGGCTGGGGCATGGGATACAGGAGCA
CAGCAAATGATGCTTGTAGAGGCAAGATGGAAAGAAAGAAGGGAAAGATGCTGATTGGAT
TTCGACTCTTAGGAGGGCAAATAGAAATAATGCTATTCTTTGTTGCCATTGTGTTGCTTG
TAAATGTCTCTCTTCAATTCCATTCTTCACCTTCCAACCTCCTCTGTTCTCCTCAGTCTC
CTGAGTATTGATTGCATCCAGTGAATGAGGCAAGGGCAGCAGCCTCCTGTTTTCAGTTTC
TTGGGGTTCCTCTCTTCCTACTGTGAAATTTTCAGCAAGAACTGGGGGAAGGCAAGGAAA
TCCAGCCAAGCCTGGCTGTTATGAATGCAAGGAGACAACTGTAGAATGGGGGCAAGATGA
AGAAGGAGGGGTGTCGGGAGAGGAGGAGAGAGGAGTTGGGGAAGACAGAAGAAGGGAAGG
GGAGATAGGAAAGAACTGGTATGGAGAGGGGAGACAACAGGAAGTAAAGGTAGGGAACCT
GAGAGGGGAGGTGCAGGAGGAAAGTGAAACCAGGAAGGGGGAGGAGAAAAGAGAGTAAAC
AGAAAAGAGAGGGTAGGAAAGAGGAGAGGGGTGGAGTGGGAGGAGGATGGAATAATTGGC
CAGACTCCATTACAGCTGTGCTTTGTTAAATGTTTATGAAGTAAAGAAAACACAGGTCCA
CAGTAACCTCTCTAGAAAAGGTGGACATTGACTTTTAAAGCTTCACAACTATTTCATGTG
CTAATTGAAGTTTTTAAGAATACTCACCACACTGCTGTCTTTAATATCTCTTCTGGTTCA
CAATTACCTACATCCCCAGGGACAGTACATTTTGATGTGTCTGGACCTGTCTTAATTCTG
CCTCCAAGACATAAAGACATTGCATCATTTTGTGAATTAAAGTCACTTTAAAAAAAAGGG
GGGGGGGGGAATGGCTTCTGGTTTGTGGCATCAAATAACTTTCTAAAGAATATCCTCTGA
GAAGAATGGTCTTTCTGATAAAAGGGATACTTAAAAGGATGGGAGGCTGATCTTTTAAAG
GAAACTGTCTAAGGGGCTGAGGATATAACTTAGTGGTAGAGAGAGCTTGTGCAGAATGAT
CAGGGTTCAATCCCTGCAGTGAAACTTGCTGCACGGGAGCTGTCTATAACTCTTCCCCTC
AACTCATATTGCAATTTTGGAACTGCATTAAAAATATAGATGTAAGATGGTAAACAATTT
TTAAAAAGTCAAAAAAGTGCAATCACTCTGTGGATATTTAGATTAATTATCAGAGAGTGT
CTAAAATACATGAAGTCACTTCAAATTTTGTAAACCTGCTTGAATCTTTACCAGGCATCC
ATGGACCATACTTCCTTAAGTGATCTATTGTATTCCTCTCACTTGATTTATCAATTCCGA
CAAACTGTTAGACCCCATGAACCAGAAAACTTAAAAAGCATGTCTTAGCCTGTGCAGAGC
AAAGCTAAGGAGGCCGTGGCAGATGCTTTCAGCTGTAGTAACCAGGACTTCGCATAAGAT
TATGGCGAGCTAATGACAGCCTGGGTTTCATCTTAATGAGGACTCAAATTAAAGAGGACT
CCCTAGAGCTGGAGAATGACAGGTCCAGATGAAATACAAGGAAATATTTGTTAATAGAAA
AATATTACCCTATGAAGTGTTGAAACAGTCTTGAAAATAGAGGCGTCTGAGGCAGGCCAG
GAAAGATCCTACCCAAGAACATATAATCCTATGTGACACGCCTGGGAGAGCTGAGGCAGA
CATTCTGTGTTTTTATGGTGCGGCGTCATGTTTTACCTTAAATCCATGAAGCCAGAAATG
GGTTTGTGTGTGAAGCATGCATCAGATCTTCTCACCCAGAGCTACTACACGTTATGTGTT
GAACTGCTAAAGTCAATTCAGCAAGCAAGAAACAACCTCACTCTTCTCTAGAATGACCCA
GTTAAAGGCAACTGCGGGGTGTGCAAAGGAAGTTGAGGCTACGGCACTACTCATCTGGTT
ACATTTGCCTGTGGTAGTCAGCTTCCCGTTACTGTGACAGTGTCCTAGGATGACAAACTG
TCAAGAGAAAAAGGTTCATTCCACTCATAGGTTTGGAGGTCCAGTGATCTCCTGGAGCTG
CTTTTCTAGGGACTGTGGCACCTATCATGGTAGGGGTAGAGAAAAGCTGTCCACCTCACT
GCAAGGATAAAAAGCAAAAAGAAGATTCCACAGGACCCTTGAAGGCCTCCCTGAAAGGAA
ATTAAAAATCTCCCATTAGACCTTGCCTCTGAAAGTTTCCATCCACCTACCAGTAGGAGC
AAGCCTGTGTTGTAGGGGCTTTGGGGGAGACTCTCCATAGTCACACTAATAGAACCTACT
AAAGAGACAGTGAGCAGGGTGCTATATCCAGTTCCAGTTAAATTACCTGGGTTCAGACTC
TAGGTGTCACCTCCTGTAGCATGGCATTTCTGAGTCTCAATTTCCTTGCATATAAAACAA
ATACAATAATAAAATCTAATTTTTATTTACTTTTATGCATGTTTTGATGCAAATTTATAC
ATACCATGTGCCAGTAGAGGCCATAAGAAGCCATCAGATCCCCTTGACCTGAAGTTACAG
GTGCTTGGGAAACACTCATTGTGCATACTAGGAACTAAACCCGGGTCCTCTGCAAGGGCA
ATATTTCTTAACCGCTGAGCCATTTCTCCAGCTCCAGATAACAGGACCTATATCCTGGAT
CATTATGAGAAGCAAACCCATTCATTACCAGCAGGTTTCAGACCCCCACAATAGATATAA
TAATAGTATGAATGTACAAAACATTAGGTGTGTAAATACGCACAGAAGTTCAGACTCATG
ATACGTGTTTGGAACAAGTTGTCCTCCTGAGAACTGAATTGTAAAAACAGATGATCTGTC
TTTCATATGATGTAACTGAAGTGAGGAGGGACAGCATCACCTACCCGTGAGCTCCCTGCC
AGGTAGGGTCTTCACCTGTCACCTGTCACTGTGCAGCTCCAGGGGCTTAGGGGAAAGCAG
ATACCATTGCAGCATAAATCAGTGCTCATTACAATAAACCCTTTCTCAACAAATGACTAT
GGCACATGGAATGTTTAAAATCGAGCAGCATCAGTTAAAGGTATCCAAATCAATTAAAGA
ACAGCAGCTTTTCCTTTTTATGGTTTTAGTCTTTGTAGGAAAGACGTGGGTTATCTCACA
GCAATCTCCCCTAGAGTAGATAGGATCCCAGAAGTTTGCTCCCCACCCCTCAACCCCTGA
GACATCTATTTATTATTCCCTAACACTCCACTATCTGGAACCCTCATGAGAGAGTCTGTG
CCTCACCTGGATTTCTAGGATGCCCAGGATCTCCTTGCTTACCGTGTCCTATCCCACTTC
ATTCTCCCTTTGACTTTTGACATGAGCAAATCAGGCTTAACTTAGTGCCCCAAATCACCT
GAGTGTTTTAAAGTGCAGTTTCCAGGACGCTCTTCCTGAGATACTGATTCTGCCAGTCCG
AGGAGGTGGGGCAGTGTGGGTGGGGAGAAAAACCCTGCATTTTTGTCAAAAGGCTCTCGA
TGTCCTTTCATTGGTTGTTAAAAGAAACAGCATCTTGTGAGCTCTTGCCCTCCAGACACT
AGTGGGCGCTGTTCTACCCAGACCAACCACTGCCTCTCCTTTCCAGTCCACCAGTCTGAG
GACTCAAACTCGCTCTTCAGTTACAGGTCAGAGATAACTTTCTCGAGTTGTGTCCCTAGA
GCATGCTCTGTTTGCTTTCTTTCCGGTCTTCGGCATACTCCACGTAAGATCATGTTCGTT
TGTATGTCTCTTTGCAATGGGCAATGAGCCTCTGGACTGCCAATTTCACGCTATCTTCTC
ATTCCCCTTAGACACAGAGTACACAGTGTAGCGCACCAGGACTGCAAGCCCTTGGTGACA
CAGAAGTTATCTAAGAGTCCTTAGGCGTTCCATAAATACCAAGAATTGAGCAGATCTTGT
GTCGCCAGAATAACTGCTTAGGTCAGTCTAGAACTATCTCCAGATAAGGCAGGCGGATTC
CACACTGTGGGGTCATGGATGCAGAAGTTTCTGGGACAAGTTGTGCATAGGTCTTTTCTT
ATTCTTTCCTTTCAGAGTAATGTTAAGAGGTACTCAGTATTTTAATGATTGCCAAGGTAT
GAGATTGGATACAGGAAAAACATAACTAGAAAACAACATTCACCTTAGGATGGGGAGTCA
TCTTCTAGACTAATATTCAGAACTTCACTTTCCAAAGTGTTTGATGGTGTTACATTTTGC
TAAAGCTAAGGGCTATTTTCTCGATAAAGCATAGCTGCACTTACTCCAGGCAAATGGTCA
AAATTGCTTGCCTTCTGTCCCTACCTCCAGGATATCTATGTAGAGAAAGTACACCAGTTA
AAACCAGGAAAGCTGCCAATTTGTATGATCATTACAAAACAAAGTGCACCTGTGTGTGCT
TTCTCTTTGTGTATATAAAATAATTTTATTCTGTTAAGAGTTGAACCTGGGGCCTCATGC
TGAACAGGCACAGGTCCACTGAGATACATACTCAGCCCTACAAAACATTATTGACCAAAA
TCTGAAGATAGAAAAATAGTAAATGCATATGATATAACAGCACACAAATGCTTATTATAG
GCATACTAACATGTTAATATATAATATGTAGCCGGGGGTGGTGGCCCACGCCTTTAATCC
AGAGGCAAGCGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGTCA
GCCGGGGCTACACAGAGAAACCCTGTCTCAAAAAAACCACACACACACACACACACACAC
ACACACACACACACACACACACACACATATGCAAGGAGCAAGGCAGCAAAGCTGGTGAGT
AGCAAAATGAAACAGGCCATTCCTGCAGCACACTTATTTATCCATCCAACATGGACTCAT
TAAATGTTCCTCCTGAGAGTTAGGCAACAAACAGGCTTCCTTCTGTCAAGACAGCACAAA
CCACAAGGAAAGGTTTAACAAAGAGATCACAGCAAAACAGAGCACTTTCCACCTGGAAAA
CAAAGTGGGGGCAGGAGGGGGGGACACATTCTAGAAGCTGGAAGCTGGAGACAAGAGTTT
GTTTCTGAGGCCAGATTACGTCTCAGGAAGTATGACAATTTTAATACAAGTGGATGATAG
TAATTGGAAAAACTAACCCCACATTGATATTCAAGGAGAATTGTGGTAATGGCAATAACT
TCGTGCCTTCCAAGGAATAAAGATGCCTTCTGGAAGATTCTGTTAGTCTCCTTTATCTTA
CACAAAGAGCACAAACTCATATATTTCAAAAATTGGAAAACTGAAATTTAATAATTTTTC
CCATAATTTCATAGCAACATGCTGTATGCAATGCTACCTTAGAAAACACAGGGCAGGGTA
CTATGAAACTTGAGCAAGATTAAAGTTCTTCCCTGAACAAAACGTTCCCTTGAGAATAGA
ATAACCCTCTATTATCTTTGTAGAAAGTCTGGTACTCTTTGGTCTCTGTAGATTTTTAAT
TAGATATATATTTAGTGTGTCTGTATCTGTTTACCTGAGTATGTCTCTCTCTCTCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGCCTGTGTTGATTTGTTTTTTGAGTCAGGGAAATCACTACGTTGCCCAAG
CTGACCTTGAAATCTTGAGTTCAAATGGTCTTCCTTCCTTCCATCCATCCTTCCTGATAG
GATACAGGCACACACCACTATAACTAGTGAAACTAATTTCTACTTATATGATTCCTCACT
GTCCAAAGTTTCACCTTCCAAGTCATATTTGCAATTAGGCATGTTCTAAGAACTCTAAAT
ATAGAAGTCTAGAAATAATTTATAATTTTTATCTCATAAGCATGGTTGAAATATTGCACC
ATCCTACTGTGTCCCATCCAGAAGGAGTCCTGCCTTTGTCAAGAGTATACACATAGTATA
CACCACACACTTTACTAGGCATCCCAGTTATCAGATTCATTGAAGTCATATTATGGCTGT
ATGTGGGGTCAGATACCCAGTGAGTGTCTTGAAGTATATCCCCAGATGAAGGGGGCTACT
GTACTTTCCAGGCTGCGTGTACAGTGAGTAGCTCTTTACTATGTTCCTTACATGCCTCTC
TTAAAGATGTCACATTTTGTCTAAGCTGAACATGCTTCTACCTTGTGACCTCATCGTCGT
AGCTACAGAAGGTCTTGTCAGGAATGTCGTTCAGCAGAAGGAGAAGCCCCAGATCATCAT
TTTACACGGGGATCACACACATATGAAACAAGGGTTATGTTCAGTTTTATGAGCTGTGTC
CCAGGAACATCTGGGGGATCTAGCAAAGCACTGAGGTGCTACTACAATGTGTCCTAAGCA
GAAATAGGTTTTATGAAAAATGACTAATTTGCTTAAGTGTTTTATCTGCCATTTTTTAGC
ATGTAAGACCATATGAAGAATATAGGTTTATGAAATTATTGGCCAGTAAGGATAAAGCAT
TGCCAGGAGACTAAAGGGCACCTTCCCTTTCCTCCCAGAAGAAACAGCAATCATGAATTT
AATGTTTATCACCTCTTACTTTTATGGATATTTTATTATAAATGTTTTCAATGAAACTGA
TATTATATATGTTTTAGTGCTTTCAAGAATGGTAGCCTAAGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTGTCCCCTGTGCAGTTTATTCATCTCACTCATTACTTTTGTGT
AAAAGTCACCTTATGGATATATACGTAGCTGACGTCCATTTGCTTTCCCCACTGAACAAA
TTGTGTGAGTACAATCTTACCACAAATCATAGATTCATCCTCCTGTGGGCAGACGTTTCC
ATTACAAAATTACAAACAATACTTCTGTGACGGCACATACACACGTTTCCTGAAGCACAT
GAACAAGTCTGCTAGTGTGTCCACTAGGGAGAGGAACTGCTGAGCTGCGAGGCAGAGGCA
CCCCAACATTAAATCACTCTCCAGAGACATCAATGGTTAAGATTGGTGTCTTGGTTTCTA
CACTGACACCCTCCCTTCCCTCTTCTGTGGCAGGTGCCTCGATGCACACATAGGAGGAGT
GCGGCTGAGGAGACAGCTCAGGGCCTGCTCCACAAGCATGGGGACCTGATTTCAGATTCC
CAAGATCCACATAAAAGCTCAGCAAAGCAGCATGTGACCACAGCCCAAGGGCTGGCTTCC
ACATGCGTAGGCACCTCATGTGCACATACATGTACACACATGTCCACACATATACAGAAA
GTATGAATACTTCTATGTACAATGCATTTACTGTACTTGTTTTATCGTGTCCTAAAAATA
AAAGATTTTATTATTCCTTACCAAGACTCTATTCCCCAGTCTTTAGTAACATTTGCTGTC
AATGTCTTCACTCTCGTGCCTATGAGTATGAATGGCATTGCATGTGGCACCAACCACCAA
GTACTAATCAGAGGTCACTTAAGTTGACTTTCTGTACATAAAACTCAAAATGGTGCAAAG
AAACTTGATAGATTCCATGATCCACCATATTTATTTCATGCCAAAGAAAAATGGCCAGAG
ATTTATCTAATACAAATGGTGCTTCTCTGCCAAACATAGACCTGGAGAATCACAGAGTTT
TCTAGTTTGATAAGAGAAAAGAAATAATAGAAGAATTCACTTTCTACCCGAAACACAGTG
ACATAGAAATGCCACACTCAAAACAATCCACCAAATGTCAGGCAGAAATGGACTCACCTG
AGTGGTGGTGTCTTCCCATCATCACACAGCTACACCATGCTATTAGTTTGAATTGTATTC
ACTTTATATATGTTTGTTTTTGAACTTTATTAGACTGTACAATTTTATAAGAACTTTAAG
GAGATTAGTTTTTAATAATTATGCATATTTAAGGAGCTATAATTAAGACAAAAATAAGTT
AATGAGCACTGGATGAGCTGGTAATTGGTTGCCTTGGAAGGGATCCATATATTCCTTAAG
TGAGATTAATGGATAGGGCTGATATGTCTTTTAAGTCTTATAGATATCTCTACAAGGACA
ATCCTGAGCATGTGAAGTAATATGCTTGGTGGCCTACTGCTTGCCCCTTCTTAGACAGAG
ACCCTGTTTTTCTTCATCACCTTGTAGTTCTATTGTAGCTCATAAGTGATCAAAATTTTA
GAGAGCTTGTAGTCCAGAGAAAGAACCTCTCTGCTCAACCTCTCTAGAGTCATGCTCAGG
TATTTCCCAAAGAAATACTTCATATGCAGATCTTTTAATTATGTGCCGGGAGAGCTAAGA
TACTACGGAGGGGGGGGGTGAAGACAGGGGGAGGGAAGGGGAGGGGAGGAGAACATGGAG
CTAGCAGGCAGCTTTGACCTCCAGCCAGGAAGGAAGGGTACCAAAGGCAGAAGCTAGAGC
CATGTGTCTGGAGTCAGAATTATAGCAGGGATGTCTGCAGGAGCTAAGTTTGGTAGAGTG
GCAGCTCAAACAAGGCAATCAGAGGCAGAGAAAGATTTTCCCTTCTTACCTGCCCTCAAA
TCTTCTCTAAGCACTTCCCTCTGGCAAAGCCAGTTAGCCAGTCTTGGAGTCACACATCCT
TGTGAGAAGAAGATCCAGGGAAGTGGGAACAGACACTAGATAGCAACTTCTCCCAGATTC
TGTTGTCGTCTGGTCTAATCTCTTGGATAGCTCCCATTGACAGTGACTGCTTAGACATAA
TTCTATACTCTCCACTCCAGTAGAGCTGCACACAGTGCCAGAAAAGGCAAATGGCGTTCC
TGCTCTGTACCAGGTCTGATTGGAGGCTGTTCTGCCTGGGGCCCTTGTGCGTGTGTTCAG
AAGGATTGATTGATTAATAGTACCTGTTGTGAGTGCAGAATGGGAGTTTCCACACTCATA
ACTGATATATACCACCCCTTCCCATCTCCCTGGATCTTCTTCTCACAAGGATGTGTGACC
CCAAGACTGGCTAACTGGCTTTGCAGGAGGGAGGGAAGTGCACCACCAGACAAAGCACCC
GGAAGGAACACACAGCAGGAGCTCTTGTCTGGAGCAGATGTGAATTTTACACCTATGAAC
CCAAGTGTGTGAGGATGTTCATTACTTTATCATTTTAAAATTAATTAGTGTGCATCTTAA
TCTTCATCTCTGCCTAAGCAGGCAATTCAGTTTCCCCACTTTCTCATGGGGCACATGGAA
AACAGGAAAACTCTTTGTCTTAGTTAGAGTTGTTAGTGCTGTGATGAACCACTAATTACA
AGTTGTGACCAAAAGCAACTTGTAACAAACAGTTCACCATCAAAAGCTGTGAGGACAGAG
CTCACACGGGGCAGGAACCTGGAGGCAGGAGCCATGGAGTGGGGCTACTTACTGGCTTGC
TTCTCATGACTCCCTCTGCCTGCGCTCTTATAGAACCCAGGACCACCAGCCCATCAGTCA
CTAATTAAGAAAATGCCCTACAGGTTTGCCTAGAGCATTCGATCTTATAGAGACATTTTC
ATAATTGAGGTTTCCTCTTCACAGATGACTTTAGCTTATGCCAAGTCGACATAAAACTAT
TCAGCATGTTCTTACACCACAATCCTCTGCGGTCACCACTGAGAGCTCATTGTCTGCCCT
GCAAACTAGAAGGCAGATGGCTCTCTCCCTCTATCCAACTTTGCAAAGGCCTGTGCCCCT
CAAGTCCCAAGAGTCCCATGCTAGCTAACATCTTTCCCTGGGCCCTTCTACTTCCTGGTG
CATTGACAGGGAGGTATAGATCTCTGCTGCTCACACAGTCTTTCCGGGCTGGGGATTCTC
TTCTCTCCATTCAACACACACACACACACACACACACACACACACACACACACATACACA
CACACACACACACACACACACACACACATACACACACACACGCACACACACATACACACA
CACACACACACATACACACACACACACACACACACACACACACACACACACACATGTAGG
CTCCACAAGGGAATCAGAAGCAGACACTTGCTCCCTCTTATCTTTTTTACCAGTACAATC
AAGCTGCCTATCAAGCATCCTTTGTATTTTATTTGTATGTGCTTGTTGGTTTTAAATTTT
ATTTTGATATGCTACATATCAAATATAAATATTGACCTTACAGCAGTAGAGCAGAAGGGT
GGGTTAGCAGAGCCTCGGCATGTTTGGAAAAAGGGAAGTGGTTAGCATAATATTGCACAT
AGTAAGGCTGACTGTGTGTGCATTCACATGCAGGAGGCACATGCACGTAGAGATCTGAAG
TTGACATTGATCATCTTCTTACATGGTTCTCCACTATATTCATGCCTTTTCATAGAGGCA
GGATGTCTCTGTTGAACCTAGGCTTTGAAGGCTTGTTTATTCTAGCTATCAGTTTTTCTC
CAAAGATCTTCTGTCTCTGCCTCCCGAGTGCTGGATTTACAGATGGGATACCATGTGCAC
ACAGCATTTGCATGGATTTTGGAATCCTGTCTCCTGTGGTCCTTACATTTGCATGGCAAG
CACGTTGATCAATGAGCAATCTCCTTATCCCCTCAGTCAGCTGTTTATTTACTTTTTTAT
AATATACTTTATTTCCTTCTCCTATGTACTTTGCAAAAACTCCACAGTAAATGACCAGCT
TCACTCAAAAGCAAGAGTCTTTCCAGAGGAAACCAAGTTCATCTCCGGGAGCAGCTTGGC
ATGGAAAGTGAGTTTGTATTACCAAAGCCAACAGCCTCAGGAGTTTCCCTTATTTCCCAC
TGCCCATCTCCCTGTGCATGTTTGTCTATGAAAGAAGGAAAAGATCTGCATAGCACTGGT
GGCAGCAGCTTGTTGTCACAAGGAACCTTCCATAGGAACCGTGTGTCCGTGCTGGTGACA
TTGATGTTGATTTTGCTACATTCAATTAAGAACATGTTCCTTTGAGGAGGCCAGGTGGAA
ATCTTAAAACTTGCTGCATCCTCCTCCTCACGTTCCACCTCTGCATCACCATCCTCATCA
TCTCTGGCTCTGAAGTGCATTTTTCTGAAATCTCATCTGCTCATCCAGATGAATGAAGAA
GCTGGTGGCAGACCCTGCACAAACTCAACATTCCGGAATAAGCGAGTCACAGGTCTGGGC
TGGTTGCCGTCATCATCTAGGAAGATGCTGCTGTCCATGGTCAGCACGGGTGCCTGCACC
TCCTCTGTCCTCAGTACAGGCTCAGCCTGTCTGGCAGCACTGTCATCGGGCTCCTGGGCT
GCAGCAGCACTGCTGTGTTCTGTGGGCAGGCCATCTGCAGCCATTGCTGAGGGCTCCTCA
CTCACAGGCTTGGAGCAGCCCTAGGGAGAACTCCACTCTCCCTAGTGGTGCAGGGACCAC
TGGCACCGCTTTTGGGAAAGAAGAAATGTCACTTTTAGGGTTAGGTTTTTGAAGTGGAAA
CTTAAGCTTTGGAAAGTCGGTTGGATGGTGTTTTGCTGGGGCAAACCCATGAAGGAAGGA
TTTGCTGAAGCAGACATGCGTGAAAGGATGTTCTGCTAAAGCAAGCAGGTGAAAGGAAAC
GTGATGATGGATTCTTTGCCAACAACACTCATGGTCCGCCTTACATTGCAGAGTTGAGCT
GCATTTGTGGGACTCCATAGAGAATAACTCACCAGGAAACTTCTGGTGCTGTGCTGCAGT
TTCTTGCCACCTCCACTGGGCTGATCTGCAGAGTCATATCAGCTGAGACAGACACACTGC
TGAAGCAAGGCAAGACCCTGGAGGACACGTGATGTTTGGAGGATATAAATAGTACTCAGT
GGACAGTGACAGAGGCTGAGCTAGGTTTGCTTATAGAGCTAGCTGTGTACCACTTGTGGG
TCTCTCGTCTTCACTTCCCTAAGAGAGGCACAGCTGAAAACTTCTCATGGCATTTCGCCT
GGTCCCTCCTGCTGCCTCGAGATGAGGCTGAGGCCTGGCTGTCTCTGCCAGGCAGTGCCA
CCACGGCTGATTCCTTTTTGTTATCCTGACTCTACCAAACCGGCATATCCAAACTGGTGT
ATTCATGAAGTGTTCGTGAGTGGATGGAGCTGCCGCTGCTGACCTGTGAACAGAACTGTG
GACCCCAGACAACACAAATATGCGTTGCATCAAAGAACCTTTCTAAACAGGTCCACTTCC
CCGTATCCTTTCTTTCCCACTATCTCTGGTGGGTGGTGAGCTAAAAGGGAGGTTAAAGTA
TTTAAGAACCATCATTAAAAATAAGGTTTGAAAAAATTAAAGTTACAAGTTTTTGTAATT
CTGTCTTCCCAAGGTGACCTTTGTCATACATGAACTTTTTTGAAAGTGCATCTGTCCGTA
GCCTTGTGCGATAAGGAAGCCAGACATGTTGTTTTGACAGATGTAGAGCTGGTGATGTCC
CCAGCAGAAGCCAAGCTGCCTGAAGAATAACTCCAGGCCTGAAGGCACACTGAAGATTAA
TTCTGCCTGTGAGCTTCCTATTCCTCATAGGCCAGTGCCCTGGCCTCTTTGCCCTCTTTA
TTTTTTATTAAGTATTCTGAATAATTCTTTGAATTTTCCAATGAAGTATGTGACTGGGCT
CTGGTTTAATCACATACTCATTTCTTTTCCAGCAAATTCTAGCTTCCCATGAGAAATAGA
GTAAGGGTCGATAGCTGTACCTTTGAGCTTCTCCCCAACCCATGGCTGCTTTATGACCTG
CTCAGGAAGCATGGTGTTTATGCAGTGAGCCTCTTTTCTGAGAGCTTGTTGCTGAGGTAG
GAAGTGTCTTGCCAACCACTTTTGCATTGTGGAAACAGTGAAAATGTCTGTCAACTGAGG
GGCAATGGGGCCTGAGGTTTTCTCAAAGCAGAGGAAAAGATAAGGAAGAAAGAAGGGAAA
AAGACATCTCCAGAATATGAGCTTACAGGTTTCCTAGGAACCATGCCCTGGGGGCTTTGA
GGAAAGGGGGAGAAGCTGTTTTTATGGTCCAAAGGCCTACTCTTCCCACCAGACCTTCCT
TCTTCTACAATGAGCAGAGACCATCTGTATAAATTTCTTTTTGTATCATTGACATCAATT
TACCCAACAGAACAAGTTAAGGGAGGGAGGACAGGATTGCAAAGACTTATGGTCTCATAG
TGTTGCAGTCCTCTCTCTGTAGCAAGGGATGCCTGGTGGAGTCACCTAGTCCTCGTGGCA
GAAACACAAGGCTGAGCAGCTATTCAGATGGTGCCAACCAAGAAGCAGAGAATTCAGCTG
GGACAGGGGTGGGAACATGACCTTCAAAGGCCTGCCCCAGCAGTCTATTTCCTCCCTGGC
AGGATCCAGCTCCTAAAAGCTCCACTGTTTGCAAAATTGTACCATAAGCTGGGCTCCGAC
CATTCGAATCATGAGCCAGAGGGGACATTTCAGATTCAAAGTATACTCCCCACCCCTGAT
ATGCTCAGGAGGCCCCAGCAAATAGAAATAGCCACAACTTCTGGATGGAACTTTAAAAAC
TGGGCAGTCAGGAAATTGCCCCGATCTTGGCCTCTCAGGAGCATGTACAATTTCTGACCA
TGTAACACATCCAGCACACAGATTGGCAGCTGCAATTCTAAACGGTGTTTCCTCTAGATA
AAAGCCCGGAGTCTGCTGATTACATGGTCTTTCCATGAATGGAGATGGAATTGGTAACCT
GCCTTTGTGGAGTAATTTCTAAAAGTGCTGATGCGTTTCTACCTTGTTTCATTAGCCAGC
GCTTATTGGAAGAGGAGGGAGGAAAGGGAATGGAAATGTGCAGTGTGGGGGTCTTGGCTG
TGAGTGGGTTTCCTAGGAAACCACCTGCGATCAAGTGCGGCGGGCTCTCTGCGACGTGGA
GGAGGGATAGGTATCAGAGTGAACGTATATAGAGAAAGAGAAAAATGCACCATTGCCTGA
GCCCCTAGGTCTTTAATTAATGAAGAGCATACACTATTTTCAGAGGAATCCCTTGGAGCA
GCAGAGAAGATGGAGACTGGGGTGGTAGGGGGCACACGAAAGGGTGCATTAGCTGCATAT
GGAAATCATGTAGCACAATTTGGTCCTATCAATATGCAAAAAAAAACAGCAACATGTGAG
CAAAACAAAAGCATCAGCCCCGTTTCTGCTTGGCACAAGCAAAACTGCCTCTAAGAACGG
AGGTGAAGCCCCTGACTCTCAGCAGATCACAGGCTGGGGTATGGCTGTGCCCCAGATAGT
TTCATCATCTTCATTCTGTGACACACAGTGTGAACCTGGTGCCTGGAGGAAAGAGAGCTG
GCTGGGGTTAGCATGCCATCTAAGGATGTACTGCATGGTCATTAACTGTCCCTGTGTCAT
CACAGCACCGATCCTTCCTGCGAGTAGGAAATAAGATGCCAGCAGACTAAAGGAAGTGTG
TGTGTTTAGTTTCATTTTCTGTGATAAAATGCCCTGACAGATGTAGCTTGGGGAGAAAAA
GGATCCTCCTATTCCTTAAAAACCTACATCCAGGAAGGCGATTGGGAGCTTGAAGCAGAT
CACCTTAAACACATCAAGGAAAGAGAAATAACTGCCCCCGTCCTTCTTTTATTCTTCTTT
CTGTATTTTTACACAAGTCAGGGCCTAGCCTAGGGAATGGTCCTGCCCACAGTGGCCTCA
CTGTCCCTATACCAACCAGCAATGAAGACAATCCTCCAGGGGCTAGCCTCAACTAGTTAC
TCCCTCACTAAGAATCTCATCTCTGGTGATTTTATGTTGCATTATGTTAATGGAGAGAGC
TAACCAGCACAGGGAGGACTTAAAGGTTTATTTCTTTGCTTCAAATATCACTAATGTACA
ATACCAGTCACTTGGTAGATTTATAAATTTATTTATTTTTATTAAAATCCATGTACTTCA
AGGACATGAGTGTTTGGTGTAAGCACAAGTCCTTGAAAGTGTACGCTTGGACTATGAATA
GGTAATGCATGATAAATTTTCAAGCATTTAGTATCGATTGATTCTGTGTAACTTAGCAGT
ATAGCACTGCCTAGCATGTACGAGGCTATGGGTTCAATTCCTAACACTATAAACAAACAT
ACAGAACGTGGCTTTTAGTTTCTCACGGCAATTGTGAGTTCCCAGAAACATCTTGATGAG
AATTTGTTGCTTCTTGTTCTGGTGTGTAAATCAGGTTTGTTTTCAGCGGAATGTATATAA
TCACACATCGCAACTCATTTGTAATTAAAGTGTGGAACTATCTTATATGTCTGTGTATGT
ACAGAGAATAAAATCTTAAGACCAACCTAATAATTTATAAATTGCACGAACACCATAAGG
TCTCACCCTGTGTTTTAAAGCTATGTGTTTTTGGATCAAAATGTCTTTATAATAATGGGG
GAGGGAGTTTCTTTGTTTCTTTTAAAAACATTGAAGAGGGGCTGGATACAGCCCAGTAAT
AGAGTGTTCGCATAGCGAGTGTAAGGTGCTGGGCTTTAGTCTCTACCACTGCACGGTGAT
CATGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTGGTAGCAGTAGT
ATTAAAAGATTTTTCTTAATTCTGAATGTTTTTGGAAGTGTCTTCCCTGCCTTTGTTCTC
TTGACATAGGAAAGCCCTGGCTGAGAGCATGGTGATCCTATTTTAGTTGACCCTGTTGAC
AGACTAAATGACGACTTCTACAAAAGAGATAAACACAATAACATGGTTATGCATATGAAA
TCTGTGTATGCTCTGAGCCTGAATCCTGAAGGGGAATCCAAGTACTTTAGTTTCTTTTAT
TGTCTGACCCCTTGTTGCAGACTCAGGCATGGTAGGAGAATTCAAGCACCCATCAAATGT
TTGGTAGAACTGAGTTTTCTTTGACAACTTCTGCATAGTTCTGAATCAATATCTTTAATG
CAGCACATTACTACACAGAAGATCCCCCTCTGTGGTGGTATAATAGCCAACACCATGAGC
GTGTTGCTCTGGGCAAGGATGTATCACTGTAGGGTTAAGAGTGGCACCACACCCATAGGC
TCATGTATTTGAATCTACATCACTGGAGAGTGGAGCTATTTGAAAGAACTAGAAGGATTA
GGAGGTGTGGCCTTGCTGGAGTGGGTGTGGCCTTGTTAGAAGAAGTGTGTCATTTGGGGT
GGGCTTTAAGGTTCAAAAGCCCATGTCAAGTGTAGGCTCACTGTCTCTACCACTCTGCCC
AGGATCAGAATGCAGCTCTCAGCTGCTGTTCCAGCATCTGCCTGCATGTCTCCATGCTGC
TCACTGGGATGATAATGGACTAAGCCTTGGTCATGATGTCTATTCATAGCAATAGAACAG
TGACTGAGATATATTGGAACTACATTATCTTCAGACACCTTATGGTAGGAGTAAAGTGAA
CCATTATTTCATTCAAGACAAGGAGGTGAAGGCACAGACACAGTGACTAACTAACTACCT
TCCAACCATAGAGAATGGAAGAGTCAGGATTTCTACTGATGCAGTTGTGGGCCTAGAGCC
CACAGGCTTTATGAGATATCTCGTCTCCCACTGCATTTTGCTTCCAGCATGCAATGCTGC
TAGTGTAAGAACAAAATGATCGTCCATCTGGCATGGCCTGACCCATACTGGACCTTTAGC
GTCTTGCTCAATTTGACTCAACTGCAGGTTGGCAGTTCTACCAGTCAACATAGCCTTGGC
TTCCAAAATTTACAAAATCAGGTCATTTTTCAAATCACTTCTCTGATCCTAACCTTTGTT
TATTTCTCATTAGTACATTTTGTCCTAAAAGGAGTTCAAGTAACTACAATAAAAACCATG
CATAGTATGCTTATTAAAGCAAAATGGAATATTGCAAATGGAAACAGGAAATTAAGCAAA
TAGATGATTACATATTTACTGTAATTAAGCATTACATTAAGTTATTACTCTGTCATTTTC
CTGTACTGATTAGGTACAGATCTGCATTTTTTTCCCAACTCACGTGTCTAGAATGTGCTA
TGTAACTTGGGCAGGACAAAGGTTTTTAAGATGAAGACATGGATAGGTCTGTCCCCAATA
GGTAATACCTGTTCTTAGGAGGGAAATTTGACCCACATGGGCCTGTAACTGAAAACTATA
TTACGTAGAAGACAGATCTGTATTGAGTTGTTAATGTTGTAAATACAAACTCTGGAAGGT
AAAATTCAAGACAGCTCTGGGAGTACAAATTACTGGATTTCCAAGATTCTGAAATTCATC
AGTGACCTCATTATTGATCATGGTCAGCAAGGAGGGGTTAAGAGGAGGACAGAGGAGGTC
TGGAGAATATCAACAACTGCAAAATTAACAGAAAGTTGATAGGAACGCTAAGTATTTGGG
CCAGGAGACAACTCAGTCATTAAAGCGATAGCTGTACAAACATGAAGGCTGGAGTTTAGT
CCCAAACGCACATGTCAAAATCACACATGGAGACATATTCTATTATCTGGGCACTGGGGA
GGCAGAGACAGTAAGGTCCCTAGGGTTCACTGGCTACTGACTCTCCTAGTCAGTTAACTC
TAGATTGAGTAACAGACTCTGTCTCAAAAGGTAAGGTGGAGGAGTAGTTGAGGAAGACAC
TGGACTTCATCCTCTAGCCTACATGTGCACACAAGACACACACACACATACAGAGAGAGA
GAGAGATCACACTCAAACTAGATATTGTTTTACTAGTTATACTACTGTGTTATATATACC
CTATCATCTCAAATCATATTCTTCTGTGGCTGCTACTTACAATAGATGACAGGTGACAAA
TTCTAGAGCTAATATTGATTGGGCATCCATTACCTCTTAGGCTTTGGTCACACACCAACC
TACTTGTTCCTTATTTAAGTGACTCTGTTAGGTGGATCCCCATCACAGAAATGAGAAAAT
TAGTTGTGGTGAAGTTCAATAATTTGCCCAAGGTCACAGGGCTAAGCAATAGGCAGAGCT
CAGAAACACTAAGCATTTTGAGATGGTTCTTTCATTTCTGAGTTGGATTGTTAAGAAAAT
ATTCTAGCTGGGCGTGGTGGCACACGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGG
GGGATTTCTGAGTTCCAGGACAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCT
ACACAGAGAAACCCTGTCTCGAAAAACCAAAAAAAAAAAAAAAAAAAAAAGAAAGTATTC
TAAGCATCATCACAGATCCAACTTCAAAATCCTGTGGCAAACTAAGTCTACATCATTATT
CTTTAATGAAAAAAATAATCTCATTCAATAAAGAGAAGTTCTGTGTACCGTATGATAGAT
GCCCTATACCCTTGTATCTGAAGGATGAAATACCCATTCCCCCCTTTGGGTCAGTTTCAA
CCTCTCAGGACAATGGTATATTGATGACATATTAAAATCATGTCTCCTACATCTAAGAAG
CTCAGGTTCACATCAACGTTGAGCCAATCACCAGCTTCTGCCCCTGGAGATGTTGTTTAA
TGCACCTGTGCCTCCGTCTTCTCAGCTACAATAGTGAAAGCAATTTTTTGACATAGCTAT
CAAAATATTAATACCTGCAAATCAGCCTTGACATAACTTTCTATGTACTGCTAAGCCAGG
TAACTCCTGTCTATAATCGTGGTATTTTGGAGTCTGAGGCAAGAAGATAATGAGTTCAAG
GGTAGCCTGGGCCATGTTGAAAGTTTAAGATCAGCCAGGGGTACAAAATTTGACCCTAAT
CTCGAAACAAAAATGTGCGCATATATGAAATTGAGCCTGACTAGGACGGAGCAAGTAGGG
TGCTATAATAATAATAACAACAATTATTATTATTATTATTAATCACCCTTCCTGGGCCAT
ATTCTGGTCACATATCCTCATTGGGCATTGTTCATGACCCTCTTAAAGATCAGTACAGGG
ATCTGAGACACAGACTTTCCCAATACTTTACAAATAGAACTCGGTTCTTACATCCATGAG
GAAATGTTAGCATGTGTTATGTTGATAAAGAGCAGAGAACTGGATGTTTGATATGAGGAG
GGCTAAAGGAATGATTTCTCCTAAATGGCTCTACACCAGCAATGGAATGGATGTGAACTC
TCCTTTCCTGTGACTTTCTTGCTTACTTAACAATTCTGCCATATGGCTGTCACCCTCCCT
GTGGGTGCCATTGGTGCTTCCTCTCTTTGTCTTTCTGTGCCTGAGTGTTAAGCTCTGCTT
CCTGTTTCTTTATATTTTATATATCACTTCTGGCCACCTTTCTCCATGTTGGCCAGAAGT
GAGCTTTAAAGTGACCCTCGCTCATTCCTTTGTTCTGCTAATCAACCACCAACAGCTTCT
GCAGGTCTCGGTTAAACAAAAGAGCAGTGAGAGACAGTTCCAAAGGACCTCTCAATTCCT
AGAGCCCGTTTTCGCATCTTTGCCTACATCTGGTCACTTCAGTCTCTGGTCTTTCTTGTG
ACCCCTTCAGACCTCTCCACAGTTTTGCTGCCCTTCCAGGATTCCTCACTGCCTGTTCTG
GAGCCAAGTTTCATATGAAGCAATCAAGATTCTTTCCTTAAACCAACCACCTATTTGACT
CCAGGCTTGAGAAGTTGCCCCATCTCTTGAAGGCTTGTAGATGGCATCCTACAAGGCAAA
GCAAATTTCTACAGGGTACCATGGCATGAGAGGCCCCTTTTGAGTGGTATAAACTGTCCC
AAGGCAATATTTAAACATGGGCAAATGCACGGGTATTATTCATGAAATGGCTGTAAAGAT
ACATACATTAAAGACTGGAGATGTAGCTGAGTGAAGGAACATTTGACTGATGAGCACAAA
GCCAGGCTTAATCCTGCAGTACCGAAATACAAATAGATATTGTCAGTGGCGTTATTTAGA
GCAGAGACTCATGAGGTTTGGTGAGTTTTAATTTGTGGGCTGAAAGCTGATAGATCCAAA
CTTTGCATCCAAAGCAAAGAGACTTGCCTGACCATAATACAGAGTGCATCAGAACCTAAG
AGTGAGGGAATAGGAGGGAGCTCTTTGGGTGAGTGTACTCTTGATTTTGCAGTTGTTGTC
CTCCCTTCTTGTCTCTCCTCTCTTTCACAGCCAAATTCTCAGAGGAGGCCTCCAAAGGCC
AATGCCTGGTGGGATTGCACTGTAGCTCTAATTCATTAATTAAAATTATTTTTTATGTGC
ATTGGTGTTTTGCCTGCATGTCTGTCTATGCACCACTTGCAGAGTGTCTATAGAAGCCAG
AAGAGAGTGTTGGACATCTTGAGACTGGAGTTATAGACAATTGTAAATTAATCAGACCCT
TTCTGATTAACCACCACATGGGCACCTGGAATGGAACCTGGATCCTCTGGAAGAGTAGCC
AGTTCTCTTAACCACTAAACCATCTCTCCAGTCCTATGATTTTCATTTTAATACAACTTT
GAGTCAAAAAAAATTGAAATTCTAAGAATGGATATTTTTTTTGACTGTCAGCTAGCCTGT
GATGAGAAAACTGGGAAACACTGAGTACCTTCAAGAGCAGAGAGGTGGTATCCCCCCCCC
CCACCCCTTACACTTGGCTCTCCTCTTAGCCTCTCCCTGTTGGAGAGGCTTACTCCAGCT
TGTCCTAAGTCCTGCCCCTTTGCCTCAGGTCATGAAGACGATCATATTGTATTAGTAACT
TGTCATTGCTGTGACAAATGCCTGTCAAGGGTTATTAAGAAGGAAGATTTTATTTTGTCT
CACAGTTTGAGGGGACACAGTCAGTCATGGTGAAAAGAGCATGGTAGCAGAGCTATAGGG
CAGCTAGTCACATTGTGTCACATCCACAACCAGGAAGCAGGGATAGTCACATTGTATCAC
ATCCACTGCCAGGAAGCAGGGATAGATGAATACTGGCACTCAGCTTGCTTTCTTTTTCAT
ACCTTTTCATTTACTATAAGGCCCAGCCCACTTTCACAGCAGGTCTTCTCCTCTCAACTG
AATCTTCCTGGAAATATCCCCATAAATACACCCAGAAATTTGTATTTTATGTTATTATAG
ATCCTGTGAACTTGACAGTGGAGAAGATCAATGATCACATCTACACTTGTACTTCATTTA
ATTATTTTTTATTCTAATTGTGGAAAATCTAGTTAGCCTACACTTCTTATCTTAGTGTGC
AATTCAGTGACATTACAAAGAGTTGCAGCAGGAGTTACCATCAGCACTGTCCATCTGTTT
GGCAAAACCCAAAGCTTTGTATTTATTGAACAGTTTCCAGGGCTGATTTTCTGTTCCACT
TATCCTTGGGCAGTTGTCTATTTTCTATTTTGATGAATATGATCTCTCCAGGTGCCTCCT
ATAAGTGAGACCACACAGCAATTGGTGATCCCTTTGTGAATGGCTTATTGCATTTACTAT
CATGTTCTCAAGGCTCATTCACTTGGTGGTATATGCCAGATTCCCCTTCCCTGTCAATGT
GAATAGTAGTCTATCATTTGCATATAGGATTTTGTTTTACTCACCCATGATGGGGGAACA
CTTGGGCTGCTTCTGTGCTTTGGCTGTAGAAACAATGGTGCTATGAACATGTATAGACAA
ATGTCCCCATAAGCTCCTACTTTCAACTTTGGGAAATATATGCAAATTGCCAGATTATAA
GGAAATTCTTTTTTCAATTTTTTGGTTTGCCTTTTTAATGAACCACCATTTATTTCTTAT
AGCACATTATATTCCCACTAAAAGAGAACATGTTTTCCAATTTCTCCACATCCTTGCAGG
ATAGTGTTTTTATTTATTTATTTTTTTTCATTTCTGTCATAGCCTTCCTAATAGCTATGA
GGTAGTAGCCCATTGTGGCTTTGGTTTGCATCTTCCCAGTGATTCATGGTGTTGCTTATT
TTTTAATGTTTGATTGGCCACTTGTATGTTCTCTTTAGCTAAGTATCTGTTCAAATCTTA
TGTCCATTTTTTTAAATCAAGCTTGGGTTTTTTTTTAATGTGCATGTGTGTGTGTTGTCT
TCGTTTTGTGTGTACACATGCACACGTGTTCATGCAGGTGTGGCTATATGAGTGTATATT
ACCTGGAGGTCCACACTGAATGTCTTCAATCGCTCTCCAGCTTATGTTTTGAGACATGTC
TCTAACTGACCCTAGAGCTCACTAGTTTGACTTGACTGGCAGGCCAGAGAGCTCCAGGAT
TCTCCTCTCTTTGATCTCCATCACAGGGCTTTTAAACATGTGATCCTGTGCGCCTTGTTT
TACATGGCTCCTGGGAATCTACTCAGGTCCTCATGCTTGCATAGTGGGCACATTACTGAC
GAAGCCGCCGAAGCCATCATCCCATCCCTGGGCGCTATTTGCATTGCAGAAACAATGTGC
TGGCAGCCAACTGTAGGAAAAAGTGCAAGTCTATACATTTTAGGAGGGTTGGCTTTTTTT
AAATTGACTATTAAAATACTACCTAGCTGAAAGTGCTTGTCTTTGCCTATCTATAGAACG
CTCTCCCACCCCACCCCCCACACCCATTTTTGGTAAATGAGGACACTAGAGTAACATCTA
AGATGCCTTCCCAGGTCATAATATCTTAGATGCTTAGGAAAATCTAAGCATTGCTTTTGG
TGTGTGTATTCTAGGCAAATCCTTCAAATCCACATCCCAGCGCAGATTTCCAGCTAAGGG
CACAGAGCTTGATGCTATGGTCTCTCTTAATTCTTTTAGGTGTTTTCTGGAGTTTTGACA
GTACACTCTGAGAGGCAGCCACCATGAGACTGTACCTTTTGAATGGTCAGCGTTTTCCTC
AGTCAGATTTTTACTTAAATCACTTGACAGTTTCCCTTAACAGCTCACTCCGCTTAGAAA
ACCTGGGCTCAACGGTTTACAGATGATCATCAGCCCGTGTACATAAATGATGTGCATGTC
TTGAATAACCATTACAGCAGACAGAAAGAAAACACACTCAAGGGATTTAATGAAAGAGTG
GAAAATTCCAGTTAAAACTAAATATTTTCTTTTCGAAGCAGTTTTGCTTTAAAATACTGT
TGTTCATTTCTTGTAATGCTCCTGTCTGTAACACAGACTTTATCATATAGTATTGATCCT
GTTAAAAGCCAGTCACCCAGCTTCTTTTATAACTCTTCCTTTATTTGAACATGGTATGTT
AGAGAAAATACATGCTTTGTGATATTTAAAGGGAAGTAAGATTTTATTTGGCCAATCAAC
CTTTATTGAATTCTGTTTCTATAGCAGGATCCAAAGATAAGTAACTACTGGTAGTATATG
TGAATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTCTG
TCTCTCTCATATCACTCTCTAAATTTGACCAAGTTCATGGTGGGAAACATTGTGGAGAAG
GAAGTGGAAGCAGCTGTTATAAAATGTTGGAGAGGATGGAAGCCATTAGTGACCTGCAGT
TGCAGTGGCCTGTGGGTAGAAGAGAGGAGGAGAAGACCTAGGTTAGTACCCAGGAAGGAT
ACCTGGGACAAGAAACCTGGTGGGTTGGGCCCAGCTTCAGAGGGGACTAGCTGGAACCTC
ATCATTGGATGGAGGGATGAGGAAGGGTGTTTTGTGCCAAAGGGCAAAGCAGGATGAAAA
TGCTGGGCGTGGTTCCTGGGCTGAGACTGTCACCTAACGAACAGGGAGTGACAGGGACAG
GCTGAGCAGAGGACTATTGGTGTGGAGGTTGTACCATGTGTCCAGGTCATTTTCTTATGA
AATAATGATAAATAGCTGCTGCTGCACTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTTC
TCCTCCTCTCCCTCCTCCCTCTCCTCCTCCTTTTTGTCCTCCCCCTCATTTCCTCCTCTT
ACTCCTTCCTCTGCCGCTATGGAACTCAGATGCCACTCCCAACATAACCATACAGTTTTG
GGACATACAGACTATTCACTACACTTCTTTGTCTTCACTTACGTCTTCTGGGTGGAGGCT
TTACAAGCAAATTCTCTACCCATGTTCAGGGCCATAGGCACCCGATAAAATTAGTACTAT
CACCTAAGTGCAGAAATCTTGCCTAATCTCCATTCCCTGACTCCACGTTCTTCTTTCTCC
TTGGCATTTATGTCAGGATCTGTCTTCTCATTCTAAACAAAGCTCTTCAGATACATACTC
ATTGTCTTTCCCATTATCCTGTAGACAGAGTCCCTGCCATGCAGTACCTGTCATGTGGCC
TCAGGCTTCTGGCCAGACCTCAGTACTCCCAGAACCGCCTTTTATCTGAAAAAGATAATG
ACAAATTTCTTGTTCCTTTAGACTTCTAGTCTTGTAGATAGATAGATAGATAGATAGATA
GATAGATAGATAGATAGATAGATAGAGATACATATATACATATCTGAATGTACACACACA
TACACTGGGCTGAGTGGAGCAACAGCATCTTATCTGTTATTAAAGGGTTAATAAATATAA
TGCAATGGTCTTTACTTTCCTTGTATGGACACAGAGAGGGAAACTGGACCACAGATGGAC
AGTTCTAAGACAGACTGAGGAAATCAACTCAAGATAATTAAAGTACCAAAAAGAGAAAGG
AGGAAAGTCTCAAATAGAAGGGTTGATGCTTAGGACAAAAGACATGTACAGGTCAATGAT
CCTTGTCGGTGTTAAGGATGCTGACCATATTCATCTTACAGGTTGTAGTGAGTACTACAT
AATACTGCCCGAGGGATGCCAGATGCCCCTTCTTTGTAAAAACAGATTTCCCTCATACTG
TCTATGCATCCTGGAGTCTTACATTTAGATGCCCTCCAAAATATACAGTCATACAATTTA
GCACAAATAGAAAGGAACACAATGGGATGTTATTTCTAAAGTGTTTGATAGAACATGACA
CACATTAGAGGCCAAAGCAACAGATTACAGGATGTGTAGGACAATCACAGAAATGTGGAT
ATCATCATGTTCTAGATTGGACCAGGACTGCTTACCAAGAAGCTCAGCGTAACAATCTCT
TGTAAAAAGCACTAGTTGATAGGTTGTTTTTGGTTTTTGGTTTATTTTTTGTTTTGTTTG
TTTGGTTTTTTAGTTTTCATGATCATTTGAGAAAAACAAAATGAAACTCCCACTGCTCAG
TATACAATTTTGGCCATTTTTAAGATGACCCACTTAAGAAGTGGAGGATGCTGTTTATGC
CATGGTGAGCACAGCTCTGATTTCCCACCACAATCATACCTAGTCTTTGACTACCAAATT
TCAAATTTCCTTAGATGTTGTCTGTGTCTTCCTGTTCTTGCTATTTGTATGTAATCACAA
TGCCAACAAGGTAATAACAAACATGTTAATAGACAAAAAAAAAAAAAAAAAAAACAGACA
AACTCACGGCTCAGAACAATGGTGAGTAGGTTAAAATTTCTTGATTTCTGGCAGCATCAG
AAAAATAACAATGTAGATTGAATTACTAATTTTGCAGTGATGGCCATAAGACCTTACTAT
GTAACTAGAAATACATCTTCATATTTACAGGAAGTTGGAATTAGCTAATTCCCCTGTTCA
CCATGCTCTGAAATGTTTTGCTGAACATTTTAGTGTTATTAGCATATGACTAGGCGCTAG
TCACAATGAAAGTGGCCAATAAATACTCCTGGATGAATGAACGGGTTTATCAGTTCCTTC
ATGGATCAGTGCTAGTTGGAAACACAGCAATTCATTTTCCAATCGATTCTAAATCTTCTG
GGATCTCAATTTATCTGCTGGGTTACTGAAGTGGTCTTTGCAGTTGATCCAATTCAAACT
TACCCCTGTCTAGCTTACAGATGAATGAGTCTCAAATTATGGTTATTTTATTTGGCTTTG
TCAATTCCTGTGGGTGACCCCTAATCTACTTTTCTATCTGCTGAACTGACTACTTCCCCA
GCGGTTTACCCCAAATACTTGCTGCTTCTACTGGCTCATGGTCCCTCTCCCTCATGGCAC
CTTCCTCTTCTCTGTCTGTCTGTCTGTCTGTGTGTGTGAGAGAGAGAGAGGGAGAGAGAG
AGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAATGTATGTCTTCATGTGAA
GGGTACAACACATGTATGTGTATGTGGAAACCACAGGTCAACCTCAACTGTCACTCTACA
GGACACTGTTCTTAAAAAAAAAAAAAAAAAGACAGGGAGTTTGCTGACATGGAGGTCACT
AATTCAGCTAAACTGGCTAACCAGCCAGCCCCAGGGACCCTGTCTCTGACTCCCTGGTGC
TGGGATTACCAATGAACAGCACAACACATAATAATTTGTTTGTTTGTTTGTTTGTTTGTT
TGTTTGTTGTGTGTGAGTTGGAGCTACCCCACAGTGGCCTCTTGTCTTGAAGAGCACAAG
AGCGTACAGGGTTGTTTATGAAGTAACTCTGTTCAGAGTATTCTGACATCCCCAGCTCCA
AAATGCTTCTTAGAAAAAAAGACACTTAGTACTTAAAATAAGCCCATTTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAGAGAGAGAGGAGGAGGAGGAAGAGGAGGAGGAGGAGGAGGAGGAGGAGGAG
GAGGAGGAGGAGGAGGAGGAGAAGGAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAG
AAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAG
AAGAAGAAGAAGAAGAAGAATTACCAAAATACATAGAAATAAAATCAGAGGATCAAGAAG
TAAGGAAAATACACTCTCGTGCATTCAGAAGGAGAAAACATGCACACACAATTGATGATT
ACTGAAGAGAAATCAAGGCTAGGAATGGGAGAAGATGGGGAGGGGCCATCTGTAGAATGT
CTCTGTTTTATGACAATAGATTCTTCTGGGCTGCATAGTGTGAATTACCATGTGCCTCTA
CCCAACTTTAATCACTTTAAGACTCATATTAAGCAAACAATTTATGTTGAAATCATTATG
TCCTGATAGCTTTCAAGTCACAAAGCAAAAATAAAGAAGTACAAAATAAAGAAGTCTCAG
TAGGAAAGGAAGGAAGAGAGGGAGATACCAAGGAGGCCTCTGTTCAGTCAAATGCAAAAC
CCTTTTGACTCTCTTCATAACTTCAAAACACATGCAGTTCATGATGGATTTAAAAGCACA
GCCCATAAGCTCATGTGCCCACAAGTATTGTGTGTATCTTGTCTCAGAATTGGAATATAT
CCTTCCACAGAGCATAGGGAAGAAATCCCTGCATAAAAGATGGTTTTTAATGTATAAAGG
TTCAAATATAGTTATTCTATTTCAATTGATGTGAAACAAGGCCAAAAATGTGTCTTTAGG
AAACTGTGCCCTTGTGTGGTAGCTTAGGGAGGTCAGGAAGCAGACCCAGGTGACTTCATT
TAGTGTCTAGCCCTGGTTGAGTTGGAATTGTCATGAGGTAACAGTTACTGAAGGGAGATA
TGAGAATAGTATCAGTCCTGAGAGAGTTTCATGCTGGGGAGGTGGACATTTCCTGTCTGG
GATGTTGGAATAATCTTGTTAGCTATACAAAATTTTGCCACACTGTCTCACACTTGTCTT
CTAATTAATTATGAACATTCAAAACTGGCTTTCAAAGATTCATCAAAAGATCTCAGGACA
GCCAGACGAATCAGAGTTGTGTGAGGTTCAGGACCAGCTTTAGGGAGGGAAACGCAGCAT
CCACCGATCATTTCTGACACCTGATACATCTCTGAGAGCTTGAAATTTATCAGATCTATG
AATTTTCAATGCTGATTAAGAGAGATTTATTTTTCTTTTTTTTTTAAAGATTTATTTATT
TATTATATGTAAGTACACTGTAGCTGTCTTCAGACACACCAGAAGAGGGCATCAGATCTC
ATTATGGATGGTTGTGAGCCACCATGTGGTTGCTGAGATTTGAACTCAGAACCTCCAGAA
GAGCAGTCAGTGCTCTTACCTGTAATCTGAGCTGCCTAAATGTTAAGAGACATCTGGCCA
GACATGAAGAACCCATGTGTGCTTTTCTGTCTGTGATGGAACTCCAACCTCACTGTTACA
TTCTCAATCACTGTTTTTTTACTGTTTCTTTCTCTATTCGGTTTTAAGACCCTGGACTTA
AAAATAAAGTGATCTTTTTGCTTAGATGCTTCAATCCCCAAGTAAAATGTTTCAAAAACC
CCTTGACAAGCTTCCATCTTCCTCGGATACATCAACACACCTGTTTTCTGCTAAGATGAC
ATCCGTGTTGTCAACCAAGCACAGCCTGCCACCTCTACATCTTGAACCAAACCTTCTGAA
GTTCAATAAGAATTAACTATCTCAAAATTGTGCAGATTTTTCTCCTTCTTATCCCAACCT
TCCTGCTGAGGGCCAGAGGGCACTGTAGGACTGTCTTCTTACAAAGAACGGGGACAGCTT
GGGGATCTAATGCTATAAGGAAATGTATTGTTCCCAGATCAGCCCAAAGCCATGTCAGAA
CTGGGCTCCTGTTGGTCAGGTTATAGTGGGGCAAGGCAGAATGAGATTCAAAGGGGAGGT
CTGGGATTTGGAAGGTCCTCCCACAACTGGGTTTATATCTGACATTCCCTCCAACTGGCT
CTGAGCTCTCCAAATAACTGCAAGCCTTCTGGCTTATGTTTACGTGTAAATGTCCCACCA
CCCAAAAACATTCAGAGGAGAGGAATAGGGAACTATAGCAAAGACCTCAAACCTGCTGTT
TCTAATGTTCTCTCCTTTGTTTTCCCTGACAAAATCTTTGCAAATTCCCCAGCTGCCCAT
GAAGAGGCCACCAAAGCTGGCAGAACTGTCTCTTCTGGGTTTTAAGAGGTAAACTCAGCC
TCATATCCATCCCCATCTGCTACTCCCAGTGCATTGCTCCGCTCTCTGTTTTCTTCGGCA
TTTCCTGGTCTGCTTGATGAACAACACGAAAACGGTTGAAAGGTGCTTGGAGAACTCCCA
CATTGAATGTGTGTTTGAGTTTTGCGCCCCACTGGTCAGGGAAATTGCCTGTGTGGCTGC
AGACTAAAGGGTAACCCACAACCAAGCAGAGGTCTTCAGTCAGGGCTGTAGACGGGGGAG
GGGTGTGTTTGGAGCAGAAGCTAAGAGGTTATTATTATGGTTAAAAGAAAAGGCCAGACA
CGCGTGATTTCAACAACCTCAATCTCAACAAGGGCATCTTATAAGCCCTGCAGGGAAGAA
AGGCATGGTGTTTTGGGTCAGTGGACTACAGAAATTGGCCCTGTGTAGCCAGAGGCTCAG
AATCATATTCCCTTCTGTCTCCAGAGCAAAGGTGTTGAACCATGTATTCCCCCAAGTCCG
AATTTCTCAAAATAGACTGACAGATGGGTCAAGCAAGGTCTCAGTTGAGGACCTCAGATA
TCTGCTAGGAAAGATTGAGCCAGCAAGCCCAGGGACAGCTACAATCTTACATGAGACTGC
CTTGTACATCATTTGAGTCTGTTTCACAAAGTCACACTGAGCTGGATTTCATCATTAAGG
CTGAGTATTGAGGCCAAGATGACCCAAAGGAGCCACTACATAGAGGAGATGACAGAGTGG
GTGGGGCAGTGGTTTCGGGAACTGGCAAAGGCCCCAGAAGGTCCCCTGTCCCTCTGCTGT
TGTCTCTTTCTAGCTAATCTAATGGCTTCTCCCCATCAGACAAAGGTTTCAACTCACCCC
TGCCTCCCATCCTCCTGTGTTATCGCTCACTGTAGTGTTTTAAATACAATGATCAGAGGG
AAGTCTGAGGACCCCATAGTTAATCATTTCCTTTGTTCTAGCAAATGCTTAAGTTGGGGA
TTTTGTGATTGGGATGCATAGCACATACTACAGTTAGAGGCTAATGGCACATCAGTACCA
GTAACAGCAGGTACCAATAACTCCCTAGCATTGCCAACTCTTTCTGAAAGAAAAGATCCA
CACTCCCCCTCCACAGAGCCAGACATACAAAGTGAGGGTTTTTTGATTTTTACCTTGGCA
CATCAAAATCAAATTGAAGGTTGCATTCTAACTTAGAAAGATTGGATCTCAGAAACCAAA
AATATACACATACTTGTGCATGTATGTATGCAATGCCTAGTGGTTGATTATTGTCATGGT
TGGAATATGCTTGACCCAGGGAGTGGTACTATTAGGAGGTGTGGCCATGTTGGAGTAGGT
GTGTCACTGTGGGCATGGGCTTTAAGACCCTCATCTTAGCTTTCTAGAAGTCAGTATTCT
GCTAGCAGATGAAGATGTAGAATCTCAGTTCCTCCTGTACCATGCCTGCCTGGATGCTCG
ACATGTTTCTGCCTTGATGATAATGGACTAAACCTCTGTGCCTGTAAGCCAGCCCCAATT
AAATGTTGTCCTTTATAAGACTTGCCTTGGTCATGGTGTCTGCTCACAGCAGTAAAACCC
TAACCAAGACAGTCATCGAAGCTATGTGCAAACTTAGCTATTGCAGTTGTCACTCTGCTG
GGACAAAACTACCCAGTAGAACTTATTTAAATCAGGAAAGATGATTTCAGCTCACAGTTG
TGGAAGGCTCAGGCTGTGGCTGAAAAGCTGCATGCACTTGAGCAGGTGTCACAGTTGCAG
AGATGTATGGCGAGGATCACTGTTCACATCACAGCAGATATGGAACAGAAAATAGCCGCA
GGGAAAATCCAGGGCAAAGGACCCAGCTACAGTGTTAGACGTTCTCCAACTAAGCTCCAC
CCCTAAAGCCTCCAGAACCTCGCACATAGTGCCTGCCACCAGCTGCAGAGCAGGAAGCTT
TGGACAACATTTCAGAGTCAAACAAATGAAAACAAAACTCTAAGAAAGAAACAATAACAG
CCCTCATGATGCAGGTCTGAACTTCAGCTATGACAGAGGCTGAGGCAGGGGAATCACAAA
TGCAAAACCTGCCTGGGCTGCAGATTGAGTTCTAGGTCATCCCGTGTCATTTAGTGAGAC
CCTGTCTCAAGATGAAAAGTGAAAAGAGGGCTGAAGATAGAGCCCAGTGGTTGAGTGTTT
GCTTAAAATGTGCAAGCCCTATGATTAAGCCTCAGTTCAAACCATATGAAGAATAGCATA
GCATAGCATAGCATAGCATAGCATAGCATAGCATAGCATAGCATAAAACAAAACAATAGT
CTTCATAGAGAAACCTATACATAGTATGTCAGAGGACAAATGGTCATCAACTATTAGAAA
GATAAGAACAGAAGGTTTCTGGGACAAGCAGTTAGAGATAAAAGAAATATTGGTCACAAC
AAAGTGAATATGTTCCATCAACCTCTGTGCATGTCCAGGGTCTCAGGGAAGGGAAAGGTG
CTCTGAAGAGAAGGCAAGCCAGGAACCAGGTGGCTAGACCCAGTGGTAAGACTACAGCCT
GAAAGAGTGTGAGGAGGCTATGGCCAAAGACCACCCCTGGGTCACAACAACAGAACAAGG
GGTAGGCTATCCTGTGGAAGGAGGGGAAAGAATGTGTTCGCACAGCTTCATCCATGAGAA
GCTAGCTACCAGGTGCCCACAAGATGGAAAATTTGGCAGCATGTGGGCAGGGAGGTTTGC
CAGCTTCAGATATCAAAGACTGGCTTCTTTCTGTCGAGTGCTAATGGAAGCTATTAATAT
CCAGAGGTCATACTTCCTCTTAGACTCTGGATGTTTCCCAGGAGCACTGAAAATAGAGAA
TAGAAGCATGTTCACCCATCCGTAGGACACAGAGCCAGTGGCCTCAGCAGGACCTGCAAG
AGTCCCCTGGCATGGGTGTCGGGATGATTCTACTCCCAGGAGAAAACCATCTATCTATAA
AAACCAACCTGCCCAGCATACAGGCCCCCAGGGAATTCTCCTTCCTGATGGGACATTGTT
AAAGTCAAATTTCTGCCCTGTGAGCTAATTCTCCTCTGGTATTGTCCCAGTTTTGAACTG
ATAAAGTGTAGGCTGTGTCCTACAGATTGTGTCATAATAATAATGTTCTTGATATAAATT
ATTAGTAATTTTACATCAGTAAGCATCTCCTGAGGCTCTCAGAGGGCTGTTTTGTTCTAC
TTTGTTTTACTGATTTAAATCAAGTGATTAAAGAAAAAAACAACACTCCCTTGCCTTGGT
TCATGCTGTTAACTAGATTCACAGTAATGAACCAATTCTCAGCAGTTCACCATGGTAGAG
AAAGCAGGTAAAGAAGACAGGCCCTGGGGCTGACTCGGCTGAATCCTTGTTACACAAGTT
CTGGGTTCAGAGAAGCCCTTGGAGGGGGAACAAACATATCCTTGGTGGGGAAGCACCCCC
ACTGTGGCTGGACACACTTACCAGGAGGCTTTCTCACAAGTAAAAAGCAAAACACATCAC
ACAGTCTTAGATCTCCCCGGGACCAGCTGACTTGTGCAGGCACTCAGCAGTTCTTTAAGG
TCTTTATCTCATCTGACCTCCTGACCCAGTGATGGGGAATGAGAGGCACACAGAGTGGAG
TGAGGTGAAGGGAGGACTGCAGACATGTCATTAGTGATGGCAGCCATGATGACAGTGACA
TAATGCGACTGCTTACTATGCACACAATGCTTTGTAGTCAACACACCATGCATTTCCTCT
GCACAACTAGCAGATATATCTGCAGTAGCACACAGGACATTGTGTCCAAAGACTAAAAAC
CTTCTATTGAATATTTGCTAGGCAACAATATGCTGGGCAAAGATGTGTGCTAGCAAGCAA
ATTTATTTTACTATCACAGGAGAAACACACCAAAATTTGCATCACATTTGAGAACTCTGG
ACTCTTTGGATATGGGGGTAAATGAGGCTTGCTCTCAACAACATCTCCTTAAAATGAAAA
GGAGAAATCATGCCTGTATCTATAAGGATTTATAACAAAGAATCAAAGTATAAGAAATGA
TAGGGAAATTGACAAAGTACAACAGTTGAGGGTTAATTGAAGTAAGCTTTCAAAAAATTC
TTTATTTATATGTATGTGTGTACGCCTACATGACTTTATGTGCACCATAAGTGCGCAGAT
ATCCATGGAGACTAGAAGAGGGCATTGGAGCCCCTAAAACTGGAGCCTCATGTGATTGTA
AGCTACCCAAGTAGATGCTAGAAACTGAACCTTGGTCTTCAGCAAAAGCAGTAAGTGCTC
TTTCTGCTGAGCCATTCCTCCAGCCAGGAAGTAAACTTTTTAGAGAAAGGATCTTAGATT
TGTGGAGGTGGGGTTTGATTCCAATCATAGGAACACGGTATTATTCTTAAGGGGACAATG
TTTTGACTAGAGATGTGTAGAGAGAAACAGGACCATTGAAGCAACAATGAACAGTGCTAT
CAGAATGTGGCAAGGCTGGGAGAAGCAGATTCTAAGTCAAAGGGCTGAAAGGTAATTCAT
CCAGGGGTGAAGGACATAGAGGCAGTCAGGCTTTCTCATCATGTTGCTTACCAGATGAGA
CAAAGGAGAAACAGAGAAGTCAAGACTCTCAGCCAGGAAATAAACCTGGGTGCTTGACTC
CAGGCTTCTCCTCAAATGTAGTCTGGAGTGGACTTGTGATGCATAGGCCTCAAGTGCGTC
AGGACTGTTTTGTATGTGACAGAACACAAAAATCACACACTTACTTCAAACATTGTAGTT
TTTGTTGCAGTTGATTTGGGGGGATTCTTTGTTTGTTTGTTCCTTTGTTTGGTTTGGTGT
TTTTTGTTTTTGTTGTTTTAGTTTTTATTATTTTTGTTTGTTTGCTTGCTTGCTTGTTTT
TATAACATAGTTGCACAATTTGGAAGCCCAGATTTTATAGATGACAGCATAGGATTGCAA
TGTCAAAACATTGGACACGCCTGCAGTATTAGGACCTCTCATGGTGACCCTCTAAAGCCC
CTTCCCATGTAGCTTCCCCAGAGCAAGGAAGAATTCCCCCTTACTGCCTAGGACTAGGAA
GAGCTTAGAAATAGTTCTCCTGATCTTGGTAGTAAACAAGGCTACTGGAGGCCACTGTGC
AGTGAAGACATGGGAGGAACAGACAGAGTATACAGACTCCCAAGAAAGGAGGAAAAGGCC
AACAGGCCCTGGGGAGGGTGGGGATGATACTCAGAATAAGAAAGACATTTGTCTCAAAAA
GATGTAGGTTTCTGGCTTGGACGTGTGTGTAAATGGATGGAGGTTCCTATGACTGAGCTG
GAAAACACTGGAAGAAGTGAAACTCCTCTCAAGTCTTTCATGGGCCATTCCACTATCCTC
AATGCCATAAATTAGAGTGGAGACTCACCTCTGCCTTGTGCTTGCCTCTGTGGCCCTGTG
CTGGACACTGGTGGCTCTGTTTACCACAGACTTGCTTGTGGCAGTAGTGTTTTATTTACT
ACTGTTTCCCCCACCTCCTCCCAGGCCTGCAAGCTCTGAGATAGCCCAAGTTGTGGTGTG
CCTTTGCTGGTGTGTGGGTGGGTGAGCGTGTGCGATGGCATGTCTTGTGGTAAACTGTTG
ATTTACTGCAGTGAGAGATAGATTAATACTTGCTTGATTTGTTGGGGCCATAGCATTGTA
AAGGTCAGATAGTCACACTTGGCAGGAAAGCTGCATTTGAACCATGAAGCAGGGAAAATA
TTCACCTTAGCAGCTCTTCTCATCCTGATTATGCCTTCGTCTAGTGATTGCAGTGCTTAA
AGAGTTCATCCCGTAAGCCTTTTACATTACTATTTGTGTGTGATGTGTCGGTCCTTGGGA
GACAAGGACTTTTAATCTTGCTGGTCCCCAGTGAGATTATGAGGTATAAAATTGGGCCTG
TGCAAACCTCAGACTGTTAGTGTGGTCGTGTGCTTAAATTTCCTGGAGGAGATCACTTAT
CTTTTGTCTTTGGGTGAAGAGAATATACTGTCCCATCTTCCTTGTCAATAGTTGAACAAT
TGGTTCGGGAGCTCTAAAATACCATTTCCAAAGCAATGGAGAAGCAGCCAGTGGACACTA
CTCGTAATTGTTTAATATTGTTACCACATTTGCTTACAAGAAAAGCGAGACAACTTGTCA
TCCATCAGGAAGGAAATATTCCTAGGCAGCAGTCATGGAGGATGCTCTGCAGTGTCATGG
CAACCATCCCCCAGCCCCAGACTTGATTACTTCCATTGTATCCCTGGTCATAGCTGAGCT
GCCCCATTAACTTCACTTTCTCCCTCCTCGTTTGTGAAGGGGACGCTGGGAAGCAGCCCA
CCACACACTTGCTCTGAAAGATGCACAGGATCAGAGGGATCCTTGCATGTCCTTCCTGTC
CTCTGGATGCAGTCAATGAGAACATTCAAAATATCCTGGACTGCACCATGAGCCACCAAG
AGAATCATGTGCAATTAAAACAAGAAATCTAGGGGGAATCAGAACCTCCTGTTAGAGAGA
GTGCTGTTTGGTGATCTGTAGTCACAACCTGGTCCCATTGCTTACTATACATCAAGCCTC
AGTTTTCTCTTCTGCAAAGTGGGGAACACAGCAACTTTGCAGAACAATTATAGCTCAAAC
AAGGATCACAGTACCTGGCACTGAGAAAAAAAATATTCAGTATCCAGTACTGTAATTATT
GTGTCTAAAGTCACAAGAGAGGGCCAGTGAAGATGGCTCTGTAGGTAAAGTTACTTGAGA
CCAGTTCTAGCAACTTGAGTTTTATCCCCGCAACACACACGTTTTGGAAGGAGAGAACTG
ACTCCTGCAAGTTGTCCTGTAACCACTCCCTGCGTCTACATACTCAGGCATGCATGCATG
CATGCATGCATGATGCACACATATTAAAACGTAATAATAAAATAAAATCACAAACGATGT
GGTGGTGCATACATGTAATCTGAGCATTTGGGGAAGTGAGGTAGGAAGAGCCCTAAGAAC
TTAAAACATGTATGTATGTATGTATGTATGTACGTACGTATGTACATATGCATGCATGTA
TGTGTATGTATAGATAGATGATAGAAGATAGACAGACAGATAGATAGATGGACAGGCAGA
CAGATAGATAGACAGATTCAATCACAAAAAAGGTTTAGGGGAAAGTAGAGACCCAACTTA
GGTCTCCTAATTCTGGTCTCACTAGATGACACTGCCTGGTTTCATTAAACTTCAATAAAA
CAGCCAGGAGCCTCCAAGATGAGAAAGTGATGTCTGATCACAGGGAAGATTCAGAATTCT
GTGTCCAGAGACTAACACTGCTCATGTTCCAGGGAAACTCTGGTATAAGTTCCTAGCCTT
CAGTTTATAGATTTGCTCAGAACCAAGGTCCACAAAGCATGCCTCAGTCTTCCTAAGAGA
GACAGAGCATAGTCAGTGGGTTGTATTATGGATTATAATAAAATGGTCCAAGTGCGTGTT
CAGTTTGATTTGAATGTGAAATGTCCCCCATAGGTTCCTACATTAGACGCTTGCTCTCCA
GCTGGTGGCATATTTCAAATAAGGTTCTATTGCTAGGTTCTGCTTCCGGTTTGGTAACTT
CTGAAAGTTGTATAACGTTGGTGTTGTTTTATAACAGAACAAAACCATGAAGGAATCTGC
CTGAAGTCAGGCTTGCTGTTATTTCTTTTTGAAGTAGTTACCCTTATAGTTGTGTGATGT
ATGGGGCTTTCTTTGGATTATCTTGTTTAATCTCAGAAGCTAGGAAGGACCTTGACTTCT
ATGCAACAATGAGAGACAATGGAGTCGAATAGATGCAGTAATTCAGGCAGAGAGTTCAGA
TGGGTTTTGGGCTAACGTCTGGTCTCTCTTCTAATGGTAGCCACACTCACACACTGTAAT
AGTACAAGGCTTATGGTTGACATAACAAACTTATTTTGTACCCACAACGGTCATATATAC
ATCAACTACACTTTTATAACTACCCTCTAAAGGGAGAGTGCTTTCAGCTCCATTTAACTG
ATGAATAAACCAAGGAACTGGTAGGTGAGGTAGCTTGTTCAAGATGATGTAGCTTAAGTG
GCCAGCTAAGCTGGATGGCTCCCAAGTACACACTTTGGTCCTTAGCATGTGACCTTTGCA
TGGAAGTGTGTTATCTAAGATCTGCTAGACAGGTATCTTGGGACCCAACTAGAACAACTG
GACCAGAACTTGTGTTCTAATAAGACCCATAGGCACCAGGCATACATGTAGTACACAGAC
AGACATGCAGAAAAAATATCTATATTATATATTTTTAAGTTTAAAATATCCCCAGGAGAT
TCTATAAAGGGTAAGAGCCACTAATCTAGGCTCTTTCAATGCAAAATGATACCAGGAAAA
CTGTCCTTATGTCTCACAACTTCCCAGATGGAGAGAAAGGAGAGCTGCCCTGTTTAGGCA
TTGTGCCCTGCCCCATAGAAAGGGACTATAGCCCAGAAGCACAGATGTCAGCTAGAAGAA
CTGTGTGCTAGCTAAGCCAGTAGCAGATACTGTAATAGACAAACCCTTTATTTTAGTGGG
TTCATAAAATGGTTTTTTTCCCCTCATACATATAAAATCAATCAGTCAGAAGAGCTTTCT
TCACCATCAAACTAGACCTAGTCCCCAGGTCTCCCTTCATGCGCCGCCACCAGTACTAAG
CAAAAGGGAAGGTGGAAATCCATGCTCAGGGAGGGCTACTGAGCAACCGGCAATCAAGGC
TACAGTTGGCTGCAAGTGATTGGCACTCAGTTGTTCACTTATCCATTCGATGAATTAATA
ATTTGCTGAATAATGAACAAGATCCACTTATTCAGTCATGCACTCATGTATCCATTCAAC
AGATGTTTATTAATGGCTGAGAGAAGGAGGATCTTAGATAGAAAAAAGTGCAAATCTGGA
GGGATATTCTGAGTGGGTATCAATATGCACAAGTACTTTGAAAACAAGAGAGAGGGGATA
AATATATGCCTGTATCAGGCAAGGGGAGGGAGAGAGAGAGAGAAAGAGAAGGAAAGGGAG
AGGGAGAGGGGAACACTTGGGGAAGCCCCCCTGAAAGAGATGGTAATAAACCAAGCTTCT
ATATAGAAAAGGGGCAATCTACTTCACAAGAGAGTGGATTATGAAGATTTCAAACTCCAG
AAATTGCAGAATGTAGAAGTCATGAAGTAAGTCAGGTCAAGAAGCAGAAATGTTGGTAGA
CTGGATGATGGAGAGACAGAAGGACTGGGACACACATACAACAAAATTCAAACCTGGCTG
ATTTGCTTGTCTCCTGGGAGTTGAGTAGAATGGAACCAGGATCTGCCTCGTCCTGAAGAA
AATATGCAAATAGTTGTGTTGTATCACTTTCTCAGACAGAAAAAAAAATGACATTGTGCT
TCCTTCCCTAAATGCCCTTTGTAATCTATGAGAGAGGAGGAGCAAGCTGTTTAAATTCAC
TCATATTTTATAATCTGGGAACAGCTGTCACCTGCTGTGCCCTGGGGAACTCATTACTTA
CAGAGGGACATGCAGATATCACACACTCCCTCAGTCGTGCTCGGCCCTGGGCATCCCGAG
AAGCAGAGCCTGTGTCTTGCATAAGTGCCACACCAAGCCCCCTCCCCTGAGTATGTCCTC
TGAAGGGTCTATGGGACAGGATACAGAATTCTGTCCTTCATAATTATGGAGTGATTAATT
ATTTAATTATAGTACATAACAGCTCAGGCAGTGCCACCGCCTCTCGTTTGTTGGACTCTG
AGCCCCCATTAATCATTTGAAATTTTGAACTTGAAAGAGATGGGCTGATACAAAGCGTGA
ATTGTAGTACTCTCCCCAGTACCCATGATCTGCTTCAAAAACACCACCAATATATCACAG
CCACCATTGCCTTCAGCAGCCAGGGCTTTAACCCCAGGTGAGCATCTTAGGAAGGGGATG
CCGTGTGTGCACATCAAGGACATGTGCTCCAGCCATGGAAAGAATCCTGTTTTGCTAATA
AGCCGTGACTCCATCTGCTGCCTGCGAGGAGAGACTTTTCTCCAAGCTTTGAAAGCTGGA
ATCTCCTTCTGGCTCTGTCTTCCTGCCTTTGTGATGTTCCTGGTAGATATGTCCCCAACA
GTTTTTTTTCTCAGAAGCTTGCAGCCTGGGTACCAGCAGGGCACGGCTCATCCATAGCTG
CCTGACACCCTCTGAACTTGGGAAGTCACCTGAGTTGACCTGACTGCTGGTAGGTTGCTT
CTAGATGTCTTCACCTTACTGTGACCACCTCCTGAACTGCACACTCATTTGGGAATAGAG
ATCACCTCTAACAATGATCTCCCTCCTTCCTGTGAAGCTTCTTGGCATCCTGCTGCAGAG
ACATACCTGGTTGGTTATGGGGGTGGGGGCGTGAGAGGGGTGGAGGGGGTGGGGGATGTG
TTGCAAGAGAGATTACTCAGGAGAATTACAGAATGCCAAAGAGATCCAAATGTGATTGGG
GATTCAGGATTGAATAGCCAGAGAATGTATGATTACAAATCCCACCACTGAGCGAGTACC
ATCGCTTCAGCCAGCCAAGATGCTCAGGCTTATACCACTGTGCTACTGATCTTAACACAC
TTTCCACACTCAGCATGATGACCCTGGTGCTATCCAGAGGTACCCAAGGCCTGACACAGC
CATCAAGCACTGCTCTAACCACTCTACTCCTCTGCCAGACCCCTTTCAGTTCTGTGATAC
AGGGTCTTGCTGGGCAGCTGGCTCTCAAACGGATGCTCTTCCTGCCTCGATCATCCCTGG
CTCCACGGGCTTCACTATGGGCTCCCAGAACTGATGCTTGTGTATCTGATTGAAAGGTCC
GGGTCTGATACCCACACCACGAAGGAAGAATGTGGGAGAAAGCAAGTGAGAACATAGGAA
TACCAGTCTCTCCATGATGGGAATAATTGACCCATTAGGACTCATAGAGTGGGGAGCTCT
CAGAAGGGAGTTAGCTGCTTTGTGGCTTCTGTATTTTGCCTCTATGGGATGAAGTGGGTT
TAAATAGATCAATACTGGGCACCTTGGAGTTTGGATCCATATTTAGCAGACAGCACTTTC
TGACCCTGACGATGGCCAGTCTATTCTTCTGATTGCTTTGCCTTTGCCTCTAAATACTTC
TTGCTAGTGGGGGACAAGAGGCCCTGACAGTGAGAATTCAAGGGAAAGGGCCCAGGATGA
GGTGCCGAGGTTACTTTTGGTCACTGCTGAAGCCTTTCAGCTGTTTCTGTTACATCCTCC
TTCTGTTGCCTTTCATTTTGTTGCCAAGAATGGCCCTATTCTTCCTAGAACTGCCAAGAG
CACTGTCCCGAAACATGCTGGCCACGTGAGCTGGAGCTAATGGCAGAAGCTCTGCATTGC
TCCTTAACACTCAGACTCCAAAGCCTTAGGCCCAGAGCTTATAGATTGAGATATATTTGA
TTAAAAAAAACCTTAGACATTTGGAGTGTACATTATTTGGCAATTTTAGTCTCCCCAAAT
AGTGCCGATTGTCCTGTGCTACACAGTTAAGGACTTGACTCTTTAGGATACCCATTCCCC
ACTCTAGGCCCTAGAAGGAATCATAGTTCCAGAGCCAAAGAAAGACATTTCAGCTATTTG
TGGTGTCTTAGTTTGGGCTTTATTGCTGTGAAGAGCCCATGACCAAAGGTCATATTCTTA
TAAAAGGAAACATTTGACTGGGGCTGGCTTACAGTTTCAGAGTTTCAGTCCATTATCATC
ATGGTAAGAAGCATGGCAGTGTGCAGGCAGACTCGGTGCTGGAGGAGCCAAGAGTTCTAC
ATCTTGATGTGAAGGCAGCCAGGATAGGACCATCTTCTGCAGGCAGCCAAGAGGAAAATT
TATCTTTCACATTGGGTGGAGCTTGGGTGCGTTCCCTCCAACAAGGCCACACCCACTCCA
ACAAGGCCACACCTCCTAACAGTGCCACTTCCCATGGGCCAAGCATATTCAAACCATCAC
ATCTAGCTTCTGGCTTACCTAAATGTGTTCCCAGGACTTATAAAAGTACACTCAAAGATT
ACATCAATACCTGGTGGGTGCTTACATCATCCATATTGAGCATGAGCCAGCTCTTCAGTC
TCCATTTCTCATCTCTCCTACTACCTGCTCATCACCAAGGTAACCAAATTCTCATGTCTC
TAAAATCTGTCTTTATCTGGGTGGATCCTTCCTTTGGCTCTATCAGATTAAAAGAAGGTA
CTGGTTGCTTGATATCTTAGGAACCTTGAACTTGAAGAAGAAAGTAGGCTGCTGAATTCT
AGGTTAGACTTAAAGAGACAGCAATGGGTAAGAAAAACTCTGTGAACTTCCAGGAAATGT
GGCTTCTGCTTGCTCAGAAATAAATGCAAGAAAGTGGCCATAAGGATAAGAAAACCAGAG
CAGAGTCTTGCCCAACACCCGCAAGGGTCCACACGGGACTCCCCACGGGACCCTAAGACC
TCTGGTGAGTGGATCACAGTGCCTGCCCCAATCCAATCGCACGGAACTTGAGACTGCGGT
ACATAGGGAAGCAGGCTACCCGGGCCTGATCTGGGGCACAAGTCCCTTCCGCTCGACTCG
AGACTCGAGCCCCGGGCTACCTTGCCAGCAGAGTCTTGCCCAACACCCGCAAGGGTCCAC
ACGGGACTCCCCACGGGACCCTAAGACCTCTGGTGAGTGGACCACAGTGCCTGCCCCAAT
CCAATCGCGCGGAACTTGAGACTGCGGTACATAGGGAAGCAGGCTACCCGGGCCTGATCT
GGGGCACAAGTCCCTTCCGCTCGACTCGTGACTCGAGCCCCGGGCTACCTTGCCAGCAGA
GTCTTGCCCAACACCCGCAAGGGTCCACACAGGACTCCCCACGGGACCCTAAGACCTCTG
GTGAGTGGATCACAGTGCCTGCCCCAATCCAATCGCGCGGAACTCGAGACTGCGGTACAT
AGGGAAGCAGGCTACCCGGGCCTGATCTGGGGCACAAGTCCCTTCCGCTCGACTCGAGAC
TCGAGCCCTGGGCTACCTTGCCAGCAGAGTCTTGCCCAACACCCGCAAGGGTCCACACGG
GACTCCCCACGGGACCCTAAGACCTCTGGTGAGTGGACCACAGTGCCTGCCCCAATCCAA
TCGCGCGGAACTTGAGACTGCGGTACATAGGGAAGCAGGCTACCCGGGCCTGATCTGGGG
CACAAGTCCCTTCCGCTCGACTCGAGACTCGAGCCCTGGGCTACCTTGCCAGCAGAGTCT
TGCCCAACACCCGCAAGGGCCCACACGGGACTCCCCACGGGACCCTAAGACCTCTGGTGA
GTGGAACACAGCGCCTACCCCAATCCAATTGCGTGGAACTTGAGACTGCGGTACATAGGG
AAGCAGGCTACCCGGGCTTGATCTGGGGCACAAACCCCTTCCACTCCACTCGAGCCCCGG
CTACCTTGCCAGCTGAGTCGCCTGACACCCGCAAGGGCCCACACAGGATTCCACACGTGA
TCCTAAGACCTCTAGTGAGTGGAACACAACTTCTGCCAGGAGTCTGGTTCGAACACCAGA
TATCTGGGTACCTGCCTTGCAAGAAGAGAGCTTGCCTGCAGAGAATACTCTGCCCACTGA
AACTAAGGAGAGTGCTACCCTCCAGGTCTGCTCATAGAGGCTAACAGAGTCACCTGAAGA
ACAAGCTCTTAACAGTGACAACTAAAACAGCTAGCTTCAGAGATTACCAGATGGCGAAAG
GCAAACGTAAGAATCCTACTAACAGAAATCAAGACCACTCACCATCATCAGAACGCAGCA
CTCCCACCCCACCTAGTCCTGGGCACCCCAACACAACCGAAAATCTAGACCCAGATTTAA
AAACATTTCTCATGATGATGATAGAGGACATCAAGAAGGACTTTCATAAGTCACTTAAAG
ATTTACAGGAGAGCACTGCTAAAGAGTTACAGGCTCTTAAAGAAAAGCAGGAAAACACAG
CCAAACAGGTGATGGAAATGAACAAAACCATACTAGAACTAAAAGGGGAAGTAGACACAA
TAAAGAAAACCCAAAGCGAGGCAACGCTGGAGATAGAAACCCTAGGAAAGAGATCTGGAA
CCATAGATGCGAGCATCAGCAACAGAATACAAGAAATGGAAGAGAGAATCTCAGGTGCAG
AAGATTCCATAGAGAACATCGACACAACAGTCAAAGAAAATACAAAATGCAAAAGGATCC
TAACTCAAAACATCCAGGTAATCCAGGACACAATGAGAAGACCAAACCTACGGATAATAG
GAATTGATGAGAATGAAGATTTTCAACTTAAAGGGCCAGCTAATATCTTCAACAAAATAA
TAGAAGAAAACTTCCCAAACATAAAAAAAGAGATGCCCATGATCATACAAGAAGCATACA
GAACTCCAAATAGACTGGACCAGAAAAGAAATTCCTCCCGACACATAATAATCAGAACAA
CAAATGCACTAAATAAAGATAGAATATTAAAAGCAGTAAGGGAGAAAGGTCAAGTAACAT
ATAAAGGAAGGCCTATCAGAATTACACCAGACTTTTCACCAGAGACTATGAAAGCCAGAA
GAGCCTGGACAGATGTTATACAGACACTAAGAGAACACAAATGCCAGCCCAGGCTACTAT
ACCCGGCCAAACTCTCAATTACCATAGATGGAGAAACCAAAGTATTCCACAACAAAACCA
AGTTCACACAATATCTTTCCACGAATCCAGCCCTTCAAAGGATAATAACAGAAAAGAAGC
AATACAAGGACGGAAATCACGCCCTAGAACAACCAAGAAAGTAATCATTCAACAAACCAA
AAAGAAGACAGCCACAAGAACAGAATGCCAACTCTAACAACAAAAATAAAAGGGAGCAAC
AATTACTTTTCCTTAATATCTCTTAATATCAATGGACTCAATTCCCCAATAAAAAGACAT
AGACTAACAGACTGGCTACACAAACAGGACCCAACATTCTGCTGCTTACAGGAAACCCAT
CTCAGGGAAAAAGACAGACACTACCTCAGAGTGAAAGGCTGGAAAACAATTTTCCAAGCA
AATGGACTGAAGAAACAAGCTGGAGTAGCCATTTTAATATCGGATAAAATCGACTTCCAA
CCCAAAGTTATCAAAAAAGACAAGGAGGGACACTTCATACTCATCAAAGGTAAAATCCTC
CAAGAGGAACTCTCAATTCTGAATATCTACGCTCCAAATGCAAGGGCAGCCACATTCATT
AGAGACACTTTAGTAAAGCTCAAAGCATACATTGCACCTCACACAATAATAGTGGGAGAC
TTCAACACACCACTTTCTTCAAAGGACAGATCGTGGAAACAGAAACTAAACAGGGACACA
GTGAAACTAACAGAAGTTATGAAACAAATGGACCTGACAGATATCTACAGAACATTTTAT
CCTAAAACAAAAGGATATACCTTCTTCTCAGCACCTCACGGGACCTTCTCCAAAATTGAC
CATATAATTGGTCACAAAACAGGCCTCAATAGATACAAAAATATTGAAATTGTCCCATGT
ATCCTATCAGACCACCATGGCCTAAGACTGATCTTCAATAACAACATAAATAATGGAAAG
CCAACATTCACGTGGAAACTGAATAACACTCTTCTCAATGATACCTTGGTCAAGGAAGGA
ATAAAGAAAGAAATTAAAGACTTTTTAGAGTTTAATGAAAATGAAGCCACAACGTACCCA
AACCTATGGGACACAATGAAAGCATTTCTAAGAGGGAAACTCATAGCGCTGAGTGCCTCC
AAGAAGAAACGGGAGACAGCACATACTAGCAGCTTGACAACACATCTAAAGGCCCTAGAA
AAAAAGGAAGCAAATTCACCCAAGAGGAGTAGACGGCAGGAAATAATCAAACTCAGGGGT
GAAATCAACCAAGTGGAAACAAGAAGAACTATTCAAAGAATTAACCAAACGAGGAGTTGG
TTCTTTGAGAAAATCAACAAGATAGATAAACCCTTAGCTAGACTCACTAAAGGGCACAGG
GACAAAATCCTAATTAACAAAATCAGAAATGAAAAGGGAGACATAACAACAGATCCTGAA
GAAATCCAAAACACCATCAGATCCTTCTACAAAAGGCTATACTCAACAAAACTGGAAAAC
CTGGACGAAATGGACAAATTTCTGGACAGATACCAGGTACCAAAGTTGAATCAGGATCAA
GTTGACCATCTAAACAGTCCCATATCACCTAAAGAAATAGAAGCAGTTATTAATAGTCTC
CCAACCAAAAAAAGCCCAGGACCAGATGGGTTTAGTGCAGAGTTCTATCAGACCTTCAAA
GAAGATCTAATTCCAATTCTGCACAAACTATTTCACAAAATAGAAGTAGAAGGTACTCTA
CCCAACTCATTTTATGAAGCCACTATTACTCTGATACCTAAACCACAGAAAGATCCAACA
AAGATAGAGAACTTCAGACCAATTTCTCTTATGAATATCGATGCAAAAATCCTCAATAAA
GTTCTCGCTAACCGAATCCAAGAACACATTAAAGCAATCATCCATCCTGACCAAGTAGGT
TTTATTCCAGGGATGCAGGGATGGTTTAATATACGAAAATCCATCAATGTAATCCATTAT
ATAAACAAACTCAAAGACAAAAACCACATGATCATCTCGTTAGATGCAGAAAAAGCATTT
GACAAGATCCAACACCCATTCATGATAAAAGTTTTGGAAAGATCAGGAATTCAAGGCCCA
TACCTAAACATAATAAAAGCAATCTACAGCAAACCAGTAGCCAACATCAAAGTAAATGGA
GAGAAGCTAGAAGCAATCCCACTAAAATCAGGGACTAGACAAGGCTGCCCACTTTCTCCC
TACCTTTTCAACATAGTACTTGAAGTATTAGCCAGAGCAATTCGACAACAAAAGGAGATC
AAGGGGATACAAATTGGAAAAGAGGAAGTCAAAATATCACTTTTTGCAGATGATATGATA
GTATATATAAGTGACCCTAAAAATTCTACCAGAGAACTCCTAAACCTGATAAACAGCTTC
GGTGAAGTAGCTGGATATAAAATAAACTCAAACAAGTCAATGGCCTTTCTCTATACAAAG
AATAAACAGGCTGAGAAAGAAATTAGGGAAACAACACCCTTCTCAATAGTCACAAATAAT
ATAAAATATCTTGGCGTGACTCTAACTAAGAAGGTGAAAGATCTGTATGATAAAAACTTC
AAATCTCTGAAGAAAGAAATTAAAGAAGATCTCAGAAGATGGAAAGATCTCCCATGCTCA
TGGATTGGCAGGATCAACATTGTAAAAATGGCTATCTTGCCAAAAGCAATCTACAGATTC
AATGCAATCCCCATCAAAATTCCAACTCAATTCTTCAACGAATTGGAAGGAGCAATTTGC
AAATTTGTCTGGAATAACAAAAAACCTAGGATAGCAAAAAGTCTTCTCAAGGATAAAAGA
ACTTCTGGCGGAATCACCATGCCAGACCTAAAGCTTTACTACAGAGCAATTGTGATAAAA
ACTGCATGGTACTGGTATAGAGACAGACAAGTAGACCAATGGAATAGAATTGAAGATCCA
GAAATGAACCCACACACCTATGGTCACTTGATCTTTGACAAGGGAGCTAAAACCATCCAG
TGGAAGAAAGACAGCATTTTCAACAATTGGTGCTGGCACAACTGGTTGTTATCGTGTAGA
AGAATGTGAATCGATCCATACTTATCTCCTTGTACTAAGGTCAAATCTAAGTGGATCAAG
GAACTTCACATAAAACCAGAGACACTGAAACTTATAGAGGAGAAAGTGGGGAAAAGCCTT
GAAGATATGGGCACAGGGGAAAAATTCCTGAACAGAACAGCAATGGCTTGTGCTGTAAGA
TCGAGAATCGACAAATGGGACCTAATGAAACTCCAAAGTTTCTGCAAGGCAAAAGACACC
GTCAATAAGACAAAAAGACCACCAACAGATTGGTAAAGGATCTTTACCTATCCTAAATCA
GATAGGGGACTAATATCCAACATATATAAAGAACTCAAGAAGGTGGACTTCAGAAAATCA
AATAACCCCATTAAAAAATGGGGCTCAGAACTGAACAAAGAATTCTCACCTGAGGAATAC
CGAATGGCAGAGAAGCACTTGAAAAAATGTTCAACATCCTTAATCATCAGGGAAATGCAA
ATCAAAACAACCCTGAGATTCCACCTCACACCAGTCAGAATGGCTAAGATCAAAAATTCA
GGTGACAGCAGATGCTGGCGAGGATGTGGAGAAAGAGGAACACTCCTCCATTGTTGGTGG
GAGTGCAGGCTTGTACAACCACTCTGGAAATCAGTCTGGCGGTTCCTCAGAAAACTGGAC
ATAGTACTACCGGAGGATCCAGCAATACCTCTCCTGGGCATATATCCAGAAGATGCCCCA
ACAGGTAAGAAGGACACATGCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGA
AGCTGGAAAGAACCTAGATGCCCCTCAACAGAGGAATGGATACAGAAAATGTGGTACATC
TACACAATGGAGTACTACTCAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGCCAAA
TGGATGGACCTGGAGGGCATCATCCTGAGTGAGGTAACACATTCACAAAGAAACTCACAC
AATATGTATTCACTGATAAGTGGATATTAGCCCCAAACCTAGGATACCCAAGATATAAGA
TATAATTTGCTAAACACATGAAACTCAAGGAGAATGAAGACTGAACACTATGCCCCTCCT
TAGATTTGGGAACAAAACACCCATGGAAGGAGTTACAGAGACGGAGTTTGGAGCTGAGAT
GAAAGGATGGACCATGTAGAGACTGCCATAGCCAGGGATCCACCCCATAATCAGCATCCA
AACGCTGACACCATTGCATACACTAGCAAGATTTTATTGAAAGGACGCAGATGTAGCTGT
CTCTTGTGAGACTATGCCGGGGCCCAGCAAACACAGAAGTGGATGCTCACAGTCAGCTAA
TGGATGGATCATAGGGCTCCCAATGGAGGAGCTAGAGAAAGTAGCCAAGGAGCTAAAGGG
ATCTGCAACCCTATAGGTGGAACAACATTATGAGCTAACCAGTACCCCGGAGCTCTTGAC
TCTAGCTGCATATATATCAAAAGATGGCCTAGTCGGCCATCACTGGAAAGAGAGGCCCAT
TGGACTTGCAAACTTTATATGCCCCAGTACAGGGGAATACCAGGGCCAAAAAGGGGGAGT
GGGTGGGCAGGGGAGTGGGGGTGGGTGGATATGGGGGACTTTTGGTATAGCATTGGAAAT
GTAAATGAGTTAAATACCTAATAAAAAATGGAAAAAAAAAAAAAAAAGGATAAGAAAACC
AGTAGAAGGTTACTTCTGAATTTTATGGAAATACTTATCTCCATAGGGCCACCCCCTCAC
TAGCAGTTTAAGGGTCGTATATTCATTACTTTATTTATTCAATAGCTATTCTTGAGTGTC
TACTCCCTACAAGACTGTTTAGATCTTACCTTACAACAGACCCTCATCTTTTCCTGAGGC
CTGGAATGAGACACAGGAGTCTGTGTCCTTGAGACATATGCAAGCATTTTCTCAGAAGAG
TGTATGCGTGAATAAATACAGATTGCCTGGGAGGTGGGTGGGAGAGTGCACGGGAGGTCG
TGACCCTCACGTGAGGGGATGGACACGCTGAATGGAGGCATCTTAGTGCACTGTGAAGTC
ACAGGACTGCATGAAACACTGGAGAGGACACAAGTCTAAACCAGCCAGCAGGATTGAGCC
AGCATCTTTCAGGAAAGAACAACCTTTTGTGACTCTGTTGTCCTCTGTCCTCATGGGAAG
CAGTCCACAGAGGAAAGGCCTCAATGCGAGCACAGGCTGGGTTTCCACCCATAACATCAG
GCCCTCAACTGACTATGTCCTATGTCAGAGGAGTTCTGTCCTTGGGCATTCTCCTTTAGC
CACAGAACCATGCTTTCATCAAAGTCAGACCAAGAAAGAAAGTTCCAGGAGATTTCACAC
ACATAAAAGGATATTGCATATATCTCTCAGGGGTGGTATAGATTGGTTGGTCGCTGGCCA
TTTCCACTCTTGTAAAGACAAAGAAGGATCGATAGTGAGTGACGGTAAATTACAGTAGAT
GCTGGTGCATAGCCACTGTCTTATTTATAGAGGACCAGTAATCTGGGCATGCGTTTTTAT
GAGATGATATCTGTTTACTGTCTGGTTTCAACACAGCTATAAGCCAAGTACCCATGTAAT
AAAAAAAAGCTGAGTTCCATGGCCCACTGGGCCTCGTCTTTCCCACACAATCCCAGGTCA
GAGGGCTTCCTTCATCCTTTCAGGATTTTGGACTCCAGGGCTCACTGATATGGTGATACT
CACTGAACCAGTGCTCAGTGCAAGCCGGTGCCAGCAAGTGCTGGGCTTAGTCTCAGTAGC
TGCTTTCAGCCCTGGTAGGCAATAGAAGATTTCTAACACTTGATTACGTCTGTTCATCCC
ACCCACCTGACAAGTCCAATCTGATCTTAACAGAAGAGTGAACATGCAAGCAGCACCCTT
GCCCTGCAAGGTGTGCACGTTTCAATTAGACCCAAGGTGGAAAACAACCTCTGGTCTCAG
TTTTCATGTGTCCCTAACATGCCGCACACGTTTTCAGGGTGAAACATGTCTTTTCTTTCT
CTCTCTCTCTCTTTCTTTCTTTCTTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCC
TCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTCTTTCTTTCTTTCTTTCT
TTCTTTCTTTCTTTCTTTCTTTCTTTTTCTTTCTTTTTCCTGTCAGCTCCAGTTCTTAAT
AGAACAGTGAGTGTAATGAGGCAGGGCATGAAATTTTCATAACCAACTCCTCCATTTACA
TACACAAAAGCCAAGATAGCCGGAAGAGAAAAACAACTAAGGCACGTAAGATCTGAAGTG
TTTCTGAATATCACTGCTGCTCGCCTGATGCTTTGAAATTGATGTGTGTGGATGGTGTGT
GCAAACTGTTTCTTCAGCCATTCAAAGCTATTTATCGAGTGCCCATATTATGGGTGAAGT
TTTCCTCTGAGAATGTAGTACGCTGACAGATGTTTAAGGCAAAGGGTGGGAAAGAGAGGA
GATGGATGGAGTGTTATAGAGACATCAACAATGAGGGATAGGAGATAGAGATATCATAGC
CGTAGTCTGCGGCAAGAAGATTAGAAGGCTAGTTATGGTAGGATAGAATCGAGTGATGTT
CTGCGAATATAAAATGTACATCTGATTTCAATGACAGAGCTGCTCTTGACTTTGAACTTC
CAGAGACTAGATTCTCATTATATTCTTGGGACTCAGGGCAATTCTTAGAATGTAGTCACT
GGTCTAACACGTCCGCTGGCTGGCTGCGTGGATTTCCTACATAGTAGCTATAGGTAGGCA
ATACTCTAATACTCTATAGCCACTCCTTTGAGCTCATTCATTCTCCCACAGTCCTTTAGA
GCCAGAAGTTGCTGTTTAGCATGCAGGCGGCTGTAACAGATCCCACCCCAACACCAACAT
GTGCCAGTCCCTGTGGATTATCTTGGGATTTTACAGGATGTTTCACCTACTGGTTGATCT
GAAGGACTCTTTTTGTTTTGGTTTGGTTTGGTTTTTCGAGACAGGGTTTCTCTGTGTAGC
CCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCTGCCT
GCCTCTGCTTCCCGAGTGCTGGGATTAAAGGCATGTGCCACCATGCCCTGCGATCTGGAG
GACTCTTAAACTCTTTATATTTTCTAGTTTTATGTCAACTTGATACATAGTAGAGTCATC
TGGGAGTAGGGATTCTCCAGTGAGAAAATGTCTTTATTAGATTAACCTATAAGTGAGTCT
GCTGGATATGTTCCTTATTGCCAATGGTGTGGAAGTGTTCCTTGTAGTTTTATGCTACCA
CCTTTTGCTCCGGGATCAGCCGTGCTACCAGCTCCCTCCCCTCCCAGCTTCCCTTCTGCT
CTACCCGCCTTTAGCTCCAGAGATGAAAGTGCTACCAGCCCTCTCCCAGCTCCCCTGAAA
CGGCAGAGGAAAGACACACACAATTTGTTCCTTTATAATTTGCCTTCTTTGCACAAGTAC
TGGGTGTGCTAAACACCTTTAGCCACCTACCTGTAGTAGTGTTCACAAGCTCCAGCTCCC
CCTTCGACCTCACACGGTGTCTGTGTTGTTCTTCCTTCAAAGCATGGCAGAAAAACCTCC
CTCTCCTACCTTGTGTCTACCTTTTTCTCCAGGGACATGGAGGTCCCACTTATACCTTTA
GCCTAGCAATTAGCCCCCAGTTTTCTTTACTGACAAATCAAGAGCCAATTGGGGAACAGG
ACCTTAGCATCAGCACCACCCCTCTTCATGGGGGTGGCAAGCCCACTTTGGAAAGTACCA
CCTCCAAGCAGGTGGGCATGAATTGTATATGAAAACAAGCTTAGGCTAGTCCTCTGGTGG
TGGCTTATCTTCCAAAGAAGCAGACTGTGCAAACCATGAGGAGCAAGCCACCAAACAGCT
CTAGGGAGTAAAGTCAGGTTGTCTGCACAGACCTCACTTACCCAAGTGAGGCAACTATGA
GTTCCAGAATCAAAGCACACTCAAAACTTAGTTATTCTTAAAGTCCTTCTCCCATCTCAG
AACCAGGATGGGCCTAACGTATAGGCCATAGATCCTCCAGAGAGAAGAGAGCCCATAGGA
AACTGTAAACAGGAGTGGGTAAGTGATACACATATGTGTATGAGAAGCTTGCCCAAGCCA
TTTTCTTTCATCTTTGCTGGAGCATCAAATGGGAAACAATGACTGTGACTTTTTAAATTT
TTGCTTCTCCCACCTCCCTGTTGCTGAAGACCAAAGCCAGGGCCTTGCACTTTCTAGGTA
AACACTGCACCACTGAGCTAAATATCAGTCTTAGGAAGAAACAGAACTTCTAAAGAAAGC
TGTATTCAAGTATGGATTTGCTCTAAAGATACTACTGAGGTTATAGCATTGGCCACCTAC
AAGAGTGCTCAGCACCCTGATGTTAGAATAAGTTGGATGCAGAGCAATGGCCTTGGCCTT
ACCCTACCTGGAAGCTGAGAAAAGCCATTCCCTAATTATCTGGATGAGATATGAATGATA
AGAATGTTTTATTCAATAACAGCAATGTGTTGAAGAAGGAAAAATAAAAACAAAGAGGAA
AAGGTGGAAGAAGAGGAGGAGGTGGTGGAGAAAACAATAGCAATCATATATACATACATT
TCTAATTGGAGTCTCACTATTCTTTGTTTAGCATAACTCAAAAACAAAAACAATCACTGA
ATAATTCTTTTAAATAAGCCTTATATATACTTGTATTTAAAACTTTTAAAATATATTAAT
AGTGGTAAAATGAAAATTGATACACTACCCAGAATTAATTGAGCTCTACCTACCTAGTTT
GCTTTCTGTTACTGTAATAAACACCATGGCAAAGGCAACTGAGTGGGGAGAGGTTTTATT
TTGTCCTGCAAGCTAAAGTCCATCATTAAGAGAACTCAAGCTGGAAACGGGGCAAAAACC
AAGGAGAATGCTGCTTACTGGCTTGTTCTCTAGTTCCCCCTGCTACCTTCCTTATATGAC
CCAGGCCCACCAGCCTAGGGATGGTATTACTCAGAATGGGCTGTGTACTTGTACTTCAAA
AAGCAACTAAAAACTGTTCACAGACATCGCCATAGTCCAGTCTGATCCAGGCAGTTCTTC
AGATGAGATTACCTCTTCTCAGGTGACTCTAGATTTGTTTCAAGATAAAACTTGAATCTA
TGACAATATATATATATGCCATAAAAAAGGGATCAGAGAATCCAGATATGGAAGCATACA
ACTGTAATCCCAGCACAGGAAAGGCAGGGAGGAGGAGAGCATGTTTGAGGCCAATCTGAG
GTGTATCATAATACCCTTCCCAGAATAAAACAAGAGAATAAAGTTAAAAAAACACACTAG
ATTTACAAGCTGCTCCTGGACCCAGTACAGTCATTTGTGGCCAACCACTCTGAGTTTCAC
AATTAGAACACACTTAGCTAGAGTCACGTTTTATAGCTTCTGTCTATCTCCATAACTGTA
ACAGTTACACTCAATGAACAAGGAAGGAGGTAGAAGCATCAGACAAGCCTTTATTTTGAA
TTTGGAAAGAAATTGAGTGCGGTAATTTGCTTCCCATAAGCCGAGGTTAATGTGAAGATG
GTGAGGTCCCCGTGGACCTATTGTTCCCTCGAAGAAGCTCATTCCTTCTTTAATTATCAT
AAAGTGTAAATGTGGCCACTCTAGACCACCACAGACGGCTCTCACCATCCTCCACTCCCT
CATCTCTGTGCTGACCAAATGCACACACCTGCCAGATTCGCTCTCCGAAAATGTCACATT
AATCATGTTTTCTCCAGCTCGCTGATCTTCACAGCTCCTAATTACTGAGCAGATTTCCTT
CCAGAGCAGACTTGACAGCCCCAGGCTCTCCTTGCTGGGCTCTCGTGTGGCTGACTTTCT
GTGGGGCCCCCTTCCCTCCAGTCCTATCCTCCTGACCAGCCAGACTCAATATTTCTGCAC
TTAGCCATAAGCTTTGCCCAACACATAGAATTTCTTCTAACCGCCTGAGGCTAGGAGTCT
CTACATTTCTCTGCCTTCCTCTATTCCAGAATCACAGAGCATCTGCATGAATCAGAGCCA
TGGGTGATTCTACTTCCTCTTCCTGCCCCATGGGATGTCTTTCCTCTTCACTGCCTCTTC
CTGCCCCATGGGATGTCTTTCCTCTTCACTGCCTCTTCCTGCCCCATGGGATGTCTTTCC
TCTTCACTTCCTCTTCCTGCCCCATAGGAGGTCTTTCCTCTTCACTTCCTCTTCCTGCCC
CATGGGATGTCTTTTCTCTTCAGAGCTCTTACAGCTTAATTTGTTGTCATCTATTTGCCA
ATTAGTCATATACCCTCTCCATGTTGAATTTTCTTTGGATTTCAGAGGCAGGGTCTCACT
GGGTAATCTAGACCTGCCTAGAACTTTATATGGAGCTGACCTCCAATCCACGAGCCTCTT
GCCTCTTCCTGAGTGCTGAATTTATAAGGATGTGCCATGGTGCCTAACTCCTGTTATTTA
AAATTAGAATAGTTAACTCAAAAACATTAAGAAGTCTTACCACCGTGATCATTACAACCA
CGTTCTCCTTTCCATACTTGACATATTTTGCCTGTGGTAGATATGCTCAATAAACATGTC
TTGTACTGAGAATGTTCTTTGCATGGATGAATTAATTAATCCATAATTAATTAATGGGTT
GATTTCATTAAAATTCAGTGTCAAAAGACTTCTGTACTCTGCAGAGCAGAGCCAGTCATC
ATGATTCAGGCTTAGCAATGACTCCAGAGTAGACGACTGCCTGTGTAAGGGAAAAGAATC
TTACATTCTTACGTCCATGACTTTCTCATCGCTGAACCAAAACAGCCATCAGAAGCATGG
AACAGGGGGAAAGGCGCACAGCTGCAGGGGGACGTTGGTTCTTTGTGGAGGTGAAGGCAT
GGCAACAGAAGCATCTCCATCAACAGTAGTGACAGTGTGTGGTGGCAGCTTCTTCATGTG
GGGGGTGCAGACCGGGAAACAAAGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTAGTTATACGTCTGTCAAAGGAATGTGGAGAAAAGAGGTTTCTTTTTCTG
TCACTGTCACTCTGTGAGCAAAGCTTGGTTGTCATTTTGACTTGCCTAGGAAGAAGGAGG
AATTTCCTCCACCATATTGGCCTAGGGAATGTCTAGAGAACATTTTCTTGATTGCTAACT
GTTGTAAGAGGGCCTGGCCTACTGTAGTTGCAAATAGTGTTAGGAAGAGAGTCCTGGGCT
GTATTAGAAAACAGGCTGAGCATAAACTCACTAGCAAGCCAGTAAACAGCATTCCCCCGT
GGTCTCTGCTTCAGTTCCTGCCTTAAGGCTCCTTCCTTGAGTTCTGCCCTAACTTCCTTC
AGTGATGGAGTGATGGCAGGAAATAAACCCTTTCCTCCCCAGCATGTTCTGTTTCAGCAA
CAGATATCAAACTAGAACACACTCTTTCCCCTATAGGGTCTCTCAATGAACCTGGAGCTA
GGCTGCTGGCCAGCAAACCCCAGAAATCCTCCTGTCTCTGCTTTCCAGTGTGGGGTTACA
AGTAAGCATGGCAAGTCTTTGTTTTTAACAGGTTCTGGGGTCTGATCTCAGGCCCTCGTG
CTTGAACAGCGAAAGGTCATACCCACTGAGACATCTCTGCAGAGTCACAATTTGCTTTAC
AAAAAAAAAAAAAAAAACTAGCAAGACCCTGTCTCAACACACACACCACCACCACCACCA
CCACCAACAACAACAACAACAACAACAACAACAACAAAATAGATATGCACTTCAGTTATC
CAAAGTGTTTTATTTCTGCATTCTCATGTCGAGTCAAAAAACAAAGAACCTTGCAAATTT
TGTTGACATAGTAACTTCCATGCCACCCTGGGCAACTTAATGAGATACTCCTCTCCAAGA
AAGAGCCGTTTCTGTTTTCTTTCCTTTTAACATTGGTGGTTTTTTTTTTTAAATCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCCTTTCTTTGCAATGCTGTCATTTTCTTTGTGGTTTTC
ATGACACAACAAAGCAAACTAGAGATGATGTGCTGGGCAGATGACAATGGAGGAGAGCAG
GGAACTGCCCATCCCCCTCCCTGGCTTTCCTACGATGTTGGTCTCCCTATTTCCTCACAT
GGACTATCTTGTCCTCTGAGATGCTTTCATTCAACAGCAGTTTTTGATTCCATGATTGCT
CCTCAGTCTAGAAACTGTACCCATACTCACAGGCTAAGGAAGCTGATCCTGCAAGCCTGG
AGGAGCCTTCTCATCGCAATGGAGACAGTGAGCTGGTGTGACTCGGTGGTGGAGCAGTGA
CTGCCTTGTGACTCGGTGGTGGAGCAGTGACTGCCTTGCACAGAGTCCTTTATGTCTCGG
GGGCGGGGTGGCTCTGAGGGATAGCATCCCCAGCCAGGTAAAACAAGGAGAGAAGATAAG
AGATTGGGACGAAACATGAACAGTGAACTGCTAAAGATGGCCGTGGTGGGCAAATTGCCA
AGTAGTCCACCTTTTCAGAAAGGCAGAAAGTGAGCAAAGTACACAACCCACAAAGATCTG
GGATGATCCCATGGCAGCCAGTGACATTGGGTGCATGAAAGCCTGTAGTAATTTTTACTC
TGTGCTTTTTCTTTGGTGGGGACAGTGGGAGGAAGAAGCAGGGGGCTAAACTCAGGGTCA
TGCAGGTGCTCAGTGGATGCTCTGCCTCTCCAACCTCAGCCTTCCTTTCTTCCTTTCTTC
CTTCCTTCCTGAGTTTGTTTCTCTGCCTACAGAACTGTATTCTGTGGCAGACCATTTTCA
TTTTATGGCTTCTCTCTAGGAATTTATTGTAATTAATAATTTTTCCAGTCAACTTGTGGG
CCGTAATTTTGATCTTCCTCACTGTTCCCCATGAGGAGACAGATGCTGGGAATGAATCGA
CCCCTTGTCCACCAGGCATCTCTTCACCTTTCTGTTTGCTAAGAAGGGTGGCCTAATCTG
ATTTTGCTTCCTGAGGGAAATGCTTAGGTTGGAACAGATACTCACTGGGACAGAAAGTAG
ACTTCTCCTTGGACATTCTTCCATGCACTCTTCCCATCTAGATGTGTTTCCAGTCTCAGG
GGCTCTACTTAACTAAAGGTTTGAACCTCAGACTACACAGCACCTCTCAAGGGTATGTGT
TCCAAGATGGACAGATTTGACAGGCAGTATTCACAAAGATTGTCTGAGGAGCTAGCCCAG
GTTACTTCATACCACTAAACACATTCTAAAAGTTGTTGCTAATTTATGATGCATAACTTA
GCACTTGTTTTAAAATCAGCTTAATTGCAGACCTACTTGAAATCTAAGAGAGATGCTCAC
CTCCCCTAAATAAGAAAAATATCATGTTAATCTACATCATATTGAAAATAAATACAGGAA
TGTAAAAATCCAGAAGCCTGGCAGTGACCTCTATTGGTAGCACTGAAAGGTTAAATCTTT
CTGATAGGAATACAAAATGGTGCAAGCTCTATAGAAGAGCCTTTGGTAATGTACTAACTA
ACAGCAAAATGGCATCTGTATTCACTCCTGGGTCCATTTCTAGAGATCTGTCCCTAAGAT
AGACTTCGATATGAAAATCCTTTGTAAACGCACAGACAGGTGTCTGAGTAGATTGCCTTC
AGTCTAACCATGTAAAGGAATGCCGTATATCACTAAAGATGAGCAGGAGGTTAGGGAAAT
AGCTCATTTGGAACCTGAGTTCCCCAGGCCCCATATAAAAATAAAGACTGGGCCCACGTT
TATAGTCCCAGTGCTGGGGAAAGCTGAGACAGGCAGATCCTGGGACTTACAGCAGACCTA
CTCAGACATACATACATTCCAGACCAGAGAAAGACCCTGTTTCAAAAGGCAAGGTGGGCC
GTGCCAGACGAATGACAGGCGAGGTTGATTTCTGGCCTCCATATGCACGTGTACCATACA
CACATGAACACACACACACACATGAACACACACACACACATGCATACACACACACACACA
TGAACACACACACACACAAGGATGAGCAGCTTCTCTTGGCCCAACTGAAAGTAGGCTAGT
TTTCTGAAAATGGAAGGATAAATGCTTACCCATTGTTTTATACTTAATAAGGCAAAGATC
AGTCCTCATAACCACACAAACCTGTCTATCTGCAGGGACTGTGAGAGAGAACAGTGGGAG
CTGTAACCTTTGCCTGCGCTTTGTTTATAGACCTAAAATTATGTAGAAATGTAATTACTA
AAAAAATTAATTTTAACTAAACATTCCCTAGATATTAAATAAAGATAATGTGAGCCTAAG
ATTGTATCTACCTTGTGTAATAAACTCACTGAGAAGATCACCGTTTCAATCACCTATCTG
AGAGACTGGAAAGACGGCTGAGCAGTTAAGAGAACTCGTCTTTCAGAGGAATTGGGTTCC
ATTCCCAGCATTCATGCAACTTTCCTTACTGTCTGTTTCTGTAGTTCTGGGAGATCCACC
ACCCTCTTTTGGCCTCCATGGGCACTGTACACACATGATGCACAGACATACAGACCGACA
AACAACACGCATAGAAAAAGAGAAATAAAATCTCAGAAAAAGGAAAAATAATATACTCAG
AAATGTTATTATAGCTCCCTAGAGACAAAAGAATTTTTAAATGATCTTCCATGGCCGTTG
GGCACATCAGCATTGGGAATGCTGACTGGTTACTCTGAAGCTGTGGTGTGAATAGTGAGC
GTAACTATGTGAGTATTGATGCACTTGAGATCTAGATTTTTGTCTTGGGAGAGATAAGAG
GTTGGTAAATCTGAGAGATATTGTCTGGCCAATCTAAATTGAAAATATATGGAATACACT
GGAAATGTAGGATACAATTTATAATAAGTAAAAGAAAATACAGATGATCAATTCGAACCC
GGAGGAACCCCCAGAAATACACAATACATTAATAATCACTGTTCTTGATCCCTATGTTAT
GGCATTTGCACACAATTTTCAATAAAAGAATCAACCTCCTTCAGGAAGTACTCATGCCAA
AAGCAAGGAGCCTATACACACCTAAGGTTATATCAAACAGATCCTGCAGCCAGATGGCTG
GTTCTCATTGTCAATGGATTATCTAACCGATAATAATGAGTGGCTTGAAATGCTTAGAAT
TTGCCTTAATCCTGGAACTGATGATTCTTGAAGTAAACTCACAGATCACCTATAGATGCT
GCTAAAGAAACCATTTTGCAAATTTTATGAATACAAGGAAATTCCCCTCGATGGCTGCAG
TTCCAACAAATAAATGAAGAGAAATTGATGGGATAAGAATGCCACTTACAACACTTAGAG
AATGAGTAGAGTTGGACAAAAACTCCCTAGCGTAATGATATCATCCAAGTAAGAGACTCA
GACTTGCATAACCCTAAGCAGCAAGGGACAGTTATAGAAGAGCCTCCCTCACCCAACATG
TACAAGGGACAGAAGGGCATGTCAAACATACCACCCAGGGAGCTGCACAGTGTATGAAGT
CATGGTGGCAACTGACCTAGTCTGCTCAGCAAGTATACAGGGGAAAGGGAAGCGGCAGAA
GAGACTCTACACCACAAGGGCACAGACGCGTCCTAGCCTGGCCTATGGTTACTCATGGCA
CTTATCTGAATCTCGCTTAAACAAACAACTCTTAAAGGATGTACCCTCAGTTGAGTCAGT
TTAAGCACTACTTGACTGCATTAAGAAATTACCATCTAGTTACATGAAAAGTGTTATACT
TATTTTCTTTACATTCTTATATTTGAAATTTGTAAACTCTACTATGATACATGACAATAT
ATTACGTTATATAGTACGATTAAATCACCTATTTCTGGTAAGTTGCAATCCAGCCAACTT
AGCCTACAGAGGGAGTTTCAGGCCACTGAGGGATCCTGTCTCAACAAACAGGGGCTGGGG
CAGTGCCTGAGAAACAGAACAGTAGTCCAGGTTGTCAATATTTGCATTGGTACAGAGATT
GAACCTAGGACTTTTTCTATGCTTGGTAAGGACTCTTCCATTAGGCTGTATGTCCAGGCC
CCATTACATATCTTATTGAGAGCAATAGAAATTCAGATCTAATATTTTATTTTTGTGAAT
ATTAATATATGGGGCGCCCATGTGAAGATCTGGCATGACCAGAGCCACCACACTAAATCC
AGTGCTGTGTTGAGTCATGTAAACTGAACAGCCAAGGGTCAACAGTGGCTGAGTCCTAGC
AATTTCCCACACTCCAGGCTCAGCATCTTGACTTCTTGAACTTGGCCATTGGTGACAGGA
GTAGTCAGAGTAGTCTTGGCGACTTGTCTCCCTTACTTTCTTCCAGGTAGTCTGCATTTA
GAGGGGACCCTAAACACAGCCTGTGGAGCCTCTGAAGTGGGGGAGGGGTAGAAAGTTCTC
TAAAGGTTCACTGTGTTTGAAAGCTCTCCATCATCAAAACCCCCATGATAACCTCCTGTA
GAGGAGAAACTGCTTTATTTTGGCTAATGGTTTGAGACACCTCAGTCCATGGTCACGTGG
CCCTGTGGCTTTGGGCTTATGGTAGCACACACAGCTCCTTGCAATAGGAACTCATGTCAA
CCAAATGTTTGCCCCAATTTACAGCAAGGATCAAGGTCCTTATCTACATTTGTTTGTTCA
TAGTTTAATGGGAATTGCAAACTACCTATAAGTCTTACAGGTTTTCTCAATATTTGTTTG
AAATTTATCATTTCAATGTAGTGTTTATGAAAATTGGAGTGTCTATCATTATGGTTGGGA
AAACAGATTGAAGCTGGGGAGAAAAAGGAGAGGAACCCTCCCCCTGCCCCCAACGACACT
ATCCACCTCAGCTTCTTAAGGAAATGACTGTTCTATAGATCAAGTAGCCAAAAGAAGCTA
AACCTCTGAAAGGCCTGCTGGACTTAGCAATTGTACTCTGGTTAGAATCTGATTCTATAA
AGACAGTACTTAGGCACAGCTAGGCTTGCATATGATAACTAAAGCTTAGCATTATTAATT
ACTGCTCAATGAAGATAGACTTCTTTTCTCCAAGTGAATGCATCACAGGAAGGTTACCCA
GAATTCCTTTGGATGCTCTGTAATCATTAGAGTTCAAGACCTCTGAGAAAAATCGATTTC
CAACCTTCAATATGTCTCTTTGTATGCGCGAATGGCATTTTGGGATTCAAGCATCACATC
TGGATCCGCAGCTGGAGTAAGAAAGACAAGGGTCCACCTCTTTGGGTTCAAAAAACTTCT
AGTAGCACTGCACTTAGTCAGAGAACGCATGGGAGCAAGGATGAGTGCACATAATCTCTT
TGATCAAGTCAATGAATTGCTGATATGATTCTAATATATATATTTGGCTACATGCAGATC
ACAAATAGCACTGGGGTTGATGCGGGAGGCCTCTGTCCCATGGACCTCTGTATATCGGTA
GCATCTGCAGAGGTTGTATTATGAAATCATACTTGAATGATACCCAGATATTTTAAAAAA
GAAGTATTTTCACATTCCTCCCTCTGGGTATGTTTTTTTTTCTCTTATGTGTGGTTGATT
TCCTGTGGGCTGGGTTCTGAATTCTAGAAGGTAAAGCTTCAGGAAGGAGCTGTGACAAGT
TGCCCGGTTTGAAATCTCCTGCGTACATAATCACTGTAGCAGATATAATTGGAGCTAATT
TCATATTTCCTGCATATCATATTGGAAAATTGAGCTGTCATATCTATTTAAAGGCTACAT
GCCCAAGTGAGAACACCCAAGGCTTGTTTCTTTCAATACATTTGTGCAGGAGGATTTCTT
CTCTCATGAACGTTGACTTGTACTAGAAGCCAAATTTGTCTAGTTGAGTGCACTTTGAAG
TTTACATCTGCATTGTCTATGGAATTTAGAAAATGGACAGGGGACAAGCTGAGAAAGTAA
AGTCATTTTTGAGCTGTCCTTTTCCATTAAAAATCCCTGCACTTCCAGAGCGTTTAAAAT
TGTGGGTTATTGTAAGGCCAGTATGTTACACGTGGGTTCAAGTAGGTCTTGTTCATCTGC
TATCTGTGTGTCCTCTCATACCTATGTAATCAAAGCATGGTTAATAGAAATGGTTGGGAG
CCTGTCAGCCTGCCTTGGAGAGAAATTAAGCTATGTGCTATGAAAGTATACCCTAGAAGA
TAGGAACCCTCAGCTGTGGCACTTATCAACCATCTAACCTGTCAACTTCTACATTCATGT
CCTTTCCCTGTGGCTTTTTCTGACCTTGTTTGCATCTTGTGTGTTTTCACTAAAGAAGCT
TGGCTGGGAGGAAGTGTGTGTGTGGGGGGGTGTCGCTAAGTGTACCCTTATACAAGTATG
TAGGTTAGAGGACAACCTTGAATACTGTTCCTCATAATTGGTACTCATCCTATTTTTGAT
ACCATCATCTAGGTGCTTGCCCATTAGGCTGTGTTTCAACTGTTTAACCTGAGACCAAGG
AGTATAGGAAATCATGTGTCCTGTAAGCAAGGTTTTTTTTTTTTTTTTTTTTTCCCTTCA
GTGGAGCAAATTGCCCTCTTTCATTTATGCAGAATGGAAACTCTACATGGTAGAGTTTCC
TCTGAAAGAGTTCTTCCTGAGAGTTCTCTAATCCTCAGAACCCATGCCCAGCCGGACCTC
ACAGAGCAGGGAATAGTCATTTGGAAACACTCGAAATGGTCTTTCCCCAGGCATTCCTCC
CAAGTGTCCACATCTTAGGCTCTGGCTCTAGTTGAATGTTTCTAATGAATTCTCATAAGT
TCTGGCATGGATGCTCCCTCAAACCAATACAGTGCGTTTACATGCATATCTCTGTGTGGA
CCAAGAGGAAGAGAAGAACTGCACATAAACAATAGGATAGGATGGCCCCAGACAATGATT
GACTTTGCTGGGCTGAGTGTAAAGCTGGAAGAATCCGCATAAATGACCAAGAAAGGGAAT
CAAGGGGGCAGTTGAGTTCTTAGCTTATAAAGTTGTTTTGGCTTCAGTCATTCTGTCGGA
GGCTAAGCGCTGTCTTCTGCCCTAGTTCCTATTCTTGCCGCTGTAATCAAGTGCGTGACC
AAAGCATCTTACAGGGGGGTGGGGCACGGAGGGGAGGACGGGTCTGCTGTGGCTCATAGT
TCAGAATGCACGTTCCTACACAGCAGCAGAGTGGAGAGCCAGTGGCAAATAGTTTAGTGT
CTTCCAAAAATCGACACTTTCTGTTCCTTCGTGAATAAAGAATGCAGAATAGGTAAAGGA
GATGAGTTAGTTGATAATGCCCTCAACAGGACATCTGGGGAATAATGCAGCGCTGTCATG
TTTCCCTGTCCAGCCTGTGCTCATGTCTCATCCAAACTCCCAAGCCCTACACAGAAGCCT
CACGTTTTCCAGGGCTAAGAGGGCTGAGCTCCATGCAAACTGGTTGCTCCAAACTTACTC
ACATTAAGTTCTCATTGGTAACTTTGGGGGATGGGAAATATCTAATCCTGAACATATTTA
TTTGTAAAAGTTGGATTAAGAAGGTTGGTGCCTGGTGAGATAGCTTACTTGTAGCTTACG
TGACAGGACCTGAGATTAATCCCCAAGAGCCATATTATCAACAAATCTAGGCCTGGGTGG
TGTACATTGAATATATGTCTCCTATGGAATCCAATTAGTGTGGACCTTATTTGCATGTGT
TTATAGCTGACCACCTAGGACTGGGGTCTCTCATCCCTGAAAAATCAAACATACAAAAGA
AATCAGCTCTCTCTCCCTCAGCAGCCCCTGACTACCTATACCTCTTCATCTAGGAACAAG
CCTTATGAAATTTTCCTCTGTCCATGTTGGCCTCTCAGCTGATGTGGTTGTCATGGGTCT
TGTGTAGACAGCCATATTGACAGTTTAAGGGAGCAACACTCTGTCCTGTTCAGAAGGTAC
TATCACACTTAGACTCTTTCAGCCCTCTCCTCCACAATGTCTCCTGGTCTTAAGTGTAGA
TATTATGTTATAGATGTCCCATTCAGAGAGGAGTAACCCACTGAGATGTCCCATTTGGGG
CTGATCACCCCACTGAGCCTTAAATGTAGGTGTTATGTTACAGAGCTGAGCACTCCACTT
ATTCTCTGCCATTTGGACCATTTGTGGATCAAAGATTATTTTAATAACCTGTCTCCATCT
TCAAAGTCTAATTACGTTATTCCAGTTTCCACCTTTATTCCAATTTCCTTTTCCTCTTCT
TCCTCCTTTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCT
TCTTCTTCTTCCTCTTCCTCTTCCTCTTCCTCTTCCTCTTCCTCCTCCTCCTCCTCCTCC
TCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCTTCTTCTTCTTCTTCTTCTTCT
TCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTTTTCTTCTTCTTCC
TCTTCCTCTTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCC
TCCTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTTTATTGAT
TCATGGAGAATGACTGTTTCCATGGGTGTATGTTTGTTTTGCATGGGTTGAGACCAGCAG
CCTCCAGCAAAGGCCCAGGTACAATTAAGTCCTAGAGGGGTTGGTGGCAGCATAGAAAGT
TCTAAAGTGTACATGCCACATATTACGAACCAAAGGAGGCAGCTGAGGTAGTTGTTTTAC
TACTTCTTGTAAGATATGGATTTGATTGGCTTGCAACATTGAAACAGTATGTAGAAATGG
ATCCAGAAAGCCTCACTGTCTGGCAGGCTAGCAAATGCTTAGGTCCAAAGTGTATATCTA
AAGTCATCCAACCAGTGATCCCCTGTAGTCTCCTTAGGTGCCTATGCATTGCTCTATTAA
TAGTTCACGTCCCCATGGACAGTTCAAGCATTACAATTCAATTGACAACTGTAAATTACA
ATATAAATGCCATCAAATCAGTGGATGGCTCGCTGCCAAATTAAACCACCATGTTTGTAA
TGGGACAGATCAGTTCCCAGTTTGAAAGTAATGGCTAGCAGAAAGCATTCAGTCCATTCC
ATGCAAATGTTCTTCAAACTTCAGCCAGTTCCTGGAGAGGGGCATATACTCTATCTAGAT
AGGAAGCCAGTGGGAGATGTCATGAGCTAAAAGTCTAGTTCTGTCCTGAGTGAAAAAATG
TATCGATTTAATTTTGTTATCTCTCCCTCCCTTTCTTCCTTGATCTCCCTTCCCCTCCCC
CTTCCCTTCCCCTCCCCCTCCCGCTCTTGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC
TCTCTCTCTCCCTACTGTGTCTTAAGATCTCTATGGCACCGGGCAGTGGTGGCACATGCC
TTTAATCCCAGCACTTGGGAAGTTCCAGGACAGCCAGAGCTACACAGAGAAACCCTGTCT
TGAAAAACCAAAAAAATTTAATAATAATAATAATAATAATAATAATAATAATAATAATAA
TATCTATATTGCAGAGGGTGGTCTTGAACTTCTGGTCCTCCTGCCTCCACCTCCCAAATT
TGGGGATTAAAAGGTGCCCAGTTTATACTGTTCTGTAGACCAATCCCAAGGCCTTGTACA
AGGCAAACACTCTACCAACTGAACTAAATCACCAGCTTTAAGTCATGGGATTCTTTGAAA
AGCAGACTTAATCAATCCCTTTAATTTTAACAGTCATTAAAAGTCACCCATTAAAGGTCA
TGCACATCAATAAGAGGCTAGATGTCACCTATCTTGTATTGTTCACATACATACACACAT
ATTGCACATACACACACAAGCATGCATATTCATAGATACACAGCCATGTATACACACATA
CGAGCATATACATGCCTGAATGTGTATACTCAGCACACATACAATTACAGTACGGTGTGT
TGAAGTATATACAACCATGCATGCACACTTCATGACAGCAGCCATTGTGTATCTCCAGTG
TTTCTTTAGGGTGAGCTGAACAAATACTGTTGCTCCAACCTGAGCAATTCCCACCGGAGA
GGTGCAGAATGGGTGCCAAAGGGCCACCAAGCTGAGCTATGCAGACAGAGCTCCCTGAGT
CGGTCCCCGCCCACCTCTCTTTTCCTGTTTTATTGGGGAAGGAGCAATATTTTCTTTGAG
CACGGGGTTACCCTGGGGGTAGGCTGGCACTCTGTTTAGGAGAAGCTCTGCCTGTTCATG
CTGAGAAGGAACTGGCCCAGGACAACAAAGAGTTGCAAGCCTACATTTCCATTCTAATTA
GCATTTTCTTCACTTCGGGAGATTGTTACCCCAGGGAGCCTCATTAGCATAGTTTTGATG
CCTCACCTGTACACAGGAACTCCTGTGGTGGTCTCTTCATTCCACATGCCTCTTACTCTC
TAACTCTAAAATCCACAAGGCACACATACTGGCTCAATCTGTAGAGCCTGCCTGTCAGAC
CAGAAGCCCTGGACAGTCTCTCACCAATTTCCTCACCAAGACTGCTTTTGGCAGAACCTT
CCACTGGATTATGGCTTTGTTTACCTATCTTCCTTGGCTGAGTTGGACTGCATTATCTCA
TCAAGATTCTCTTGCCAAGAGCCCACACACACCCTGCTTCATTATAATTTGACTCCGGAC
ATCACGAGTTAAAGCTGTAAGCTTGCAAGGAGCACTTCCTTCCACATTAGCCTTTCTTTT
CCAAATAAATTCACTAGGTGGCAGTGAACAGCGAGGGAAAGAGCACTGCTTCTCAAAAGA
GGCAAAAGCAAGGGGAGCTAAGCATATCTAATCTCGAATTCTAAAGAATCCTTTTAGGAG
CTCTGATATACGTTGCTAATGGAAGCAGCTAGTCTCCATTAAATGATGAGATGCCAAGAT
ATAATGTCAAGTCTCTTCTCAGCACTCCACTGATCATTTTCAGACCAGCTGTGTTCATAT
ATTAAAGTTGTATGCATGTGTGTATGTGTGCATGTGTATGTATGTGTGCATGTGTGTGTA
TGTATGTATGTATGTGTGCATTTATGTGTATATGTGTGTGCATGTATGTGTTTATTTGTG
TATATGTGTGTATGTATGCATGTATATGTATGTATGTGTGTATATGTGTGTATGTATGTG
TGTGTATTTATGTGTGTATGTGTGTATATGTACATGTATGTGTGTGTATATGTGTGCATG
TGTATGTGTGTATGTGTTAATATTTATATGGGTATATGTCTATAAGTATGCATGTATATG
CGTATATGTGTATGTTTGTGTATGTATGTATGTGTATGTATGTGTGTATATGTGTGTATT
TATATGTGTATGTATGTGTATATATGTGTGTATAAGTATGCACGTATATGTATGTGTGTA
TGTGTGTGTACATATGAGTGTGTCTATATGTGTGTGTATATGTGTATGTATCTGTGTATG
CATGTGTGTGTAAGCATGCTCACGTGCATAGCACACTTTCTTTAGAAGACAGAGAAGCCT
CATTATCAGATTAGAAATTTTAGGATTATTGTTTTATAGTTAATTCCTCCAGATGACCAT
CATTTCAACTAACAGCCCCCATTTCTTCCTACTAAGCTCTGACTTCCCATTTGCTCAGCA
GGTAAAGCTTAGAGTCCTAAGTGCCTCAGTGTGGAGAAGACTCTTATGTCTTAAGACACT
GACTGAAACCTTAGTGCACGCGTCCTCTGAGTTCCCTGGGTTTTAACCTATAGGCACTTT
GTTTGGTGGAGAAGAAAACAACTGTAAGCCAGCTAAGACAGCTTCCAGATGGTCTGAGCA
TTGGTGTGTGCTGAGAGTTCCTTTGCACCAGACTCAGAACTGCCACCATTGTTATCCCAC
CGCCTCCTTGTCCTGTGGTTTCCATCCTAGCGGAGATCCAGTGGATGCCATGCATGGAGT
GATCTTTCCAGACAGGCATTTGACACCTTTTGTTGGTCATATTATCACTGGGACTCTGAC
TGAATTCCACAGTTCTCAGGGCCGTGATTCACCCTATTGCCGGCTTTCTCCATACCCAGA
CTCTGTCTTTGCAGTTCCCATGAATTTAAGTACTGTCTTGATGAGAAACTAACCCAACTA
CTCCTGCTTTTCCTAACCACATAACCTCTGCGATACTTAGTCTTTGTTATCAGCCTGACT
GGATTTAGAATTGCACAGAAGGTTAAAGTACACCTCTCCATGCATTGTGGAGGTCTCTCC
AGAAAGTATGAACTCAGAGCAATGAAGCAACCCAAATGGAGGCAGCATATATACAGGAGC
AGGTGGGGAAGGGGGTGAGCAGAAATAGAAAAAAGGAGAAGATGAGCCAAACACCAGTAC
TCTCCCTTCTCATAGCTAGCAAGAAGTAAAAGAACAACATCAATTCCAAGCTCCAATCAC
CACAATGTCTTAAACAAGGGTTTGGGCTAGGATATTGATTAGACCCTCTGAAACCATGAG
CCAAAATAAACTATTCCTCCTTTAAATTGTTTCTGTTGGGTATTTGATCACAGTGACAAA
AGAAAATGATGAGCACATACCCTCTGAGCTCTCAAGTTCTACACTGTATCCTAGGCTGGT
CCTAAAATCTCATTTTCTAATGGCTGCCTCCCTCCCTCAATGCTGACTGTGTTCTCATGC
ACTATTGGGTATTGTTAACCTCTAAGTCCGTAATAGTGTCCAATTCCATGTTGAATTCCA
CCCTTGTCCATGTGGAAACCATCCAATGATGATCACCATGAACACTCAGCTTTTTCTGAT
GTCTAACTCAGTGAGCACTGATGATAGAGAGCTCTGTTGTACATACTGAGACACAGCTTA
CAGCCTTCATATAGATCCAGGTTCTACCTTAGCATCTTCTCAATGCCAGCAGCAGCATCT
TTCACAGCCATGCCCCACCTAGGATAGGAAGGCCTAGTTCTGTTGCAGCAAAGTCTTATG
CATGGTTGTGCCCAGGGCATCAGAGTATCCAGCTCCATCATAACCAAGACCAGTTCCAAA
GCAGTCGCCAGGCAGTGACATTGATTCAATAGAGAAAGTGAGTCTATGTGCTAAGTGGCT
GCCAGCCTGGCTTGCAGTGTGAGCCTCCACCTGGTTACCTTCTATAACACAAAATAACAT
ATCAGAAACATAAAGGGAAATGAACTCAGCCTAGCTCCAGTGACAGGGTGGCAAGGTGAC
CTGGAGATTGGGCAGATGAGAATATAAGCTACCCCTTGCTAAGTTGAACTCAAGCAATGT
CAAGTTTCTCTCTATGGAATGCAAAGTTGGATCTTCCAGAATATCTGTGCTTCGGATGCC
ATGTTAATTATCCTGTAAAGGATGTAAAGGACTAGCTTGGGCTGTTAAGAGCACTCGTGA
TTCCTCTTGGGAACTTAATACACACATAATAAATCTTGCTGAGGTAGCCAGACAGCAAAT
GAGAAGAGGCCAAATATTTCCTAAGGAAAATGAAGACTCAACAAATCAGCTCAGGAAATA
AATGTTAATGCAGACAATGAGATATTTTTATACAGCTACTGACTCCAAAGTAGTTGAAAT
ATTTTAAGGTTTATTTTTTCCTAGTGCTGTGTGGGAGGTATTTTTCTATGCTACACAAAC
ACACACACACACACACACACACACACACACACACACACACACACACACACTCACACACCC
TTTAATGTACTTTTAAAGGGTAAAATCTCAGTTAAAGAAACTGGCTGTGCATGGTGCTAT
GCCTGTAATTTAAGTACTTGGAAAGTTGGAGCAAGGAGGGGTGTGAGTTCAAAGCCAGTC
TGTGAAATGAGGTCAGGGCTGGGGGTGGGGGGGCAGGACATGTCACACAAGGCTCACAAC
CTGAGTTCTGTTCCCAGAACCTGTGGTGGAAGGGGAGATGCAGCTCTTAAAAACTGTCTT
CTGTCTCCCACAAGCATGTCATGGAACACCCATATGGATGTGTACACACACACAGAGAGA
CACACACACAGAGACACACACTCACACACACACAGAGACACACACACACACTCACACACA
CACACACAGTGATGGAGATGATGATGATGATGATGATGATGATGATGACCACAATGGTGA
TAAAATATTTTTAGAAGAGAGAGAAATAAAAAGAGAAAACTAAGATTAGTGGGCTCTGGA
AAGAGGTGAAACTCCTCTTTTAAGACTTTGGGAATCTGTCCATTTTTAACTCTCTTTTCC
TGAAATCCTGTTCACACTTTGCAGTTAAAGCAGGTTTGGTGCCATTTGCTGTCTCGCTGG
TCTGTTCGATCGAAACCTCAGCTCAGCCACTTCAGTGTTAACTCTAATGGATACTTAATG
TGGGCAATTCTTTTTAACAAAATCAGAAACTGGTATGGTTTACATATGTACTGGCCTGTC
GGCTCCTGTGTTTGAACTCTAGCAATGAAGCTTAAAGAGGCTGGGGGGGGGGGTGCGGGG
GGTGCTTAGGAAGTGTCCTTAGTTGGAGGAATGGGCTCATTGGGTATGGGAGTAGGTTTT
GAAAGGTTATAGGCAGTGGGCTCACTTCTGAACCAAGCTCTCCACTTTCTGGTTTGTCGG
GATGTGACAAGCCTTGAAGTCTTAAACACAGTCCTGTGGCTACACAGTGCCCCAGCCTCC
ATGCCTTCCTCACCATGATGAACTGTGTCCTCTTTAGCCATGAGCTCACAAACCCTTCCT
CCCTCAAGCCATATCCATCATGCCTGCTATTCAGTCACAGTAATGAGAAGAGTAATATAA
AAAGCTTGAGAATTCTCACCAACCAAAAGATGTATCTCGAGGCACTGAGCCCAGCCTATG
GAGTTCACTAGTCACAGTTATAAAGTTAAAAGATTTAAAGTACTTGAGATACCTCATTGG
CAAGTTGATTCCCTTGCTAATAAGGACCTTTGATCTCTAAACAATTGCAGATGCTTCAGG
TGACACACCAAATTCTAACCCCATTCCATTTCCCTCGACCAGAGTCTACGATTTCTGACT
GAGTCCTTCTCAGGTCCACTGTACCTTCCCCAGGCCATGTGCCCATACCACGTGTATGTC
ACCAACATACAGACAGTGGTGGTGTTCTCAGGTTCTCAGCCTCCCACCCGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGTGTGTGTGCCCCTTCCTCCT
GAGGATTCTGCCGTAGCAGTGAAACACGCATCCACTAGGCTACCAAGCACTTCTCTCTCG
GCCATGTTCTTCCCATCTTGTGTGAGGCGGAGCTATAGGAAGTGTGACTTGCTCATGATC
TATGACCAGCACAAATATTCTGTCTTGGTGATCCTGTAGCTTCCAGGTCTCAGGCAGAAA
TAAGAATATCTTTTAGACAAAACATCAGCTTGGAGCCTCTCCGCCAGTCACTATTCAGAG
GGTTTTTCCTCCCCAGTCATCCTTAGGTCTCTGCTATAAATACTCTCCCTGCTGCCAGCA
ACACGTTACTATTTTATACTTACTGTGTGTGCCACACAGTCACAGTGCCACCCACTCCAG
AGACATTTCTGCTCTTCTCTTCCTCCCTGAGAATGTCACCTTCGCTCTCCCAGGGAATAA
CTGGACTTACTCACGTGGAAGAGTACAAGTCTCACAAAGCAATGTATGCCCAGGGGCTGA
ATTTATGGACTTAGAAAGATAGCACAAAACACGTTCTAGAAAATACCTGTGTATCTGACC
TATGAGCCCTGGCTCTCTGCCATAGGCTGGTCCCATCCAGTCAGTGCACACTATGGCCAA
TGGCTCCCCTCAAGCGGCAAAGGAGAGATTTTCCCACAAGGGAAAACATTCCAGTAAAAC
TATACCTTCTTGGTTTTAATGGTTAAAAAGGGTGAATTTTTTTCCACCCTCAATAAATAA
AGTGTTTTGAGGCCAAGACTCTCGGGAGATAATCATTATAAAAGCTGCCACAGAAACTAG
CATGTTTGAAAACACAGAATGAAGCTGGCCTGATTCCCAGCACTCTGGGGAAGAAGATGG
GGGGAGAAGGCCTTTGTTCTCCTACAGCAGGTGACAGCACACCGCTGGACTCGCCAGTCC
TGTGTGGGAAATGGTGCTGATAAGCCGCCTCATGTTGTGCATGCATGGGGCTAGCTGCCC
AGACCAATGAAGAACAGTTGGACAATGGATGGGAAGCTGGCCAGCAGCAATCACATTAGA
TACCCTTCCCTCCCCCGTGGAAATACCCTTTGAGAGCCAGCAGCAGATCCTGTGGGAAGA
AGATGACACTGGGAGCCAACTGTGACAGGAAGATCAGCTGTGAGAGGAAAGAGATTTCAA
GTTCTAGGGGCACTCCAAGAAAGTGGCTTTGAAGAGGTGGTGACAAGACTATAGGGGTTA
AGGGGATGAGTCCCCACCACCTTCTTTCTCAACTAGGATTTCCTTACAGGTCTGTGATAG
AGAAGACCTCTAATCCACCTTGCCTTTGATACCAATGTATCAATGACGGGGGCCCCGCCC
TCCGCCGCCTCTGCGCCGTGTATTATCTTCCTAAGTGAACCATGAGGGCTGAGATAGCGG
TGTTTGCTATAAGAAGCCTCCCTTCCCCCTGTGTTATTTTCATGGAACCTCCTAACAGCA
GACCTGAACTGAAGGTTAGCGTAGCAGTGCTCAGAGGCAAGACATCATGAAGGAGGATGT
AAAAAGAAGTTGTGTAAGGTGTGGGGTCAGATGAAGCCCTGGGGAGCTACTGAGAGTAGT
TCCAGAATTAAATAGAAACCCAGGATTCCACAATCCCAACAGGAAAGAAACAGTCAGCAT
GTTGAGACAGAAGCAAGCCCCCCCCCCCACACACACACACATACACATACACACACCTAC
AGTGGTCTTCATGAGCCAAACAGCTGAGCCCAAAGACAGATCCTAGAAGACACATGAGCA
CAGCGCAAAGAGAATCTGGGGGATGGGCAGGCTGAAAGAGGTGAGCAAGGTCGGGCACAC
TTCAGAGTGACTGTCTCATTCATTGGGATCCCTCCTCTGCTCAGTGACATTGTCAGGCAG
ATGACACAAAGCCAGGCAGAATGGGTAATCTGCTGGTGACAGAATGAACCTCTAGAGGGA
ACTGCTGCAGGCTGGAAGGGCAGAGTGAGCAGGAGAGAGGAGAGATGTATGCATTTTCAG
CTGCTAGGAAACAGCACCAAGGACTTCACTGACAATAAGCCCTGTGGTGTCCACACACAG
CTGAAACCATTAAAAAGACCAATGCTCTCTAGCTCTGAGCACGAAGCTATCAGCTTACGA
TCAGGACAGGAAGAAGATCTTATCATAAGCATCTTGTAGAGAGTCACATGGCTGAGCTGG
GGAGATGGCTCAGTTAGTGAAGTGCTTGCCATGGAAGCTCCAGGAGCCGAGTTCAATTTC
CAGTTCCCATGGAAAGGGCTGGGAGTGATAGCATTTGTCTGTAATCCCAGCTCAGAGGAG
ACAGAGATAAGAGGGTCGCAGGGGCTTGATGGAAGCCAGTCTAGCCATTCAGGGAGCTCC
AGATTCAGTGAGAAAGCCCGATGCCCAGGAGTAAGATAGAGACCCATAAAGGAAGAACTC
AGTGATGGCCTCAGATCCTGCATGCACATTTCTACACACGTATATGCATCAACCCAGATG
TGTGTGTGCAGAGGAACATGTGCATCTATCCAGATGTGTGTGTGCACATCAACATGTACA
CACACAAAGAAGTAAGACAGGTCACTCTGCTCTTGTCACTGTGCTAAGGACTATTGTGTT
TAGAGAAGAAAATTTGAATTTTATTGGAATGGAGCTGAAAGTATTTGTCCAGAAAAAAAA
AAAAAAAGACAAGAAAGATGTTGATAACTTTCTTCAGATATGCAAAGAAATCTCATATGA
TAAAAGGAGTGAGGCTGGGGAGGGAAGATCTGCAGAGAGGAAACTGCATTCAAGTTCTTG
ACCTTCCCCATCATTAAAATGTTCCAAAACCCACTATTTTCCCAGAAGCCGAGCAGGATG
CTGCCTTCCTTACCACCCAGGTGCTAATGCAAGAGCCAGCAACTGTAAAGGGGGCTCGAG
CATCCATCAGAGTGCCATATCTTCCTCTCTCTGCCAAGGGGTGTGGTGTGCATCACAAGG
CAACCCAGAATGGATAAATAGATGATAGGTAGTCAGACAGGAAGTTCAGGCAGAGGACAT
CTTGATCTGTTTCCTCGTGCTGTAGTAGACTACCTGAGGCTGAGTTATTTACAAAACGAG
CTTCATTATATTTGACCCATGGTGGAAATCAGAAAGGAATTAAAGACATAATAAAGTGAA
GTTACAGCAAGAAGGGCATGGGTAGGGGAGCTTATATTTGTAACGACCCATTCTAGTGAT
AACAGACTCCATCCCCAAGAGAAAGGAAGCAAGCCACTCAAAATGCTCCAGCTGTGTAAG
TCTGCCCTTAGGTCTGCCTCTCAGCCTGCCGGACCAGCAGAGGTCAGGGTAAGTTTCAGA
AGAGACAAACTATACTAAGACCAAAGCTGGAGAGATACGTAAACAAATGACAGATATATG
GATGGATGCAGGACACAGGATCTAATAGAAATAAATAAACAGAACCCAGCCAGGTGGCTC
AGGGGCTAGAGGCACTTGTGAGCAGGCCTGAAACCTGGTCCCTATATTCATATTCACTCC
CTCTCGCTCTGACACTCACACCCATACAAACACACACACAGATAAATAAATGCATATTTT
CTTAAAAGTCTATCATGACTAGCCTAGGAAGACAAGTGACTTAGGACTTAGCTATATTGC
ATTGGGTCCAGGGCTAACCAAGGCACACTTTCTACTCGCAGAACGGGCAGGCCTGAGTCC
TGAACAGAGATGTATACACTTACATAATGTGACTTCCAAACACCCAGCTGTGATTGGTTT
GTTCAGTCTTTGATTTCCCTTTTCAATCACCTCAGCAAATCTCTCCACGGGGACTAAATT
ACTTTCCCCTTTCATAGATAAGGTCATTAGAGTACGGGAAAGTCAGAGGAATTTGCATCC
CAGACGGTCAGCCTCCATAGCTGCTATTGTCCTCCCAGATACCAAGGGGACTTTATAAAT
ATAAAGGGATCCTGTTTGCCCCCTTGTAAATAGCAAATAACCCCCACCTCCCCTTTGAGG
TACAACAGAAGCTATGGTAACAGTCTCCTTCAAAGATAACTCTTAGTCTCTGTTTCCTCC
TCCATTTTAGTGATGTAGCCTAGGTAGTACTGTCGTTTAGATTAGCTATTAGTTGCAAGT
GACTTTGAAATCTATGTGGTATATAGACAAATCAAATATGGCCATATCTGGGTGAAAGGG
CTTTATGCTTTGATGCCTGTTTCTCATGGAGGTAAACTGAGGTCAGTGAGCCATGGCAGC
TGTTTGTGCTAACAGACTTGTCCATTCTGGATTCTACCAAGAACCAGTTTACTGAACACA
TCAGTCCACGTGGAATTGCTATCAATGAAAAGAAAACTGAAGAAGCCCAAATAGTAACAA
TAGCAGACTGTAGTTGTGCAAACGGATGCGATGGTCTGCTGTCTCGTTCTATCCTTACTT
CAACATCTGACCCCAATTCGAGTAAGACATGTTGTACATCTCAGAGTATCTCTCACCCCA
AACTACATGCCTACTCCAAACCAACCGCTTCCGATTTGCCTTCAATTTTCCCAGCATTAA
CACCAAAATTCCCAAGCCCAGAGGAGCCCCCTCAGTCTCAGGCAAACAAGAATGGTTTAT
TCCCAGCATTCACACACCATAAGCATCTGGAGTCATAGTCACATTGTTCTGAAGCTGGCA
GAAGCAGAAACCTCCACACTCCAACTAAGATATCAAGAAGCTGAGCTTAAAGTGGCGGAG
TCCTTTACCTCCCGGCGGCAAACTGGCAGAGGCAAGCCTGTGTTCTTCCACACTCAGACA
AGTCAGCAATGACAGCTTTTGTTTTATTTTTAGAGATGGGGAGGGGGTCTTGCTATGTAG
CCCAGGCTAGCCTTAAACTCTCTATTCTCCTGCCTCAGCCTCTCAAGTGTTGGGATCACA
GGAGTGGACCACCAATTCAGGTAATAGGTGTTTGTCTCCGTTGGTGCTCGCTTGTGGTTT
TAAGGAAGCATACACATCTATATAAGCTCTCAAGGGGGATCCATGAGTAAAGGAATTTGC
AGATAAGCTTTCTTTGCCATGTTAAGACAACTAAATAACTTTTCTCAAGAAAAGGGGGGG
GGGGAGACAAGAAAAAAAATCAATCCTTTAGATCATTGTTGAAAGCAGCCATGTTCCTAT
GAGCTGAATATGAAGAGAATTTATAATAAAATCCTCCCTAACTACAGATTCTCCCAAATG
CTCTCAGGTCGAGATAACCCTTTCTTCCCTTTATGAAGCAGAAAATATAAATCAGGTACT
GCAGTTTGAGCCTGGGTCCTTGCACACGCATACTGATACACACTTTACCACGGACCTATA
CCCAAACCCCTTTGTTGGTTGCTGCATTTGAGACAGGACGTTGTTCTGTAAGTTTTTCAG
GCAGGCTTTAAATTTGTGATCCTCTTCTTCAAGCCCCATGTAGCTGGGATTTCAGGTGCA
AACCACCAGCCCTTGCTAAGCTGCAAGTCATTAAAAACTAATTTCTCTTAAGAATAAGTT
TTTCCGTAACACATGTTGAAAATGCATGAAAATTCAATCATCAATCCAATGGACTTGCTA
TTCATATTAATGAATTTTGAGGCACTGTTAGAAGCTGAGTTATCACAGCTGACCACATGT
TCTCTCTGTAAGGACAACAGAAGCTAATACAGTGCAAAGATACTTTTGTTTCCAGGATTC
AAAACCACAATGAGCTTTGTGTTCGGCCCTTGATTAAACAAACAATTAATCAGCATTTCC
ATCCCCGTTTACCTAATTAGGTTTTCTTCTTTGCAAATAAGACAGGGTCACATGTCATTT
TGATTTATTTCCATTTCTACCAGTGTAAATACAAATGTACCACAACATGACCTGTGGAAG
ATGAAGGCCTGTGATTTGAAATAGGAAGGAGAGGGTCAGGAAGGCTGAGGCACAGTGGAC
TTGTCATAGAATATATTAAGGTCGAAGGCAGAGGATTTGGAAACAATAACACAACATAAA
ATAAAGGGAGCCTCGGTGCTAATGAAAAGATCAACACTCTTGCATGCTGGCTGTGGTCCA
AAAAAGTGCAAAAGCTCAGAGCTGTGAAATGAATGGATTCCTCGCGCTGCAGCGGAACAG
TTAATGCAAATTCCTCCAGGTTCATGAATCGCATTTGGGATCAGGCAGATGGTCCATCCC
CAAAACCACGACTCCACCAATTTCACAGAGAGCAGGTTTTCACAGGACAGTGAGCACAAA
TGAAGAGATGGAGAGAGAGAGATAGCTACCCACAGCTCACTCTGTTCCGCTGGCTGCTAT
GTTTCCTGTGCCATTGTGTGAGGCAGTCTGTCTTCCCAGCATTCCCAGGGGCACAGAGTT
GCAAGGCAAGGGTGAGCTTCTGAGACCTGTTAAGTCTCTCTGCCTTTCTGAGGTTTTCTG
ATAAGGAAGTCTGTCCCCTGTGAAGTGCCAGAGCCTCGGGCAGAGGGTGTTGAGTGATCG
CATGAGGCTCTTGGTTGTACTGGGTTCCTTGCACACACCATCTGCTTTGGTGTCGTGACA
CTAAGAGGGAAAACAAACAGCAGCATGGGTGGAGCCAGGATTCAGCTGCTTCTCTCTGTT
ACTACATCACAGCTTTATCATCTCAAGATAGAAGTTTTCTTTTACTAAGTTTTTCAGAGA
TGTAAAGGTATTTGCTGATCCACAGACAGATGGTGGAGTGATTAATAAAGTTGAGGAGAA
TCAATTAGTTTTTAAAAAAATACTCTTTTACAGCCTTTCCAGAAGATTTTATGTTCTGCA
TGTATGGGAGGTCAATAGATCCGAGAGTAACTGCCTTTGAAAGGATGAGTTGTGCTAGGT
GTGGTGCTTATGCCCAACTCTACAGGTCAAGGCTGTAGGCTTCCAAGTTCCAGGTCAACC
TAGGCTATATAGTGAAATTCTGTTAGGAAAGGGGAAAAATGTAAGGAAAGAAGGAAGTGG
GGAGGAAGGAGACAGGAAGGGAGGAGGAAGGGAGGAGGAAGAGAGGGAGGAAGGAGGCAA
AGAGGAAGGGAGGGAGGAAAGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAG
GAAGGAAGGAAGGAAGAAGGGAAGGAAAAGATATTTGTAACAAATATCAAATAACAAAGA
GGAGAAGGCATGCCACACTGGGTAAGAATGCCTGGGAACAGTAGGTTAGGAGGAAGGAGG
GTTAGGAGGTAGAAGGTAAGGATCAGATGGGAGCCAAAGCCTTCATGGGAATTTTCATGG
GAAGAGATGAGAAGCAGTGTAAGCTACCGTTCTAGCCCAGAGTTAGGCGCTTGCAGAATT
TGGTGAGCTCTGGGCTACAGGGTAGACCATTGTTCTGTGATATTCAACCCTGTGGTGATT
TGCAGTAGGGGACAGTATCTCAGACTACAGTTGCTAAAGAAGTCATGTAGAAGAATTGAG
TCTGAATTATTGGTTTGCACATCAGGGACATTCAAGGCAAGTCATCAGCTGTGAGAATTA
GCCAGCAGTATAACAGGCCTTCTCTCTTCTAGCCCTTGTAACTCTGATGTGCCGGGCACC
TGGAAATACAGAAAATAAAAGACATGGTCAGGATAGGAGGGTATAAGATCACTCTGCCCC
TGCCTTTATACGCTCTGTCATGGTGACCCAAGCAGAAGCCGTGACTAGAAACATTTTGTT
TGGTTGGTTTTGGTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGATATCCTGGAACT
CACTCTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTTTGTCTTCCAAGTG
CTGGGATTAAAGACGTGTGCCACCATTGCCCAGCGACTAGAAACATTTTTAATGGGGCAA
TTTTGCTACTGTCTGAAGTAGACTGCGTATCTGTTATAAGCCATGGGCTCAACCACAAGC
TCCTCTGTGAACAGCCTCTCATCAGGGCGACACTTTCTTATACATTCAGAAGTCGGAGCT
GGTTACCTACCTTCTGATTTGATGCAGTTTGGTTTTCCTGTCTCTAGAATGAAATTGACC
CTCCATCCTAAGTTTGGAAGAATATTTTGTCACTGTGTCAATGAGTGGATAAAGATGTTA
ACTGCCTTCCGAGTACTCTGTGGAACACCGTCTTTTCAAGCATGGCCACCTTCACTAAAA
TTATTAAAGTTGCTCGACACAAGGGCACTAGAGAATCTGTCTTTAGAGAAGGTTTCAGTA
GTCTGAGTCCTAGCTAGCTCTTTTCTTCAATCTCTCTTCCCCCTCCCTCTCCCCTTCTCT
CTTCCCTTCCCCTCTCTCTCCCCTTTCCCTCCACCTCTTCCTCTCTCTCCCCCTTCCCCT
CCCTACCCCCCTCTCTCTGTACGTGAGTGTGTGTGTGTGATGTTCATGTGGGAAGGAAGG
GTTATTTACCAGTGCATATATGAAACTCAGAGGACAGACTGTGGTTTTGATCCTCGCATT
CCACACATTAGAAGCAGGGTCTCTTTGTTGTTTCTTGCTGCCTATGCCAGGCTGGCTGGC
CAATTTGTGCTTCTAGGGCAGCAGTTCTCAACCTGTGGGTTATGACCTAACTTAGGATCA
TATATCAGATATTCCTGTATATCAGGTATTTATATTATGGTTCATAACAGTTATAAAGTA
GCAAGAAAATTATTTTACATTTGGAGGGTCACAACATGAGGTACTGTGTCAAAGAGTAGA
AGCATCAGGAAGGCTGGGAACCTTTGGTCTAGGGTCTCTCCTATGTCTGGCTTCCCTGTC
ATTATATGCATACTGGGATTATCGGCAGGCTTCCATTGGGGGATCCAAATTCAGGTCCTT
ATACTTGTGTAGAAAGTACTTCACCCACTACACCATCTTCCCAAACCTCCAGCTGTCTCT
CACACGTTCCCAGGCCATGATTGATGAGAGCCCTATCTTGGAACTTGAGCCTGTATCTGA
TTCTGTGGTTGGAGAAAGGACTTTGCAGCCAGGTAGACCTAACTTCAAACCTTCCCTTCA
CTTCTTAGTTGAATCTGTATGGTGGATAAAACTACTAAACTTAGAATCTAGGAGCTTTGT
TTCAATAAACTGAGATATTATCTGTCTTTTCCAGTATATGATTATTAGTCTATACTATGT
ATAAGGCACTCTGCTAGTTACTGACTTTGTGCTAGGTCACATTCATAGCTATTCTTCACC
ATATGTGGCTCCTTGGTCACAGGCTGGAAACTCTGTCATTTATTTGTTTAGACAGTGTCT
TTCTGTGTAGGCCAGGCTGGCCATCAACTTCCAATCCTTTGATTTCAGTCTCCTGAGCGC
TAGGGTTACAGTACTCACTTAGATCTCTTTGTCAGACCTTTGCTGCACACTGAACATCGT
TAACCGTCAAAACCACCTGTGGCTTATGAATGCCTGTAACCATCATCAGTAGATCTGAAA
ATGTTATAGGATGGGTGGTTAATAGAGTCAATTTATGGACTTCCAGACATTCTCTTTTCA
TTTGGGAACACCATGCACACCCTAGCTCAGATGTACTTCAGTTTCAAAGAACCCCTCCCC
AACCATCGTTAGCCCTGAGGTCTCTGTTCCACCTTGCCACAGCTGAGGTTGCACTGAAAC
AGAGACCAAGGCCATGGGTTGCAAAACTCTGTGTAAGCCATAGCATGGATGAGGTAGTCC
ATCAAGCATGGCCTCCCAACATGTGTCACCTATCCTCCACTGTCCCAGGGTGTGACTTCT
AGCTACTCTTAGGAAAGAAAAGTCAAGTCCCATCGAAAACTACCGCTGTTCTCTGGGGGC
TATCACACAGCCGTTGCAGAGCCTCCACCTGCTATATCAGCAGAAATATCCTCAAGAGGA
TCTGTGTCCTTAACAATTCGGAGAAAATCTCCGGGACATATGGTCTGAATGAAGACAAAT
ATAACTTAAAAATCACGTGTTGACCGGTTTAAGGCAGTGGAAGGTGGAAACTTGGAGACT
GATTTTTGCCCTGGAAATTTTGTTGTGTGCCATCCCCTCTGAGCCCGAGGAGCCTGAGGC
TTGCCTTCTGGGAGCACTCCAGTACGAGGAAACTATATTGAGTAACTAGTCTTATGTGGT
AGATGCTGCTTGCTAGTTCACAGCTCCTATCTATTTGTGTTGCTATTGTATAATTACACT
TTGACATTCCCCATGTAACTGAACTTGCTCCTGAATTGTAAGTTATCTTCAACACCTCCT
GTGAAGACACATGACTGACATTTTAAATGCAAGTTAAGATCCTTGCTGGGCCAGCAATGG
TGCTACTCAATCTACCACCGTATAGTGTCAACCCTTCAAAAGATCTCCATCGATGGTGTC
TCTTCTGCCTATATTTACCTGTCTGTCTCTCCAGATAGATGTTTGCAACAACACCACCCC
CCGAAGACCTTACAGTCCCCTGGAGCCTGAGCAATTCATTGACTTTAATCCAGCCACCCA
ATATGACAAGAGATAACTGTCTCCTGAGCTCACATTTGCTTCTAATGACCCTGTCCCCTT
CACTACATGCCTGGATGGAAGGAAGCCTACATCAGAAACCACTTCAACACAGTCCAAACC
TAACTACTGTGGTTTCAAAGGTCACAGGGAGGTTACTAAAAACAAATTTGATAGCTCAGA
AGGCCTCCGACTGGGAAAAGCCCTATAAACTTAATGGCACTTATGAATTTATGGGCTATT
GTTACTAAATGAGTCATCTTTATACAAAAAGAAGCAAGGAACTGTGATTTTATTAGGGTG
ATACGACAGTCTCGGTTTACAGAGATGACTATAACCTATAAGTCTAAGTGGCTTGTGTCC
CCAGAAATTGCCCTCTTCTACAAAGTAAGGTGTCTTTCTTTTCTCCAAATATCTGTGCCG
CTCACTTAACCCATTTATCTCATTAAGATCAGTTCCCGACTGTGATAGGACAAAGTCTGG
AAAACTGGTAGGAAGGCAACTCCATGGATTAGAAAGATGCTGTCCAATACTGACCAGCAA
TGTCCCTTTCTGGTGCATCTTCCTGCAGGCTCAAACTGAAGCCGAGCACCCTGCTTCCTC
AGCTGCAAACACGGAGAGGCTGGGATTGGTGGACGATGCCCTTGGTGGGATTGCACTTTT
GCCCAGGCTTTTAAAGTCCATCTGGCTCAATAAAAGGTTGGCAAACAGCCCCTTGCCGAG
AGGAATTCAGTTAGCCTACCCCATGCAGTAACTTATCCGGAGGCAAAAACCAAGATGCCA
ACAGAAGATGGCTCCCTGCTTGTCAGATTGCTGCTCCCTGGGAACTAGTTAAGTTGGGGT
GTGGAGGCACTACAGGGCTCCCATCAACACAGGTAGAGTTCTCTTTCTTGAGTAATCTGT
ACTTTAGCAGCCTAGTTTTGTGTGCGCGCGCATGTACATGCATGCATGCATGTGTGTGTG
TATAAATATTGGACAAATAAGAGGGGAAGGAGGTATGCGGACCTGGCATTTCTTTAGACA
GTAAGTGAAGTCTCTTTCTAGGTGAGCCAGGGCATCATCATGAGTGACTGCATTTGACAT
ATAACTTGTCGCAGCCATCTCTTCTGTCCAGACCTAGGCCCGGCTGGCGCAGAGGTCATG
CTCCCTGAGACCGCCCCCAAAGCACTGACAAGCTTGGCTTCTTCCTCCTACTTGAAGCAG
CCATGCTATATTCTATGCCAAGCAGGCAGGACCCAGGGAACGATCACAATGCATTCCTCA
CCCTTTGGAATGGACAATACATGCCTCATAGTCTCGGACACAGGGCCAAGGTCTCGCCTC
TCTCTCTTTTTACCCAAACAAGCTTTTCTACCTGGTTCCCTCCCCATGTCCATGTCTGTT
TCTCCATATTACTGGATGGAAGTCTAACAGGTGAGCATACCCACCATGGAGACTGGTTTG
AACTTCTCTCTGGACTTTGGCAAACATATGTAGCTTCCTTGAGACCCAATTTCTTCATCT
ATCTGTCTTATAGATGTCGCATCCCCACTGTGCCTGTTATGAAAAATGTGAAATGTCCCC
AAGGGGCTTCTGTGTGTGAAAATTTGTTCTCTAGCAAAGGGGTGTGGCTTGAGAGGTTTT
AGGAAGCGGGAGAAGGCAGACCCCTGGAAACAGGATCTTAGAGGTATCTAATCCCCATCT
CTTCCAGTCATGGTCTTTGTTTCCTGGCCTGCCACGATATGAACAGCCTGCTGAGTGGCC
CAACCACAGTGGTGTCCCCACCACCATGCCTTCCTTGTCCCTGTGGACTAAAATAAATTG
AAAGCATGAACCAGAGTCAAGCCTCCCTTTCTGGGGTTATTTCTCAGGCCTCAGCAACAA
TGAAAATAACACATAAAATACCTTATCAGCTAAAGCTGTGGGCGTGAATGTTTACACGGA
TGGTAAATTGTATGTAGTATAATTTGTGCAGTAGAGCATCTGTTACAGAATAGGTGTGTA
ATAAAGTATTATTGAGAGAGGCCATTTTCACCCTGATGATGATGTAGCATGTGAGGCAGA
ACCTAAAGGTCTTTTGGGAGTGATGGCAACAATCTCTTTTATCTCAGATGTCTTTGGTTA
GGTCCTGAGAACACTGAAGATCAATGTTAGATTTGAAACAAAGGTGGAAGGCCTTGAATA
TGTTCTCCATTAGAAGATCAGGATGGTTCTTATCCCTATAGTTCCCCTGAAAACAAGACA
GAATGGCCCTTTAGAGCTTCCTTAATGCTAGGATACCACAGTAATAGCTCTAATAATGTT
ACAGCCTGAGGTGTACTCAGCTTTCAGCTGAGCAAATGGTAGAAACTAAACCCATGGCCG
GTATTATCTGTTTATTATAAGTACTCATTTATGAAAGTGGTCTCTTGCGATGAGATGTTG
TCTGCTTTGGACACCTCACCAAAGAGTCTTGAATCCTCGAAGCCCAGGTGATCATCATGT
GGACTGAAGCTGAAACTATTCACTGTTGTGTAATATTGTTCTCAAATGGAATCACTTTAT
AAAACCCTTCTCACCTTCTTTCCATGCCTAGTCCCCAATCACATGTGTGTGAGTGCCCCA
GAGCTAACACCCACCATCTAGCATGTGTGTCCCAGGGTGAAGCAGTGACACTATTCAAGA
AGGATTGAGACTATTTGAGAATGAGGCCCTTTATCAGTCTTTCAGAAGGCTCAATTTAGC
ATTTATGGTTCAATTATGCATTCCTCTGGGAAATATCCATAAAACCTGAATTCAGTCAGG
TCTGCTTCTCTTTGTGTCTGCTTCTAAAAATTAATGCATTCATCAAGCCATAACAAGAGG
CTGCTCTGCTCCACATGAAGCATGTCTCACAAGATGCAACACCAAATTACCATGCAGTAA
TGGACCTCTCTGTACTGACACAATGACCCACAGACACAAGAGTGAGGAAAAGACTCTGCC
CAGAGCAAGGGGTACAGACAGTGACACTTTGTTGAGTGTGGTAATTACGACTGTAAACAG
ATGCAGTGCACATGCAGAACTTAGAGAAACCCCTCACATGCATTACTCCCTGTGAGTCGT
ATAAGAACCCCAAGAGATTGGCAAAGTCAGCATTATTATTGTTCTCATTAGTTATTGTTT
TCTCAATGGTTCAGCTTGCCTGTTAACGTGAGTGGATTTAGAATCAGTTAGATTAATAAA
GGATACAGTTGGATGGATCTATGGAGAGGTTTCCAGAAACTATTAACTAATAAGGGAAGC
TCTGCTCTGCCTGTGGGTGTCATTGTCCCATGGGCTGGCAACAAAGAGCGTTGGGGAGGA
AGCCCAGGCACTCAGTACTTTATATGCGTCCTGACAGTCATGTGGTGGGTGGTTTTTCTC
CATGTGCCCTCGTGGCCATGGTGGTTTGGAAGCTCTGTAACCACAACATAGGTATATCTA
TCCCTTCCCTACTTTGTTCATATCAGGTATTTTGTCACAAGGATGAAATATTAGATTAAC
ATAATTATAACTGATTGTCCCAAACATCCTTACATATGCTCTCCTCTCAAAGTTTCCATT
AGCATTGAGGGAGTTAAAAAAGGACCTGAACTCCAGTCATCAAATTTAGATCCTAGTGCC
AATCATAATCTGCCCCTAAACCCTAATGTTAGAACCCTGAAAGGTTAAACCCCTTAACGT
CTGAAAGTCCCCCCAAATCACAATCCCCAAATACTGAAATGCCAAGTGTTGAAATATCAG
ACAGCATGTTCATGAAAACGAGAGTTTATGTTGGAAATGGTTGTCTAAGCAGATTGGGGG
TGGGGGGCAAACCCTGGAGAAGGGACCAGTGTGTGATAATGCTCTGGGGCTGACAATTAC
ATCTTGTTGGTAACACATATCTAGAAGGCTGGAAAACAACCATTCTTAGAGTACTAATTC
ACTTTACACATTTTTTGTTGTTGTTGAAAATTTGATTGGGTCAAAGGTGATCACCCAAGA
AGTCACTAAGTGTACAATAGTGTTCATGTGCAGAAAGATATTGAGACCTCCCCAGTAAAT
AGGGAGAAGGTGCCATTGCTTTTTTTTTTTTTTTTTTTTTTATGTTTGCCTTTGTGAAAG
ATAAAAATTCTTAAGATCTGGTGCTGGAGAGATGGCTCAATGGTAAAGAGCTCTTTCAGA
GGGTCTAGGTTGAGTTCACAGTACCATGTTGAGATCACAACTTCCTATTATCTCCAGCTG
TAGGGGATGCAGTGCCCACTTCTTGCACTCATATGTGCGCACACAAGCACACATGAGCAC
ACACACACACACACACACACACACACACAAATATATCCATTATTTTAAAAATAAAATAAA
TTTAAAAAAAACTTGCAAGATCTCAGCTCTCTTACACTATGAAGGCTGTAGTAGCTTACA
GGCATGAGAAATATGTCCTCATAGAACAATATATATATATATATATATGTACGTATATAT
ATGTATGTATGTATATATACATATATATACATATTGTGTATTTATTCTTTTAAGTTTTAT
TTTATGCGTGTGACTATCTTGCATTCATGCAAGCATGTGTACCATATATGTTCCTGGTAC
CCTCAAAGGTCAGAAGAGGGTGTTAGATGTCCTGGAACTGAAGTTATCGGTAGCCCTGAG
CTGCCATGTTAGTACTGGGAAGCAAAACTGAGGCCTCTGCAAGAGCAGCCAGTGGTCTTC
ATGGCTGAGCCATTTCTCCAGCCTCTGTTGTATAGTTCAAAGTAATGAAAAGAAGGGCTC
TCTAATGCTTCACTACAAAGAAACAATAAATAGATGTTGATTTGATCGTTATATAATGGA
TACATATCACAGTGTGCCCTATAAATTTGCTCAGTTACTACTTACTGACTAATAATAAAA
TTTTCAAAACCTCAAAAAATAATTTAACTTTGAAAAAATAAGATTATGAGACTAAGAAGT
AGGCTCGGTGGTAGAGCATTTGCTTAATATTCCTAAGGCCCTGGGTTCTATACACAGGGC
TACAAGAGAAATCAAACTCAAAAAAAAAAAAGAAAAAATAATATGTGATATTGTTCATAT
GATTAAATACAGTTATGGGAGATAAGTATCTAACATGTGCCAAGGCTGAGCAGGTCCCAA
AGAATTCCATCATCACAAAACAGTAAAATAATAATATGAGCAGGTTTCTACCAGAAACAG
TTGTGGAAGAGAAAATTGGTTTTAAAGAAATCGGCTGTGTTTATGTAAATGCAATTATAA
TTTGTAACAAGCCTCCTCTAGCTCTTGGTAACTCGGAGCCTTGTCTTGCACTGCTGTGTC
AGCACTAGAAACTGGTCCAAGTTCTTGAAGATTTTAAATTATTGAGGCCATTTTTCTTTC
ACACTATCGTAGAATCTGTAGACTTCCCTTGCCGGAAGTATTTGATGTTGTATAAACTTC
TGTAATATCATGAAGAAGTTTAAACCATGAAGAAGAAGGGCTGAAGGCTCTGGTCACATG
CAACATCCCATTACCCAGTCCCACGTGGTCCACTGTGGCTTAGCTGTGTCATCCACTCAA
CTACTTCCACATTCCAATTGTTGTGTAACCATAAGGTACCTGATCATTTAATTCCCAGAT
TCTCTCTAGTGTAGTGGGTACACAAATTTAAAAATATATATATATATAAATTTCACTATC
CAAGAGGACATGCAGATAGAATCAGATCAGAATGCCCTGTATGAGACACTCGCTGTTCCG
TGCATCCGCTGGGCATGAACTCTGGGCATAATCCCCAAAGGCAGTGTCAGGCCACGGAGA
TCCTGCTGCTCTGCCCAGCAGTTTATAGGAGCCATTCCAGCTCAGATGTTTTTCAACTGT
TGGTTTTGATTGCTGTTGCTTTGATTACCTTCATAATCCAATATTCAGCCATTAAACAGT
TGAGAATTCAACCCCAAAGCTTGTGTACCCCCCTGGATCTGATGATCAGTTGCTGTAGAA
ATGGAGGGTTGCAGCTCAGAGCCTGGTGGGAAAGATCTGATGTGTTTGTATGGTGTATGC
TTCCCCTACTCCACTGCTGTGCAATCTACTCCATCAACAGAATCCTCTTTCTAAACTCTT
CACCTGTACAGCCTGTCTTGTCCACCCTTGTACTTCCCTTGCAAGTATGTTACTGCCCTC
TCACCCACTGGTAGCATCTATTGAACATATCTTGGCCAAGATACTGCCCACTCCATCAGC
CTTCCTGCCTGAGCTTTTCCCTATCAGGCACATCATCCAGGTAATGACCTCATCCCCCAT
TATATTTTGGTTTTAGAGAAGGTATCCAAGGTCCTTTGTGTCTGGTTCCAACTACAAAAC
CACAAAGCTGAACACACAGACTGGTGGGAATTCTTGCAGATAGCACAACAGCTCTAGTTC
TGCATAGCCTAAAATGCCTGCACCACACTCAAGAAGCTTCCAAGCAGATTCAACCTGTCA
ATCAGTTCACCTCAGCGTCAAGAGCATCCTCACTCCCCTACCCTCGCCCAGCAAACGGGA
CTTCAAGAAGCACAGCCACCAGTAAAAGCTGCAAAAACTCCAGGAAGGGGTGTGTGAGGG
AAAGTCATGCTTGGCATCAAGAGCGAGCCAAGCAGTTGGGGGCACCCTGGGTTGCTTGGG
CTGCCGGGAAGGATGGTTTTTTCAGAGAGTACTCTCATAGAGCACGTATTGTTCTCATTG
ATTTTCATTCTTTAGTTTCATGTAATTACTGTTTCTTTTATCTCCTTTCTTTGGCTTTCT
CTCTTTTCCTTGGCATATATTATAAACATATGTGTTCATTTTTCTGGAAATCTGTAGCCC
TTGCTAAGTTTTATTAAGGGGTTCATTTGAAGAAACAAACTCCCAGTTAGTGAGATGCAG
GACTGGGGATTCCGGGAAGGTGGAAGCTGATGTCCAGAGTATGTTTTATTACTCGGGTCT
CCCTCTCACCTCATTTGCCTTTAAAACTAAATATGTGACAAACTGAGCTATCTCGGTGAG
GAATGGGTGCTCACAAAAGGCTAATTACTTTGGTTTCCTCTTGTCTTTAAAAAAAAAAAA
TTCCCTTTCCCAAAATAGCTGATAAATGGTTCTTTGTAGGGATGACCGGGCGCAGCTTCC
CCTGCCGTTAAACGCCCGTTTGACATCTTAGTGGGCGTTAGGGTTGCATATCAGATCCAG
ACCTCAAGCTGGGATGCTTGTGTGTGAGGGTCTCAGAAGGTTAGGAGCTAGAGGACACAA
GCTGATCCTAACAGGAAATGTTTACCTTACAATATTTTAGATTTATAATCTTCCGAGTTC
AAATGCTCCGAAGTCAGAAGAGGGGGCTGTGAACACTCTGTGGTATCCTCATTGCACAGC
CACATGTGCCATTTTGGTTGACTTTACCCAAACTCCCCTTCACTTGGTGCTTTTTGGATT
TTACCATAGAAGTTACAAAATTCTGAGTTCCTGAGACCCCTCTCCTCCCACCCCCTTTTG
CCCGAACTCAATCCCGTGACCCTAAATTGCTTCACATCTCTGACTTTGCCGCCAACCTCC
CATTGTTCAGTTGATCTCTACTAGATATCCAGAAGAAAGCAGCCTTATTAAACGGTCATC
ATAATGAATGGATGGATGATTGATTGAGCCTTCCCAAGAGAATTTTGATTTAATAGTGTT
GTTCTCATAAACCTGTGTCTACTGGACAGAATCTCAGGTACCTACATCAACATTTACTGA
AGGCTTATTAAAAGTTGGTTGTGGTCCTTAGTGCTTTGTGGCAGTCACAGAATTAAATAA
GTAACTATGCAAAACAGGGAAGAACTCTTTTCTAACACCTCAGTCTTTCGTCCCTCACTT
TATCCTAGCCACCAACTCCCACTTCATCCAGGTATCTGCTTATATATACACCGTATCCAA
TCTTCCCACCAAACCTCGTTCTCACGTGTCCCACACTTGGAGAAGATGCCAATTAAGTAA
AGCATTTTGCACCATAGAGTGGTTCTCTCTGCTCTATTATCACCTTACTCTGAACCACTG
CACCCAGACCTCACTCTTCCACCTCCAAAGGATTAAGCTCCACGACAAAAGTAATTTGAT
GCTTGTGGGTTTTTTTTTTCCCCTTACCATTCGCATCTCTTCATCTCCTAATTTGAAAAT
GTTTTCTAATCCAAAGCAGCTCTTCCTTCTAAACTTGGCTTCCCCGTGAAGTTCTTTCAT
ATGGTGGAAATTACCATACTTTATTGGAATGTATGAGGAAAAATGTTTCCATTTTCTCTC
TTTCTTTCTTTACAATAAATTCACCTTTTTGTTTTGTTTCCAGACAAGGGTTTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGCCCTGGCTGATCTGG
AACTTGCTCAGTAGACCAGGCTGCCCTCAAAAGTCTCCCAAGGACTGGGATTAAAAGCAT
GTGACACTGCACCGCTATAATAATTCATCTTATGCCAAGTTTTTTTCCCTATGTTCTGTG
AATGAGCAGGGTTTGCACAGGGGCTCCTATTAAAGTAAACTATGTACTTGTTTGTTTGTT
TGTTGGACAGGGTTTAAGTATTTTATTTAGTTTACAGTCTCATCAACATTTGTTTTCTTT
TTTCTTGGATATTTTCTTTATTTACATTTCAAATGTTTTCCCCTTTCCAGTTCTCCTCTT
TGGAAACCCCTCATCCCATCCCCCTTCCCTCTGCCTCTATGAGGGTGCTCCTCTACCCAC
TCACCCATCCTCTCGCCCTGGCATTCCCCTATACTGGGGCATTGAACACATTCAGGCCCA
AGGGCCTCTCCTCCCACTGATGTCCAACAAGGCCATCTTCTGCCACATATGTGACCAGCG
CCATGGGTCACTCCATGTGTATTCTTTGGTTGGTAGTACAGTCCCCAAGAGCCTTGGGGA
GGGGGGTCCTGACCTGTTGACACCGTTGCTCCCTCCATGGGGGCTGCAAACCCCCTCAGC
TCATTCAATCCCTTCTCCATCTCCTCAATCGGGGACCTCCAAACTCAGTCCAATGGTTGG
CTGCAAGCTTCCTCCTCTATATTGGTCAGGCTCTGGCAGAACCTCTCAAGAGACAGCCAT
ATCAGTCTTCTATTAGCAAGCTCTTCCGGGCATCCACAATAGCATCCTGGTTTGGTGGCT
ATATATTAGATGGATCCCCAGGTGGAGCAGTCTCTGGATGGCCTTTCCTTCAGTCTCTGC
TCCACAGTTTGTCTCCATATTTCCTCCTGTGAGCATTTTGTTCCCCCTTCTAAAAAGTAC
TGAAGCATCCACACTTTGGTCTTCCTTCTTCTTAGGCTTCATAAGGTCTGTGAATTGAAT
CTTAGATATTCCCAACTTTTTGGCTAGTATCCATGTATCAGTGAGTACATACCATGTTTT
TTCCTTTGTGACTGAGTCACCTCACTCAGGATGATATTCTCAAGATCCATCTATTTGCCT
ACGAATTTCATGAAGTCATTGCTTTTAATACCTGAGTAGTACTCTATTGTGTAAATGTAC
CTCATTTTCTGTATCCATTCCTCTGTTGTGGGACATCTGGGTTGCTTCCAGCTTCCAGCT
ATTATAAATAAGGCTGCTATGAACATAGTACAGCATGTGTCCTTATTACAAGTTGGAACA
TCTTCTGGGTATATGCCCAGGAGTGGTATTACTGGATCTTCCAGTAGTACTATGCCCAAT
TTTCTGAGGAACTGCCAAACTGATTTCCAGGGTGTTTGTACCAGCTTGCAATCCCACCAG
CAATGGAGGAGTTTCCCTTTTTCTCCACATCCTCACCAACATCTGCTGTCACCTGAGTTT
TAGCCATTCTGACTGCTGTGAGGTAGAATCTTAGGGTAGTTTTGATTTGTATTTCCCTGA
TGGCTAAGGATACTGAACATTTCTTTAGGTGTTTCTGAGCCCTTTGAGTTTCCTTGGTTG
AGAATTCTGTTTAGCTCTGTTCCCCATTTTTTAATAGGGTGAGTTCTTTGTATACATTGA
ATATTAGCCCTCTATCAGAAGTAGGATTGGAAAAGATCTTTTACCAATCTGTTGGTTGCT
GTTTTGTCCCATTGACAGTGTCCTTTGCCTTACAAAAGCTTTTCAGTCTTATGAGGTCCC
ATTTGTCAATTCTTGATCTTAGAGCACAAGCCATTGGTGTTCTGTTCAGGAATGTTTCCC
CTGTGCCCATGTGTTTGAGGTTTTCCCCAATTTCTCTTCTATTAGATTCAGTGTATCTGG
TTTTATATGAAGGTCCTTGATCCACTTGGACTTGAGCTTCTAGTTTTGTTTTTAACATTT
ATAAGTCCTTTTTTTTTTAACAATAAAGAAATGTTTTTAATGGAAGTATTATAGATGTTA
CAACCTAGACAATTTTAAACATTTCATTGTAGAAATTGGTAAATAGAAAAACAAATCTAA
GCTTTTAAAGTAAAATTGATTGTATAATTTCCTTTTTCTAAGTAGCCTTCAAGTGTTTCA
AATGTATAATAGTGGTAACTAGATTCTAAGACTGTACACTCTCTTCCTGTTGTCCCTCCC
TGTCTGTCCATCACTCACATCATCTCCCCTGATCATGCTGCTCTATTGCTCTGGACCATG
CCTCACTCATAGAGCCCTTGGCAGCTACAGTAAACAGAGAAAGTGGAAGATAGGAAAGAG
AGGGAGGGAAAGGAAGCGGGAGAGAATGAGTGAACATGTGTCAGGCAGTCAGTGGCGCTG
GGCTTTGCTTTGGCTATTTTATGTTTTCTATAGTTAAGTCGATGTTCTCGTTCAAGTGGC
CTATATCTTTGTAAAAATGTGTTTTTACTTATTATTTGAGAAATTTATACGTGTATATAA
TGCACTTTGACAATACCCACCACTGTTCTCCTCCTATGATTCTTCTCAGACCCGTCACCA
AGTATCTGCCCCCCACATCCAGGTCCTTTAACAAAAAGACATGCCACTGAGTCCAACTGG
TATTTCCTCGGTGTGCACAGACACAGAGCAAGGGCCACGACCCTGAAGGAAACGGACTCC
CCTTGAGTAGTCATCTACTGCCATTAGGTCCTCAGACACAGAGCTTCGCAAGCTCCTCCC
CCATCCATAGTGGAATTTTGACTGACTGGGTCTTATGCAGCTCTTCTGTGGGCAACTGCA
CCTGCTGTACGTTATTGAGCACAAAGGCACTGTCCAGAAGACACTGCTCTGTAGCAGTTC
AATGTGACCTCTGGGTCTCGCAGTCTTTCTACCACATCTTCTGCAGTGGTCCCTGCCTTG
GCAGAAGAGGATGTGATATAGTTGTCCACCTAAGACTGTGCACTCTGCTATTGCTTAGTC
TTTGCACCTTGGCCAGTTGTGAGCCTCTGTAGTAACCTCATTCCGTGCATAAGAAGCATC
TCTGACGCGGGCTTTAAACGCACTAATCTGTGGATGTAAAGATGAATATTTAGAAGACAT
CGTACCAGGCATGATCTCCATGCTACTTTTATGTTTAATTAGCTTATAAGGTTGCATGTT
CCCTTGTTGATTTTCATTCACACTTGGTTTTAATTGTTCCTCTCTTTCCCCTCCCCCTCA
TTTCCCTCTCTCCCATTCCTGCTTTACCCGCCCTCCCCTTCCAATCCTGTAGATTCAAGT
CAGACTGTATCACCCTCGAATTTGCACGTAACTAGCTTGTGAAAACACGAGCTCTGAACA
TGTCTTCTTAGCAAATGGTGGTGAGTAGTAGGGAATGTCAAGTCACAAGCAAGAGGGTAC
ACATATACAAGGATGTGGGCTCTTTCCCTTTAAGAGGGGTCTGCAATGTGAGGCAGCTTT
CCTTTCCTGTGAGAAAATAACAAAGTGTCATTTTTATGGAGAAAAGATTTATCTTGTTTC
AGAGGCTTCGGTCATGGTACCTGTTGCTTCTGTACAGAACATCATGGTAGGAAATATGTG
CCAGAGAGAAGCAGCTTACCTCACAGAAGGCAAGAGACAAAGTAAGAGCACAGGGAAAAG
ACCAAGGGCAAGAGCACACCCCCTTTAACCAAGCCCTACTTCCCGAGTGTCAATTACTCC
ACAACAGACCATCAAATTAGGAATCAATCAATGGGCTAATCTATCATTAAGGTCCCAGCC
CTCATGTCCAGTCACTTCTTATGAGCCCCACTTAGGAGCATAGCTGACCTATGGACCAAG
CCTTAGCCTTTGGGAGGATTTCCAGGTCCAGACCACAACGTTTGCGTTGGTCCATCAGTG
ACACTCGTTTCAGTTTTTATCAGAGAACAGCTACTGAAGAATCACCAACATCGATTATTT
TTTTAATTTTTTGAAACTGACTTAACTTTGAAAGGGGATTATCTAGAGTGGGGAAGGGAG
GGTGTCCCCGACATTACTGTCATTTTATGTTAACAAATTTAACATGCACAGTTAAAACAA
TATATTTTACTACAACCTTTAGAGTAAGTATTACCTTAACGTTACAGCTGTTTCCACCTT
TCTTATATCGTCAGGGACTAGTGAAAACTGTCTCATGGGACCCCAGCACAGTATCAAGGA
ACCACCTGACCCTGCAGCTGGAGGGCAGGGTCTCTTGAGGACCCTGGTATAACCTGGAAA
ACCTCTTCCAGGGAAATAGGCATGAAGAGCCAAGCTTCTGTGAAGACTGTCAGGCTGTCC
CTGGCTAAGATACGACCCTGTGTGGCAGAACCAGCTGCATGGCTAGAGATGGGCCAGTGG
ATTCAGTAGACTCTGTCATCGACTGCACCCAGGTGCAGAGCTCACTGCCCCTCCCTACAG
GAACTAGCAGTAGAACTCACATTGTAATTGGTATGACCCGAGTCTAAGTGCTTAACGCCC
CCAGCATATCACAGAGTGGCCAATTGACGCTTTCCCAGAACTACAGAAACACAAATCACT
AACACCATTCTCTGTCTACACAGCAGTTGGGGAGCCGAGGTTAAGTTGGAGGCCCTAGAG
ACAGAGAGCCTCTGGGGACAAAGAACAATAGGAATGTACTTTGACACCAGAGGATAATAC
AGCCACAGATCACTTAAGACGTTTTGAATAGATACAACTGACTAAAAGAGACAATTTCCT
CCCCTCCTACTACTTAGCCTGGGGTGAGGACAAAACCCAGCAAACCAGTCCCATTAACCC
TAATAAAACTAATCCATTAATGTGTGAATGAGCATAATTCTACATAAGAGTTCACGGTAA
TATATGCCTGAGAAGTTTGAGCTAATATACACATAAATAATAGTACATAAAAGGTATTTT
TGTTTCTGTACAATTTAACTAATTCCTATGAGAAAAGCTGAAATTCCTTACAACCTCCCA
AAACTTTTTCAGATTCCCCAAAGGCTAAGAGCTCTACATATGGTTAACACAGTCCAAGGC
TGGGCCAAAATGCAAGTATAATGAACGATATAGGGAAACTGATAACACTAAGTAATAAAT
AATTAATGCTTTCCCAAATTGCAATAATGTTTTCTTCACACCGCTTGTATGAGAAAGTGC
ACAATTAATAGAGACAAATAAATGTTAGGGATTTAATATGTATTGACTTTTTTTTAAAAA
AAACACATTTATTTTATTGTTTTCAGTTGTGCATATATGTGTGTCTCTGTGTGGGGGGTT
GTATATGTGTGTCTCTGTGTGGGGGGTTGTATATGTGTGTCTCTGTGTGGGGGGTTGTAT
ATGTGTGTCTCTGTGTGGGGGGTTGGGCAGGTGCCAGATGGGAATTGATGGGTTTGTGAG
GCACCTCACACGGATGCGGGGAACCAGGCTCACATGCCCTGTCAGAAGAATGTATGCTCT
TAACCACTGAGCCATCATCCCCCATCCCCATAGTATCATTTCTTGTTCAAACTGGGCCAT
CCTCCCACACATCCCCCTTAGGTAAGTGGTATAACATCTCAGCAAGCCAGCAGAGAAATG
GCACATAGTCCTTTCTTCTAACAGGGGCCTGAGCCTCTGCTTTTTACTGGAAATCAAATC
GGAAAGGTCGATTTCATGACATTGTCCCCCATTCCTGCTAAGGCATCTGCATATTGACAC
TCTAAAAGATGACCCGAAAAAGCACGCTGTTGGGTGGGTTAAAATAAACGTCTAGTGCAG
GGTGACATATAGAGAAACATTGCGATAGAGTAGCTATTTGGGCTGGAAGAGAACTTTCCT
AGTGCAGTCTTGCTGGAATCACCTGCTTGCTTCTTCACAAATACTGAGAACCTATGTGAG
CCATGTTCAGCCAGACCCTTGGTCTTAGGCTCTAGAACTCACAGGTGCAAATGCACATCT
TCCCATTCCAAGTGGCCACAGTTGCCTGCCGCCATAGTCAATTGTTAGAGAAACTGGGCA
GAAGCACATAGCTTCCCACCAACTCCTAGAGCAGTTTTCCCTGCTAAGATGAATCCCCTC
TGCCTCAGGTGACCAGAGCCAGGCAACTCTGACTTTGTCTTCTGAAAGCATATATGTTGT
TTCCAACCCCTGCTGTTGTGGTCCACGTGCAAAAGATAGACCTGTCAGATGGCACTGCTC
ACCACACACACACACACACACACACACACACATAAGCACATAGTCACACAGACACTCACA
TATACACCTTCTTCTGGCGATGTTAGCAAGGGAAACTGGGAGCTAGGACTATGGTCACCA
CTAAGCCATTATATGGGTAAGAAAGCATTACAACTCCCTCTTTTTATTTATTCAGACCTT
GGTTCTGTGCCAGCGGACATCCAGAGGAGCAAAGTACATTTCTGTCTTCTTTCATGACAT
ACTGCTTCTTTGTTTCATAAAGTTAAGCACGGTTAGGCCATGCTTATGTATGCTTATGTA
TGTATGCTTGTTTATGGAGCTTTTTGAATGTTGGTATGTATTTACATATTTGTGGTGGAG
TGCATATGTGTCCGTGGAGTGCATGTGCAAGTGTGTGCAAGAAGTCAGATGTCAGCCTTT
AGTGTTGTTCCTCTGGTACCCTCCACCTTGGCTAACCCAAAGCTTGCTAATTTGACTACA
ATGGCTGACCAGGAAACCCAGAGACTCACCTCTCTCCACCACCTGAGGGCTGTGATTACA
AGCACATACCATAATAACAGGATTTTTTAAAAGAAGGTGGCTTCTGAGGGTTCAGCACAG
GTCCCCATGCTTATGCTACAAGAACTGTATTGGCTGGGCCATTTCCCAGATACTATTTAG
CATTTGATTGTGGTCATTTCTTCAGGACGTTTTCCTACTTAAGTTGGAGGACTCAAGTGG
CTCCCTACCTATCTTGGTCTTGGAAATCTCATTTAAAAAGTGCCAACGCCTATATGACGG
CCTCCACCCTGAAAGTCTCACAGCTGGAGGAAAGGCAACCACTGTCCAACAAGACACAGC
GACAGGTTTAAAGAAGCACAGCTCCCAGGAGTCCCCTGACTGGGTGGAAGTGGCATTCCC
TCTCCTGCAAGTTAGGCAGCATGGATGAAATGTTTATAAGCAACATAGTAGTCCCCATAT
GCGTGGGAGCATTGATAGGAGCTAGTCCAACTACTGCAGCCTTGTATTCTTAACTTGCCT
CTGCCAGCAATGCAACAAATGAACTATCTCCTCCATGCTCAAAATAGACACGGTTTTCTG
AGGCCCAAAGTTCACCAGCTGGTCCCAATAAAGTGCCTTTAAAATTCCTGCAAGAAGATT
ATGCTTTGTGATTGTGCAAGAATATATATTGTCCCAAGCCTGTTCAGATGACCATAGCAA
TGTAAGGTGGAGGGACTTGTGATAGTGTTTGCATGACTTGTGATAGGGTTTTACAAGGAG
AAATATTTCAGACGCTACAGGAAGTGACCATAACAACAAGTCATTTAAACAGCTCCATGA
AGGGAGAGTGGAGCTGGGGACACGCATTCTTTCAGCGAGGCTGTAGCTAGGGAAAACGCC
AATATAAAAACAACCTATTTTTAGGGGCTCAATATCTCTTCTGTAAATGCTTGTGAGTCA
TATTTTACAAGGGCAACACACTCAGCCACTGTTGTACCCCAGCTCCCAGCCACCTTAGGA
GAAACAAAGAGGATTCCGTCAGTGAGCGCTTCCTGGCAAAATTGCTTGTGAGCTTTTGAT
TGCAAAATCATTATGTTTGGCACTGAGTTAAGTAGCAGGAAGAACCTGACTTGATTTTTC
AAATCCCTCGGCTGATACAATGCTGCTCTTAAGCTTTTAAACTGCTCAGTTAGGCTCAAA
AGTCTCAGGGAAGCTGTAAAATGTCTATTTTAGATTCTTAGTTTTTAGTGTGCTTCCCAA
GCCCCGGCAGGATTTTAATGGCATATCTGTAACAGGAGACCCCCACGCTCATATCTGGGC
CGTGGTGTCTTCTCTGCTGAGGCCAATAGATAATCCTCAGGGGTTAGAATACATAGTCTG
GAGAACACATGCCAGCTGGGAGTCTGTGAAACCCCCAGGCGAGCCTGTGTGATGGGATAC
TATGCAGATGGCAGAGAACTCTGACCCATGTTCAGCTGAACCCTGGTGGCTTCCCAAAGA
ACTGCAGGGAGGGCCTTTAAATGACACTATGTGCTTCAAGTATAGGACATAGGATCTTTG
TTTTAGTTGACATTGTTTTATTATTATCTTTCTCTTAAACTGGTAAACACAATAACGGGC
CTTACATAAGCTCTGCATACATTGCTTTTTATTGCTTCTCGTCCCTTCTCCCTTCTTTGG
GACCCTGCCCACCCCTGCCCCTGCCCCTGCCCCTGCCCCTGCCCCTGCCCCTGCCCCTGC
CCCTGCCCCTACCCCTGCCCCTGCCCCTGCCCCTGCCCCCACCCCCTACCAATTCTCCTT
CCTTTTCCAAGTCTATAAATTCTGTTATATTTTTTCTTACCACCCCCTACCTCTAGCTAA
AGACATCTGGTTCCTTTTCTAGTTCTCTCTCTCTCTCAAATGCAGGAGCCACATATGAAA
AAAAATATGCAGTATTCATCATTTTAGATCTGAGATATTTCACTTAATATAGTAGTGCCC
ACTTCTACTCATTTTGCTGCAAATATTATAATGTCATTTTTTCTTTCACAGCTAAACAAA
ATTCCATTGTGTGTAGGTATCATAAGACTTTTTCTCCATTCATCTGTTGTTAGACATTCC
TTTACTGTAATGCAATAGTGAGCAAGGCATGCTGGCTTATCTGTCGTAAAACATATAGGC
CTCTGGGTGATACCCAGGAGCAGTACAGCTGGGCCACTTCGTGGTTATGTGTTTAGTGTT
TTGAGACTTCTATTCTGATTTCCACAGTGATTTAACTATTTTGCAGCCCCACTAGTCGTA
AGTCAGGGTTCTGCTTTCTGGACATCCTCACCAGATGTGGTCTTTTGCGGTGCCGTAGAA
AGAACATTAGCATCATCACAGTTAAATTTAAATAAATAAACTTAAATTTGGGATATGTCC
ATTATACGCTCTGAGCCTTAATTTCCATATCTGTGAACTATCCAGAGATAATAAGATCAA
CCCAACATCATCACCAAGAGAAGGATGAGCATGGGAAACCTCTGCCTTCTACTGATGAGG
TCAGCTTGAGCCCACAATCCTGCCAGGGCCTCACCAGTGGTGGGAACACAGACTAGAATC
ACAGCTCCAGACTCTTGCCTCGGTCTTGAAGTGCCAAAAAGTGACTTTCATCTATATCCA
GTAGTTATTCAAGTACAACACATACTCACCATAGCACTCAGGAGACAGCCCAATGTGCTG
TTATATCAAAATAATTAAAAGAACATATTTATTTTGAGGAATGGAAATATTCATTGACTG
CATGATGCATCTCCCTTTCCTATGTATAAATCATACTGTCTGCTAGTGTTACTGTGAAAA
ATGCTGTCAGGGAAAGAGGAAATATGCATTTCTTCTCTTAATACAATGTCAGGGCTATAT
CAGCCACCTCGCTTCTGCAGGCTTCTTACTGCCTGCCTCAGGATGCAGCCTACATTGAGG
AGTCACAGAATGGACTGAGTCTTAGATGATGAACTCAGTCAACCATCCCTGAGTCAACTA
CAGCTGAGCTCTGACTCTGGTCATGAGATGGTCATTTCCTCATTGTTTGACATTGGGCAT
TCTGAAGCCGACCTCTAAAAGCATGCAGATAGCATCCAATGACACTTGTGTAGGTGCACA
TGTTAGTTGCTGTTGTACAGCTGTGACAAAACACTTGTAGGAGAGACAATGGATTTTGCC
TCAAGGGGTCAGAGCATTCAGTCCATGGTCCCTGGCTCCATGTTTTGAGGCCTCAACCTA
ACTGTGCTGTGAGTTTTCACTATGCCACATTGGACATCATAATAGTCTAGACCCTACCTA
CTTCATGGAGTTAGGTACTAAGTACGTTAATTCGTGCAAGTCACTTAGTGTCTTTCCCTA
AGGGAAGAGTGTCATCAGTGTCAGCTACTGCTTAATCCAGGAGGGAGGTCATCACACTGG
ATAAAGGCATAGATTCTGCAGCCTATGCAGGCTAGGAATCCTCTCTACATGTACTACTGA
GTAATCTCTAGTTGCTGCATAACCTACCATGTCTCTGACTCCTCAACTACAAAACAGAGG
TAATAATAGTGGCATCTGGTTCCCAGAGCTAGAATTATTAAATTGATCAACACAGAAGAG
TGTCTGGTATGGAATACATTAAAAAAAAAAAAAGATGGTCACTATCTTGTGTTATCCAAA
AAATACCATCATTTGATTCTAGACAAGAGCCAGATTGAGCTAAAGTGGTACTCCTTAAGC
CTGCATATCCTGCGACCCTTTAATCCAGTTCCTCATGCTGTGGTGACCCCCAACCATAAA
GTTATTTTTGTTGCTACTTTATGACTGTGATTTTGTTACTGTTATGAATCATAATGTAAA
CACCTGTGTTTTGCGATGGTCTTCGGCAACCCCTGTGAAAGGGTTGTTCGACTCACAGGT
TGAGAACCTCTGAACTAGAGGCTATGTTGAGGCTATGTTGAGGATGGAGAGCAATGAGGA
GAAGTTCTTGGGAACTTCCATTCATAAACCACTCAGCTGAATATGCAGAACAGTCATGTC
TTAGCCTGTTCCAGCTGCCATGAAAACCCACCACAGACTAGAGCTCTAGACACTGCAGAG
TCTCAACTCAAGGTTCTTCATCACGCGACTCCACTTAGGCGTCTCACCTTAGCTTAATGA
GGCTCAATGGCTTGTTTTGTGCTTCCATGGCCCTGCTTCGTGAGAGAGGAGAGAGAGAAA
AGAGTGCCCAAGAGTTTCCCTCCTACAGAGCATGTCTGAGTTAGGGCTTCTGTTTCTGTG
ATGAAACACCATGAGCAAAACCAACTTGGGTGTCACTCATATTTCCACATCACAGTCTAT
CATTAGAGGAAGTCACTGTAGGGACTTAAGCAGGGTAGGAACCTGTATCAAGAAGCTGAG
GCAGAGACCATGGAGAGGTACTGCTTACAGGCTTGCTCCTCATGGCTTGCTCAGCCAACT
TTCCTATAGCACCTAGGACCACTAGTCCAGGGATGGCACTACCTACAATGAGCTGAACCC
TCCCTTTCAGTCACTATTTAAGAAAATGCACCACAGGCTTGGTCACAGAGAAACCTGGTT
AAGGCATTTTCTTAATTGATGTTTCCACTCCCCAAATGTCTCGAGCTTTTACCAAATTGC
CTTCAAACTAGCCCACTAAGGACACTCATCCCAGTAGATCAGAGCCCACTCTTCAGATCT
TGTTTAAGTCTCGCTATTTTCTTAGAAGTCCTGTCTCCAAATGCAACCACCCTGGGGAGT
AGACATTCAAAATCTGAATTTTCAGAGGACAATTTATTTATGTGAGATTCCAGGCAAGGG
CAGAGGGGAGTAAATGGAAGTTTTGATCATGTGTAAATATTTATAATATCCCTGACCAAA
GCTAGTCTTTAATTCTGGGTGAGATTGATGATTGATTGGTTGATTGGCTAAAATCACATC
TATTAGTTCAGGCCAGCAGACTGGATTTGATTCCAAACAAATGGACATTTCACACAAGAG
ACAAGGCTATAAATACACAGTCCGTGGGAAGGGATCTTTTGTCTTCAATTGTCACATTAG
CCATTGATTTCAACATTTCTATCACACTTTATTTATCGTGCATAAACTTAGTTGTATGTG
TATGCGCGTGCCTGTGTGGAGGTCAGGGGAAAACTTTAAGGAGATGGTTCTCACCTATCC
ATAGGTCTTGGAATGACACTCAGGCAAGTTCCTTTACCCAATGAGTTACTTTACAGGCGT
CTCCTCGTTGACTTTTGTCTTCTTAGATTCCTGTCTCTTTTGTCTTAAAAAATTCCTGAG
TTATTGCAAGAATGCAAACTTCCCACAGAGCACATCACTTATTATTATTATTTTGCATTT
GTCAACATGCCATATTCTCACAAATCAGCTCCCAGGTAAAGAAGCTGAGACACATCTCTG
TTGAGATATGTTGAGGAAAGAGTACACATAACCTGTCTGAGGCTCTCCTTTAATTGAGAA
TGGCCTGTGTGTTGCTTGGCATTTGAAAAGTCAGATAGGTATCTATTCTCTACTTTGCCA
CAACCAAGAGGCAAATAACTGCAAGTCTAGAAATTTATCATGATGATATGCATACCAAAA
TTTCTTCTGATCCAGAAGCAGATAATTTGATTGCAAAGCTCTCTGAGGCCCCCTCTCCTG
AGCCTGACTGAAGACAGCTTGCAGTTTTTTATCATTTGCTGATTCTTAGCTATGATAAGC
CAAAGGAGATATAGAGCATGCCAATCTCCTGACTAAGATGTCAAGGTTTAGTGACAAAGC
ATAGTCTGCCAGATTTAATAATGCCAAATAGAATCATAAAAATTCACTTGCTACTCCGGA
GATGCCTGTGACAATTGTATTCAAACTATATCAGCAATATCTTTAAAAAAATGTATTCTT
TTATTTAGTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGAACAACAGAAGAGTTAAGAGTAGAGGATAGAGAAGTGATTTTACAACAAAATTTCCA
AAACAGGTTCTAGTGGGGCCAAGCAGGGAAGGAGTGAGGAAGAAGACTAACACAGCCAGT
GCCTTCTCTGTACAACCCCAGCTCGGAGCTTCCTCTCTCTCCAACCCTGGGGACTGGCCC
TGGATGGCCTGCTCTACATTTTTACTGTAGTCATGCACACTGGATAGCCTGAGCTGCACT
TTACTGCTGAGACTAGAGATTCTCTGAAAGATGAGCCCTTTGAGATGATGCTTTTACAAC
AAGGGTGGGGGCCTAGCTGCGTCTATGTGGCTCTAAAGTCCATGGCTAATGTTCTCTAGG
ACTGTTACGTGCAGGTGGGAAAACCATACCCAACATCAAGAGAAGGCTTATCACAAAAGA
TGGTGGTGGGGAAGACCAGGCTGGCGAAAGGGAAGGATTTTCATCTGGATCAGGCATGTG
GAATGCCTCCAGTATCTGTTGCAACCTTTGTCATCTGTGTGCAGGTCACATGGGTGTCTG
CTCTATAAAAACATCTTTAGACTCTAGGTATGTTTTAGGACATCTTCTGCACCTCACATT
TATATCACATACCATACATTATAGTGAAGTTTTTTGTTAAATTGTTTATGGATTAAGGAT
TGAACCCAGAGTCTTGCATACACTAAGCACGCACCCTTCTACCACTGTGTCCCTGCCTTG
GCTCTTCTTGTCCTTGTAATGTTTCGTCAGCAAAACACACTCGGACAACCAGATCCTTCT
ACGGCAAAGCTTTATTGCTTACTTATCAGGAAGACCTCGAATACAGGAAACTCAGTCCTT
TTATAACCCACAAAGAGCGGTTGGAGACATGTCAGCTCCTGATTAGCTGCTCACCATTAG
CCCAGATAACGCCACGGGACAGGCAGGGCACAAGGCATGGAAAAATAACCCAGCACATGC
GCAGACTACTGGTTTACTAGTTAGAACACCGGATATCAGCGCCATCTTGTAATGGCGATT
GCAAGGGCGGCTCCTCACAGGCTCTTGTACTTTTCACAGTTGCTCAGACTTGCCCTGGAC
CTTCTCTAGCTCAGGCTAGTCTTGAACTTGCAAACCTCCTACTTCAGCCAACCCATTAGC
TAAGACTATTGGCCTGTACCACCAGTCATGACTTACGTATCTTATAGTAAGAAATTTAAA
GCACAAAGAGATTCCCTACGCCTTGCACTCCATCCGCTGATTTGCGTGCTCATGAGGTCA
GTGCTAAGTATCTTCCTTGCTCACTCTCCACCTGACTTTTTGAGACAGGTTCTCTCACTG
ACCCAGGAGCTCGACAATTCAGCTATGCTGTTTAGCTAACAAGTTCCAGGGCTAGACCAG
CAGTGGTATATCTTCTCCAGCACAAAAGCACAGACCTGTACCACTGTGCTTAGTGTTTTA
AGTGGACACTGGGGAATTGAACTCTGGTCCTGAGGCTCACATAGCAGACAGTTCATGTCT
AGTCCAGCTCTCTGATCAGTACCTTTTAATTGTTTAATAGGCAGAGAGCAGAGTCTGTCA
AGAAATTTTTTTTCACTCGAAGACATGGAGAAGCAGGAATGAGTTTAGCAAAATCTTTAA
AATGCCTGCTTGCATGTGAATGAACCATAGCACAAGACCAGGAGGTTCCACTGGCTTCCA
TGGGCTGTGAGTTTGGGGAGAGTACTATTTGTTCTTTAGAATTTGATATTTAAGACTGAA
AAAAATTGAAATATCATAAAATACAAGCAGATGAGTTACTTAGTTTCTCATTGCTGCAAC
AAATACCTAAGGAAAGTAACCTTTTATAAAGGAAGGCTGGGCTTGGAGACATGGTTTAGC
GGTAAGAGTGCTTACCATACGAGCATTGGGGCCTGAATTTGGATCTCAGCAGCCATGTAA
AATACCAGGCATGGTTATACACACCTGTGACCATGACAATGTGGGGGATTCCTGGGGCTT
GCTGGCCACCAGCATAGTTCCAGGATCAGTGAGAGCCCCTGTTTCAAAGGAACATGACAG
AAAGTGACAGAGTAGGGCACCTGAAGTCCTCCTCTGCCGCCACATGGGAGCTTGCAGAGG
GCTGAACGGCCTGCCCCCTTTCAGTGTAGACAATGTCAGATCCATGCAGGGCACAGGATC
TGTAGCAGACTCCAGTATAGATCTCTGCTTAAAAACAAAGTTTAGCTTTTCTTTGCACTA
AGGAGGAATAAGTAAGCACTTGCTAAGTGCTTCCACTTGGTTAGAGAAACGAGAGTGTCT
GTGTCAGTCATAGAAAAGAATTATAGGAAGAGAAATCAGTGCATATCTTCATGGGCCAAG
AGTTGAGGTGGAGCAGTGGGCACGCTCAGTAGGAGAGACGATGCCCCTAGGGTCATCAGT
AACAGAGTAGACAGCAAAGCCAGAGAAATGAATCAGCACAGCTGGACCCAGGGACCAGAG
TGTCAGACAGAGCTCTTTGATGCTGTAACATTCAAAGCAAGTGTCTCCTTGCTTACAAGG
TCCAGTAGGTCTCCTAGGCCATAGGAGTGATAATATAACAAAAGCAAGCCCTCCAGAAAA
GTGAGGGGGGCGGGATTTGCTTAAATTTGAAGAAGATAGTGAGGCAAAGGATTATGGGGA
AGTCTCTAAGGAAATAGAGACATGAAAACAAAGCATTCTGACTTCTGGCCAGGGAAAATT
TGCAGGACTGGGCTCTGCTGATAACAAAGCCGTATGACTGACGTGGCTATGAGTCTACAC
GGCACTTTCAGCACATCCCTGCCCCGTGAGCTCATGTCTGAAAGGATCTGACTGAGGCGG
AAGTAATTGCTCACTGGGATGTGACCTCCCTTTGGCACAGCTAATCAGCCATGCTCTGCC
ATTATGGATCAGTGGCTCTAGCTCTCTGTTAATACGGTGCTGTGCAAATACACACCCCTC
TCTGACCTCCTTCCCTTGTAGCTGGTGCTAGCCTGTGAGAAAACATCAAGAAGAAGCCAC
AGGGCAGCACTTAGTCCGGCTTTGCAGCCTCTACAGGAACCCTTCTAAAATGTACCCACA
ACGTTTGGGGATTCTTTGGGGGATACTGTTTTGACTGGCTACAAGTCAATGGTTCTCACC
CCACGTCTGTTTCAGTGAGTGGCTAGAATGGATCAGACTCAGAAAAACACTATGTTTAAC
AGTTTGTGGGGAAAAAAAAAAGTTCCGATTGAGGAAGGGCACAAGGCATACAGAGAAGAA
AGACAGGACAATCAGTGGCTTCTCTGGATGACCCGCTCCACCCCATCCTACCCTGCCTCA
CCCCACAACTAGGGTTCTTCAACACAAAAATTCAGAGAGCTCTATTCTATAGAGGTTTTG
CCAAGGTTAAATTAAATATCATGTGTGATTAAACCATTGGCCACAGAAATGGACCTGATC
CTTGTCCTCCCCTGCCTCTCTGTTGATATGGCGTCTTAGTGACTGGTCCCCATCTGATGA
TGATACCGGAGTCCTCCCTTTGTCTCTTAGGACAATCTCATCAGCATAAGACTGAGTAAA
TTCCCAAGGTCTCTAGAAGCTCTATCCCAGGCATCTGGAACAAGAGCCAGGTAAAAGCAC
GTGGCGCATGGGTGCATGAGTGTGCCAACAATGCCATACTGGCCATGGAAGTCTCATCAG
ATTCCAGTGGAGCTGCGAGACTCCTGCTCACTACAGTGTGTGTTTCGAGTATGGTATGGT
GATGCACAGCTGTAATCCCAGCATTCAGGAGGCTGGGACAGAAGTGAGTATCGACAAAAG
TGAGCATCTCATGATCCATTTTTAGCATGAATCATGCACTGACGAATAAAACTCTTTTAT
ACCTTAGATACGGTTTGGGTTTTGAGACAGGACTCAGTATAGTGCAGGCTGACCTCAAAC
TTGCTAGGTATCCAAGGATGACCTTCAACTCCTAATCCTCTGCTTCCATCTTCAGGGTGG
TGAGCATACAGATGTGCACGACAACATATGATTTATCCAGTGCTTGAGTCAAAGAACTTG
ATTTCCATAAGCTGGGCAAGCACTACACCAACTGAATGGCATCCCAGCCCTTGATATGTT
TAGATACACTAGTACCACCATGTAATACTTGCCTTTGGTATTCAGTATAGCAATGTGCTA
AACAGACCTGTAACCAAGAGTCATAGGCTTATACCATCACAAAACCTCAGTATGTAGCAG
GCTTGATGCTTAGATTTGTCAAAGTAGATGCTGTCATGGTCACAAGGTTATCTCCTAACC
ATGCATTTTTTTAAAACCAAAAACTCCCCACAGTTGTAGTTAAATCTTTCTACAGTGATG
GCCCAACTGCAGGGGAGGGGGGAAAGAGATAGATAATATCCAATAGTCCCAAAGGAAATT
AGGAAGGAAAGAATTCCTCCAAAATTCCCTATATTGTGAGGTGTTGAAGGACAGTTTGGA
TCATCCCTCCCACAGTCACATCCCTGACTGTGAAAAACACTAATAACCCTTCTGGGGGAC
TTCCAGTTTTAGGGGGGCGCCCACCTTTGGTCCCTAAGTTTCTTGAACACCAGCCAGCTC
ATTGCTTCAGCTTCCTGCTTGCTTCCTGTTGGGAAGACACTGTGTGAGACACTACACCTC
ATGGCCCCTCAGTTACCTCTGCTGGCTCCTCACCCCCAAATCTTCATGGCCCATGTTTCA
TGTCAGCCATTCTGTTTACCACCTCTCAAGGTTTTTAATTTGAATAAGGAGCTCCAGAGA
GACTGCCACCTCCTCTGTTATCTTACAGACAACAAAACGAAGCTCACAGCTCTTAAATGC
TGAGTCACTAGAGGCTCAGCTAGGTAACAAATGCCTTAAACACTGTACATCAAATAATCC
AATGAGACTGGTTTCATCGTCCACATTGAGTAGGGAAGGAAGCTGAGGCCTCACTCATCT
GCCCCAGGGGTAGCGTAGCTGGCTGGGCTCAGTTGGAGAAGTGCTTATTGCTCAAGCATT
ACTCACACTAAAACAAAAAACAAAAAAAAAAAAAAAACAACAACAACAACAAAAAAAAAA
AACAGCCTGGTGTGTCAATGCGTGCTTGTAATCTCAGCACAGGCAGACAAGAGACATGGG
CCACCCTGAGGCTTGCTGGCTGGCCAGTCTGGTCTAGTCAAGTGAGTTCCAGGCTCAATG
ACTCTATCTAAAAATGGAAGGTAAATCATAATTGAAGAAGAGAACTACTATCACTCTCTG
GCCTTCACAAGCACATGTGCACACTCTCTGCCCACCAGGCACACACTCTGCCCCAGGCTT
CACACGTCAAGGCAACAATGCGGAAGCCAAAGCCAGAGCCTCTCTCTCCCTTGATACTTG
CTGGCATTGAAACCCAAGAGGGTCCATCTTCCCATACTTCCAGGATGTAGAAATTCCTGT
AAAAGACTTCTAAAATAGAAGTTACCTTTCAACCCTAAAGCTGCATCTTGTGTTATTGCC
AGTTCTTTCTGGGTCATTCTGGACCACACAAGATTTTCTTTGGGTTTTTAACACAGCAAG
GGAAGAAACTTTCAGGAATAAATTATTGCCCCTTCCCCATTAACTGATAGTCAGCTGGGA
GCATTAGAGGGTGAGTGGATAAAGGATAGTCCATATCAACCCACCATGAACCTCTGGCTG
CTCAAATGACTGATGATTGAAAATTGACTATGTTCTAGTCTGAATGGTTGAATTAATATG
GGAGAATGTTTTTCTTCCTTCTTTTCTACTTTCTTCCCCTTTCTTTTCTCTAGGTCTGTT
GTTTGTTTGTTTGTTTTTGTTGGTTATTTTTTCATGGTTAATGATGATGTCCTTTCAGGA
AGCCTGAATCTTGTTCATAAGCTAAATCCATGATTCTTCTACCTAGAGTAGTGGTTCTCA
ACCCCCTCTAGGTGTTGAATGACTCTTCCCAGGGGTGCAGATCAGATATGCTGTATATCA
GATATTTACATTTTAATTCATATCAGCAGCAAAATTACAGACATGAAGTAGCAGCAAAAA
TAATTTTATGGTTGGGGGAGGGGGATCATGACAACATGAGGAACTATATTAAAGGGTTGA
AGCATTAGGAAGGTTGAGAACCACTGCCCTAGCGCCATGCATATAGTTGTTGACATACAC
TAGGTGAAAGGTCACAGCATTTTGCCAGTCCCATAAAGACCCAAATCCTTGTAAATATGA
TTAACACCTGCTCACAAAGAGCTTCTAAAGCAATCGAGTCATGGTGTTGAGGTCCAAGCA
GTGGATAGTATGAATACACCTTGAAGACTTTGTATTTCCCTAGTCATTTGCAAAAGCAAT
ATCAGCTTGGTTACCTCTGGCCCAGGCTCCAGCAGGTATAAGCCGACAATCCAAGACAAC
CTGCCACTTTGTCCTGGGCAGATGGAGTGCTACGTTCAAGGTCATTTCTAGTGCAGTTTG
CAGTGTTCAGAGCTGGAACCTTCCACTCCCCACAGATACAATGAGCCAACAGTCCAGCCA
TCTCCAAAAGGCTGACCCTGTAGAGCATCTAATGATAAAATCCAAACACCCATACACAAA
TAATTTTGACTTCTATTTCTTTAAAATGTTGTCAAGTTGGGCCTTTGGGTTCAGCTGATA
TGGAAATATAAATGTCACAGAACAGTTTTGCGTTATGCCCTGTGCCTTCATGTTTTATAA
AACATTCCTACTACTTAAGAGGAAATACTGGTTCCTGGTATTTTTTCACAATTTGAGTCA
TACACATCAGGTGTCACAATTCTAATCATTATTCACTTTAGAGTAGTAGCAATTGTATTG
TTTGGTGTAGTTTAAGAAAATAGTTTAAATATTTTAATATGTTCATAGACTGGGGCATAG
TTCCACAGTACAGCACCCAGCAACTCAAAGCCTTGGGCTCAATCTCCAGCATTCCAAAGC
AAACTGAAAACAAGCAACAAAACAAACTTATAGTAACAAATTATTTAGCAATATGAAAGT
TAGCAAGAGTTTTTTAATATGAGACTGGAGAGAAGGCTCAGCAGTTAAGAGATCTTGCTG
CTCTTCAGAGGACCCAGGTTCAGTTCTCAGCACCCACCCCAGGCAGCAGTTCACAGCTGC
CTGGAACTCCAGCTTCAGGGACCCATTGCCCTCTGATGTCCTCCATGGGCATGCACCTCC
ACATACGTGCACACACTGGTGGTCACACACACATATACTTATAAATTAAAACATCATCTC
ATCAAAAGAATCTGTGAAGACAGTGGAATAAACCCAAGGTGGTTAATGAAATGCCCACAG
AAGGGATAATCAGGATATCAGTAAGCTTTCTCATTACTGTGACATAAATACCTACACCTA
AGGAGAAAGGGCCAATTAGGATCACGGTTTCAAAGGGATTTCATTCCATCATGGCTATAA
ATGAAAGGTAGAAAAAGGAGCTCCTTCGTAGCACTAGGACTGTGAGGCAGCAACTGTTCA
TGCAGAATGACCAACAGGATGAGAATAGAGCCCTTGTAAGATGTGACATCACATCTTAGA
ATTTCCTTGGAAATAATGTGGGGCACAACACTAACATTATTCCATTGAAAACTGTTCTTC
CATTCATTCAGTCCTCAGCAAGTTCAATGGCAGGTGGTCATAATTTAGATAAAGAAAATT
TTTTTCTGTCTCTACCTAGACAGACAAGAGAGTTGGGTGCCACATGTAAAAGCGTGCTTT
CTTATGTTCCCATGTCCTGTTGTACATTCACATCTGGAAGACTTCAACAGTTTTCAAGAG
TGACGAACATCCACGTGTACTTTCAAATAGTTGGAGACTGAGTTCCCTGACCTTCTTGGA
TGGCTATCATCTGCCTATGTTTTTTTTTTTTTTTTTTTAAAGATTCATTTATTTATTATA
TGTAAGTACACTGTAGCTGTCTTCAGACACTCCAGAAGAGGGAGCCAGATCTCATTACGG
ATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCTGGACCTTCGGAAGAGCAGT
CGGGTGCTCTTACTCACTGAGCCATCTCACCAGCCCTCATCTGCCTATGTTTAAGTCATG
GTGAGACGGCATAGGATGCATGATGCAATATGGACATCACGTGGACGGTTGCTATTCCGA
TGCATCTTTGGAGTGAGACAAGATGGGGAAAGTTGGCATGTCTGTGGTACAGATACAACC
ATTGTAGACCAACTAGCTTCTTGGTCTCTGACTGGGTAAATTCAAGAATGTATAATTGGC
AGATATAGAGGCCAGCTATACAGAGATTTCACTATGAGATTTTAGGGACTGACTTCTTCA
TTAAACAAGAGATCATTCTGGGTTTTGTGTGGTTTTCAAACAAATTCATTATTATAACAT
AAAATTTGCATTTTGGAAAGAGCACAAAACCCACACGAAAAAAAAAAATCTCTACCAAGT
GAACAATGAAAGTGGCTGCCAATGCCAAAATAATTCAGGACACCCACACAGCATCCCCTG
ACCCTCTGTCCCTCCCACTGTAAACATAGGTCTATTCTTGTTTCTGATTGAGTAGTGCTT
GCTGGTCTTGAACTTCACATAAGCATGATCATATATCACACGCCCTTTTTGTCTGGTCTC
TGTTATTCAAAAGTACATTTCTAAGATGGCCTGATTCTGCGCTCCACAGAGACTCACTCA
CTTCCCTTGCTGGAGTTCATCCCTCAGATGATCCTCTAGTAAAATATATACACATAGCTA
TCTACTCTCTGATGAATGTTTGCACGGTTCGTGGAAAATATTGCTGTGAGATACCTGTTT
GCTACCCACATGGACTTGTTTTGTTTGGATGTGAGCTCAAAATAAAATCTCTCTCTCTCT
CTCTCTCTTTCTCTCTCCCTCTCTCTCTCTCTCTCCCTCCCTCCCTGTCTCTGTCTCTCT
TTCAAGCTCTGCATGTGTATGTGTGTGGCATGCATGAATGTGTCTATGTGTATTTCATGT
GCAGAGTCACTTGTGTATACGAACGAATCTTTGTGTTAGCAAATACATGTGAAGGCCTGG
CATTGGCTTCAGGCATCTCCATCCATCACTTCCACTTTTTAAAGCAGAGTCTTTGGATGA
ATCCAGACCTAGCCAATGCTGGCTAGTCTAGCTAGTCAGCTTACCTCTGCCTCCTGCTTG
CTGGGGTTACAGGTAGCAACTATGCCTGCCTGGCTTTTCACACGGGCTCCTGGGATCCAA
ACTGATCAGAATGCTTGCACAGCGAATCCACTTTATTCACTGAGCTGTCCATCCCCATCT
CCAGACCAAGTTAACTCTTGTTTAACAGTGCAGCTCAGGTAGAAAGAGTGGACTGGGTTT
CCATTTTGCTGCAAATACACAAGTTTATTTATAACAGAAGAAAGACAGTCAACCGAGATT
TTCAAGGCGGAAAGCTGATGTGTAAAATGAAACTGGGAAATATCGGAGTGGGCACAGAAG
CCAGGATTTTGGAGAATGTCCTGAAAAAGGTTTTGTGAAAGAAGTGAGAAGGAAGCTGAC
TGAGCGGCCTCGAAAGCAGCTGGGAGAAGAGTGAAGGACAGATGGAGCTCTGTTCTATTG
GAGAAAGCAGAACTGCTCTGATTGCCCGGTTTCAGCACACACACACACACACACAAACAC
ACACACACACACACACACACACACACACACACACGCATGCACATAAAACTGAAAAGCCAA
AACAAAGCAGAAGAAAAGCCCATGTGACTCCTCCACTCTGGGACGTTTTCACTGTGCACC
ATGTCACCTTTCCAGAGCTTCTACATGACAGGGCCAGCCATCCGGCCTTCCCGAGAGGGA
CCCAGACAGGACCAGTCATCTTACCTTCCCGAGAAGGACCCACAGAGTTCTTTTTATTAA
GAAGTGGAACCTTCTCCAGCTACAAAGGCTGCCCCTGCTACTATACAGGCCAAAGAAATG
TCTTCTGTCTGCTGGCGGGTAATAGACACCTTCCTTCTCTTGTGTGCTGTATATTTCTCT
GTCACCTACTTTCCCAGCAACACCTCATTAGTAGGAACACCTGATCACTAAAGGCAGAAA
GCCCCACACCCCACTGTGGGGTGAGTTCAGGCTCTGTATGACCTGACTGACTGGGGAGAA
TACATTTGCAGCGTGGGGAAGAGCTACCTGAGCTAGTCTGGGTGTCTGCGGAGTGCCATT
GAATTACCAAGGAGTGACTATGAGTGAACATGCCCACCTGGGCATCCCAGCCTTTATTCT
GGTCACCAGCTTCACGTGTGGTCATTTGCCAACCAACCAAATGAGACCAAATGTCCCCCA
GGGCCTGTTCCCTGTCTCTCAGGCCTGTTGACCCTCCCGGCTTTAAGCATGGCATCACTC
TGTGTTCCCCCACAGTCACTTGAGCTAAGTCCCTTTTGTCCGGTCCTCCGAAGCTCTTCG
TTGCACAATGGGCATGCTATTAAGATCATCGAGGACATGAATACTGAACATTTTCTAGCG
CTCCTCCCCCATGGCCCTGCCACACACTCTTCCCAAGCAGCTCCGCCACTCCACAAGGAC
ACTCTGTTTCGTTCCATGGAAGAATGGTCTTCCTTGGTGGCAGGGAGCAAGTGATGGCTC
ACAAAACTACTGTTGTATCACGTGATCCCAGTGTAATGGATGAATCACAGATTTCAAAAC
TTCTTCTCAAATTCCTTAGATTTGACGGAGTGAGCAAGTATAAGAAAGTTCTGGACCTGA
GCAGGTGCCAGGCCTTTGTAGCTAGAGAAGTCTCTACTTCTTAATTCACAGAGCTGTCCA
TACCTGAGCTCATCCCTCTGGGGTCAAAATGAAATGGTGACTACCATAGAGGGCTATGGT
GAGAGTTAACTAAATTCATATTTGGGGGCTGGGCAGGTGACTAAGTCTCTAAAGTATTTA
CCTTGCAAGTATGAACATCTGAAGTCAACCTCCCCCCCACCCCCCTAGAACTCACATAAG
AAAAGTCAGGCATGAGCTGGGGCTGTGGTTCAGTGGTTAGAACACTTACCTCTCATGCGT
GAAGTCCTAGGTTCAATTCCCAGTATCACCAGGAAAAAAAAAATCCAGGTGTGATACTTG
GAATAGTTCTGGAAAGATGGAGACAGGGGGGAGAGCCAGCCTAACCTGTTTGGCAGGCTC
AGGACAGTGAAAGACTGTCTCAAAAAAGGGTGTCTGTGAACTGACAACTAACCTTGTTCT
CTAGGTCTTTGTACATGTTAGATAAGTGCTCTACCAACTGCTCCCATATTCCAGTGCACA
TATATGTATGTGCACACACATATACACATATACACACATACACAAGTACATATCACAATA
TATAATATACAGTGTATAATAGGGCTTGTAATTAGATTAGATAGGTAGGTAGATAGATAG
ATATTCATACATAGATGATTGTAGATAGGTATTAGAGAGATAAACAGATAAACTAGATAG
ACACCTAGATGCTAGCTGAAGCTAGATACAGATTATGGATAGAACAATTAATAAGATCTT
ACTCGGGCATTAGAAATACAAATTCATAGACATGAAAGTTCTATATCCCCTCCAGCATAT
TCAGCACTACATATAACACCTTCCTCACGTGAGTAGAAAGAACATTATGAAGTGACACTA
TGAGTGAGCAATCTAAATACAGTCTAAAGACAAGAGTCTTCCAGCAATTTATGACCCTAA
GCGTTTCCAGCTGCAGGATTAATAGCCTGGTGTCTGCAGAACATGGCAAAAAATCACTAC
AACCTCAATACAAATTCAATAGAAAACAGCAAGCTGTGTGAATATTTAATATGTTTAATT
ATGTTATATTAATTAAATCAATTATTTAGTGTCTTGGCTGCTATTCTATAATGATTTTTT
GCATGTTCAGGAAATTAATGGTGTCCACACTGTCCCTTGTTTGCTCCAGTAAAGTCCTGC
CGGTTGACACTATTGTCTGCCCAAACACTGCTTGTGACCTTGAGGATAAAAGGAAGCTGA
CACGATTTGCAACCGAAATAAAATAGGCTCTGGTCATAAATGTAATGAGACACCAGGGTC
ATCCTGACTGATAAAAGTCACTGGTGATGAGTCTCCATTCAACCTAATCCTAGAGAAGCC
CGCAGACCCTTGGAGTCCTGGGGTCTCTCGTATATCTTAGTACACTGTGCAAAGTCTGAG
GACCTTTGTTGGCTACATCGCCGATCACTTATCAGATCAGTTTCTCATTTGGCGAGTTAA
GCTTGGATAGCTGACAACAGTTATCAATTTCATATGGTCCACATCTAATCAGGTGTCATG
GTCCCCAGTCATTCAGGATGCAAACCTTTCTTTCATGAGCTGGTTATGTCCTCTCAGATC
AGAAGGGAATTTTTCCTAAGAGGAATATTTGAATGACTCGCCCTTTGTAATTGCTTGGTG
TGGTTTTAATTTTTTTCATTCATCCTTCTAGGTGTGCTTTGGGCAGATAACACAGAAATG
CATAAAGAAACCGTTAACATGGATTTTATTAAGTTGCTTTTAAACATGCACTTTACTGTG
TAGATGGTTTTAGCATCTCTCTGTTAACTACTCACTTGTGCCCATTACCAGCCGTATTTA
TGGGACACAGCTGGATCTATTTGAATCATGGAAGTCTTGGTTTAGAAAAGAGAATTTGTG
GGCTGTGATGAAGCTCACTTCCACGAAGTGCTGGGTTTGCTCTCCAGTGCAGCATAAAAC
CAGTCATAGTAGCACACTACCATGACCTCAGTACTCAGGGAATGGAGGAGGGCAGATCAG
AAGTTTTTCATAACCATACGGGAACTTAAATACAGCCACCTATGTTGTGTTTTTATGAGG
GCAAAATTGTTTAAGAATGGGAAGCTTGCCTAATGAAAGATATTTTTTATCCATTTTGTC
CAAAATTCAAAAGTTGCCATTAGACTATGTGGCTTGACTTATCAAGAGTCAAATGCTGTT
TAATACCCTGGGTGTGTGTACATTGGTGCAACGTTCATGCAGAGTCAGGTTGAAAATTAT
TTATTTTTTAATATGCCCGTGACTTTTGAGTTAATAATTCCGCTTCAAAAAGACTACCTC
AAAGGCATATTCATGCATATGCAAATTACATTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
GAGTAAATACTCTCTGAGTAAATACATGTATTTAAATGTCCATATATGTAATATGAAACC
TGCATTCTGCATATGAAAGTAAACATGCCATATTTGTCTTTCTGCGGCTAGCTTATTTTG
TGTAATACAACGATTTCCAATTCTGTCCATTTCCTTGAAAAGGCCATAGCTTCATTTTTC
TTTATGGCTGTACATTTTGCCTTCTGATCTCAGACATCTGCCCCTCACCTGCCAAATAAC
AGTGCCCTTACCCTGTTTGTTGCCTAAGAGAGAAATGGAGACAACAGTTTCTGTGAAGAT
ATGTGTATCCCCCCGCAACACACACACACACACACACACACACACACACACACACACACA
CACATACACACACTTTAATCCTGAGCTCTGTGCTTCCACTGGACTGGCTGGCGAGCTAGC
CCTTGGTATCTACCTATTTCCAAGAGCGCACCCTACTCTCTCATGCTAAGCATAGAGACA
GGAGCACCATGCCTAGCTTTGCATGGGTTCTGGGAATCCACACTTGTGCAGCAAGAACTT
TATCCACTGAGACATCTCCCCAGCCTCTCTGACAAATATTCTTAAATGCCTCATCTTGTA
CCCAAATAACGTTCCTGAATAATAGTCCCTGAAGTTATAGCCCAGTGGTAGTTATAGCCC
CACTTGTCTAGCATGTTGGAATGTCCAAGGCCCTGGGTTGGATCACTAACATTTAAAAAT
AATCATGGTGGAGAAACCAAAGTATTCCACGACAAAACCAAATTCTCACATTATCTCTCC
ACGAATCCAGCCCTTCAAAGGTTAATAACAGAAAAAAACCAATACAAGAACGGGAACAAT
GCCCTAGAAAAAACAAGAAGGTAATCCCTCAACAAACCTAAAAGAAGACAGCCACAAGAA
CAGAATGCCAACTTTAACAACAAAAATAACAGGAAGCAACAATTACTTTTCCTTAATATC
TCTTAACATCAATGGTCTCAACTCCCCAATAAAAAGACATAGACTAACAAACTGGCTACA
CAAACAAGACCCAACATTTTGCTGTTTACAGGAGACACATCTCAGAGAAAAAGATAGACA
CTACCTCAGAATAAAAGGCTGGAAAACAATTTTCCAAGCAAATGGTATGAAGAAACAAGC
TGGAGTAGCCATCCTAATATCTGATAAGATTGACTTCCAACCCAAAGTCATCAAAAAAGA
CAAGGAGGGACACTTCATTCTCATCAAAGGTAAAATCCTCCAAGAGGAACTCTCAATTCT
GAATATCTATGCGCCAAATACAAGGGCAGCCACATTCATTAAAGAAACTTTAGTAAAGCT
CAAAGCACACATTGCACCTCACACAATAATAGTGGGAGACTTCAACACACCACTTTCACC
AATGGACAGATCATGGAAACAGAAACTAAACAGGGACACACTGAAACTAACAGAAGTGAT
GAAACAAATGGATCTGACAGATATCTACAGAACATTTTATCCTAAAACAAAAGGATATAC
CTTCTTCTCAGCACCTCATGGTACCTTCTCCAAAATTGACCACATAATAGGTCACAAAAC
AGACCTCAACAGATTCAAAAATATTGAAATTGTCCCATGTATCCTATCAGATCACCATGC
ACTAAGGCTGATCTTCAATAACAAAAAAAATAACAGAGAGCCAACACTCACGTGGAAACT
GAACAACACTCTTCTCAATGATACCTTGGTCAAGGAAGGAATAAAGAAAGAAATTAAAGA
CTTTTTAGAGTTTAATGAAAATGAAGCCACAACGTACCCAAACCTTTGGGACACAATGAA
AGCATTTCTAAGAGGGAAACTCATAGCTCTGAGTGCCTCCATGAAGAAACGGGAGAGAGC
ACATACTAGCAGCTTGACAACACATCTAAAAGCTCTAGAAAAAAAGGAAGCAAATTCACC
CAAGAGGAGTAGACGGCAGGAAATAATCAAACTCAGGGGTGAAATCAACCAAGTGGAAAC
AAGAAGAACTATTCAAAGAATTAACCAAACGAGGAGTTGGTTCTTTGAGAAAATCAACAA
GATAGATAAACCCTTAGCTAGACTCACTAAAGGGCAAAGGGACAAAATCCTAATCAACAA
AATCAGAAATGAAAAGGGAGACATAACAACAGATCCTGAAGAAATCCAAAACACCATCAG
ATCCTTCTACAAAAGGCTATACTCAACAAAACTGGAAAACCTGGACGAAATGGACAAATT
TCTGGACAGATACCAGGTACCAAAGTTGAATCAGGATCAAGTTGACCTTCTAAACAGTCC
CATATCCCCTAAAGAAATAGAAGCAGTTATTAATAGTCTCCCAGCCAAAAAAAGCCCAGG
ACCAGACGGGTTTAGTGCAGAGTTCTATCAGACCTTCAAAGAAGATCTAATTCCAGTTCT
GCACAAACTTTTTCACAAGATAGAAGTAGAAAGTACTCTACCCAACTCATTTTATGAAGC
CACTATTACTCTGATACCTAAACCACAGAAAGATCCAACAAAGATAGAGAACTTCAGACC
AATTTCTCTTATGAATATCGATGCAAAAATCCTCAATAAAATTCTCGCTAACCGAATCCA
AGAACACATTAAAGCAATCATCCATTCTGACCAAGTAGGTTTTATTCCAGGAATGCAGGG
ATGGTTTAATATACGAAAATCCATCAATGTAATCCACTATATAAACAAACTCAAAGACAA
AAACCACATGATCATCTCGTTGGATGCAGAAAAAGCATTTGACAAGATCCAACACCCATT
CATGATAAAAGTTCTGGAAAGATCAGGAATTCAAGGCCCATACCTAAACATGATAAAAGC
AATCTACAGCAAACCAGTAGCCAACATCAAAGTAAATGGAGAGAAGCTGGAAGCAATCCC
ACTAAAATCAGGGACTAGACAAGGCTGCCCACTTTCTCCCTACCTTTTCAACATAGTACT
TGAAGTATTAGCCAGAGCAATTCGACAACAAAAGGAGATCAAGGGGATACAAATTGGAAA
GGAGGAAGTCAAAATATCACTTTTTGCAGATGATATGATAGTATATATAAGTGACCCTAA
AAACTCCACCAGAGAACTCCTAAACCTGATAAACAGCTTCGGTGAAGTAGCTGGATATAA
AATTAACTCAAACAAGTCAATGGCCTTTCTCTACACAAAGAATAAACAGGCTGAGAAAGA
AATTAGGGAAACAACACCCTTCTCAATAGTCACAAATAATATAAAATATCTCGGCGTGAC
TCTAACTAAGGAAGTGAAAGATCTGTATGATAAAAACTTCAAGTCTCTGAAGAAAGAAAT
TAAAGAAGATCTCAGAAGATGGAAAGATCTCCCATGCTCATGGATTGGCAGGATCAATAT
TGTAAAAATGGCTATCTTGCCAAAAGCAATCTACAGATTCAATGCAATCCCCATCAAAAT
TCCAACTCAATTCTTCAACGAATTAGAAGGAGCAATTTGCAAATTCATCTGGAATAACAA
AAAACCTAGGATAGCAAAAACTCTTCTCAAGGATAAAAGAACCTCTGGTGGAATCACCAT
GCCTGACCTAAAGCTTTACTACAGAGCAATTGTGGTAAAAACTGCATGGTACTGGTATAG
AGACAGACAAGTAGACCAATGGAATAGAATTGAAGACCCAGAAATGAACCCACACACCTA
TGGTCACTTGATCTTCGACAAGGGAGCTAAAACCATCCAGTGGAAGAAAGACAGCATTTT
CAACAAATGGTGCTGGCACAACTGGTTGTTATCATGTAGAAGAATGCGAATCGATCCATA
CTTATCTCCTTGTACTAAGGTCAAATCTAAATGGATCAAAGAACTTCACATAAAACCAGA
GACACTGAAACTTATAGAGGAGAAAGTGGGGAAAAGACTTGAAGATATGGGCACAGGGGA
ACAATTCCTGAACAGAACAGCAATGGCTTGTGCTGTAAGATCGAGAATTGACAAATGGGA
CCTAATGAAACTCCAAAGTTTCTGCAAGGCAAAAGACACCGTCAATAAGACAAAGAGACC
ACCGACAGATTGGGAAAGGATCTTTACCTATCCTAAATCAGATAGGGGACTAATATCCAA
CATATATAAAGAACTCAAGAAGGTGGACTTCAGAAAATCAAACAACCCCATTAAAAAATG
GGGCTCAGAACTGAACAAAGAATTCTCACCTGAGGAATACCGAATGGCAGAGAAGCACCC
GAAAAAATGTTCAACATCCTTAATCATCAGGGAAATGCAAATCAAAACAACCCTGAGATT
CCACCTCACACCAGTCAGAATGTCTAAGATCAAAAATTCAGGTGACAGCAGATGCTGGCG
AGGATGTGGAGAAAGAGGAACACTCCTCCATTGTTGGTGGGAGTGCAGGCTTGTACAACC
ACTCTGGAAATCCGTCTGGCGGTTCCTCAGAAAATTGGACATAGTACTACCGGAGGATCC
AGCAATACCTCTCCTGGGCATATATCCAGAAGATGCCCCAACTGGTAAGAAGGACACATG
CTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAGCTGGAAAGAACCCAGATG
CCCCTCAACAGAGGAATGGATACAGAAAATGTGGTACATCTACACAATGGAGTACTACTC
AGCTATTAAAAAGAATGAATTTATGAAATTCCTAGCCAAATGGATGGACCTGGAGGGCAT
CATCCTGAGTGAGGTAACACATTCACAAAGGAACTCACACAATATGTACTCACTGATAAG
TGGATATTAGCCCAAAACCTAGGATACCCAAGATATAAGATACAATTTCCTAAACACATG
AAACTCAAGAAAAATGAAGACTGAAGTGTGGACACTATGCCCCTCCTTAGAAGTGGGAAC
AAAACACCCTTGGAAGGAGTTACAGAGACAAAGTTTGGAGCTGAGATGAAAGGATGGACC
ATGTAGAGTCTGCCTTATCCAGGGATCCACCCCATAATCAGCATCCAAACGCTGACACCA
TTGCATACACTAGCAAGATTTTATTGAAAGGACCCAGATGTAGCTGTCTCTTGTGAGACT
ATGCCGGGGCCTAGCAAACACAGAAGTGGATGCCCACAGTCAGCTAATGGATGGATCACA
GGGCTCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTAAAGGGATCTGCAACCCTA
TAGGTGGATCAACATTATGAACTAACCAGTACCCCGGAGCTCTTGACTCTAGCTGCATAT
GTATCAAAAGATGGCCTAGTCGGCCATCACTGGAAAGAGAGGCCCATTGGACACACAAAC
TTTATATGCCCCAGAACAGGGGAACCCCAGGGCCAAAAAGGGGGAGTGGATGGGTAGGGG
ATTGGGGGTTGGTGGGTATGGGGGACTTTTGGTATAGCATTGGAAATGTAAATGAGCTAA
ATACCTAATAAATAATGGAAAGAGAAAAAAAAAAAAAAAAAGAAAGTTGCTCTCAAAAGT
AAGCTAATTATATAACAGTAACACTGTGTTTCTATAATTTTTCTTTTGCCACAATGTGTC
GAGTGATCAACCCCTACCTTCCGCATGGATAGACACCTTGGCTGGGAGGGTCAAAAAAAA
AAAAATAAATAAATAAAAAAAAAAATAAAAATAATCATGGATATCACAGCATGCTTATGA
CATGTTTTAAAACTATTGACACAATTCTGTCATGTAAATAAGAAAAAAAATAGCATTAAT
CTATCACCAAATAATATTTATTATAATGTGTAAATATATGTGTGTGGTGCAAGTGTACTA
GAGGTCGTGGGAAGGCAACAGATGAGTTAATCACCATGAAGACCAGAGCTACAGAAGTTA
ACTCTCCCCAGCCTGCTTGACAGAGACTTAGCACATCCTGGGACATTGCTGTTGGTATAC
TGCTGTTCTTACAACATACTTCATTTCTCATGACATTTCAATAGAACACAGCATGGCCAC
TCCTTGATCTTCATGACAGCTGTCTTCCTGGGATAGTCAGTAAGTAGTGAAAAACTGCAG
AGACCATGATCCACACCCACTGTCCACCACCCTACCCTCTTGCTGCCTGGGAAATCTAAT
CGACACTGTCCCTCAGATGTCTGCTCACAACCAGTCTCACCTTATCTCTTGTAGGGAGGA
CAGCATCCTTGGGCTAGAATAGTGATGAAAAGTAAGGGAGGATTCAGGATGGGAAGAAAT
ATGGATTGTATATGCACATGCATGCTAGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC
TCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATATGCACATTTTCAGTAGAGAAGGGT
TAGTGGAGATCTCACAGATTCTTTTTAGCCTTTGCAACTTTCCCTGTTATTTCTGGACAA
ACCTCAAATGCAGGAGGCTGTATAGTTAGCATGTGCATCTCTGATAGAACTGTGTACCCA
GCCTTCTCTATTGTGTTCCCAGGGTAGCTTGGCCTTTAATGGTAAGAGCTCCCTGCTATC
ATTTGGTTACTTTTTTTTCCATTTGGTCCCTAGATTCTCCCACTAAAGACGGTCTGGGCA
TACACTGTGCACATATCTTTGCCAGGTGTGCATCAAATGTCTTTGCCATACTGTGTGCAT
GCTGGTCCCACTGACCATGCTACAGAGACACTGAGCGGGCACATCAGACATCTGAGCAGG
CTGGCCATGTGTGGGTTTAGGTCTTACTGGTCAGGGGTGACCAGAATCCACAGATGAGTT
CTCACTGCTTCTAAATCTCTGAGTTGGCCAGCGCCCTTGTTTCTCATACTCAGTCTTTAT
GACCAGGGAGTGTGCATCCGGCTACAGAATGACTGTGGGCTGTAGAAATGGCTTGGGGAT
ACAGGGCTTGATGCTCAAACATAAGAACCAGAGGTCAGATCTCCAGAACACAAATAAAAG
CCAGGCAGACGTACAGGCTACCTATAATGCTGGCACTCAGCATGCAGAGACAGTATTCCT
GAGGCAAGCTGGCTAAATAGAATACTTGAGCTGGTGCACTCAAGGTTCAGTGAGAGGCCC
TGCCTCATTAAGTAAAGTGGGGAATGGTTGAGGAAGACACTGAAGTCAACCCTTGACTTG
CACTTCCACAGACAAGAGCATCTGAACATACACATATAGCACACACACACACACACACAC
ACACACACACACACACCCTTGTTAAATGCACTATTGTCTGCAAAAGCATTAAGAGTCATT
GCTATGTAAGTCATCACAGGAAGCAGGCACATGGTAGAAAGGCACACATCAAAGTCAAGG
TTACTTGAATGGGATGGCGGTTACACTGGGGTGCTTTCTTTCCACCAGAAGGTTAGGGCT
AGGATCAGAGCCTGGACTGGGGTTAGCATTATAGGTTCATTTAGGCAAAGATCTAGAGAG
CAACCCAGATCACTCAAAACTACCCAAAGCAGAGAACATGTACCCAGAGTAACCATCCCA
TACCTTAGTGATTTATGCTTTGCCCAAAATATCTTTACCCAGACACCACCCTTTGACCCC
CCTGTGCCTGTAGAAGATCTGTGTTGCCATGACATACATTTGAATTCTAGGAAGCAAGGT
GCCTTTAGAAAGTCCACAGAAATCTGAAATGAATGTCCTTCATGCCTTACAAATAAGCCC
TTCTGGTGGCAACCTCAGAAGCCCTTCTAGGGACAGGGCATGTGATGGGCAACAAGCCCG
AAAGAAGACCAGACAGGTTCTTGTACACCCTTTCCATCAGCACCCAGGGCGCCACAGCCA
GTGCCTGACACTAATGTCACTTAGTTGGCTCTCAGAATCATGACACTGATACTTGTGAGG
GAGACTTGTGGGTGCAGGAGATGGGTAGGGGCAGGAAGCATGTGACGAATAGACCCTTTG
TGCTTGGCATAAAGCCACCAAGATACAAAATGCAGTGTAAATGGGAGGACAAGGCTGCCT
GTGAAAATCAGCTGATCACCACAGTAGGAGCATGTGGACAGGCACCAAGAGATCCCTACA
GCCCCATGCCCAGCCAGTGCCAGCCTGCAGGCTCATAGAGACGCAACCCTTTAAATTAGC
ATGTTTGTCCTCCCAGAGCCGGCCACAGCAGACAGGCTAGCCTTTATAACCCCACTCCGA
CAGACAGCTGTCTGTACAGCTATGAGAAGAGAGCTGTCTTACTGATACATTACATCTCTA
GGATTCGCTGGCTATCTGAATATAAGGTGAAACAGAAGTCGGACAGGCAAGCAATCAATA
GGCCATTATATTAGTCACCTTACATGTGTCCTGGAGGGTTTTCCCATCCTACTACTATTC
GTATAGAAGAATAATTATAGATATATATGTATTGAGCTTTGTGGGGGGAGGAGTGTTATC
ATATAAGCTAGCAAATTTAATTATTTAATTCTGTTAATCTTTTAAAATTATTTAATTTTA
TTTTTCACTTATTCACTTTACATTCCACTCGCTGCCCCCTCCCAGTCACCCCCTCCCACA
ATCCTACCCCAGCCGCCCCCCCTCCTCTGAGCTGGTGAGGGTTCCCCTGGATATCCTCCC
ACTCTGGCACCTCAAGTCTCTTCCAAGCTGGACACTTCCTCTCTGACTGAGCCCAGCTAG
AAGAACATATCCCACAGACAGGCAACAGCTTTTGGAATAGACCCTGCTCTAGTTGTTCAG
GACTCACATGAAGACCAAGCTACACATCTGCTACATATATACAGGGAGGCCTAGGTTCAG
CCAGTGTATGTTCTTTGGTTGGTGGTTCAGACTCTGAGAGCCTGACTCTGTTGGTCTTCT
GTTTTTTAAGATAGGATCTTGCTTTTAACCTAGGTTTCCAACTTGCTATGTAATTAAAGC
TGGTCCTTAGCTCTTGGTCTTTATATCTACTTCCAAAGTACTGGTATGTGTCACTACACC
CATGCCCAGCTTGCTCTCCTGGGGATCTCTCTCTCTCTCTCTCTCTCTCCCTCTCTGTTT
CTCTCTGTCTCTCTCTGGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATGCGAACTTG
TCAAAGAGAGGAAAGAGACTTAAGGTTGACCCCCAAGGAGGCCAGTTTCAGGCATACAAT
GCAGCATTGTTAATTGTGCTTAATTGAGGGCTGACTTTGGACTTGCAGAACTTCTGTACC
CTGCATAGCCAATGCTTTGTCCCCTCTGACCATCACCTTCCCACACCCCCTCCCCAGTCC
CTCAAACCCACCAGTCTACTCTCTGTCCTCTCCTCTGACTGTTTGAGATTCCTCCTGTAA
GTGAGTCCATGCTGGGCTTGTCCTTATGGATCTGTCTTGTGTCAGTCAGCCTAATGCCCT
CCAGATTTGGGGGAAAAGGATGGTTTCTTCAATAAATAGTGCTGAAGAAATTGGGTATCC
TTATGCAAAATTAATTAATTAATTAATTAAAAGAACTCCCACAACCATATAAAAGTCTGT
TCAAAATGGGTTAAAGACTCTTTTGCTGAGGGTTATTAGTTCAGTATATTCCAAATGTGT
GTGTCAAAATAGAGTGATCAAGACAAAAGCCAGTGATTTTGCTTATAAAAAACATCATAG
CCTTGTTCAATAATTGGATCCAATTACTACTAATGTTCATTAGTGAAAGCATGCGGTGGT
TAACTAGGTTTTTTGTGCAGCAGTTCTGAACAGTCCTGCGGGGAGCTGACCTACCATTTT
ATACTTGGTCTTCAAGTAAGTGACCTAGAGTGGACAGGAAGATGTTCCCAGGAAACTATG
TTCGTATGTTCCACTGCCTGGTGCCCGGGGCCTGCACCGCTGTCCTTAATATTGGCTTTC
TGGGAGGTGAAGTGCTGTCTGGTTGAATGGAGAACCTCAACTTGATAGAGCATGTAAAGT
GGATGGTTATTTCCAGGAGTGAAAAGCAAGACAGAATAAAACAAAGCATAAACAAACAAA
CAAACAGAAAACAACAACAAAATAACCAGAGCGTTCTAGAAGAATGATTTCCTTTCAGTC
CTAGAAAGAAGGAACAAACGAGAGAACAATTTTGTGTCTATAAAGCAAAGGCAGCTAATT
GTGCCCTCCGTAGATCGGAGTTGGAGAAGTGACTCTGCCTCTGACGAGTTTTGCCATTCA
CATAAGCAGGAGGACCTCTGTTCAGCCCTCAGCACCTGCCTAAAAAGTGAGGCACGAAGG
TACCTGCTTGTAATCCCAGGACTGAGGAGGTGACAAAGGTACAGAACTAGGGTGGTCCTC
CCACCCTATCCAGTGACTGCATGTCATTTCCGAGTTCTTCATGACAGTCTTTCATGAATG
ATACCCATAATCCATTGCATAGTTCCTGTTTGCATGTCAGGCTAACCCCCTTCTGATCAA
TTGCTCCCTTTTAGAAACTATTTTAGAGGCAGCCTCACTAGAACCAGGGGTACGGCTCAT
CGGTTAAAGTCATCTGCCACCAAGCTTGATGACCTAAATTCAATCCCATAAACCCACATG
GTAGAAGGAGAGAGCCTCGTTTGGCAAGTTGCACTCTGACTTTCATACATGTGCCACGAC
CTGGATGCAACACACACACACACTCACATATACACACATACACACAACTTTAAGACATGT
TTCTTCGGGCCTTGCTCTAGAGTACTAGCCACTTGTGTACCTAGACTGTACAGAGTTGTT
TACCCATGACATCTTTCTTTCAAGCTCAAACAATTGTAGAAAATAACCATGAAAAGCTGC
TGTTGAGCCTGGAAGGCTGACTCATTAAATGAAAAAAGTTTAAAACTATCGCTCATATTA
ACCAACTATTCTCCATCCAGTAACCACTGATTCATCCAAGAAAGAAGGCTGATAAAATAA
ACTAGGATTTTTTTTTTATAAAGATTTATTTATTTATTATATGTAAGTACACTGTAGCTG
TCTTCAGACACACCAGAAGAGGGCGTCAGATCTCGTTACGGATGGTTGTGAGCCACCATG
TGGTTGCTGGGATTTGAACTCCGGACCTTTGGAAGAGCAGTCGGGTGCTCTTACCCACTG
AGCCACCTCACCAGCCCTAAACTAGGATTTTTAGTGAATAAAAAACACTTCAGAGGGCCA
GTTAGCAAAGGGCTCACTGTGTAAACTCAAAGGCATGCGTTTCATGGCTAGAACCCATAT
CAGAAAGCCGGGCATGGTGGCAAGCACTTGTAACCTCAGAGCTGAAGAGACAAGAATCCC
TGTGGCTCACTAACAACCCAGCCTGGCCTAGTTGGTGATTTCCACTCCAGTGAGAAACCT
TACCTTAAAGCAAACCGGGATACACATGCATACCCCAACACATGTACATACTCAAATGTA
CATGTGTACATAAAACCAGACAAATAAAGAGTACCTTTTCCCAAACTTAATCTGTAGAAG
AATGGGCAGAGGATAACTTGATTTGAACACTCCCCTGAAATTCCTAGATGACTAGAACAA
TATCTCATTGATATACACACCTCTGCCTTCTCCTAACAGGCATCTAGCACATGGCTTAAC
CGGTGAGACATGCCTGGCTTCTCAGGTGTCTTCCAGGCAGAAATAGTTTTAACAAAATCC
TTAGGAACTTTGTGAGAAGCAGCGCTATCGTCAGCAAAAGGTGGTGGACAAGAACTCATG
CGGCAAGACATGAGACTGTAGTTTAAACACAAGATGGCAGCTCTGTGGCAAGAAAGTCAT
CTGTAGTGAGTCTTAGTTGCTGATGTGGCTCTGGTTACAGAATCAGTGTCAGATGCTGGC
AGCACATTAGCAGATAGGGAGGCCTGGGAAGCCAGTCCTCTGTCAGGGAAATATGTTTTC
TGTATAGTCTCAGCTATTGAAGCTGTCCATCACAGCATCACCCCCCTCACGCCCCCGCTC
CTCCTCTGACGCCACTGCTTAACAAGAGACACCTGTTGTGGCACTGGCTTCTCTGACTAG
AGGCTCAAAATCGGACTCGAGAGTGTACCATGCCAGACCTCTCTGTAACTGATGACAGAC
TGTCAAGCTAAGCCAGTTTGACAAATCATCAAACTCCTTTTAGAACAATGTTAAGCTTTT
TATCAGGATTTTCTTTCTGGTGGGGGAGTGACTTTATTTCATGGTGAGTCTGTATTTAAA
CAGACTCATACATACTGAATCTGTCTACCTCCATCTTTGGGAAAATGAACATTTGTGTGA
AAACTAAACCTGGGAGTTTTCCTGTCCTCCTTTTAAAGAACTGGAGTAGAAGGAATAATT
CTTTTAGTATATAGCAGAAGCCTCTGGAGTACGGACTTCTGTCTGTTCCTTGATCTTACA
CGGGTTATCTTCTCTGACACGGGTACTGACTTAGTAAGTGCTTCCCCTGTTTGGAATCAA
GACACTAGACTTTGTGAGTTAGGACTTACATGGTAACTAGGAGGCCATCTGGTCTCTTGA
CACTGTTAGTACAGCCACAGCACAAATGTCTACTAGAGTCTTGACAGGCAAGTGTTCCTT
GCAGGTTTTCTAAGGTCTGAAAATTTGTCAAAAGTGATGTTATTTCTTTGGATATATTAT
TCCAGCCTTAAAATGAAGAGAAATTTTAGGCTGGGGAGATGGCTTGGTGGCTAACGTGCT
TATGCACAAGTGTGAGGACCAGAGTTCAAATCCCCAGAACCCACATAAAAGTGTGGTAGG
CACGGCAGTCTGCACGCAAGCCTGGTACTGCAGGAGCATGACAGGGAACTCTCAGAGCAA
ACTAGCTAGTCAGCCTAGCCAAAAACACCAAGCAGTGAGAGACCCTTCCTTAATAAATAA
GGGGAAAAGCAATCAGGGGAGCCCCCAACATCAACACTGCACCTCCACATACATGTGTAC
ACACACGCATTAGCAAAACTATGCACACATGCAAATCATACATCACATATGCATACCACA
CGTGGGTAATCCTAGCACACGCTTGAGGATGTTATCCTAAGTGAATAAGCCACTCACCAG
AAGCCAAGGATGGTATGTCACTCATAGGGCATCTGTAGACAAATAAGATGCATAAAAAGC
AGAATGTAGGACTTTACATGGGAGGGGCATTGAAAGAGGAGAAATGGAAAGACATAAAGA
ATTGGTGTTTAATGGTATGGCAGTTCCATTTGACAAAATCACCATTTCCAGGGCTGGACA
ATGGTGATACTCTGATATATAACTGGACAACATATAGCTGGGCACACACACACATATGAT
AAGAATGGATTTAGTGATGTGAAGAACATTCACAACTTAACGGAGTTGACATGAGGCTGG
AGAGGTGGCTCAGGGAGGAAGCAAACTTGCTGAAAACGTATGAAGCCCTGACCTGAATTC
AGCTCTCCAGGCTATGCTTGCCTGTAACCCCAGAAGGCTGGTGAGGGTAGGGATGGAACC
AGAGACAAGAAGGTCCCTGAGGTTTGCCAATCACCAGCATAGCAGGCAAAAGCAAAATAG
CCACCTTCAGATTTAGTTCTGTCTCAAGGGAATAACATGGGGAGTGAGCGATTGAAGAAG
AAACACCCAACATCCCTCTCTAGCCTTACATACATACTTACACACACACACACACACACA
AGCACACACACAAACACACTCTTACCACACACACCACTACAAAAAGAAGTCAAAGTAGCA
ATTTTGTGTCATGTGTATTTTACTACAATTTTTTAAAAAATGCTTGCATGAATAAAAGGG
GTACATTTTAGAAACAGAAAAGAATTTCCAATTTTTATGAGTATTCTACCTGACAGATGC
TGCAGGACTTGACCCAGAGATTAAATCTATTTCTGAGATGTTTATCTACCCTTGCATGGT
GGGGGTGTAGAAGGAGCAGGGAAGATCGTATGGGATCTAATAATATTCGGGGGGAAAAAT
TTAGTTCCCTCCAACTTCATTTCCTTGTTTTCCACAAGACTGTGTGTTTCTCTGTCGTGG
TGCACAGAACAAGGTCTGATGCGTCCTTCACAAAGAACCATTGATGGCGTGTCTGTGTGA
ATTGCCCTGGCTTTGGTCACAGCCAAGTTCTGCGGGACCCACTGCCCCTCGTTCGACAAT
ACACTCCACTGTGTGTAGCCATTTATGAAAGGTCAGAAATGAACTGAGAAATGGCTGGAG
TCAAAAACATGTGGCCCTATAAATATCAGAGTCAGACGGCTTCAGGCATTTCCCCAGTCT
CGTTTCTGCTCCATTCAGCTGTCTCCGCAAGCCTCTGCTGAGGTGCCTGGCATTTTGTGG
GCACCTTACTTTGTACAGTTCTGCAGAGGAAGCTACCTTCTTCACTTGCTGCCCTTCTTG
CCCAGCCCAGTAGCATAGAACCATTAATAGAGTTGTTTTGATTTGTTTTTGTTTTTTAAG
TTAGAATTTCTTCTCGGGAGCCCTGGCAGCCCGTTCTGCAATGCTCTGTCTTATTTTAAG
ATTTTCCACTTTGCATTAGTAGCGACTTTGCCTAGTTACCGACCTGACACCAAAGGTGTT
CTGTGAGCTGAAGGGTTTGCAGATTTGGGCTCCGTGAGTCCTATTGGGACATTGACCATG
ACATTAGCTGCCAGACTGGATGACTTCGAGATGACACTGGAGCACCTGTTCATGGATGTG
TTTGTAAGTAAAAGCTTTCCATTCCCACATGCAAGGATTGTCCCTGCAATCCCAAATAGG
GATTGTGTCCCCATATGAACAGAAGCTTCTAGCTTGCAATTGTGCTGTTTCTACTCCAAT
ATACAGAAGGGGAAGTTGGGGTGGGGTGGGGTGGGGTGGGGTGGGTATTGTTCCTAAATG
TCCAGTGACACAGAACTGCCCACATGGATCAATGCCACACCACTGGCAGAGGTGTGGCAT
TTTGAATGAAGTCAGCTCTAGAGGTCTAAATGAATGGGCGGAACAGAGAAAACAACACTT
CCCACTACCCCCGCAGAGATCAAACCACTTCTGTTTGCGTTCCCTGGAGGAATCAGATTT
GTTTGTGAAGCAATCATTCCAGAGGGCTGGGGGTATGGGGTGGGCAGTGAGGAATTCACA
GTGCTCAAAACACTGGTGATTCCATGTAGAGAAATGCAGATTACTAGGTAGTGCCACAAA
TCACACTGTCCACAGAAACTGGTTTCATATGGGTTCTCCAGGAATTTGTTTGATAAGATG
AAGCTGTTTGGTTTGATTTATTTTCCTTTAAAGAAAAGGGCAACCGACAGGGAACACACA
CACACACACACACACACACACACACACACGCACCTCTTCCCACAATGATTTTCTGAATTT
TAGCAAAAGCCATGTCAACAAAGTCACTCCCCCAGCCCAGCCACCGGGGCTCCTTACACT
TTGGGCTCTCACTATGGGGCACAGGTCTGCTCTCTGTGGGTCACTGATGGTGAACAGGGA
CTGCAGAAGCAGAGGCTTGCAGGTGGCAATGCAGCTGGAAGGTGTTGGCCTGTGCTCTTT
CCAAGAACAACAGTTGTTCTGCCAGGGGAGACGGCCGCAGCGCTTGCTGTGAGGGCACAC
CGTCTGTGTTTAAAATGAGGAAAGGCCCCAGAGGGCTGGCCTTTCTTGGCTATACATCAC
TGGGGCCCTTTCAGGGACTTCACAATGAATGGTGTATTTTGGCAGACAGGAGAGTCTGGA
GCATTACTTATTATTAATTTATAATTTGTCTTCAAATGGATACCATTCCATGCTGGCGGG
ATTCCCAGAGGGCCGGTCTCTTGAAGGAGAGTGTGGGGAGCTGAGTCACTTGCGTCCATT
CTGATCATAGTCATGGCACTGAGAAGTAAGCTTGAAGATAGAGTATGTGGTGGACCGTGG
AGAGGGTCCTCCTGCATGTCTAGTCCTCGGTTGTCAGGTCACGGAATGTATAGTATGAAA
CTAGCATTGATCTGACTCGCTACCACGGCCTGAAGTCTGGCAGCAGTGGGGCAGGACTGA
GACAGGGGGTGGACTCTGGCATAGCAAAGGATCAGTGGGAGTTTGATTGTCTCAGAGGGG
AAAAATAGAATAAAAAAATGTCTTAAAATACTCCAAGTTCATTAATTTGTTGCTTTGACC
TCTCTAATTTCCCTTCTACTCCCTCTAAACTCCCATAGTCTTGTTTCCATGTCTGGCAAT
GCTCTCCCTCTTCAAGAGGATGCTCTCAAATGCCCCATCCTTTTAAATAAATATCTCTCA
GTTGATTATTCTAACCATTTTTCCGATCCCAATTGGACAGTTTGTTCGCCCATGCTCTTG
AGGAGAATGTTGACTGCCCTGCTCTGTCTCTTTCCCCTGGCACAGTGTCTCTCTGAACCT
GAAAACAGGCTGCCAGTCAGCACGCACCAAGGCTTCTGTAAGATGAGAGAGTCGGTCACA
TCACTTGTTTCATAATCCCTTGTTACCACGTGGGGCTTCGCTAGCTGCAGCTGTGCAGCT
GCCTTCAGTTCCCAGCACCCGCATCACACCACCTTTACCTCCAGCTCCATAGGACCTGAT
GTCCTCTCCTGGCCTCCAAGGGTAACTGAACTCATATATACCCCCTGCCAAACAAATGCA
TACATCTAAAATTTTTATTAATGATAAATATTTTAAAAGAATAGCAAGTATAGAATTTCT
TGTTATATGTGAACTGCTTCTGCTGTCAGTCCATCTTCCTCTTGTTTCAGAAGATGAGAA
GACTTGTTGCTTATCTCTCATCTCTAGTAGGCATAGCTCAGTGGCTCTGCCTTCCACGGA
CATTCCAAGACCTCTCCATAGACCAACTGAAGAAAAAGGACAACAGGAAACCAAGCAGAT
GTCATGAAACATTCTTTGTTGCATTAAATAGCTTGATTATCTACACTTGAATCTATCCTT
TCAAAAGGAGGCAGATGCCTCCAGCTCTCGACTCTTCTGTCTAGCTTCTGTTGCCAGCAT
TCCATATGCACATTCTTATGACCATCCAGAACTTTCTCATTATTAACCTGTTATGCTGAG
TTCTTTCTTAAATATTATTTATTTATTTTTATATAAGTACTCTGTAGCTGTCATCAGACA
CACCAGAAGAGGGCATCAGATCACATTACAGATGGTTGTGGGCCACCAGTAGTTGCTGAG
AATTGAACTCAGGACCACTGGAAGAGCAGTCAGTGCTCTTAACCACTGAGCCATCTCTCC
AGCCCCCTTATGCTGAGTTCTTATCTGGCTCAAGCTTCCTCTAACATTGCTCCTTCTGTT
TGCAACTTTATTTTGATTCTTATCAACATTTGTGCATGGCAATTTCATGAACATAAAAGT
CGAATACTAGAAGGTTTATGAAGAAATCTTCCAGGTTCCAATCCCTTCCTTCCAACCTCT
GAGTCCCTCTGAAATCATGTTCTTCCAAATGTTATATCTGGTGGTTTTCTTAATAATATG
TTATCTTAGACACTTTTATATTGCTGTGAAGAGACACAATGAACAAAGAAACATTTAGCT
ACGGTTTTTGCCCATAGTTACAGAGGTTAGTCCATTGTTACTGTGACAGAGAGCATAGCA
GTACATGATGCTGGAGAAATACTTACATCCCAATCTGCAGGCAGACAAAGAGAAAGAGAG
AGCTTGGACCTGGCATGGGCTTTTGAAACTTCAGATCCCATCCCCAGTGAAATACTTCTT
CCTTCATTAAGGTTATACCTACTCCAGCAAGGCCACACCCCTAATCCTTCTAATCCTTTT
AAACAGTTCCACTTCCTGGTAACTAATCATTCAAATATATGAGCCTTTTGGGGGACAGGA
ATTACTACTCAAACCACCACATGTATTTACATAGTAATTTCTTAAATACCTAATTTTGAA
ATTGTATGCTGCCACCCTGACAGATAAGGATTTAACTTTTGGTGTATGTGTATGTTCCTG
TGTACAGAGGTACATACATATGTGTGAATGCACATCCATATGTGAGCACACACATTTGGA
AGCTAGCAGACAGGTGTTAGTCTCTCACTGGTCTAAAGCTCATGAAGGTCAGGGTTTAAT
CTTAGTCAGGGTTTCTATTCCTGCACAAACATCATGACCTAGAAGCAAGCTGGGGAGGAA
AGGGTTTATTCAGATTACACTTCCATATTGCTGTTCATCACCAAGGAAGTCAGGACTGGA
ACTCAAGCAGGTCAGGAAGCAGGAGCTGACGCAGAGGCCATGGAGGGATGTTACTTAATG
GCTTGCTTCCCTGGCCTGCTTACTTGCTTACTTATAGAACCCAGGACTACCAGCCCAAGG
ATGGCACCACCCACAATGGGCTCTCCCACCCTTGATCACTAATTGAGAAAATGCCTTACA
GCTGGATCTCATGGAGGCATTTCCTCAAGGGAGGCTCCTTTCTCTATGATAACTCCAGCT
TGTGTCAAGTTGGCACACAAAACCAGCAAGTACAACCATTGAATTTCAAGGATGAACCTG
TATACACCTCTCCAGTTCTTTTGAAAACAAAATGTAAGTTGGGTTGGTTCCTGGGATCGA
ACTCAGGTCTTCATCCTGTCAGGATAAATATTTTACTTGTTGGGCCATCTTCTCAGTCTG
CAGGTCTCTTATACCCCCACCCCCAACTCACACACACATTGCTCCTTTCCCCACTTGTAT
TCTTGATGGACTGATGTTGCAGTTTAATGTAACACCTAGTTTTATTGTGCTAACAAAATA
TTGTTTATATCTGAGAGATAGAATAAATTATAACTACATATCCTGATGGGCTTTACAACT
TTATGTTTTTCCTGGAATTAATAATTGTCTCCTTCTAATATTTTCTTAATATCCCATATT
CTCATCAGCCATTTAAGAACTTCAATAGAGTTATATGACTTATGTCAATTTGGAAGCTTT
ATTAGGCTCAGTTCACTTCCATTTTGTGGTGGGGTGTATCTTTTCTAGACCTTTCCATCC
TTCATCTGTTAGAGGAGTTCCCTTCTTGGTCTCCTGAATAGCTGTCTTCTTGATACCTCT
CTTGCTCATCATCCTTTTGGGCCCCCTTTATATCTCTCCTGCGTCCAGTCCTCCTTTGCT
TGGAATTCTTGTTGGCCCCTCTCTCCAGGCTCAGTGTTCAATCAAAGTGCTGAAGAACTT
GATCTCCAGTGTTCACAAGAAGTAAGTCTACCCATTGTTGAATGGCTATCCTATGCTTTT
CATTAAAAGACCATGTCTAGTGTTTGCTCGAGTGATGTTGAAAATCAGAGCTACATTTTC
CGGTTTGACTCCTCTCTTAAATCTCATCTCAAAACATCCAAGCACCAGAAACTAAGCATG
TCCAGAAGCCACTCAGCATCTTGTCAGAATTCCCCCTCCTTCTATGCATCTGTCATAACA
GATAACATTCTTTCTCTAGTCTCCCAGATAGAATTTATAGAAGAGTAATATCCAGGTTCT
AGACTTTACCTTTCCCCATTTGGACTACTGCAATAGCCTGTGACTACCCAGTTGACCTTC
ATTCCTTCATTCACTCTTTGTCAATCAGCTCCTCAGAATGAGTGTCGCTTCCTTGCTAAA
AGTATACATTGTAATGGCTTCCCTTTTCTCATAGAATGAGGCTGCCCTCCTTATAGTTTC
TATTGCTCTGATGAAACACCATGACCAAAAGCAACTTGGGGACAGAAGGGTTAGTTCCCC
TAACAGCTTGTAAGCCCATCACTGAGAGAAGCCAAAGCAAGAACTCAGGGCAGGAACTGA
AACAGGAGGCGCACAGGAATACTGTTTACTAGGTTTCTTCTTGAGGCTTGCTCAACATGA
TTTCTTACACAGCTCAGGACTACCTGCCCAGAAGTGGCTCCACCCACTGTGTGCTGGGCC
TTTTTGCATCATTCATCAATCAAGAAAATACTCCCACAGGGTCGCTCACAAGCTAGTCCG
GTGAAGGCAACGTCTCACTTGAGGGTTCCCCTTTCCAAAATGACTCTAGCTTGTGTCAAG
TTGCCATAAAACTACCCAGCACAGAAGTCCCAAATATACTGTTCTATAGTATGCAGGTGA
TAATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATACAGGCCCACACATGCCA
CAGCAAATATGTAGAAGTCAGAGGCCAATCTTGAGTATTGGTGCTCATCTTCCAAAATTT
TTAATTCTCTTTGTTGATTTTTTTACTCTGTGGATGAGGCTAGCTGTTCAGAAAACATGG
GAGGATTCTCCTGTCTCCATTGCTCATGCTTGCATAACAAGTGCTCCTCCCTCCCCCAAG
CCATCTGTCCAGCCCCCTGGTGTCATGTCTTACCACCCTTGTTCTCACCACGTGACTCAG
TATCTCAAGCAATTTTCACAACTTTTCTTTCTGTTGTAGAGGCTTAGAATGCAAACAGAG
TGGGGTAGGCCAAGAAAACTGTAACAGAATCCTCTATTCATCATCATTTGCCTCTAAGAA
TTGCTCCATTGAAGGTATTTTACCCGTTTTGGCCATGAACTTGTACTGGGAAGCCCTCTG
ACATTTTGATGTACGGGTTAGTGGGTGCGCACTCAAGATAAACCATATTCCCACAGCATG
AGGTTAGGAGATGCCAGTCATTCTGACAAATTCAAGTTGATTTGTCCCATCTCATTGGGA
AAACATGAGACTCATGGTGAAGGGTAACAATTGCCTTTGGTAGTAATGCCCATGTTCCCT
GAGTATTGGAGAGGGAAGAATCAGACACCATCAAGGAAAGGCCCCACTCTCCTTTGCAGT
GCTGGAAGGGTTCCTTCAACTATAGGGATCCATTCTATAGAGGAAAATTATATGTTCAAG
TTCTCTGTCTGGAAAAAAACAAGAAAGGAAGTATACAAATGAGAAACAGGTTTAAGAGTT
GGTCATTTGCCACCCAGCACTTAGCTAACTAAGTATCTCGGATGCCTGACGGGAGAGAGC
CAAGCCTATTGAAAATCAAAAGCCAACATGTACCGGTTCTGCTTAGAAGTGCACCATACA
TATCCAGCTAATTCTGGGAAGTCAATACCACAGATAAGGGCATTATTTATTTTGCCATTC
CAGATGTAATTACACAGTTTACCCTGTGCAAAGTGCACTTCATAAACATGGCGGATCGAT
GCTAGTTATCAAAATCTATCTACAGCTGACAGAACATGAAAAAGGGCTTTGCAAAATGAT
CTTGAAGCCCATCCACAGAGCCAGCCCCACAGGTCAACTTATTACCTGCTTAATCACACA
GGCATCCTGGCAATAGTATTGATTCCCTGGGACCAAGACATGACATCACTCTTCACAGCA
TATGCAATAAGCTATTCCCACCATGCAGAGTGGCCATCCGCTCAATGCTGCAGCCTCTCA
GTGTCTGGAGTGGCCTCAAGCAGTCAAGGGCAAGTCAGGTGCTGATGGGAACCAAGCATA
TTAAGGCAAGGAGTGAAGAGCTTTCATACAAAAGAGTGAAATCCTCCTGCTGGCCTAGAG
AAACAGCTCAGTCAATGAAAATGTTTTCTTTGCATGCATGGAGACTCGAGTTCCATCCCA
AGAAACCACATGAACCAAAGCCAAGCCTGGCAATATGCTCTTGTAATCCATGCACTGGGA
GATGGAAACAGACAGTGGCCTGGAGCTCTCTGGCCAGCCAGCCTAACCTATTTGCAATTT
TCAGGCCAATGGAAGACTATCAAAAATAAAAGATATATGACAGCTGAGAAATGACAAATG
AGCTTGTCCTCTGGCCTCCATATGCATGCACATACATGCACTGATATACACACATGTACA
CTTTCACATAACACACACATTCATACACCTTCACATAAGCAAAGGCATGCACATACACAC
TGCTGCTGCTGCTTGTGGACAAGACCTCATGAGTGAAAACTTAAGCCATGCTACCAGCAG
GTCAACATTCATTTGTTTGGTGATCCAGGCATGCTCAGACAGAATACCGGTATCTCCACC
ACAACAGGCATTAATATTTTCTACAATCTCTACAGTGTGATCATTGCATTAAAGATCTCA
GGAAGTTCCATGACACCCGATTATCTCAAGGTGTCCCTGTGGCACATACTGCATCTTCCC
CTATGGCCTAAAGGAAGGCAAGGTCTTTGAGTTGATTGAATCAGGAGCCTTATGGGTGAA
CTAATTTGCCTACCAAACCTACCAAACATTGAGTGTTCGAAGGCTAAGAAGACATTTCAT
TACTACTGGGATAGGTGTCCCAATGGGGCAGCCTTTAATGAACCCCATGGAATGAAGCAT
GAGGGAGGTGGGAAGATGGACAGTGAGGTCCACAAAGGCTATTGTGGTGCCTGGGCCCAC
AGGAAAATGTAACCAGTGTGTGAGACACAGCAGTGACATAGTGGTTAGGGAGCCCCTTAC
AGTGTGACTGTGGGCAAGTGATGCCTCTTTTCTGTGCCCCCACTGCTTCATCTTTATCCA
GGGAAACATGAGTTCCAATTTGAAAAAACATTTCGAGAACTAAGTGTATCACCATCTAGA
ATGGTCCCTGCAGTAAGATGTGCCACTGAAAGGGGCTGTGCTGCTTCATCAGTCAGTGAG
GTAATGGAGGAAACATAAACAATGAGAAGAGATATTAAGAGAGGTGTGGGCAGGGCCAAG
GTCCATTATCATAATATAAACGATGAGAAGAGCCAGGCGTGGTGGCGCATGCCTTTAATC
CCAGCACTTGGGAGACAGAGGCAGGCAGATTTCTGAGTTTGAGGCCAGCCTGGTCTACAA
AGTGAGTTTCAGGACAGCCAGGGCTATACAGAGAAACCTTGTCTTGAAAAACAAAAAACA
TAAAACAAACAAACAAACAAACAAACAACAATGAGAAGAGATATTAAGTGAGGTTTGGGC
AGGGCCAAGGTCCATTATCATACACATGGGTATAGTTTACAAGACAATGTCATCTCAGAA
GCAAGCTGACTCAGCCTTGAGCACCACACTGCCTCAGCAGGGGCAATCAGAGTCAACCTG
GGCAGATCCACCCCAGCCAACCAGTAAAGGAAGAGACAGAATGGTGGGCGGGGAAGAGAG
GCAATGGAGGGGAAGGAGAAAAAGAAGGTAAAGGGGGATGGGACCAAGGAAGGAAGTTTT
ATTTCTTCTTTCCTTGGTCCCAAACCAACTGCAATTCTTCCTAGGGCATCTTCCACATGA
CACAGGGAGATAAGCTCGGTCAAAGACAGACACTTTGAATTGTGTGATATGTAAGAATAA
GCCCCAATTAAAACCAAGAGAAACTCAGTGCTCCATACTGACCCGGGGAACTTCCCCCAG
TCCCAGGCAGGTGAGGTCTGGTGACAGAAGTGTTGCTTGTTGTCTTGGTCCTGTTTGGGG
GATACTTTAACCTCTGACCTCACTTATGGAATCCTTCTTAATAGTCTATGTCCACTAGGC
AGTGTGTCCTGATAAGACAAGGCAGGGGCCATCTGAATGGGCTAAGTTTGGAAGGAACAA
GAATGAGGCTGGGGTGCTGGAGGAACACAGGACTTCTCTCCCAGAACTCCCCTTCAGACT
CTAGGAACTTCCTAGACATGTTAAAAATTTGTTTCTCCCATGTGACTCTGTCCTTTGATC
ACTTTCTCGTCCCACATGGCAACAACTAAAACCCAAGCTTCTCCCCCAGCTATAGCTTCT
CCACCCCAGCTCAGATAATGGTGGGTAGAAATTAGACCTGTTTGTGCCCCTTCCCTCTCA
CCCCACACTGGCACATCTCCCTTAGTCCTCCAGCCCAGCCAGGAATGAGGCAGCTACAAG
GAAAACCAGTGCAAGTCGCATTGCCTGCTTAGTGAGGTGCTGGATGCCACTGGTTCTCTG
GAACTGTCCAGTGTTTAATCCCAACTTGGTCATCGCAGATCCCCTGAGGTCTGTTTAAAG
GCCCTGCCTTTCCTCCCCACTCCTGTAGCTAGCTGAGAATGCTTCCCTTGGCCACCAATA
CTACCAATGTCTTTCTTTCAGTTGGTCACCTGTGGTGCCGCTCTCAGCCTGGAGCCATGC
TCCTGCCTTTTTCACCTGGTTTGCTTGCTTGCTTGCTTGCTTGCTTGCTTGCTTGCTTGC
TTGCTTGTTTGTTTTAACCCTCCCTCCATACCATACCAGAGCACCTACAATACCCCGAGA
CCCAGTCTCAGGCAGATCACAGCAAACCTAAGACCTCCCTCAGGACCTCCCTCTTCCTTC
TGTTCATTGATGGGCTGCTGCCACATGAGTCAGCTCCCTGGGTCAACCCCAGTGCACTTC
ACTACGTACCTCAGGCTGGCCTAGAACTCACGATCCTTTTGCCTCCATCTCCTCTACTAT
GATTACATGCATGCGTTACCATGCAGGGCTCTCTCCTGCACTTTCTTTTTCCCCCCCTCC
CCCCCCCCCCCCCCCCCGCCTTGAATAGCCTGGAAGATGAGGTCAACTTACAGTTTCAAA
CCTGGCTCTGGGATGCTCCCTTTCCAACCCTGCCTGTCCCTCCAGGACAATAAACAAGCC
TGAAGTAACAGTGGCTAAACTAGCTGTTGTCCCAAGATCTCAAAACACTGAGAAAAATTC
TTTTTTAACATTGTGTACAGTGTTCCGAGGACTCACTACAGCTGAGGGTGCCATGTCTAT
TCTGAACTTTTTCTACTATCAACTTTGTAATGACCTTCATCCCTCATAATTAGGGCGTTT
CGCTTTGGTGAACAGCAATGAAATTGTTAGGGCTTGGGTGAGAAAAGGCCCTCACAGGCT
CTTGACTTTGCACATTTGCTCCCCTGCTAGGGGGTGCTGTCTTGGGAGGCAATTGAACCT
TTAAGATGTGATGCCTAGCTGGAGAAAGTGCCCTTGAAGGTTATAACCAGGCCTCACTTC
CTGTCCAGTCTCTACTTCCTAATTTCTGATCTTCTGGGGAGCTGCCAGCATCATGCCTTT
CCACTGTGATGGACTGGGTTCCCTTCATGAGCCAAAGTAAAAAATTCCCCCTTAACTTGA
CTCTGGTAGTATAGTAAGAAACACAAACACACAAGGGATCCTATATTCTACCTGACAGTG
AAATTCTCACCCAAAAGGGCCTCTAGCTCACCTCTGAAGCACCTTTGTCAGCTCAAGGTT
CTTTGGTTTTCTTCTCACGGTGCCCTCAACCTCTAAAACTTCCACTTGTCACCCCTCCTG
CAGTGTGCACTCCAGCCCCTTCCTCCCACAGGAAACCACCCGGCCTGATGACCTGCCCTC
CCAGGGCTCTGTCAGATGAGCAGAGTAGAAGGGATGAGTTCACTGTGAGCCACTTACAGT
TCTCAGTAAGAGTGTACTGTGTGGACTTGCAAGGGGCAGAAGGATTTAGCCTCACCACTG
GCCATTCACAAACCTGGCAACAGCTGGATAAGCACCAGGCTCACCTTGGGGATGGGTGGG
GCTGGGGAGCAGTCTACATTTATGTGGCCAGGCCCAGGGTTCCGTCAGTGTCTCTTTTGT
CCTGGGTGTAGCTTTTAGCATGTAGCAGTAGGCCCATTGCTCTGATTCGCAATGTTCTGT
ATGCAATTGTGAGTATGTGACAAGCACACACACAAACATACAGACATATATGAATGCATA
CATATAAAAATACAAGCACATGCAAACAAACGTACTTATATACAAACACATGTACTTACT
CAAACATATACATACATGCAAACATACATTCATACTTATAAACACAAACACATATGTACT
CTGATTTTTATATATATACACACACATACATATATATTTATATGTATATATACATACATG
TATATTGTATATATGTATATATACATATATGTATATGTTATATACACACATATATATATA
TTATATACATACACACACACATGTACAGAGATATTCATGCATAGGCACACACATACACCA
GACAGGCTCTTTCCTTCTCCCTGTCTCTTTCCACCAGCACTGGTGTCATAAACTGCTTTC
TGTCCCACAAGCCATCACCCCCATGCCATCTTTCACACCCTATTGTCAGTGACCTATAAT
ACAGCTTAGACTTGATGCGCCTTGCTTTGGCACATTGAAAACATTGATTTTCCTACAATG
CAGTTCACTTCATTCCTCAACGGCTTCACCCAAGACTTTCATGTAAATGTTTTTCTCTGG
ACTGGAAGGAAATGTTCCAAATAAACAAACAAACCCTCCGTCCGCATGAGCGCTCTAGTC
CTTAAGCGTTAAGCCGAGCAGCGTGAGGAGCTGGAGGGTGAGGATGCCTCCCCAGGACTC
CAGCCCCACAACTCACTGACGCCTAGCCTGTGGTGTCTTCCCTGGCTGTCCAGGGCCCTC
TCGACTGTTCCCTGATGTACATGACCTAGGGTGGCTGTGACCTACTGAAGATGCAGTCTC
TGAGATAAACCTGTTCCTGATCCTTCCTCTTCGTCCCATCCTCGCTCAGCCTCCCTCACT
TCCCAGTCAACTCTTAGTACATTGTCGACACTGGTCCTGAACCCACTGCTTCACAGAGCC
TTTCCCATTCTGCCCTCGTCCCTGCTGTGTGGCTCTTTATCCTCTCCCTGTCACTTGGCT
GGCAGAGGACTGTGTAAAACTGGAGGCTGTCACTCATCCTTGTCCCTCCCCTTGGCTCCA
TCAGTGCCTTATGTGGAACTTGTCTTGGAATCCACAAGGCCCTGGCCTACCGTAGGTGAC
CTGTCTCTGAGCACTTCTTACTCAACCCCTCTTTGAGTCCCTGAAGCAGGGTCTCACTGC
CCCATCTCCATCTCTTTTGGACTGTCGGTGGCCTAGAGTCAAGCCTGGGTGACATGCCAG
CAGCAGATCCAGAGACTTTGAAACTGCCCATCTAACCAATCCTGTAGCAGGCAGCTTCTG
TAAGGCCATTAAGAGGGTCTCCTTTCTAGACTCTGAAACTGCTGGATGCCCTGTGATGGG
TGACCATAGAATAGGCCAAGTTGGACCCCGCAGTTACACAAAGTTACTTTGGTTTACAGT
TGAGTTCTGACCTGCCCATCTGTATACTCTGCTCACCTTACTCAAACAGGAAGGCTGTTT
CTTCACCAGTTAAACACAAACAATGGAAGCCATTTGGTTCATTGAGGGTAGCCTTTGGAA
ACCTCCCAGCCCGGTGTCTGGTAACTAAGCAAGCATCCATCCAGTCTCCTCCCCTCAAGT
GGTCATATCAGTATGAGTGTCTGTCCCCTCCTGGGAAACATACCTGTGTTTTAATAATGA
AAATAAGTAATGGATAATAACGCTGTAGATTCCGTAGGGAACCTGAAATGCAGGGTCTCA
GAATTCCATGGATAGACTATCAGATACTTCTGGGCAAACTGACTACTCAGAACCGTGAGG
TCATAAGGAAGAGCTGAACATTTATTCTCCAGGGGCTGGGGAGAGCTTCCTAAGTGGGAG
GAAACTTTTCTACTTATAGAAAGCATGACCGTGCCCCCGCCACATTGGGGAGGGGGTGGA
ATGTGCTGGGCCTCAATGTGTGCGGAGTCTGGCTCAGGGTTATTTTGATTTCCATTAACA
TTCTCTTCTATACGTATTTAACCATAATTGAACACATGTGCTTCTGTTTTATTTGCACTC
AGTTCATCAAAGTGTCCCTTACAAGTCTGAACTATACCACCAGAGCCTCTAGTTTTTCAG
CGAAACCCCCACTAATACCCCTGGGAAACAGGAAGTTGCATTTACTGAAATATAAATAAA
TTCAGCTCCCAAGGGCTTTGCCGGGGCTGGGGTCACAGGAGAGGCAACCATGTACTGTAT
TCTCTCAGAACACAACCCTGGAAGAACAAAACCCTGTAACTCCGGACATATAAGTGTTTG
CATCCATCCTTTGTTCAAAGCTGTGACACCTTCTAGTGTGATTGTGGAAAATCAAGAGAC
CCTACAGACTGGGGTGAATGTCTGAGTATCGGTGCAGATGTAGCCTCTGCTCTGGGGACA
AATGACATGTAACCTGAAACCTCTCTCCAAAGATATCCAAGGGCTCCTTCTCTCGCAGCC
TCTCCCCTCTCGCTCACCCTCTGCTCGCCCCAACCGCACACATGGAACCAATTATGAACA
AAGCCTGATTGTTGTACACTCGGACTTTCCCACGTGGGCCCGCTGCTTTCTTTAACTGCC
TCTTAGTGTGTGTCTGCGTGGGAGGACCCTGCCCACCGTTCGTTCCAGCCCAGCACCACA
GCTTCCCAGTCCTCCAGGTCTCTCTGCTCTGATTCATTCCTTAACAGCATAAAACCTCTC
TTCCCTTCCCGCCCACCCCCATTTCCTATTAGGTTTGTCTGAATAAACAGAACTTTCTTT
TCCATCACTCTAAATAAACTGAGCTCAGGGGTTTGTGGAGAATAAAGAAAAGCTAGTTCC
CAGCATGGGAGCAACATCAGGCTAAGCCTGGGATCCCCTCAGAGGAAGTGACCGTCACTT
CATGAAAACCAGGGCAGACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTATGAGTGTGTATGAGTGTATGTGAATGTGAGTGTATGAGTATGTGTATGTA
TGAGTGTGTGTGTAGAACTTTTTTCTTTTCCTCAAGAGAAGCAAACAAAAATTCCATTAC
TTGTGACCTTTCTCTGCAATGGAAGTGAGCTGATTTGAGGAGGTGAATTGATAGGAATGG
GGTGGGGGTGTTAACTGGCGATGTAGCCATTACAAATGCTATAGAATGTTAAAACTATAG
CCTACTTGAACCACCTGTTGAAATGCCACCTTAATCAGAAAAGAATCGGCTGATGTGGCA
GATGTGGATGAAGCTGCGCTTGAGTCTTCTCAAAGCTTTGTGAAACCACACGTGACTTAG
TCCTGCTCGCTAGCAGGCATAAAAAGCGAATGTCCTAGAGCAAATGTGGCGTCTCAGCAG
GTGAGGGCACTTGCCACCAAACCTGAAGATTTGTGTTTGGTCCCCCGGACTGACGGCTAG
AAGGAGAAAACTGATTCCCGGGTATTGTCCTCTGACCGCACCACTACTGGGGAGTTCCCC
AAGCCGACACCCCCATGCACACAGGCACACAAAATAAAAAAATAATGTAAAAAATTTAAA
CAAACAAACAAAAAACAACATTCTAAGCACATTTGCACAAGGTGGGGCACACACAACAAC
TTTGGTCTGATTCATCTGAACCATGCATACAAAGGTAGCAAAGACAGGTTTCTTTCTCCC
ACCACAACCCCCACCTCCCTTCCTGTGGACTGCATTCATATAATTAATTTGATGCGTACA
TTTATTTTCTGTTGGAGGCACTAGTGGGAAAAAACATTCGTGTCTGATGTTCAGTTTCAT
AGAGGTAATTTATGAATCCAAAGAGACCCTCAATCCTCCTGTGTATTGTTCCTAGTCTTC
AAATATTTTTTAATGTTTAGAAGAGAATGAAATCAGAATGCAGGATTTTGAATTAATCTC
TGCTGCAGATGTAGGGGAGATTCCACTTAGTCCTTTTAAGGGAAGCACGTGACCTACTGT
ACAGCCGAGGGGCTTGGGCATCACGTGGTGGGGTGAATAATGCGTCCGATACTCCCTTGA
TGAGACAACTGACCTGGTTGCCATCCGAAGCCCGGAGAAGCCAAGTTGACATTTCTGGAT
CATTCTCCTCACAAGCACCACGTACCCACTCCTGGGGCAGCAGGTCACGCTGAGCCAGAG
CTGCAGGGACAGCTAGAAGGAAGCTGAAGGCGCTGCTTCACACAGCTGAAGTTGGAGAAC
TTGGGCTGTTTTCCTTTCTCCCCCATCCCCCACCTCCTGACCAACCACATCTTAATTCAC
TGGGCAGAAAACGCTTTCAGCGTTTAGATATTTGGGAAACCTCTCCAGAAGACCACAGTT
TAGCTCTGAGAAGGACGCTAGCTAGTCTCTCTTTGCTACTAGCAACACACACACACACAC
ACACACACACACACACACACACACACACACACACACACACGATCACTCCCAGCTCCACAC
CATGGTAGTTCAGACTGCCGTGACTCCAAACAGACCTCAGAGACTTCTGAAAATACCTTA
TGGATCTCTGAGAAGGCGCAGCGTGGAGAGGGTAAGCTACGTGGCTGTAGTCGGCTGTTT
GTTTTCATTAAGCAGTTGCTACAGACTAGAGATGCTGGTTTACATTGTGCTACTGCTACT
GATGTTGCTACTGATGTTTTTCCTGGGCAATAGGGGAACTTCCTGCGGCTGCAGATACGA
TTCTATTTTCTATATGGTGATGTTCTCTCTCTCTCTCTCTCTCCCTCTCCCTCTCCCTCT
CCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCGTCTCTCTCTCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGAACAAAT
AAGGCTGAGAATTCTGAAATGGAAATGTCTGTCAGTTGCAGATGCCAGAGGAAAGATGAA
ATGGGAAGGTAGAGCCGTCTGTCCCCGTGGAGCTTGTTAAGAAGTGTGTCAGGGCTTAGA
GCCGACTGCGCCTGTGCTCACTGAAACAGCACCCAGTTTCCTTTGCTGGGTGAAAAAGAA
GGCAAAGGTGGTATGAAGGGGCTTAGGCAAGCTAGTGTCAGTTACCAAGCCGGTTTAAAG
GACCCTGCTCATCCTTACTTGTTTTTGTTGTTGTTCTTTCAAAGATAGTGCTCTGCTTTG
GGCTCTGTTCTTTCATAATCCTACCGATTTCGGCAGAAGTGACTGTTAATTTCCTGAAAG
CATATGCCCTGCATGGTAGCCTCTGGCAGAGAAGAACCTATAAAGAAGTAATGATTTATT
TCAACTGTAGGAAGGAATAGCCTTTTGAGGGTGGCTGTCGTTTATGCAAAGTGGGAGAGA
TGTCTGGAGGAGGTCGGCTCAACATGTGGGGATGCTGCTTACACCTCCATGGTTTATTCT
GTGTGGCTTAGGCACCCCCAGATTCCCCGTTGGAATCACCACAAGCCCTTCCATGAGCCG
GATGTCTGCATCCACGTGTTAGGATCAAGCACAGGCCAAACCCAGCCTATGAGTTAAGAC
CGATGAATATAACATGACCCAGCTCTGGGACAGGAACAAACCTTAATTCAAACGGCTTAT
TCTGGCTGGTCTACTTACTAGTTAAGGGCCTTTTAATTTAAAGAAAATCTAATTAAAGGT
TTCGACATATGGGGACCGTCTAGAATATACAGGCAGAACTGAGTTGCTGGCTCTAATAGT
TATAATTTTTTTCTATTTGAACTTTTTTTTTCAAAGGACATTGCCTATTCTGGTTGTACA
TAGGTAGGTCTTCAGTTCAGTTTGAGACATGTTCCTGTGCTCAGTACTATTCACCTGACC
TAATGGGTAGTAAGTGCCTACTGTGTGCAGCACCTACTGTGTGCAACACCTACTGTGTGC
TTACTTTTGCAGCTTTGGAGCACAGGAATAAAAGAGCCCACATGTTTATAGGTCGCTTCT
CTTGTTTGTCTGTTTCTCTGCTTTGAAACACTGTCTCGCTCTGTGGAACTCACTGAACCA
TCCAAGCTTCCCTCCAACTCAAAGCAATCCTCCTGTGTCCTCCTTCCAAGTGCTAGGATC
ACAGGTGAAGCCAGAACTCCCAGCTCAAGTGCATGAGGAACGTGATTTTCAGTTCTGGTG
AAACCCCTTTCCTCTGTGATCACTAATTGTGCGTGATATGTTTTATTATTGAGGTATTTA
TAAATCATGTCTCTCAGGGCTGGGCAACGGGGTAATATAAAGAAGAGTATTGATGCTGAT
TCTTACAGAAACAGAAAGTCTCGCTACCTCGTGATCTCTCTGTATTGTTCAAATCTCTAG
ACCCGTACTGAATATTTAAATATAGATTTGCATAAATACAGATGTGTACCCTCTAGCACT
TGGTCTTTTACTGTTCTCCATTTTAAAGCAAATCAACAATCCAGCAATCCCAATCTTACC
TATCATCTCTGTCTGTTGCCATGTGTATTTATAAGTATAGTAGTATATTTGAATCATACG
TAGCTAATTTCTGCCCTTGAGTGTAGGCCATGGTTCATGGTCTTAAGGGATGGAGCTAAG
AGGTCTGGACCCTTCAAAGCAGCCTGTGCTTCCTTGGAGTTTGGGCATTCCAGATGGACC
CACTACCTTCCCCCACCAAGACAATGGAGTAGACACTAATTAAAATACATGGCAGCCTGA
CAGGTCCAATTGGGTGTTTAACACTGCGGTGCTTCGGGGACACTTCTCAGAATGGCAGTC
ATATATTTATATAAGAGGACGTTATTTGGGAGATAAATAGTTCCAACCATGAAGGCTGCC
CTTCTTCCCCGGGACTCTAGCATCTGGCCTTGTTACAGTGGAGAGCGTGCCCGACATCTG
GGCCACCATTATTATCTGGGAAGGCTTAAAAACTTCAATTTTTCAGAAGGCCTTTACTCC
AGGCCTATTGTGTCTTTACCACCCTGAGCTGCTAATGAAACATGGAACAAGCGGCCTCCT
CCCCTCGCGCAGCATGAACAGGGAAGCTAGGTACAAAAGACATCGTTCTCTGTTCAGACC
CATCAACCCACAGGATAAACCTCAGTCTTGAAACAGAATGCTACCTGTCCTTGCCATCAC
ACAATGCCTTGTGACCTTTGCTCTCTGGTGGCACTGTGTTGTGGCACCTGGCTCTGAACA
GAATTGTCATCAGCTTATCGTCAGAACTGCCCATAAAAGACACACTTAAATATGAGGCAT
GTGGACCAAAAACATGATTTCAGAGCAATTATAATACACATGTGTACATGTGTCTCTCTT
TGTGTGTCTGCACATGGAGGCTAGAGATAAACCTGAAATGTCATTCCTTGTGTGCCAACT
CCTTGTTTTTGGTTTGTGTGATTTTGATTTGTTTGAGACAATCTCTGCCTGCCACTGCTG
CTTAGAGCTTACCCGTTAGGTTGGCCTCAGGGTTGCCCATATCTCCGGCATAGGATTATA
AGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATATGTGTGCATGTGTGTGTGTGCA
TGTGTGTATGTGTATATATGTGTGTGTACATGTGTGTGTGTATAAATGTGTATATGTGTG
TGCATGTGTGTGTGCATGCGTGTATGTGTCTGCATGTGTGTGTACTTGTGTGTATATGCG
TCTATGTACATGCATGTGTGCATCTGTGTGTGCAAGTGTATATGTGTGTGTATGTATGTG
TGCATGTGTTCATGTGTGTGTGCATGTGTGTATGTGTGTGTGCATGCAAGTGTGTATGTG
TGTGTATGTGTGTGAACATACATGTGTGAACTAGAAACTGGTTCACAAATTGCCAAGAGA
GCTCCTGAGAAAGCCAACGCAAGTTTTGTTTTGTTTCGCTTTGCTTTGCCTTTTTCTGGT
GATGACTTCCCTTGGGCTCCCAACTTCATGTATAATCCATGGAAAACAAGGTGCTCCAGG
TTCTGTGCACAGAGGCATCAGATCACTCAGCCTTCTTGAGCTCAGGGACCCCTCCATGTA
CTCTCCCTTCTAAGGGTGCTTGGTTGGTGCCCAAGGAGAAACGAAGTGAGTGGACCTCTC
ATGCGGTGCACCTCAGGTGGTCTGGGTTTGTGATTTGAAATTGAGGGTAGAACTTTGCAG
AATGCCACTTGGCAAGATGGCTGCCTCTGTCTCAGTTCTATGCTTTTGTGACAGAGGCTG
GGTAATGTCTATGCCTTTCCCACTCTGAGATTTGATCTTTGATACCTTTGAACTCATCCT
GCATGGACATCATGTCAGATTTTGTGCTCTGATTTCCCAACTGTAAGGATACAATGCTTG
ATCCCCTCCCTATTGTCTTACTCTCTAACACCTATATCCAGACCCAGAATGCACTGGGCA
CCTCTGTTCTCTTGCTGATCTTCACATTTTGAATCTAATATGTCCAAAGTAAAATTTAGT
ATCCTACACACAGACACACAAACACAGACACACACACACACACAGACACAGACACACACA
CACACACACACCTCAAGCCTGCTCCCTACCCCAGCATGAGCTGAGTATAATATAGCATCA
GTAAATATGGACATTCTTAGGAATGCATAACCAGGGCCACTTCATGCTATATCAACATCA
TAAAGTGTATGTATACAAACCTAGGCAGCATAGCCTACTGTAGCCCTAAACTATATGGTA
CACGCAAGCATGCACACTACATCCTCTTACTCCTAAAGTCATAACACATGAAATATGCAA
TATTAAATCAAACATGATAAAATATAATGTCATGGCAAAAGGAGATAAACCTGAGACATG
TTGTTAGCATATCATGAGACATCATTCTCCCACCTATTATGGAATTTTGATCACTAGAAT
GATTCCAGTCTAAGATATTGATAAAAGGTAACACTAACCTGGCAGTGTGACCATTCATAC
GCACTTTCGAGTGTCATATACTATGTATAATAATCAGTGCTAGACTTTGATAAGGCTGGA
AGCAAGCTAGGGTTGTTGGAAGGAGAATCCAATGACTAGGAACACAACCCAATGCACTGT
GACCTTATGGCAGCAACAGCTTCACTAGCTTTAGAACAATGGTAAGCCCCCTCATGATCT
TATGGAGTGTTGTATGTGGGTCTGTAATTGACAGATACGTTGATATGGGACATGTGCCTG
TGCCCAAACTAGAACCTAGGAATCCTCCTGTCCTTGCCATCTTCTCTGTCTCCCTTGAAC
AACTGCCATGTGTGGTCCCATTTCTGGTTTTGCTATCTCTCCCTCATCTTGCAGCTCCTC
CCAACTGCCAAATTAAGACCACTATCATCTTGTGCCTGCATACAGCTTTCTCAAGGTCGC
TAGTCTGGCACCGGTTTGGTCCATTCATACCTTCTTCTGTAGTCATTTCAATTAGATTGG
GGCAATTATATCTCTTGTATACATAAAGAATTTCAGTTGTTCTGTGCCTCAGGACAAGTA
CCAATAGCAGGGTGCAACCAGAACACTGCTAAGGTATCGACTCTTACTTCTTCCTTATCT
TGCCCCATTTAGATTATACTCAAACCACATATAAACACATTCCTACTACTTTTAAAGCAG
TGTCATCATCTCTGCTGCTTCAAAGCCTTTGAACATTCTTTTCATTAATCTGGCACTTGC
TGCCTCTTCTTCCCACCTTGTCTTCCTACTCCTACCCTTTTGCTTCATGCCTTTCTAGGT
GACACATTTCCAGACCAAGTAGACAAAAACACACTTCCTACAAGATACCATAGTGTACTG
CACTTCTCTTGTAGTGACACAGATCACCTGCATCCAAGCCGTCATTTCTGGGGGGTGAGA
TGTTCCTTGAGAACAAGGAACCTGGTTCATAACAGGAATACTAGAAATAGCTGACCTCAG
ATTTTTTATCCATTTAACATCAGTATGAGGATTCCAGGTGAAATCAGTCAAGGCAACCAG
CCATGCCCAACACTGATCCAAGAAGCCATCCTGATCTTCCTAAAATTGGGAGTCATTGGC
CTAATCTAACTCAGGCTGCTGTAAGACATAAAATTGGGGAAAGAGAGATAGCTCCATTTG
GCAAAGTGCTCATCTTGCAAGCACAAAGACCTGAGTTCTATCCTCAGAAAGAACTCGTGT
TTTGCTTTTGCCTTTGTGCTGGGGATTAAATAGATAAACAAACAGGACATAGTAAAACTT
GTAATGAACTATTCCATGGCTATGAAAATGAATGAAATCTGGGAGTTCTATCATTAACGC
TCCTCAATGAGAGGACTTTGGAAGAAGATCAGAAGCAAAACATAAATAGGAACACCTTAA
TTCCCAAGCTGACTTCCTGGAAGTCCCATTGTTGCTGGTGGAAAACATGTTAACTCTCAA
ATGTTTACACAAACCAAGGAAATGGATGTTCTTTCTTAGGTATTCAGGACTCTATGAGCA
CACCAGGCACCTCTAAGTGGAACATAGTGGTTTAAACTAAATGCACTTCACAGAGTGGTA
TAAATTTGATGATTTTATTGCAGGGGAGGGGATGAAACAAGCAAGCACTCTCTTTTCCTG
TCATTATTTGAATATTTTAGGTGAAAAGGTCTTTTTTTTTCTCTCTCCCTTTCTTTCATG
GAAACACTGAGATGGTGTGATATTTCTGGAGTGGTATTTTTAACACAGCATAAATTAAAC
CTCGTGGCACCCACAACATTCATTATCCGATGTGTTATTCCAGGTTGACATATTGCCAGT
CTATTATTTTGCAAACCATTACATTATCCCAGCTGCTAAGCTGCATAACTTAGGGATCCA
GAATACAACAACTTCTCTGTTCTCGTGTGTGTGGTGCTTATATTTTGAATGTATTCAAGC
AGGGAAGTGTGAGACACTACACAAAACACATACAGCAGACAGCTCTCAGTGGATATTTAT
TACCATTGAAAGCAGACAGCCAAGGACTGTTCAGACAGATCAGCGTATTCGCATGTATTA
TTATCCATCCCCCTCATCCAAGAACACTTTTGCTCCTTCTATAAATATACGCCTCTCTGG
AAAAGAAGATCATGGATTCTCGGGGACTCCAATTCTGTGGTTCACAGAAGGCATGAAAGG
TCATTTTCCTCTTCTTGCTAATGATTAGATTTAAGTGGAAAATAAAATATGTCTATCAGT
GTGTGTGCGCATGCTCGCATGCCTGTGTATGCGTGAGAGAGCATGTATGAAAGAGAGAGC
ATTATGTATTTGTGTATAGAGGTGTCTGAAGAGACCAAACGAAGGCATTGGATCCTTAAA
TCTGGAGGTATGCATTAGCTGCCCTACGTGGGTGCTGGGAAGTGAACTATGACCTTCAGC
AAGGGCAGTACACACTTAACCACTGAACCATCTTGCTAGCCCTCTACTTGTTTTGAGACA
GGGTCTCTTACTGGCCTGGAAACTATCAAGTAGACTAAGGTAGCAGAGAGGCTTGAGGGA
GTCCCAGGATTCCATCCATCTCTACCTCATACGGAAGATGTAAGAAGCTTTGAAGACTTC
CTGTGCCTACACTGCACTCAGATCAGACTGTATCTTAGTGGATGGAATCCTGAGATCGCT
ATGTAAATCTCCCAAGTGACTACACTGAGCAGCCAACATTGAAAACGGTGCCCCAAGGTA
TACGGAGGCCAAAAGGGATCATTTGGGTCCCATCCCAACTTAAGGGCTTTAGATAGTTCT
TGTGTTTTGTGGTGTTCTCTCCTGAAAGGGACACTAAGTAAGTGAGTTGGGGTGAATCAT
TTTTGTGGCAGGATGGCCAAATGTGTGGTTCTTGATAAAAGAAAACCCATGTCTTCATAT
TTGCACAGCAAATCCTCTTAAACACTGAGCCATCTGCCCAGGCCCAATAATTCACTTTAA
TTTGTAAAATTCAATTGGCTTTAAAGAACAATGTTGTTTTATGTACCTAAAACAATTTAG
AAGACTCTATGCTATGAACAAATGTTCTCAAATATAGGAGTCTATGAACCACATGTGTGG
GACACTTCTCCCCTGCCTTCCACCTCTTCCTCTCCTTCCCCCTCCTCTTCCTCTTCCTCA
TCTTCATAATTCGTCCTTTCCTCACTGGTCAGTGTTAACCACGTTGGCCATTTTCCCCAT
TGCTGTTACAAAATACCTGACCAAAAACAGCTTAACTGTGATCCTTCCACTGGATCACAG
TTGAGGGAACTGAAGTCCATCGTGATGAGAAGGTATGGTGGTAAGGGTGTGAGGTGGCCA
GTCACATTGTGTCAGTACAGGAGAGAGAGGCTAAAGCCACTACTCAGTTTGCATGTCTAG
AGGTGTGTCTCCTAGGTGACTCTATAGCCCGACAAGTTGATGATCAAGAAGATCAAGACT
AATCATTGAAGAAGTCTTGATACACCGATGACTTGAGATGGTCCACAGAGAAAGAATTTA
TACCCATGAATTGGCAAATATGCAAGTCGGAGCTTTTGTTCTCTCAGAACTGGTACATCC
TTGTCAGGTGCTGAAAGATCACAGGACTATGGGATGTTTCCTAAAGAATGAGTGTGGATG
GATACAAAGGCATGCCAGCAGATAAAGACTTGCAAAGTTTGGGGACCAATACTATGAGGG
TAAACTAGAGAAAAAGGAAAACAGCAAGGAGCAAAAAGTGACATAGAAATAGAATTAAAG
AGAAAATTTGACCATTCTATATAAACTGAAAATGACTCTTTCTCAGAGACATGTGATATA
GACTACTATCTGAGAGGTGGTACCATAATATACTTATCAGGAAAGAGCAGTCAGTGGTGT
GCTGGGAAGGGGAAATAGAGCAGGTATAAGAGGGAGACTCTAGAGACAAGCTTCACTTTC
CCTAAGGGCAATCCTAAACAGAGTAACTAGAGACCATGGTGGAGTCTAAAGGGATCAAGT
TATAACAATTAAGATGGTGAAGCATCTTTTCCCTATGGCACCACAGAAGCACGTCACAAT
GGATGATATTCTTATTTGAAGGGATTATATATATACATATACATATACATATACATATAC
ATATACATATACATATAACATATATAGTCAATGTACAGGCACCTGTCCATGTGTGTAGAG
GCCAGAGGTCAATATCAGGTGTCTTCCTCAATGACTCTCAACCTTATTTTTAGAGATAGG
TTATCTCACTGAACCTACTGCTCATTGATTCAGCTAGACTGGCTGGGCAGCAACTCCAGA
GATTCTCATGTGTTTTCCTCCCCAGTGCTGTGAGTAAACTTGTTACTGCTTTTGTTTTTC
TTTTTAAGTTGGGTTCTAGAGAACTTGAGCAGAAGTCTTCATGCTTGTGCAGCAAGCAGT
TTTTCATCTGAGCTGTATCCCCAGCTGACAGAGATCAATTTTAAACAGTACCCCCCACAC
ACACCTTAAACCAGGTATCCAAGCTTATTCACCATCCTCTGTGTTGCTTTCAAAATATAG
TCAAAGAAAAGATGGAGGAAGATTTGAGCATCCTGTGTTGGTCACCGGTGTCAAGCCACC
ATCCCTCCCTCATGGCTTAGTATCCTTGATATCTAGCCTTCTGTTTGGTTTTGGGTTTGC
CTATGAGAAAATAGTTTTTAAAATGCTGCGACATAATCATTGTGTCAGGGCTTCAAAACC
CAGCTGAATCCCATAATATATTTAGAAAGTATAATTTACAGCCAAACCACTGATATAATG
TCCAAAATGAGTGAGTCCTAGTTTGAACTCTGAATTTGGGCATTTAGACATACTCTATAA
AGGAAAATGGATGTGAACCAAATGGGGTATGGGGAGAGTCTGGTCTTTAGTATGAAAGTC
TGTGCTGCTAGACCTTTATGGACCTTGTAGAGGAAAATCTTCCTCTTCTCTACCCAGTGA
TCTGAGGGAAAGGCATGGCCAATGTTCCATATACAGATCTCACTCATAAGAAGTTTCCTC
TTGGGGATGGTGAAGGTCTCTATTACAGCACACATAGTTCCCCTCCCCTCAAGCTCTCTT
AAATTTTTCTTTATGGCACCTCAAGTTCAAGTCAGTTAAAGGTAAGTTTTTAAAGTCAGA
CAGTGATGGGAGTCCCACCCCAACTTGAGCTGGGACTTGTGAATTGGACCATTGCACACT
CGTTGCACACCCATTGCATACTCATTGTGTACCCACTGCACACCCATTGCACACCTGTTG
CATACTTGTGTATACTCATTGCACACTCCATTATGTACCCATTGCACATCCATTGCACAC
CCTGGGTCTAAGTCTAGCTGAGTCACAAGAGCTCCCATATGTTTCACACTGCTGCCTTGC
AGGGACAGGTTCATCTACATAGGAGTACTTGGTTCTGACTGACTACTGACCCAATATGCT
ATGATTTAGATGTTGTACTACTGGGTACTGGAGATCTGAACTCAGGTCTCTGTGCTTACA
ATGCAAACACTTTACCTATTGGGCCATCTCCCAACCTCATCCTTTATTTCCATTGCCATC
TCTCTACTTGTACTCTGTATTCCTCCTTATCCCGTATTGGGCCACCATTTCCCCAAAGCA
TCCTTTTTCTTTTCATCACATGGTGGCAGGATACGTAAGAAAAACATAGTTAATTTTCTT
CACAAAGGACCTTGAAGGATAAGAAAGCTCTGTGAGACCCACTCATCTGAATGGGCTGTT
AACAAGTTTATTTCACCTTGAATTGTATCCACGAGGCCCAGTATTTCATCTTCTTTCTCG
GGGATGGCCTCTGTTTGTGTCACTCATTCTGTAAAATCGGACCCTACACAGGCATTACAG
AATCAAGCATCTGTTGCTGTGGTGTAGAGTAGTAAGGAAGAACCATACAGCGATCGAGGC
AGCTGCCTTCCAACTTTGTCACAGGGATACTGATCCTGTCTTCCTATTTTTAAGCTTTTC
AAAAAGAAATCTTGTGTGCTTTTCCAAAAATGAGTGTGTTTATGGGAGTGGTGTGTGTGC
ATGTTTGTATGGGTCTCTGCACATGTGCATGTGGATACATGTGTGTGCATGTGGAGGTTA
GAGGTCAAAATCAGGTGTCTTCCTTGATGGCTCCCACCTTACTCTTTTGAGACAAGGTCT
CTCTCACAGAACTTACAGTTCACCTATTAGGCCACACTGTCTGGCTTGTAAGTGCTAAGA
CTGCTTTCTCTGCCTCCACAGTGCTGCCTGGGACTAGCAATACACACCACCACACCTGGC
TTTTTATTTGGGATCCAAACTCAGGACCTCGAGTTTGCATGGCAAGGAATTTGCTAGCTA
ATCCGTGTCCTTGGCTCCTGCACAGTTTTACATTTTATGTGCATGGTGTTTTACTCCTGT
GTATATCTGTGTACCATGTGTGTACAGGGCCCACAACATCCACATCCCCCAGAACTGGAG
TTGCAGGCGGTTCTGACCACCATGTGGGTTCTGGGACTTGGACTTAGGTCATCTTGAAGA
GCAGCCAGTGCTCTTAACCACTAGGCCATTTCACCAGCCTAGTTCTGCTACACTTTTTAA
AAGGCAGGACTTTAAACTGGTCTAGGCTGGTCTGGAACTCATTCAGTACATGGTGGCATA
ACCACTCACACCTCAGCCAACTCAGTTCTGGGATTATAAATATATACCACCATGCCTAAT
GCATTTAAGGTGACTCCTTTTTTTAATTTCCCTTTTCTTTTTTCTTTTTTCCTAGTCTTG
GGGATGGAATCTGGGGCTTTGCATATACTAGGCAAGGCTAGTACTTGCATATGCTATAGC
TAAGGCTCTACTCCTTAGCTACATCTCCAGGACTAATTTTCTTGTATTTGTGAACAGTGT
ATGCATATATGCAGGAGAATGAAAGCAAAAGAAAGATCTGATATGTACCATCTTCTATTG
CAGTAAAGCATAGCCATGGCTCATAAGATGCCCACTTTCTGCACAAGAAAAGCAATACCA
ACTCACCCTCGGTGTCTGTGCACTCCTCCTTCCTCCCACTTTTGGCACTCATTATAAAGG
AGAGATCTCAGTGCAAATAAAGCAGTTTGCAAATAGTATTTTGGGTCTTCCACTGGAATC
ATATCATCTTACTGCTAAGTTGGAATAATATTAACTGTATCAAAATTCTTTTGACAAGTC
CAATGCAAATTTTAAAATACATTTACATAAATGGAATCATGTCCTTCAGCGACAGGGAGT
GGAAAGGCTGCAGAGAGCATAGCATTTGAACCATCAAGAGGATGAACACTCAAGCAGCTG
AACATGAACACACCATTACTGCCTGGGTACCACCAGCCACATCCTTCTTTTGTTTGGGGC
AGGGGTTCCTCCACTGTCTCAGAGAGGAGGCTATTACAATCATTCCATCCAATAAAATGA
TCACCCCACCACCTAGCAGTGGTGTAGCTTAGATGTACAAGCCAGAAGTATACAGGGTGC
CACAACCCCAGAGGCTGGCCACAACCAAGCTGACATTGTTAATGGTCCAGGTAGTTGACG
ACAGCAACCAAACAGAAACTTCTTTCTACGTCATCTGGTTCCTGCTAGATGCAGTGGAAT
TCTTGGGATCAGCCAAGTCCTTGAGCAAGGACTATTAACACCTCCTTTGGCTGATGACAG
CATTGGCTGTAACTACCAGAACTCTTCATCTTACCACGGTGTCAAAGAGGAATGATGTTC
TCACTGAGTACGAGGACAAGCCAGGCTGCTCAGTGGCCCATTGAATCTCTGCCCCTGTTT
GTCAGACTCATACCCAGGACTGAGGCTGATCCCTTTAATTTTAATCTCAGTACATCCACA
CTTCTGCCTGGTCCCAGATAAAGCAACTGGGAATTGACCACCTTCCAGCAGTAGACCTCA
TAGCTTGCTGGGGACATCTGATACCTGAGAGAAGCCCATCAAGGACAGTGTCAGCCATTC
ATTATCCTAATGACTTTACACTGGATCCTTGGGAAATTATACAATAAATGTCTGGGCTAT
ATTTTCTCAGTTCCCTGCTGAATTTTTTTTTGCATTAAGATTTAATTTATTTTTATTGGG
GGCTGATAGGTAATGCCCTTTTGAAGATGTGGAACAACAAATCCTGGGTGTGGGTGGACG
CCGTTGACAGACCACAAGCAAAGGCCCTGATCTCTCAAGCAAACCTCACAGACAGACTAA
GCCATGAATCTTGTAGCTGCTGCTGAAAAACCTGAGACTAAGGCACGCAGGTGACAATCA
GGAACTGAGGGAAAGGAGCAGGTTCAGGGTTAGAGGAGGAGGGCAGTCTGGAGAGTCCAT
GTGAGCTACTGGGAGGACTGCAGGAACTCTGGAATAGCCTGAGCTAAGGGAAGGAAGCAG
GTAGCTAAGTAAGATATGCCCTGCTCAGAAAGCCAGCAGGAAGGGGGCTGGGAAGACAAC
TCAGTCGGAAAGTAAGCATGAGGAGCTAGGGTTGATCCCAACACGCATGGAAGGCCCTCA
TCATCACAGAATGGGGGAGGCAGACACCCAGATCCCTGGGACTCCCCGGCCAAACAGTGT
AGCCTAATCAGTAGGCTCCAGGGCCCAGTGAGAGACCCTGTCACAACACAGACACACACA
CAAACCACCACAATATACAGTTCCCGAGGAATAACACTCTGGATTCTACACATTGTACAT
ACACATGTATGCGCACACACACACTCACTCACACACACATACTCACTTACATACACACAC
ACACACACACACACACACACACACACACACACCCCTGAAATCTTTCCAGTTGACCACTAA
AGGTAATGTTCTTTGTATCATTTTCTGTTCCCTCTCATACTCCATCTTTTTAGAAAATAA
TAATAAGGATGTAACTCTGTGTGCTTATTATTTTTACCTTTGCTGACAGAAAATCGGAGG
CTTAATTGAGACCTCAGCACCGGAATGCCTTTTCACACTTAAGTCATACATTCAACTCGC
TTGTCCCTCTGCCTTACACGATCCTTTCTTCCTGTTTAACTCTTGGGTTTGTAGACATAG
CTACATGCATTTAATTGCTACTCCCTCTATGCTGTGTGGAATCATAGTGCTTTTGCTTCT
CCCTGTGTGTTGTTTCTATTGGGCACGTTGGCACAATGAAAACACAGATCATTGAGGGCA
GAGTCGGCGGGGGGAGGGGGGCCAGGTAGAACAAAATCTACCACTCTACAACTTCCTTTT
TTTGGCAGAAGGAATTGTCTCAGCAGGTGTGTTGAAATGCCCCAGGGTAAGCTGAGACAT
GGGAATACCACAGCCTGAACAAGGCAGTACTTCTTCTTCCCAGGATGGCATGAATTCGTT
TGAAATGTTAAGCCCTGACAGTACAAAGCCATTGTGCCTCACCCCATTGTATAATTGAGG
GACTTGGAGTCTCAGCATACCCTGAAATGAAGGGGTTCTCAAGGGAAGCACAGAGATTAC
GCTGTAGGTGGGGTCCCCATTGGAACAGTGGCACATTGTCACAATGCGTCTCTCAGCATA
TTATGCACAAAAATCACTTCCCTGGGCAAAGCTTGCTGCCTCGGAGTGTGAGCTAGGGCC
AAGAACCAATAGAAAGCTGCGTTTACAGAGTAGGAAGGTTGCTGTGTACAGTAGTGCTTT
CGGGGGAAGCTGCTCGTTCCATTAGACGTGCTTGCCCCTTCACCACCAGAGAACCCACCT
CAGTATCTCTTCCAGAGGAGCAGGGAACCATTGGCTTTACACCCCTCCAGATACACACCT
TGGCTTAATGTCCAAGAACCACCCATTACTGGAACCTAGTATATTATCTTAGTTTTCGTG
AGGTGGGGGTTGGGGAGCGGGGAGGTAGGGACAAAATGCAGAAGGCTAAGATGCTTCCAC
CACAATCAGGGTTACTCAGACAGGAGAAACAACACAGACCTGAGAGGTGATGCTATCACC
TGGCAGTGTCTGAGAGCCCCAGACCTGGAGATGTGAGTTGTCACTGTCCTGGCATGTGTC
TACCATGCCTAGCTATCCCGATACCCAGTCCCCATATTTGCACTTCCTGCAGAAAGTGCA
GGAAGCAAGACAGGGCTCCCTGATGATTATCATGTGGCCAAGACACTGGCCAGGGATGGA
CACAGAGCAAACTTCCTGACTTCCACTGGAAGGGCCTCACTGCATGAACCAGAATCAAGG
ACCAAATATTGAGTTATACATTTCCTCTTCTGCTTCTCTCATGCACTCCCCAGACTTGGC
CCCTGGGGGCGAGTAAGAAGGAAGATTCCGTCACTGGGCATCTGGGAAGCACAGTAAGGG
TGTCCCCTTAGAGTAGGTACAATACCACCCCAATGGCTTGTCACTCACTGTGTCCCTGTC
TCCCTCACCTCCTTCTGACCCATATACCTTCAGACTGATTCTGTCTCATGCCTTCAAGAA
CATGGCCAGCAGTAAATTCATGCACAAAGAAAATTATGAAGGGTAATTTTCCAGGGTTAC
ATGGGCCAGCCTCGAGTTCAAGTCCAGACAATCTGAATCCAGAGAGCTCCCCAGAAGGGA
TCTGGGGTGAGTTGACACTGGAATGTCCCTTGATGCTGAAGCTACTGAGAAAGTATCCTT
CATAGAGGAGTGGACCGCAAGAGTAAGCAGATCTTCAAATTACAGTGGCAATGCAGCCTA
AAGATGTAGGCCTACAGTCCCGTCTACTCTAGAGGCTGAGGCAGGAGGATCACCTGGGTT
AGAATCAGTGCAAGGCTAGCCTGGGCAACTTAGTGAGAGTCTGCCTCCACATTTAAAAGG
CAGACAGAGGGCTGGGGAGGTGGCTCAGTGGCTGAGCACTTGCGTCGTGTGCATGAGGCC
CTGTGTTCGTTCAGTCCCAGCAACATATACACATGCATAGAGTTTAATTTATGATAAACA
TGGATGTTTTCATGTATCTCGTGGTTGTCGAGCTAAAACCCCAATGTAACATAACTGCTG
TCCTGTGTTCTCTCTATGATATTCACTGTGGGGCCACTTCCATTTCTCGGTCTCTTTATT
TTATATTTTCTATATATTAAGGGCCTTCCTTCCCTGTTTGTTTTCTTACCCATCCCCCCA
TATCTGTTCCTGGAATCTGAACTTGAACTCTTTGTTTCATATGTCTGATTGGTTGGCCCT
ATTTACTTAGGTATTTGTGTGTTCACATATTTATTTATTACTGGGGATGCAAATCTAATT
TTGATGCTGAGGTGTGGGTCACTGATAGAACGTTTGTCTAGCATGCTTGAGTCCATGTGT
TCTATCACCTGCATGACTCAAGGGAAGGGAGGGAGGGAGGAGTGGAGGGAAGGAGGGAGA
GAGGGGAGATGAAGGAGGAAGGGCCTATGGGGCCCGTAACACCCCCAGAGCAGAGGGAGA
GAGGGGAGATGAAGGAGGAAGGACCTATGGGGCCCGTAACACCCCCAGAGCAGCAGAGTA
CTGGAAGAACTGGTGGAGATGGATATGCCACTAGGGGGCAGAAAAGACTCAGACCCCTGC
CCCCTGTGCTTGTGAGATCTATCTCTACTAAAGTTACTTGGGGGTGGGGGCAGAGATTGT
CATAGCTAAAAGCAAAGTTTCTGAAAGTCATTACCCTAGGCTGCTATGGTAAGCAGTGTT
TTCTATGTATGAAGGAGTCACTTGGGATCTTGTCAAACACAGATTTCTCACAGGTTCCCA
AGTAGGCTGGGGATTACAGACGATGCTTTAAAGTGGTCAAGGTCTCAAATATCACACATA
AATCATTGTTCTCTCTCTCTCTCTCTCTTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCC
ATCAACTATCAATAATTATCTTTACTATGACTAGCTTATATGACCATTCAGGATGAGATC
AGTAGCAACTGTGTAACTCACCCCATGACAAATAAAATCCACGATGCTGGTTGGTGGTCA
TAGGTAACCAGAAGGGACTCAGCACACTGAGGTGGCCCTTTCTGAAATGCATTACTTCCT
TGGATACTGTGGACACTTAAGAGTGTTCCCTCCCTCTCTAGTGCCCACCAAGGTCTAGGA
GACATTCCTATGAGCCAAAGTAGGAGGGAACCATACAGACCTAAACCATCTAAAGCCCAG
AAAACTCCGGAATTTTCAAAAGCAATCGTGGATCTTTCCAGATTCTGTCTAATCTTACAG
AAGTCCTCAACACAGATTAGAAGCAGACTGTGCTTGCATATATTCATCTCCTCTGTATAT
TGAACAAATACCAAATAAGTAGGCTTGAGACTACACATTAGCAAGCTGTCACGTTAGCTC
CTAACTGCGTGCATGCATGCGTGCTTGTATGCTTGTGTGTATGTGTGAATGTGCATGTGT
GCCTCTGTGTGTGTGTACACGTCTTAGCATGTGCACAGAATTCAGATGGACATTGGTTGT
TCTGCTTTGTGAGGCTCCCCTTTATTCCCTAAGATGGTCTCTCCCTGAGACTGAAGCTCT
CCATTTCAACTGAGCTGGCTGGATTCATGGCTGGCTGAGATTTCGTGGTCTCTGTCCTCC
AACTCTCAATTGGAGACACTCAGATCCCCGCTTCTATGCGTGTGCTGGGAATTTGTCTGA
ACGCAGGTCCTTATGCATACACGGCAAGCACTCTTACCCTCTGAGACATTTCCATAGTCT
TTCCATATCATTTTTTTATCCTGTCCCCAATATACTTGTTTTTGTTGCATGGAGAGGAGG
GGAAGGGAAGCCCTAAGTGTTTGTTTTGCAGTCACAGATGACAGTAAGTCCTCTTGCTTT
AGGGTGTAATTCTTTTTTCCTCTTTCCTTACAGCTGTGACCTAGTTAATTGTAGGTGGGA
ATCAAACGCCCAAATCATCAGGCTTTTGGCTTGGCTTAGGATCTTGCTGTTAAGTGGTAG
GATGTCCTCCTTAATGACAGGAAGTCGGGTCCCCTGATCAGCAACATTTGTGTTCTTTGA
GCTCAGAGATAAAGAACTGGGTGTATAAGGCTGTGGTTTCCTTGTGGTCAGGGACAAGAG
TCAAGGGATAGATGAGTCTGTGACCCATGGATGAATCACTCCTGCCAAAACAGTTGAAAT
GTTCATCTCAGTGTTCTGGCCTGGAGTCCTCCAGTCCATGTGGACAAAGGAGAGAATGAC
TCACTCACTGTCCTTTTATGGCTTCATTGCTAATGTTGAGCATCCTATAGACCAGAATAT
GATATCATTAAGAAGCCACTTTAGCCGGGCGGTGGTGGCACATGCCTTTAATCTCAGCAC
TTGGGAGGCAGAGACAGGCAGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGT
TCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAAAACCCCCAAAAAAAGTGA
GTGACGACTGTAAAGGCAGGAATGTAACACAAATAAGCCAGGTGTGCTGGCACATGCCTT
TAGTTCCAGCACCTAGGAGAGAGGCAGGTATCTGTGAGTTTGAAGCCAGCCTGGTCCACA
AAATGAGTTCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAAAAAAGAAGAA
GAAGGAAGAGGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGA
AGAAGAAGAAGAAGAAGAAGAAGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGA
GGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGGAGCCTTTAGGGCTGAGGATGTTGAG
TGCTCATTTAGCATTCGTGGAGCTGCAGGCTCTGCCTATCCTTGCATGATTTAGTCATGG
TGGTATATACATATAATCCAAGTTCATCTTCAGTTACATATAGATTTTGAGGTCGGCCTG
GGCTACATGAGATCCTGTCTCAAATAAAAACAAACAAACAAAGGAGGAATTGTTGAATAG
TTCAGTTGGTAAAGATTTGTCCTGCAAACATGAGGACCTGAGTTTGGCTCCCAGAGCCTA
TGTAAAATCAGCTAAGCATGGTGGTATACTCCTATAATCTTATCAATGGTTAGATGGTAG
CAGCCAGATCCCTAGGGCTCATGGGCCAGCCAGCTTAGCCTACTTGCATAGCTTCAGGCC
AGTAAGAGACTATCACAAAAGACAAGGTGAACAGCCCCTGGGGTATTTCCTGAAGGACAA
ATCTTGAGGTTTTTTTTTTTCCTCTGGCCTACACACACACTTTAATATGCACCTGCACAC
ACATGAACATACATTCATACACACAAGTAGAAAAGAAACAAGAACTCTAGAATCCTAGCA
AGAATCTATTGAGTCACATATGAGAAAGTTCAGAGTCGTTTTAGCAGTTTCCAGGCAACT
CTGAGTGTCCCCATGGCTGGCAGAAAACTTCAACACCATGAGTGAGAGGAACTCATGTAA
CATACAGTGACCTTGAGATCTATTGGACAGTGATTCTCTTCCTCAGCTCTATAATAGAAA
CCCTAAGGTGCCTATAAGGAATCCCGAGTCCTTCCCCATGACAGTAACGTCAGAATCCCC
AGGGATGGGTTCAAGTAGAAAGCTTCTAGGTGGTTCTGATGCACAGCTAGAGCCATCCAC
CAAGAGGCCATGGGAAAGGCAGATCATGCTCGGCTGACTTGAGCAGGCAACAATAGCCGA
CTCTACAGCTTTGAAGTCACTGCCTTAAGGTATGCTGGAAACCCTCGTGGCTTTGGATAA
CTCGTAGTTTCTTTCCTACATCTGGGTCAAGTCAATGGGCTTTGGTGTGCTTCCTGCTCT
TCAACATGGTGCAGTCTGCTGGAGCCACAGACTCTGTCCCTTGTCTACTCTAGACCGCTC
ATCTCTACTCCCTGAAGCCCACCTGTGTTTAAAGTTATTTTGATGGAGCTACAGCCTGAA
GCAGCCTGTAACATCTAACTCTAAAAACTGTTGTAGGCTGCTGGGATGTGCTGTCTTGAC
CATCCAACTTGACCTTGAGCAGAACCAGCCCACAGGAACATGGCCTCCGTCACAGTGAAC
AGAATGGCCAGTCCTAAGACTTCTTTAGACCTGTCTATCACCAGTGGCTAATTTATGAGA
AGTGCAGTTCTAGCTATGGGACAGTGAGGCACTGATTCTGCCTTATTAAGAGACATTTGC
TGACGGTACTTAGTTCTTAAGTACCCCAGCAGTCTCCAAATCAGAAACTGTTGCCTGTGG
TACTTCCTTTAGGGAAAATAGCTGACATCCTGTCCAATTCCTTTCTGCTTCTGTGGAACT
TTGAATCCAATTGCTCCACACAAAGACATTTTTTAAAGGAAAACACATCAATCTTCTGTA
TGTTTTACAGCTAATCAAGCAAGGCTGAATGTACTGCTGTTCGTATAGATGACCACATGC
TCTCGTGGAGTGACTGAGCAGAAGTAGTGACATTTTCTTGTGAATTGAAGACCATTCCGT
CTCTTTTTATTCTTACATATCTGATCGTTTCCCCAATGGCAGAGTTGCCTCAGTTTCAGG
GAAGATGATCTTTGATTTATTTACCCCAAGTGAAGGGAAAAGACCTCTTGGGAATTCAGG
GATATGTCAGGCCTTAGATTAAGTAAATGTTTCACTTATAGAATCCCTGTGTCCTGTGTC
AGACATTGGCAAGACATGGGAGAGGTGCAGAAAGAGGAAGTTCCAGATGACCAATAAAAG
GTAGAGGCAGGAGGCAGGGCCTTACTTCCCTCTCACCTACTTCCACCCACAGGTCCTAGG
TGTCACACTAGGAACTTGACCCCTACACTAATCCAGTGAGTGAGAAGTCCCCTAGTGTAG
GCAGAAACATCAAAGTCTGACCTGTTTGACGCTCCTTTAAGTCTTGTATTCCCCCACGTC
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTCATGTGGA
AGCCAGAGAACAACCTCTGCTGGTGTGCCTCAAGTGTCATCCACCTTTAATTTGGAGATA
GGGCCTCTCATTGGCTCTTTTCATCCTTCCTCCCTGGTACTAGGATTATCAGCATGTATC
TCACATGTGTCTTGGTGTGGGCTCTGAAGATCAAACCCAAGTCATCCTGCTTGCAAGGAA
TATACTTTACAAACAGAGAGATCTTCCTGTCCCTGAAAGGTGGATTCCAGTCTGGTCCCC
AAACCATGGTGGTCCCCTCTCATCCTCTTCTGGTTTGTTTATTAGTGTACACCACCATGA
CCCACTGTGTGCAATTTTAGTGTGCTTTCTGTTGGTTCTACTTTCTTTTCTTCCAGATTC
ATTGTTCAAAATACTTTGATCAACTACTTTGAACTCATTAACCTTGACCTTTGAATCATA
AACGTCTGTGCCACTGCCCCAATGTCTCCCATTTGTCTAGCAATCCAGCCCCAAGGTAAC
TAGTTCTTCCTTTCTTTTTTTTTTTTTTTCCCATTTTTTATTAGGTATTTAGCTCATTTA
CATTTCCAATGCTATACCAAAAGTCCCCCATATCCACCCACCCCCACTCCCCTGCCCACC
CACTCCCCCTTTTTGGCCCTGGTGTTCCCCTGTGCTGGGGCATATAAAGTTTGCAAGTCC
AATGGGCCTCTCTTTCCAGTGATGGCCGACTAGGCCATCTTTTGATATATATGCAGCTAG
AGTCAAGAGCTCCGGGGTACTGGTTAGTTCATAATGTTGTTCCACCTATAGGGTTGCAGA
TCCCTTTAGCTCCTTGGCTACTTTCTCTAGCTCCTCCATTGGGAGCCCTATGATCCATCC
ATTAGCTGACTGTGAGCATCCACTTCTGTGTTTGCTAGGCCCCGGCATAGTCTCACAAGA
GACAGCTACATCTGGGTCCTTTCAATAAAATCTTGCTAGTGTATGCAATGGTGTCAGCGT
TTGGGTGCTGATTATGGGGTGGATCCCTGGATATAGCAGTCTCTACATGGTCCATCCTTT
CATCTCAGCTCTAAACTTTGTCTCTGTAACTCCTTCCATGGGTGTTTTGTTCCCAAATCT
AAGGAAGGGCATAGTGTCCACACTTCAGTCTTCATTCTTCTTGAGTTTCATGTGTTTAGC
AAATTATATCTTATATCTTGGGTATCCTAGGTTTGGGGCTAATATCCACTTATCAGTGAG
TACATATTGTGTGAGTTTCTTTGTGAATGTGTTACCTCACTCAGGATGATGCCCTCCAGG
TCCATCCATTTGGCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCC
ATTGTGTAGATGTACCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTAGGTTCT
TTCCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTC
TTACCAGTTGGGGCATCTTCTGGATATATGCCCAGGAGAGGTATTGCTGGATCCTCCGGT
AGTACTATGTCCAATTTTCTGAGGAACCTCCAGACTGATTTCCAGAGTGGTTGTACAAGC
CTGCACTCCCACCAACAATGGAGGAGTGTTCCTCTTTCTCCACATCCACGCCAGCATCTG
CTGTCACCTGAATTTTTGATCTTAGCCATTCTGACTGGTGTGAGGTGGAATCTCAGGGTT
GTTTTGATTTGCATTTCCCTGATGATTAAGGATGTTGAACATTTTTTCAGGTGCTTCTCT
GCCATTCGGTATTCCTCAGGTGAGAATTCTTTGTTCAGTTCTGAGCCCCATTTTTTAATG
GGGTTATTTGATTTTCTGAAGTCCACCTTCTTGAGTTCTTTATATATGTTGGATATTAGT
CCCCTATCTGATTTAGGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGTCTTTTTGTC
TTATTGACGGTGTCTTTTGCCTTGCAGAAACTTTGGAGTTTCATTAGGTCCCATTTGTCA
ATTCTCGATCTTACAGCACAAGCCATTGCTGTTCTGTTCAGGAATTTTTCCCCTGTGCCC
ATATCTTCAAGGCTTTTCCCCACTTTCTCCTCTATAAGTTTCAGTGTCTCTGGTTTTATG
TGAAGTTCCTTGATCCACTTAGATTTGACCTTAGTACAAGGAGATAAGTATGGATCGATT
TGCATTCTTCTACACGATAATAACCAGTTGTGCCAGCACCAATTGTTGAAAATGCTGTCT
TTCTTCCACTGGATGGTTTTAGCTCCCTTGTCGAAGATCAAGTGACCATAGGTGTGTGGG
TTCATTTCTGGGTCTTCAATTCTATTCCATTGGTCTACTTGTCTGTCTCTATACCAGTAC
CATGCAGTTTTTATCACAATTGCTCTGTAGTAAAGCTTTAGGTCTGGCATGGTGATTCCG
CCAGAAGTTCTTTTATCCTTGAGAAGACTTTTTGCTATCCTAGGTTTTTTGTTATTCCAG
ACAAATTTGCAAATTGCTCCTTCCAATTCGTTGAAGAATTGAGTTGGAATTTTGATGGGG
ATTGCATTGAATCTGTAGATTGCTTTTGGCAAGATAGCCATTTTTACAATGTTGATCCTG
CCAATCCATGAGCATGGGAGATCTTTCCATCTTCTGAGATCTTCCTTAATTTCTTTCTTC
AGAGATTTGAAGTTTTTATCATACAGATCTTTCACCTCCTTAGTTAGAGTCACGCCAAGA
TATTTTATATTATTTGTGACTATTGAGAAGGGTGTTGTTTCCCTAATTTCTTTCTCAGCC
TGTTTATTCTTTGTATAGAGAAAGGCCATTGACTTGTTTGAGTTTATTTTATATCCAGCT
ACTTCACCGAAGCTGTTTATCAGGTTTAGGAGTTCTCTGGTAGAATTTTTAGGGTCACTT
ATATATACTATCATATCATCTGCAAAAAGTGATATTTTGACTTCCTCTTTTCCAATTTGT
ATCCCCTTGATCTCCTTTTGTTGTCGAATTGCTCTGGCTAATACTTCAAGTACTATGTTG
AAAAGGTAGGGAGAAAGTGGGCAGCCTTGTCTAGTCCCTGATTTTAGTGGGATTGCTTCT
AGCTTCTCTCCATTTACTTTGATGTTGGCTACTGGTTTGCTGTAGATTGCTTTTATCATG
TTTAGGTATGGGCCTTGAATTCCTGATCTTTCCAAAACTTTTATCATGAATGGGTGTTGG
ATCTTGTCAAATGCTTTTTCTGCATCTAACGAGATGATCATGTGGTTTTTGTCTTTGAGT
TTGTTTATATAATGGATTACATTGATGGATTTTCGTATATTAAACCATCCCTGCATCCCT
GGAATAAAACCTACTTGGTCAGGATGGATGATTGCTTTAATGTGTTCTTGGATTCGGTTA
GCGAGAATTTTATTGAGGATTTTTGCATCGATATTCATAAGAGAAATTGGTCTGAAGTTC
TCTATCTTTGTTGGGTCTTTCTGTGGTTTAGGTATTAGTTCTTCCTTTCTGAATCTCTGT
CCACAGCCTACATCCTCAGCTAGCTGTGGACTTCAAACAGATCACATCATCTATGGTCAG
AAAGTCTAAATAACCCAAAAGTCAGGCACATGAAGAAATATTTTAATCTGTTAAGAATTC
TTAATGAGAAAGCTCAGCTTAAATTCTTCAGAAGTCTAAACAGCTACTACATTAGCAACC
CTAGCCTAAAAGAGGCTTGATTGTATACATATCAAAGAATTCTGGTCCCATCTCACATAA
ATACACTATAGAGAGTTTTCATTCATTGACAATCTAAAGCCCCATTGACCAACTTGGTCT
AGATAATTAACGGTGTCTTTTTGGGGTTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTT
GTTGTTGTTGTGATTGTCATTGTTATGAGAGAAAATTTATTAAAATAATTGAGCATCTAT
AAATTTCCATATGAGAGCTAAGATTTTCCTATCAAGAAGAGTTATCTATCTCTCTGTAGC
CATGGGCAATTTGTTCCTAGACCCCTACAAATGCCCAAATCTATGGATGCTCAGCCCTTT
GTATATAGTAAAATACTATTTGCATAAAGCCTATGTAATGTCTCTAAATTACTTATAATA
TGTAATGAATGCAAATGCTGGGGAAATAGCTATTATACTACATTATGTTAAGGGATATTG
ACAAGGAGAGTCAATACATATTCAGGGGTAGTATAATTTTAAAAAATATTTTGTCTCTGT
AATTGGTTGCATATACAGCTGTGGAGCCCATGCATACAGGGGTCCATGTGAACAGAAAAT
ATGATGAATTAGAATAAAGGACACGTCTGGCCCAGCTGTGCTAGAATGCAGCCCTGGAGA
ATCAGACTTGTCTCAGAACTTATAGGAATCTAGAGGTCTGCGTTCAATCACACTTTGACT
CAGGGCCTGAGTATGAGACTCCTTCACAATTCACATTTGTAGTAAAGCACAATACATTGC
CTGACACCCTCAAGGCCCTTGGTTCCATGTAAAATACACACACACACACAGACACACACA
CACAAACACACACACACACACACACACACACACACTATCCTCCAGTGATTCTTTCTTTCT
TGTTAAGTTCAATGTACCAAAGATGAAAAGAAAAATAGACAAGTTAGAAGTTTTAAAGAC
AACAGAGACTACTAGAAAACATATATATATGTGTGTGTGTGTGTGTGTGTATGTATATAT
ATATATATATACATTTATGTATATATATATAGTATTGAATATATAGTATACTAATATATG
TATATATATATTAGTTTTCTACTTGTCTCTCTATAGTATACGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGAGTAAAACATGTTCCTGGCTATCTTATTATAAATGA
CAGAGTAGTCCCACTCTGGCCAAGAATTCTAGAGAATTGAACTATAGATAAAAACTAGGT
GGTTTTATCTCTCATAAAATTTTATCTCTTATGAAATTTCCCTGTTTCTCACTAAAAGAA
CTTTCCCTTGGCTGAGCTGTCCCGACCTTTTCACGGCATCCAGACGATCGATAAGCTTCT
CCAGAACCTTTGCAGAGGGAGACTGTTTCATTACCCTCTAGGTGACTCTCCCATGAGCTC
CATATGTCTTTGTGGAAAGGAACTCGTCCTGGGGCCATCGAGACAGGTTCTGGAGCAAGC
AGCCCCGTCCCTCCATGGATGAGGCTCCTCCCTTTAGAACGTTCCTATTGACAAACTCCA
GACCGTTGTTCCCATGAGTGCCTTATAGGCCGAAACAAAACAAGGCCTGTGGGATTTGTT
TAGCTCTGTTTTGTTTTGTCTCAATTTCAGGCTGTGATTACATAAACATATGCTTGGAAA
ATATATTATACTCAAAAGCCATCGTTATTCACCAAGTTCCATGGAAACCAACCAAGAAGA
GACTAATGCACTTACTTTCTGATTCAGGCCTGCACTGATTTAATTCAGGGGGCCCTGGTG
CCTGTTTCTGTGGAGGCCTGGGGTGGATGTGAGGGTCTGCCTTCCTAACAAGGGGTAATA
AGTAGATGACATCACTTTTACGGCTATAAGATCTCTCTCCTATGATGGTTCTGAGAGCCT
GGGAGAAATATTTCTAAACATAGCTCCTGGCACACTGCTCCAGATTGCTTAAGCCAGAGG
GCAGCTACTGCATCTCTCATACTTTCCCAGGGACCCAAAATATTTTTATAGAAGTGGCCA
AGCATTTTTTGAAAATGATTCTCCTGCATCCCACTCTAAGGACACAGGGAGTGTCTATCA
TTGGGCCTTTGGGGTTCAGAGGGTAAGAAACAGTGATAGCATCCGTGGTGAGTCTTTGTC
AAAGCTTGGACATTCTCCAGACCCGACTATGGGATTGCATGTGTTAATGAGCAGGCCTGA
GATTCCTCTGAGTTTCCAGAGCTTGTTTGGGTTTGGGTTTTGCAGTTCGCCCACTCACTC
TTGCAGGCAAGTGCTATTTCCAAATATCCCTTTCCCCAAAAATTGGAACAAAAGTGACAA
ATGGTAACTTGCTGAAGTGTGTGGATTTTGTCCTCAGATGGTGAGTGTGAGACGGTCAGC
AGCAGAGGTGGAGGGGGAACTGCTGAGGCAGGAAGAGGACACTCAGAGCTTCTCTGCCCT
AGCCTTGCCTTCTATCACGCCAGAGGCTGAGTCAGGAGGTAAAGCAGGCTACCTCTTCTA
AAAGCAGACCTTGCTGTCTCCACCAGCCCTCTATCATAAAATTTACTTAGGAAAAGCAAG
AAGCCGTGTCATAACTTTAGTTAGGAAAGCCAGAATGCTACCACTTTGCACAAACTAGGA
TGGCTAGAACCAACAAGCGGGACCATAAAAGGAGTGTTGAAAAATATGGGAGACTGGACG
AGCCTGTGGCAATGCCTCTTGATGCAGCTGCTTAGATGCAGTGCGGGCTGGCGGGCCCTT
GGAAGGAGACTGTCTCTGCATGACCAGTGGAGGTAGATACACCATTCTAGCTGCATCTGC
CCTAGAGAAACCAAAAGCATGCACCTAGGCAAAAATGTGTACACATATGCTCACAGCAGC
ATCGTTCAGAATAGCATAGAACAACCCCACAGTCCATAAACAGAAAAACAAATACACTTG
GTGAAATCACAGGGAAGACCATTTAGCAAGGAAAAGCAATGTTGGTAGGGCTGAAGAGAT
GGCTTAAGTAGCTAAGTACGCTTGCTTCTTCGGTTCAAACACTGGGGAGACAGAGGCAAG
ATTATCTACGTATAAAGCTTTCAGCCCAACCCTAATCACACAATGGGATCCTCTCTCAAA
AATGAAAGTGCTCTCTGCTCTTACTGAGGACGCGCCTTGGTCCCCACAAGCACCCGGAAG
TCTGCCTGAGTTACCTGACAACCTCCTCTGGCCACAAGGATGTCTATGCATGCATGTATA
AGCACACAACTAAATACAAAACAAAAATAAGTCTTTTCAAAAAGAATTGGTAAGTGCTAC
AAGACAGGGAAACCTGGAAAACCATCACACCCAGTAAAACAAGGCAGGCACAAATGTTAC
ATCAATAGATATCCAGAACAGGCGGTACCATAGAAATAGGAAGTAGTTTTCTGGTTGTCA
CCTCTAGCCAGTGACAGGGTGAGATGGAAAAGAGCAGGTGAGTGTGACAGTTAATGGGTT
GTGGGGATTGTGGGGCAGCGATGCTGGAAAGTTCTGAAATTCTATTACAGTGATGTGTGG
ACAGACACTGTGTATGTGCTGAGAACCACTGAGGAGCGCTTTTGTGCACTTTTATTTCTG
TTTCTCTAGACCGGCTTTCTTCTTTATGTAACCCTGGCTGTCCTGGAGCTTGCTCTGTAC
ACCAGACTGGCCTCCAAATCAGCGATCTTCCTACCTCTGCCTCACAGGGAATGAAAGGAG
TACCCCACCATGCCCAGTGAGTAGCACACTTTTAATTATTTGATATACAAATTACAGTCC
AATAAAGTGGGGTGTGTGTGTGTGTATGTGTGTGTGTGTGTAGAACACCATCAAAGAGTT
ATCACCACCTTCATTTACAGTCCAAAGCAGAAAGCAGGGCTGGGACTGTGGCTCAGTGTA
GAGCACTGTCCCACTATGTACCAAGATCTGCTCTGGGCTCAGTCCACAGCAGGGACAAAA
GGAAAGATGGAGAGAGAAAGAGGGAGGGGAGCATCTAACCTTGTCCTATCTAGTATTCTG
GCTGCATTTAGAATTCATAGCAAATATATTTGATGGATATACAGAAGGACTTGTGCAATA
ATTCTTACCTCAGTGACTGGAAGATGCTCTGTTCCTTGTAGACCTAAGTTTGGTCCCCAG
AGCCCATCTATAAAAGCTGCATGTGGTGATACCTGCATGGAATCCCAGCACTGGGCATGT
AGAGGGAAAGGGATCCCAGGGGCCAGAAAGCCGAGCTGAATCTGCTAGCTCCAGACCAGT
GAAGGCCCTGACTCAGAAAAAGGGTTGATGGCATACTGAGACATGACACATAATGTGTGT
GCATGCACTCTCACACACACATACACTCACATGCATACACACACACACAGACACACACTC
ATGTGCGCGCACACACACACACACACACACACACACAAGTACATACAAAAATAAATCAAT
CAATTGAAATCTCAGTCTGAGCCCTTTGTCGGGAGGTAGAAAGAGAATGAGGAATTGAAC
TGAGGATTAAGTAGCTGAGAGCTGTCATTCACAGGTGACACATAAACAGAATATATCTGT
TAAATGCAGCAGAACCCAAAAGGAACCTTTCTACAACACACACTTTCTGAAAATGTTTGT
GGGCAGCCGTTTCTGAAGTCTTTTCTGGAGTCACTCAACTTCCTGTCACTGTCTCAGCTT
CTATACCGAAGACAGGAGGCACTGACCCCTCCCCTCTTAGTCCTAAAAGTGTGCATCTGA
CATATACTTTAATTCCTCATAGACATTTCTATATATTGGGTTACAACTGGAATAGGCTTT
GATGTCCAACTCACCCTTTACCTCCAGGTCTTATCACTAAAAGATAACAGCACACACACA
CACACACACACACACACTCCTGCATGAGTACTTCTTTTTAAAATCCATTTGTGCCTCCTG
GTGACTTTCTTGACATCAATGAGTTCTCCCATCAATCTTCTGTCTGACATTTTCTCTGAT
AAAATGGCAGTCATGATCACTAAACGACTTGGATGGGTCACATTAGATTGCGTTTGGAGA
ATACATTTCTTGGGCTACTATAAATACACTTCTCCATGGCTGTGCTGTTTCCTGTATATT
TATGAATCTGCAAATTTTATTCCTTATTATGCTCCACATGACTTTCAATTTATTTTCTTC
TGAGTTTTCTTTTCAAAGCAGAAAAAAACATCTTAAAGCCCCCACAGCATGGGGAAAAGG
CACTTGAGTAGCCTATGCTATCAGAAACACTGTGTTAAGAGAAGCAGTAGAGGCAAAGGG
AATTCGGAGAAGTGCTAAGGGGAAGGGGGAAAGAGGAACTGGAGAGATGGACCATGGGTG
AAGCATCTGTGTGCAGCTTGCGGACCTCAGTTCAAATCCCTAATACTCACTAAATATCAG
GTGACTACGGAGGCCTGCCTATAACCCCATGACTCAAGAGGGCAGAGACAGGGATCCCCA
TGGCTGGCTGGCTAGGCAGACTAGCCAAATTGGTGAGCTCTGCACTCATTAGGCAAAGCA
GTCTATCACCCTGAGCCTCTGTGAGCTCAAAGACAAGCTCCCATGACCATGCAAGCTTCC
ATAGGGACACCCGCTAATTCTCACAGTAGTGAAAACTTTAGGGCCATTGAGTGCATCTTG
CTGTCCTCAGAAATTCATGTTTATACTCAGGCATTTTAAAAATATTAGCACTTTTATAGT
CTAAAAATTCCCAGGCCATATGCTAAATATATATTTAAGCTTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGTTTTCTTTTCACTTTTAAAGGCAAT
TATTTAGTGATAGAATAAAACAGTGATGTCTTTGGAACTTCCCTGTCTGTTCCATAATTA
TATGCTTGTGATAAGAACCTGGTTGGTGGCCAAATTCCCCAGAGGGTAGGGAGCACTAGG
GTGCACATGCAGAAGTATATATACTGCGTTCATACCGTGAGCATTTGTTTTCTCTGGGAA
ACGCCAGGGCACTTAGCTAATATACTCTATGCAGATGCTTTCTGCCTCCCGTTATCTCAG
CTCTTCCCTGTCTCCTAGCACCTATCCTTCCTTCTCTCTGTCCTTCTTGGATTCTTTCTT
TCTCCTTCCCTCTCCTTTTCTTTCTCCATTTAAGTAAAATAGTGTCCACCAATGGGGCAT
AGAAAAGCACACTTCTCTCGCACACCCAACCTTTCGATACGAAAACGTCCCATGAATGAA
TTGTATGTAGGATCAAATCAAGGCGATGCTTTGAGTGAAAGTCATCATGCATGGAGAGAC
ACTAAAACTCACCCAAAAGAGGCATAACAGAAGGCAATCTTCCAGTACTGACTAAACTAA
CAATCTTCTAAAACTATCGTCTTAAACTTGAACTATCTTCTTATACTAATAAAATAACAA
AGGGAGAAAAGATGTTAAGCAAACATGACTTAGAGAATCACAGGGTTGGAATAATCTTGA
GTTTGGCAGGAACCAAAAAAAGTCTCTTAGTGAGTGAGTGCTGAACCCCCGCACCCCACC
CCACCCACGTGCCCTGTGCTATTGGTTAATCCTTGAAACAGCCCAGTGAGGTGCCTAGTG
TTTCCATTCCACAGCTGAATACATCATAAAGACAATCAATCTGTCCTGGTCCCTTCAGGA
AATGGTAGGACCAACTTCAACCTTGTCTAACTCCAGGATATTCCAGGAGGTTATAGAAGA
TAATAAAGGTAAGAGTTGAGAAAATAAAGAATAATAAATAAGATGCACAGAAGAAAGCTA
TGCCTGAGTATCAACCAAGCATTTTTTCTTTTAAGATGATTCAATCTAAGTAATATTAAG
ATTGAACTTCACCCATCTCTCCTTTTTTAAGTTGATTTATTAATTTTACATGAAGTAGTG
TGTTGCCTGTATGCAGATCCCCTGGAACTGGAGTTACAGACAGTGGTGAACTGTCCTGCA
GTTGCTGGAAATTGAACTTAATGCTATCATCTGCCCAGTCCCTTGACCTGCCTTAGTCAT
ACAGATTGTATCCTCACTGCATTCCCAGGTTCCTTACTGTCCCTATAAGCTTTGGAATCT
CACCTTTTGGTATACAATCTATTGACTTAGAAAGCAGGAATCTTTCTGAAACATGGTTGA
ATATAATTGTCAACCAGCCAAATGTGGTACTGCATGCTCTTCATAGCAGCGACCGCTCGA
GAGGTAGAGGCATAAAGGGCACAAAATCAGGGCTGCCTGGGACATATGGCAAGTATTAGG
CTAGCCTGATCTAATGGCAAGAAATCTATCTTCCTCCCCACCCCCCAAAAAAGCCAACCA
AAGGGAAGCTGAGCTCACAAGCAGTTGCAACCCATTTACCTGACTGTCTTTCTCTTAGGT
TAAGTTCTATGTATGGTTTATCCATCAAACAGCCTGCACAGTCATAGATCTTAAGGGAGA
AAAAAAAAATGATACATGTTGCTGTGACCTCCTTTCTCCATTTTCCCCCATAATCGTGGA
TGTGGCTATTAAATCCATGATATAAGCTTCCTCGCTTTCTATCCCAACCTAAATTTAGTA
TGATTCCAAGGAAAATGGCCCGTGCCTTACAAGTAACCCAGAAAAATAGCCAGTGCTCCA
GTGTTGATATAAAATTAAACATTTGGCTTCACCGTGCAGAAACTCCTGGGTTCTCCAAGT
CTCGGAGAGTTAAGAAAAATCGTTGGAATGTCATGGGGATACTGGCAACGGACTCTGGAG
CTCTCTCCCCGCCACTTTCTCGCCCTGGAATGTTTCTGCCTCACACTCTTTTCGGTTTTG
TCTGGACCTGCCAGAGAGCCAGCAGTGTGCAGGACTATAGAGAGACAAGGATAGGTGGTT
ATCTGCAGGCCAGGGTTTATTCCTCCCTGGTGCCTGCAGGGTCCCCAGAGACTGGGAGAC
GTGTGCTAATCCTTGCAAGAAAACAGTCTCTCCAGATTAGCCAGGGTAGGTAGTGGGAGA
GGAGAGCGAGGGGAAGCAGAATCATTTTGACTGCATTTTTGCCTTGTCTGATTAGATCTC
AGTGACTCTGGGACTTTGCATTACTAAAGGAACACAACCCCCGTATGTAGGCCTGGGAAC
AGAGGGGCCAGGGCAAGGCCTGGAGCTGGCATGGCTGCTGGGCTGTTGGGCTCTGAAGAC
GTACCATGTAGCTGGGACCTTGCTTGCCGGCTACTAAGGACTTGCAGGGAAGGAAACCTA
CATCGTCTGCAGCTGATGTTAAAACCGTGGTGCATCCCCAATGCTGTCTACCAGGTAGGA
CCAAAGCTCACTTTGCTTTGCTGTGGGGGAGGGGGACAGGTAACAGAGGAGGATCAAGAG
TGACCAGCATCTTTCCTTGAGGCTGGGGAACACCTTGCCATCAATTAGGATCTGGATAAC
CTTAATGGAACATCCCTTCCTAGGTGCCTGGGCCCATGTGAGGTGCTCTAAGTTCAGTCT
GCAAGGTGACCCTATAGAAGAGGGTCACCAGCTGAAGGACGGGGTTATTAAAGAATGCAT
GTTGCTTTAAATTCATCTAGCATGCAAGTGGCAGAAGCCAGTGATTTAAAGCATGGTATC
TCTGGCTGTGGAGACTAAGCAAGTGCTTTTTATGGGTTCCAGATTCCCAAGCAAGGTCTG
ATGTTTTCTGAGCAATGTGCACACAAGTTACATGTGGTGACATTCTTGGGTAAGAGACAG
ATGTGACTCTTCACAGCAGAAGGCTGAGAGGCAAGAGCACCAAGGAGGAACCCTGGGGCT
TTCCTCAGCCCCTTCTCCTTGTGTTGGCTCACTCACACAGGATTCTCTGGAATCAAACAC
TTGGACCCATGTCTCACTCAAACCTATGAGAAATTTGCTATTGGGGTTTTATCTCATGGA
TGGGACATAGGTTTGTGAGGGTGCACCTGTGTATATGGATGCATGTAAGTGTGGTAGTCA
GAGGACAACCTTGGATGGCCTTCCTTGGGAGTTTACCTACCTGCTGTTTGGAAGAAGTCC
TCTTCTGATCTGAGGCTCGCAGATTTCAACTGGACTGTGTAGCCAGGGAGCCTCGGGGAT
CTTACTTTACCTCCCCAGTATGGGAGGTTACAAACATGCTACCACACTTGGCTTTCTGCC
TGTGTTCTGAGGATCAAACTCAGCCCCAGCAAGCACTTTCCTCGGTGAGCTATCTCTTCA
GCCCTTCAGTTTCCTTGTTTGCAATGGTGGGAATGGAACCCAGGGTCTCACAGACTAGGC
AAGCATTCTACCCCTGAGCATCAGCCCTGGCCCAAAGATGACACTTTGCACAAGAGGCTG
ATACTTCACAGTCAGTTGTCTGGAAATGTGGAACACTTCCAAAAGGAAGACAGAAGTATC
TGTTTCCTGCAGCCACCAACAGTTCAGATTGGTGGCATTCCCACTTGCCAGGGAGGTGTC
AGTCCTGAGATCTCCAGCCCACCCTGAGAGGGACCAGTCTGCTGGAGCTGGGGGAGGGAA
ACCAAATTCTTCTGGCTTCCTCTTCAAAGGGCAGTCACAGACTTCTCTTTGGCTGACAGC
TTTTTGCAACCCAGTTTATTTCATTAAGTCAACTTGAGCAGGCTTGGCCTCTTTCCCCGT
TTGCTGGCTCACCACGCTGTTTGGCATCAGGCAGACACAGCTGGATTTGTACTTTCTAGG
TGTGATGTGGCGGTGTATAATCCCCTAATGAACCACGATGTTTAAATAGCTCCAGGCTTC
ATGCTCCTCTCCCCACATACAATGTCTGGGGGCGGGGGGGGGGGGGGGGTGCATCAGGGA
CAGTTCCTTGGTAGCCAGGCCCCAGGTGCTAGATGGCTTTCATATGGACACTCCCTCCCC
GTCCTGGCCCCTTCTCTGATTATAGACACAGTTTCTGGAGATGCGCTTTTTCTGGAATTC
TTGTCCTTGAAGGAGGCATACCTTTGTAGTAACCTTTGTGTTACTAGAAACAGCAGCTAT
GTCACCAATAAATCTTGTGTAAAATAAACTTGAGGAAAATCTCTCAAAAATGAACAACCA
TCATGGGAAAAAAAAAAACCTTAATCTTTTCAATGACAAGTTATGAATCTAAGGGAGTTC
TGGGGGACCACAAAAACAAAATGTGCTGAGAGACTCAAGAGGAAGGGGAAGTCTGCAGGT
TGATGAAATCGGAAGCTTTCCTGAAATGTTACTTTCCAGGCCAGTGCCGCCTCGTCTCCA
TCCTGGCATTTGGAATGATAACTTGGTCTAGATAATTCTGTCTCTGCAGACATTGCTGTG
ATTACAAATGAGATTGGGGACCCGGCTCCTGGCCTTTAGCAAATCTTCTCTTACCCTCTT
ACTTCTCTTTTGTCTTGTCAGGTTATCACCTGATATAGAGCATTGGGCTTCAAAGGGCTG
GGGAGATCATTTGTTTGGTAACGTGTTTGTCACACTGGCATGAAGACCTGAGTTCAAGTC
CAAGGATCCACATAAAAAGCCTAGAGGGGTAGCATAGGGTTTGAATCTCTGCAATGGTGA
AGCAGAGACAGCCAGAGCCCTGGGTCTCACAGGCCAGCAGACCTAGTCTACTCTGGGACT
TACAGGTCCTAGTAAGGATCTCTGTCTCAAAAACTAAGATGGGTGGCTCTGGAGGAACAA
TCTAATATGACCTCTGACCTCCACGTGTGTATGCACACATGTGCACATATAGCTACCCAC
ATGTACACTCACATATACAAACACACAAATACAATTAAAAATAAAAGTAAAATTAAACTT
CAAAATCAAGGGAGCTGGGTAGCCAAGCCCCTTGTTTCCCCAGAGACTTTTTCAGGCCTT
CCATTAACAGCTGAAGTATATTGAAGAGAATATTGACTTATTAGCCGCCAGTCCCAGGAA
AACATTCCCGTGTAACCACAATTCAATCTAGTCCAATTCAATTCAGCAGCCATTTGCTGA
GTGGCAGTTATGTTACCTGAGCCTGTGGGCCTCTGGGACTGGAGGGCTGGCTTTCTTATT
TGTCCCTGGTCCCTCCCTGGCCAAGCTAAGCTGGTTGGCTCAAGGAGAGAAGTCGTTTCT
GATCTACACAGCCCTGTTTGCAACTTGAACTTGACTCCCATGAGTGGTCCCAGAAAGCAG
TTGCTAGGAGGAAGGTCGGGATGGCAAGTCTAAACTAGTTCGCTAACCCCAGTCTAGGAT
AACAGGGCTTGGTTAGTATACTCCAGAGCCAACTGAGGGGGTTGGAAGAAGGAAGGGAAG
CCAAAAGCTTCAAACCTGTGCTGGACCACGGGTGGTCCAAATGCCTTCCAGAATAGACTT
ATCAAGTCCTGGCAACTCCCACCTGCCCTGAGACCTTCATGTCCACTGGCCAGCAGAGCT
GGCTTAAAGAGACATTGAAAATGATATGATCTTCATCCTCAGGAGCTCAAAGCCTCATGG
GGAATTGTCAAGAACATGATCATTTCATTTCAACAAAAAGCAGCATTGAGAGACATTCAA
AGAATAACTAACTGCACGAGAAGAATGTTGCCAAAAACCAAAAAACAAACAAACAAAAAA
AAAACTCTGTTTTTCTCTCCTGGTCTTTGTTTTCTCCATTACAGTACCAGAGTAATAGCT
TTGTAGTGTTGCAATGATGAAATACAGGAAAAACAAAAGGAAATATATATATATATATAT
ATATATATATATATATATATATATATATATATATATATATATATATATATATATATATAT
ATATATTCTTCCTTCCATATATGTATATAATGTTACAAATAATGAAGAATATACTAAAGT
GACATGGTGTTGATTTTTAATGCACTGTGTTGGTAGTGTTGTTTGGAAAATGCATCAAGA
GTGCATTTAGTTTTTTGCCTGTCAGTAATCCATGCCATTTGATGCTTTTTGCTTAAGTGG
TGCTTTCATGGGTTTTAGTGTCTCCCTAGGCTAGCATGCTGAAGTCCAGATTCACCAGCC
TGCCTTTAAAACACCCATGCAGGCTGGGCTGATACCTCAGTAAAGTGTTTGCAAGGCAAG
CACCTGAGTCGGATCTCACATTAAAAGGGGGGAGGGCATGGTGCTGCTGCTTCTGATCCC
ACTGCTGAGGAGGGGGGACAGAAGTCAGGCTTGCTGGCCTCCCCTAGAGCCAGCTCCAGG
CCAATGAAAGAAAGAGTAGACAGTATCTGAGGGATGATCTGTGAGGTTGTCCTCTACACT
CCATAAGCACATGCACACACATGTTTGTGCAAACACATGCACATTTATGCACATCCACAT
TCTCCTTGCCCAGACGTGATCCCCAGGGGTTCTGATTTAATTGAAAGGGGCCTAGGTGTT
AAAATGTTTGAAAGGCTCTCCAGGAGTTTCTGTTGTAAAGGCAATCCAGAGAGTGAAGGC
TAAGGAGCCTCATTCCACTGTCAGATGGCAAGATGTTTATTAAACCCAAATAGTTGTAGC
AGCAGCACAGCAGGGGTGGGCCTTAAATGACCTTGCTTTGTTTAGTAGGCATTCTATGGA
GTATCACACTGTACCTTATAAACATGTACTTCTGAAATTATAATCTTTAAAGCAATTTAA
AATTTTGATGTTTATATCTACATAAACAATGAATCAGGAAAATAATTAAAATTATACAAA
CAGGCAAAAGAAGAAAGAGACAATTTACAAACACCTATGTACATATGTGTAGGTGCATAT
GGATTCATGCACTATACACATGTGCACATTTTATGTGCATATGTTTTTACATATAATATG
ATATAATACCATAAGTGACAGCTAAAAAAATGAGGGTTAAGTGTGAGGTTGTAGCTCAGT
GCTACAACCATCCGAGGTAGGCATGCATGCACACATGCACACACACACACACACACACAC
ACACACACACACACACAAAGCTCTAGGCAGTGAGGATCACTCAGATCACTCAGATGAAAT
GGGAAGCACTAGATAGGCAGTGGCTGCCTTTATTATCACAAAAAAAATGAACATGAGCAC
CTGTGACCACACCCGTGGAGGGGACAAACCTGTGCTATAGCAGTGCCCGATTCTAAAATG
GGCTTACTCACTTCTAAAATGTCAACCTCACACCTCCAACTGAGTCTGTGTCACAGCTGT
GGAGACAAAAAGCTTCATTTGTCTCCAGTGTCTCTCACACAGCCCTTTACCACCCTACCC
TCCAGCACAGGTTAGTTACGCAGGCTAGAATGCCCACACCTGGGAGTGGGAGCTTTAGAA
GAGAAATGATTCAAAGTTATATAAACTTTAGATGTGAATGGAAAATTTAGTCATAAGCAT
AAGAAGGCTCACAGTGTTCACATCACAAAATCTTTTTTTAAAAAAAGTAAAATTATCAAT
TAACTACCTTATACATCCCTTTATGCACTATCTTTCTAATAAAAGATTTACTTATTTGTA
TTTTACATCTTTTTTTTTTTATTTATTTAATGTATATGAGTACACGGTCTCTATCTTCAT
GCACACCAGAAGAGGGCGTCAGATCTCATTACAGATGGTTGTGAGCCACCATGTGGTTGC
TGGGAATTGAACTCAGGACCTCTGGAAGAGCAGTTGGTGCTTTTAACCGCTGAGCCATCT
CTCCAGCCCCCTTATTTGTATTTTATATGAACAAGTATTTTTCTGCCTGAATGTGCTATG
TAGCCTTAGAGGCCAGAAGAGGGCGTCGGGTCCCCTGGAACTAGAGTTACAGATGACTGT
TAAGTGTGGAGCTAGTGTTGAGGCCTAAACCCAGATCTTCTGCGAGAGGAGCCAGTTCTC
TTAGCCACGGAATAATCTCTCCATCCACTATACTTTTAGGCCAACATAGTTTCCCTGTTT
GCTCTTAGATCTCTTGTCGTAAGCCCACGATTTGGTAACGCATTCCACTGAGACGAGAGA
AAGATAAGGCAGATCAAAATGTGTTCTTTCATCCCCGAGGGCTTAAGTGGCTGTCTTTCA
GACTCCACAGCATCTCATTGGAAAGCTGTGAACATTTTTTTTTAATTATTATAGAATTTT
GGAGTTATCCCTCTCAAGTTTCTTTTATAAGTAGTCTATGGCGGAAGGCGCTTGATGTTT
AGAATCAAGCGTTAGAGGTGTGCACCTCTAGACACAGGCTTTGTGAGCAAATCCCATCGG
ATTCTACTGCCTTCAATTAAAAGACATTGCAGCGATGCTTTATAATTGCAGGCATTGTCT
GCTACAGACATTTCTGGTGGGAGAAACCAGGCCTGGAGTTGTACATACTGAATCCTCTGT
AATTTTACAAGCCCGGTGATGGGAAGATTTCTCCATAGAAGGCTTCTGACTTTCAGCATT
TTAAACATGATTTCTCTTCTGCTAGCCACATATCTGTACAGCCAGGGCCATAGATTGGTA
GGATCACGAGCCTTCCCTGGACATGGCTGAGACCCAGCACTGGGGACCCTGCAGCGTTGC
CAGCAGCCATTTCTCAGCTGGTGCAGCTATCAGTGTCTTGGGTAACATGGAATCTGAACC
TCAGATATCCAGCCTTCTTACCCCAGACCAAATGTGTCCTCTCTCAGCTTCCTCGTGGCA
TTCCAAAAATACCCATGGACATTCCATGGCTGCTTGATCCAGGGAGGACATCTCAGAGAG
CAGAAGTCAAAGTGGAAAGGGGAATTAGTCACAGCCAATGGCAATTAAAATATTTCGTTC
TTGAAGTAATGACTCCAGAAGGACATGGCTAGAGATCAGCCCAGAGATACACAGCAATAA
GAATCTATAAAACGTAAGCTTCCAAATGACTCTCCCTCCCCCCACTCCTCCCTCCCCCCT
CCCCTTCCTGTGTTTTCAAACTATAAGAAACTATAAGATGAACAATCTGAATTATTGGCC
CACCATAAATTGCGCTGGCCTCAAAGACACAGCACACACATGTATGGCATATGGACATCT
GTTTTAGATTGCTTGAGAATTTTTTTTCACTTAGATGCCATTGGATTGGGGTTATTTTCC
CCCTGCCCTCTATTCCTTGAAACCATACCCTTCATAAGAGTTATAAATATTCATGTATTT
TTCTTCTAGTGCCTGCTGTAAAAGCACCCAAGAGGGCCACATTCCTGGGCCTCTGGTCTC
CCTGGTCTTAGGGTATAGGCCTATGGCAGTCATAGGGTATATCTCCCAATATGGAAGTAT
GGTTCAAAGGCACTTTGGTATGTGAGGGTTGTACGTCTAAGAAGGAAAGTTGGTCCAGTA
GCTATAGTAACCACCCAGGGGTTAGGAATTTGGGAGAGGCCTTTGCCTTTTTTAAAAAAA
AAAATCTACTACATAATCATTGGGGTTTTTCCCTAAGGCTAACACTGCCTCTTTGTGGAC
CACATAGCCAGGCTGGCATTTAGTTATAGTTCTGTAGTCCCACAGATTGTAAGAGAAAAT
AGGTAAGACATGAAGCTGCCACCTCAGTTGGAGTTTGTCATCACAGAGACTCGTTTTGTG
TTCTTGGAATAGGAAACACGTTTCTGGAGCACAGAGTTCCTAGAAGCCTGAGTTTGTAAA
CTCAGCCCCACCAACTGCATGATTAGTTCTGACACCATCTCTCCTCCAGAATGACAGACA
ATTCCTCTCCAGTGTGACAGGGTTTCAGTCTTCATATGTATCTTCTGAAATAACTAACAC
AAGCAATCTGGACCAAAGGGGGCAGGCTGCGATGCAGCCGAATGCTTCCACATGTGCAAG
GTTCCACTTTGATTCTCAATTTGCTATGTTTGCTGTTCCCCTTTCATCGTGTCGTTATGG
CGATGTAGGCTTTCAAAGGGCGGCATCTTTTATATTATTTAGTGCTTACATTTGGCTTGA
ACCTACCTTCCTCTTCACTGATCTATAACATGTGCTGTGCATAAAAAGAGTAAGGGGCGG
GCAGCTTATACCAAGGAAAAACTATCAGCAAGTTTATTCCAGTTCTTATTCCGATCTGCA
CGTTCATTTGTTGTTCCTTCTCGGCCATTCCTCAAAACAGATGGAACCTGTCAGGATACA
CCCTCGTTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATGTGTGTAAGGGCTCTGTA
TACCAGGCTGGCCTTGAACTCACAGGAATTAAAGGTATGCGCAGCCAATGCTGCCACCAG
TCACACACCGTATCTCTCTAAGCAGTATTTTCCAGTGTCAAAATGGATTCATGACCTTTT
AGTAGGGACTAAAAGCAAAACCATCATTCTTGGATTTTAGAAGTGAACTTCCTTCATGCC
AACTGGGAACAGTGTAATGGGTGAGTTTTTGCTTTGTACATAATTTTTTTTAAGGTAACA
GGGAAGTGTTTCATTTCTTTGAATGCATTTTGTTTATTCTGTTGGGAAATTACACTTCCT
TTGGAGGTTTGGAATTAGCTTCGAGTGATGCTGTCAGCCACTCCTCATTTGGTGGATGAC
AGTCCTGCAACACTCACCAAAACACTGCCAGAGCCTCTGGAAAATGACCAGGATCTAGCT
TTGTTCAGCTTCTGCTACCTCTGCACAGGCTTCTGTGTGGTTTGACTCCTGTGTGGAAGG
AGCCCAGCAACCTCCCTGTAGGCATCTATTCCAGGGCCTCCATCAGCCATACAAACTATC
ATTTACTTGGAATATTCTTTCAATTAAGTAATTTGGTAGAAGACAGCTAGCAGCCAGGTA
AAGCATCCTACACACTCTCTCTCTAGCTATCACATCGAGCCCAGGCATGGCATATTCAGC
TTTCTCTGCTTGGCTTCTCCATTCATTTGACGTACATTTGATTGCTCATTTATTTGTGTA
TTAAGTGTTCATTCACCTAACAAATAAGGACCACCCGTGCCCTGAGCCAGGCGTCATGCT
AGGTTCTGGAGACAGGGTGGCAATATGATTTCTTGGTCTTGCAGAGTTCGAACTCAATGG
AGATGGGGCAGCCACTCAACAATGTCATTTTGTAGACTCATGCAAAAATTACATTGGAGG
CCAGCACTTTAAGGCAAAATGCCTGATAGTCTGAGGGAAGGGAATTAGGGAAGCAGAGAC
CTGCAAAGGAGATGGGAATTAATTAGGCAGAAGAGGCAGATAGACAAGAGGAACATTGCA
TACCAGCCAAAGCTGCTGTGCCAGCCATTAGGGCAAGCATCTAAGTCCAGTGGAGAATAC
CGTGTTTTCATATGTGGGCTGAAATTGACTGGACTATTTGACACTGGTCATTCTACTAAG
CACTGTACTAGCACTAAGCACTGTACTAGCACTAAGCACTCTACTAGCCCACCGCTTTAC
CTTCGGGAAGCCAGCTGGCCAGCTTTGGAAGCCACTCTCCAGCCTCAGATGGAAATTTCC
CTCATTCTCAAGGGTATGAGCTCATCGCCATGCCAGATGGGTTTCCAGTGAATGATTATT
GTGCAATCTGATTATTTTTATGTCATGTTAATTCCCTTTGAAAAATGGAAACAGGATATG
TAAGATAGAAGAGAATTTTCTAGCGACAGCCAGCAGATCGAGAGAAGGCATACAGTTCAG
ACGAAGGAGCAACTGTGTCATATGAAATAAATTACTAGTAATAACTTTTTACTATGCACA
ATACATTTTTATTATTTGATACATCTAAACATTGGATATCATTGATATCCCTGGTTGGCC
TGGAACTCAGTATATCGACCAGGCTGTCCTGGAACTCACAGAGGTCCTCTACCTCAAAAG
TGCTGAGATTAAAAGTGTATGCCACCACAACCAGCTTAGAGAAACTTTAGATCCACAGCA
GATAACATAGAATCAATGCTAATATAACAGAAACTTGTACTCTGATTGCTAAACAGCCTC
CCACAAGGTTATTCAATATCCTCTTGTAGCTCTCTCCTCTTCTAGCATCTTAAGTGTCTT
CTTCATGCTGCTGACAAGGGAGGACAGAGGATGGAAGGACCCTGAGAGAGGTTTTTTTTT
TTTAAATTTTTATTAGGTATTTAGCTCATTTACATTTCCAATGCTATACCAAAAGTCCCC
CATATCCACCCACCCCCACCCCCCTGCCCACCCACTCCCCCTTTTTGGCCCTGGTGTTCC
CCTGTACTGGGGCATATAAAGTTTGCAAGTCCAATGGGCCTCTCTTTCCAGTGATGGCCG
ACTAGGCCATCTTTTGATATATATGCAGCTAGAGTCAAGAGCTCCGGGGTACTGGTTAGT
TCATAATGTTGTTCCACCTATAGGGTTGCAGATCCCTTTAGCTCCTTGGCTACTTTCTCT
AGCTCCTCCATTGGGAGCCCTATGATCCATCCATTAGCTGACTGTGAGCATCCACTTCTG
TGTTTGCTAGGCCCCGGCATAGTCTCACAAGAGACAGCTACATCTGGGTCCTTTCAATAA
AATCTTGCTAGTGTATGCAATGGTGTCAGCGTTTGGGTGCTGATTATGGGGTGGATCCCT
GGATATGGCAGTCTCTACATGGTCCATCCTTTCATCTCAGCTCCAAACTTTGTCTCTGTA
ACTCCTTCCATGGGTGTTTTGTTCCCAAATCTAAGGAGGGGCATAGTGTCCACACTTCAG
TCTTCATTCTTCTTGAGTTTCATGTGTTTAGCAAATTATATCTTATATCTTGGGTATCCT
AGGTTTGGGGCTAATATCCACTTATCAGTGAGTACATATTGTGTGAGTTTCTTTGTGAAT
GTGTTACCTCACTCAGGATGATGCCCTCCAGGTCCATCCATTTGGCTAGGAATTTCATAA
ATTCATTCTTTTTAATAGCTGAGTAGTACTCCCTGAGAGAGGTTTTAATGGGCCAGCCCT
GCACGTGGGCACAGACCTTTTCCTCTCATCTTATTGGCCAGAACTCAGTCACCTGTCCAC
ACCCAGCTGCTAGACAGGCTGGGAAGTGCAGGTGTGCAGTCACATAGTCAGAAAGTCAGC
GCAGACTGGGGCTAAGAGAAAGGGTTTTGGAGACAGTGGGTTAGGGGTGTAAGTGTCCTC
TCATCAAGAGGACCACAGCCAGTGCTTCAAATTACAGATAATACCAATCTCTATGTCTGC
TAGATTTATCCTATGCATACATACATGCATACATACATACCTGTGATAATGTTTAGTTTA
TAACAAGACAAAGTAAAAGATGAATGACAGCATCTAATAAAATACAGCAACTCTAACAGA
AGACTGTAGTATGCAGTGAGTCCTGGGACTCCTCCTGGCCCTTCCTCTTCTGTGCTAAGA
TGCAGGCACATCACTTGGACCTGGATTTCTTACTCACGTGGATCCTGGAGTTTCAAATGC
AGATACTTGTGCTTCCATCAGTCACTTCCTCAACCGAGCTGTCTCCCCAGGCCCCTCGCT
TTCACCCTACTTAAAGATTCACTTTGTTTTTAATATATTTATATTAATTCTCTGAGAATT
TTGTACATGCATATACTATGTTTATCATATTAACCCCCGTTCCCCCCCCAACTACTCCCA
GACCCACTCCTACCCCCTCTCAACTTCATGTCCTCTTTCTGATTTTGCGTATAGCCCACT
AACTCCAATTTGCTCTGTGTATACACTGATGGGTGTGGGACTATCCACCAGAGTTTGGTT
ACCCAACCAGGGGCCACAGCCATCCAGAGAACTGATTCTCCCCCTGCCAGAAGCTATCAG
CTGCCAATAGCTCTTATCTGGGAGGAGAGACTTGGAAGTCCCTCCCACTCCAGAGGAAAC
TGCTGCCTGGCTTGATCCTGTGCAGATCTTGTATAGGCAGTCCGGCTGCTGAGCAGCAGT
GCTGACGTGTTGCTAGGGCAACAGTGCTGACATGTCCTAGAGACTGTGTTTCTCTAGAGT
GTTTCTTCACTCTTCGCCCATCTTTCTCAATGATCCCTGAGCCTTAAGAAAGGAACGTGG
TCTTGATGTCCAGTTCGTGACTGGAGATCACATTTAATCCTCTAGTTCAGCAAGTGTAGA
AAACACTGATTGCACAGTGTGGTGTCACTACCTCCCAGCAGGGCTTACTTCTGCTCCCCT
AGCCAGTGAACCTGTTGAGTTTCTGACCTGTGGGGGCGGTGGTATATCTAGTGACCCTTA
AATACAATCAGCTGCTGCTCTCTGCTCACATTGAAAACTCTCTGCATTTCCCTTGTCTCT
CTGCTGTGTGGCATACCAAAGGATATGGACGGAGTCCTACCTACTGGAGTGTGTGAACGA
GTAAACTTCAGCCTTTCAGCCAAGTGTCTACGGCTTAGTTAGCTGTTAGACATTCCTCTC
TCTCCCGTTCCCACGCCCATTCCTCTCTGCGTATGTGTTACACTTCTGTGTAAGGAAGTT
GATGTCAGGTGGCTTCCTCGATCATCCTCTGCCTAACTTTTTAAGACAGAGTCCCTCAGT
GAACCTGGAGCTCACCAATTCAGCTAGGCTGGCTGGCCAGCAATGCCCAGGGAACCTCCA
CACCTCTAACCCTGGGGTTACAGGCATGAGCCACCCCACCATGCCTGGCTTTGAACTTGG
CTGCTGGGGGTTGAACTTACCTTACACTTGTGTAGTAAGCACTCTACTGACTCAGCCAAA
CCGTTCAGCCCTAAGTTAGACATTCTTGGTAACAGCAGGCGACATTTATTTAATGTTCAA
TCTATGTGTGTTTCACATGTACCAAGGTAACCTAAAAAAGGAGATTCCTCACTGTCCAGC
TTTATGCAAAACTGAGAAAACTGTTTTAGAGTGATTTGAATCACAGGGTCAAGGGCACAC
AGTGACATGTGAGGGATAGGGCTAGGTCTGAGAGCTGTGAGCTCTGCAGAGGTCCGGCCC
AACACCTTAGGTAAATGCCTGGTCTTGGGGAGCCTGCTGGAGAGTCTGCTGACTCAAGGG
AAACCTATCCCCAGGGAGTGCCATTTCCTTCTCGAGTGCTGAGTGCTGTCTGCTGTCTAC
ATACAAAGCCTTGTTCATCTCAACTTCAAACTTAGTTGCTTCCTTCCACTGTCCTTTGCC
TCTCCCATCAGATATGCTAATTGGTGCAGTGGGTGTGGTACTGAGATCCAATAGCTCTGG
GGCAAATCTCAGTTTTAGCACTTAATTGTATGACCCGAGACTTTTGACTTTGCCTCCCTT
TCTTCCATTGTGACATAGCGTTGTTTTTTTTTTTTTTTTTAAAAAAAAACCAAAAAACAA
AAACCTCAATAACCTGTAGTACTGAGATCTCATAGGCAAAGATCTTCCTATTTCCCTTCC
CCTTCCTTAACAAGTAGCCATTGTTGTAAATGTCACCACTTTGTAGTCAATTAGCCAACC
TGTACTGAATTACATACTAGTCAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAGAGAGGAAGCTATGCATTCGGTACAACTTTTGAAGGAGCTGGGTAAATCAG
TGAGGTCGGTAGGGGAGCATAGGGCACATGGCACTAGCCAGCAGTGGTCAAGAGAAAGGA
TGGCATTAACTACAGCGGATTTCAGAGGAAGAAGGAGCCAGTGCTCAGACAAGATTCAGA
GAGGAAGTAGAAGGACAGACAGGATTTATATAGGCTCTGGGGGAGGGGAGGATGTCTAAA
CAGGAAAAGCAGTGCATGCAAGAAGAGAACATGGAAATTAAACACAGCGTTCATGGTTAC
ACTACACAACCGACCTTCTAAGGGGCTTACGGAGAGCGGCAGAAGGGGCGTTGGGGGAGG
GCAGGAAGATGCAAAGGCACAGAAGGAAATGAAGACAATGAGGACAAGAGGATGCTTGGG
ATGTGCCTTAGTGGTGAAGCACTTGCTTAGTGTGCACAAGGCTCTAGACACACCCCCAGC
ACAACAATAACAACAGAAATCAAACAGAAAAACAAAGCAACAGCAGACGTGGTTGGGAAA
GAAGGCAGAAAAAGGCTGGATTTCACCAACTCTATGAATTAATATTGCAAGCAGACATAA
CACCAAAGGTTCTCAGTTCCCAGCTGGATTCTAAATCCTAAGACACTGCTTTCCTGGGGA
AGCAGTGTTCACACTTTATACATTGTGCACTGTGTGCACTTAAAGTAGTAGCCAAAAAGG
AGACGGCTGATTCAAAAGATAGCAGCAGGGAGGAAGTATACAGACATCTCCATCAAACCT
GCACACACACATACACACATACAGATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
CTCACACACACACACACACACACACACACACACACACACACACTTCTGTTCTGTCCTTCA
AGTCATCTGCTGGGATAAGAAAGAGTTGTTCTTGCCCTTAACCGGTTTTTGCATGACCCA
GTGTTTCACAGCCAACTGACTCCTTTTAAGACTCCCTAAGCCAGTAGTTTAACAAGAATG
TTCTAGATAAGCAGAGACTCAGGTCTCAGGCCCAAGGAAATGTCCACATAGGGAACCAGG
GGGTGGTTAGAATTAAATGTAGAGCACATTGGGAATGAATCTCCATTTCTGAAAGTGTTC
AAAGCCCCCTTTCCAGCCTGTGTTCTGTTTCTCAGCCCACCTCCTGCTGTTCCACAAACT
CTTAATCCTGCTCAAAAATTCAAGCCTGTTCTTTGGCTCTTAAAACTCACTGGGGAATCT
TCTGCTCAGTTAGTGATGTGTTATACTGCTGGGAAAAATAGAAGACCATGAACTACAGCT
GTATTTTTTTTTTCTATCATGAGTCCCAAAGACAAGCTCTGGTGAGTTTAATGTCAGGTT
GATGGCTATAAGGGGACTTTTAGGGCAAAAGGCTCAGATTCCGTAGCCCCTATAGGCTAA
GTTCAGCCACTATCCCAACTCACCAGTGAAAGAGACACAGTCATAGAAAGCAGAGACGTG
AGATGTCATCAGTTTTAGGAGTAGGAGCAGTTCCAGGGCTCCAGTGAATGCCAGTTCACT
TTTAAAGCATTAGTGTGAGATGTAGGCCTAACTACAAGAAGAATTGGAGAAGAGTACAGG
TTTATATAATTAAACAGGCCTGTCAAAGGGTGACCAAAGACCATTGTCCCAGCTCAGCTC
TAGTTAAGACGTTATTATGGCTATCAGTGGGACAGGGGACAAGCCTGGGTTTTACAAGAG
GAGTTCCTCCAGAGTGTAGCCTTGCCACTGCAGATAACTATTGGGCTGGGTGGGCTCTGA
CGTTGGAGATATTGCTGTTCCTGGAAACCAAGGTGACTGCAGATTTAGGACAGTAATTTA
TCTCTGCCTTCTTCGAAGAGGGAGGAACAAGCAAGCTTAACCAGATAGACACTGATTAGA
TAAGGCAGAGTCAAACAAGAGTGTGTGACAGAGACAGATGCAAACTGAAAGCAGAGACAT
CAGGCCTCCTCCATCTTGTTGCTACTTACCTTGTGTGCCCACACAGGGAATCAATGCTTT
TTGGCAAAGATGGCTTCTGAATGATATGGGTCCAGGTCCCACGCCCACCATTTACCTGCT
GCATGAATCCAGCAAGCTGATTGGTTGTATTGATCTTCGGTTTTATTTCCTGGAACGTTG
GGGTCACAATCAATTTCATATAGGATCATTCTGCGTTCAATTTACCTATGTAAAGTACTG
GGTGCATCTTGCAACGCTCCTAGTATCCTCAATAAAGGGTGGTTGTTTCCTTATTGACCC
TTTATTCATCTTGGAAACACCCCTGGGAATCCTGCCTTCCTTCTCAGGTTCTTGGCAGCA
GACACTGAGATGCATTTGAAAGGAGTTAAAATAAAAACCACCTGGACAGTTTTTACTTGC
ATCACCAACTCGGAAGCACATGGTGCAGGGGCAGGAAGACAGGCGTGTTCTTCGAGAGTG
CTGCCTTGTGTCAAGCATCAATGTCCTCCTCCCAGCAGCCACCGTCCCTCCTCCTTACTC
TGTGCCTTTCTGAAAGGGTGGGTACCTCTACATATGGAAAACAGCTTCTCTGTAGGGCCT
ATAATATGCTAGAAATTCCAAAACAGAAAAGACCCCAGCAGGGCACTGGCTCCACACTGG
CAAATAAACCTGCTATCCCGCACCATCAATGGTACTGCAATGTGCTTTCAATTATGGAGG
GAACTGAAGTCCTAACTTCAAGGAATAGTTTCTTGCCCCATGCAGAAAGCCTGCAGGGCA
CTGTCTTGGTTCATCAGCCCAGTGAAGGCGTCTAGAGTCAAAGGGAACCTTCTCCATCTG
GGTGACATTGTCAACCCCAGCAGCTACCAGTTCCTCCACAGTATATCTGTCCTTGACTAA
CTTGGGGCAGGAGGACAGTGGGTCACCTACCCAAAATGCATTCAAGGGTACAGTCATGAA
AATCAAGTCAGATGATAACTTTCTCTTGTGCCATTGAGAATGATTCATGATTTGCTCTGT
TCCTGTGACATTTGAAAAATGGCACCTGTCTAAAAAAGAAAATTGTGTCCATGGGTAAAA
GAATTGAAATAAAAGTCCTTTATTAGAAGGAAATTTAAATTGCTTTTAAAAATGGCATCC
TGCTCTTTCTAGCCTACATATAATCTAAGACATCAACAATTAAAGGCACAGTATAAGCAT
TAACTGGGTTGGTATGAAGACCCAACCATGAAAATGGGCATTCAGAAAGGATGGAGATAT
TATTCTTCAAGCTTGTGTATCTGTGATAAAACTCTAGGACTACATTTGTTGTTAATCCCT
AAAGTCACAAAAGGTAGCCAACAGCAGATGGGGAGATGGCTCAATCCATACAGTGCTGCA
CATTCACAAGGACCTGAGTTTGGATCTCTTGCATCTGTCTAAGAGCTGGTTGCACTTCTA
CAATCTCAGTGATAGAGAAATAAAAACAGAATGATCCGTGGAGCTTGCTAGTGGATCAGT
CTAACCAATCAGTGAGTACCAGGTTCAAGGAGAGACCCTGTCTCAAAAACTAAGGTGGAG
AGCAATTGATCTGAGTATCCCTACAGACTATAAAACAGGTGAGTTGTCTAATGGTCCTGA
GGGCTTCTTGCCTTGTTTCTCTTACCTAGCACTTTGATAATAGGAGCCACTAAGCATAAT
GAGAAATTCTGATTGTAAATGGTCTACTTTCTGGTCTTGACTTGTCTGCCTGACATTCAT
TGCTGGATCATTCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTCTGGAGATTGTATATATGTGTTTGTGTGCCTGGGTTTCCCTTTTATTTATTT
ATATTTGACCATGAGACTTGAAAACTTAAAAAACAAAAACATTTCAAGGAATACACATTG
TGAGAGAAAAAAAGTCACACTTGCCTCATCCTGGAGATATTAAATTATACAGGTTTATAT
AGCTCTAAAACAAGCCACTTCCTAATTTAAGACATTTTTCTCCTTTAAAAAAATGTATTT
CTATACTTATTTGTCATTCTCTTTTTTATTCATTTACCCATTCATTTGTTCATTTATCAT
ATGAATCTCAGAGCTCTACCACACAGCTAGTGGATCAGTCTAACCAATGAGTACCAGGTT
CAAGGAGAGACCCTGTCTCAAAAACTAAGGCGGAGAGCAATTGACCTTCGTATCACTACA
GACTATAAAATGGGTGGGTTGTCTAATGGTCCTGAGGGCCTTTAAGTTACATATATTGAT
ATTTAACAAGATTTCAAACCTAAAGATGCAAGGAAAACTGATGGTTTTAGCTTCACTTCT
CCATAAACTCTCAGCCCATAAGTCCTAATCACCCTTAACAATTTCATCATCAGTCAGGAT
GTCCCCCTTGCAAGCAAGGTTGAATGACTACCTTCACTTGTTCTCCGCAGCCCCAAGTGC
CCTTCTCTTTCAGTGACTTTTTTTTATCTACTATCCTCTCCATTCATCTTCAAAGCCTTT
GTGGTTTTCCTCCGAGTCTTCACTCAAACTCACATCTTCTCACAGGTCCTAAACTGAGAG
CATCCTCTTGACTTGCTACGTTCTTTCTCCAAGATAAGACATTGTTCAGATTTAGATGTG
AGATGTTCCTTACCAGCTCCCGGTGTCCCAGATGAGGATGCTATGCTGGGAGGTGAATCC
TAACTGAAAGAAGTGGGTTACTGGGGGAGGGGAGAGCAGTTAGTAAAGTTCCAGATCGAG
CAATAAAGGCAGAGGGGCCTAGCTGCCACACCCTACATCCATGAAACTGTGAGCTAAGAT
AAACTATCATTCCCATAAGTTGTATATGTCAGATGTTTTGTCCCAGGGATGAGAAATGCA
AGCACACTTGTTCCCTTCTTATTAAGCATCTGTGAGTTTCTTCCTCAGGGCCCCACACGC
TCGCCACCTACTCCTCAAACCTTCATGCTCTTGGTCTCTGGGCCCGCTTCCCTCAGTATT
CACCAAGAACCATTCATCTATCACACCCATGGTGATTTGCCTACCTCAGGATTTCTGGGC
TTGACCACCTTTCCTAGGGGAAGTGCTCAGGTCCCTTGGCACCCAGCCTCCTGTGTCATT
GTGCCCGCTCTTCTTCTTCTCTGAGTCTTTTGGGTTCCAATATTGATCCCTTTGGCTCTC
CACCTCATCTAGGGATAGATCCAAAGGTCACTCCTCCTCTTATTCTCCCCCCTCTGTTCG
CACTTAGAATCTCCGTGTTTGAACTCCATTCTATTCTTGGTCTAGTTTGCCCATGGCTGA
CAAATACAAGGGAGGCTTACATTCTGTTTGACAAACAGGATGCTAACTAAGTAAACGGGT
CAACAAGGTACACCTGTCAGAAAGGGACTGTCAGACATAATGACGCTGTTGCTGAAATCC
AGATGCTGAAAAAATAGCATGGCAAGTTCTATGTATGCGGTGTGCATGGATGTGTTTGCA
CATATGTGTGGAGACCGGAGGGAAATTGAGTGATGTTGCTCAGGTACCATTGATCATTTC
CCCCCTTGGACGTTGTTTGCCCCTGGTGTGGAAATCCCCAAGTACTCTAGGCTGACTTGA
CAAGGAATCCCAAAGGTCTGCCTGCCTCAGTCTCCTCCTGTGCCACCAAGCCACCTCTTG
TGAACATGGATCCTAGGGTCAGTCAGATTCTCATGCTTGCCGCTTTACTGACCCAGCTAT
TTCCCTATCGCCCAAAGTTCTAAGGGAGGAAAGAAGGCACAAGGACGTATACAAAAGAAG
GTAAAATTAATTAATTGATTGAATGATTGATTGATTATAAAGAAAAAAGAAAGAGGAGGA
AGAGAGCAGGTCCAGAAGCCCCGAAGCAGAAACAAACAGAGGCCAGCTGCAATAAGAGAG
GGGGAAGACACTAGGCAGGGAGGAAGTGTGCTAAGCTGCGGAAGGGTGGGAAGCCTTCCA
CAGGGCAGGTCTTCCAGGAGAGGGTGAGCATGCCTACTTTCATCCCTTGGCACCTTCTGC
CTAGAGTGCCTTTATTTATATCGCAGCTTTTTCCTCCTCTGCTACAGATACTTTGAATGA
GAGCAAGTCAGGTCTGCCTTGTTTTCTAACCTATACAGCACTAATCACTGCTGTAGTAAA
TGTGTTACACTTCAGTGAAAGGCACAGAATCGAGTAGAAAAACTGTGTGAAGACCAACAC
TTTCCCAAGTTAAAGCCAGCCCTGGAGTCAATGCTGTAAATAACAGCACAAAAAATGATC
AGTAACATTTGGTCACCATAGCTAAGACAAGAGTCCCATGTTTCCCTGCCCCCTCACCAG
TCGGAGAGTTCAGCATCTCCTAAAGCCAGTCATCTGGGAAGGGTTTTAGGGCCTGTGCAT
GTTTGTCATCTCCATGGGGCCAGCTGTGGCCAGAGGAGAATTCTTAACACAGGCTGAATT
AACTTGAAGACTTTCTTGGGGAAATAGTCCCTACATTATGAAGTTGGTGACGCCACTAAT
TAAAGAAATATTTTCCTGAGCCGCTGTGATCTGTCACAAGAAGTGTTGACTATTGATGAC
ATGCACATGACTTCATGCATTCCAAAGAGTGAAATTCACAGATGTGAGTGGCTGCTTCTC
ATGCCCATAGCTTCTGAGACAAGATGCTGAGAGTGCCCCACAGTTTAGGATTCAGTCTGG
AGATGGAAAGGCCAGGCTGAAGTATCTGCTTGAAAGTTTCTGCAGCCTAGATTCCATGGG
AGTCTGAACTTTGGCATCTATGTTAGTCAGCATCATGGACCTCTAACAGTGCTGGAGGTA
ATCAGCTTACAGAGCAGAAAGATTTACTTGGGCTCACCATTTGGGATTGGTCCATGATGG
TTGCCCCTATTGCTTCAGGCTGGCAGCAAAGCAGAGCATCATATGGCAAGCTTCTGAAAG
AGCAATGTCACTTACATTGTGTCCAGGAAGCAAAGAAACAAAAAGACTGACTGGGGCAGC
ACCGGCTCCTTCAAGGGCACCATCCCCTCCCACCATGGCCTAAAGATTTCCATGAGCCTC
TCCTGACCAAGTTTCTCCCATTCCCAACAGCATAGCCCTGGGTATCATGTCTTGAACATA
GGCCTTGATGGAACTCCCCAGATGGGAACTATAACAGGATCCTTCTCACAGAAGAATGAT
TTACAAACTGTGATAAGGTTAACGTTGCATTGTTTTGGAAGCCATCAAGCCTGAAAAACT
TGCTTATTTAAGCTCAAAGCTTTGAAAATTCTCGGTAATAAGTAGCTCTTATCTTAATTG
TACAGAGCCACAAAAATGAAATATTACAAGAGTTTCCTTTGATTAGGTCTGGCTCTAGAC
ACAAGCTCCAAAGATTAGTGCTGTATGTCTCAAGTTGCAGGGCGGGTGGGAGGGGGATGC
AAACATAGTGGAAACTCAACTTGACATAGTGGACTGATTCCCACATGAACTAAATTGCCA
TGCAGTAAGCCACTCTGAAAAAGTGAGGTTTTACCAAATGCAAGCAGATACATCTCCCAT
TTTCTCTGTCTCGTTTTCTCACTAGAACATGCCAATGGTTTCTCAAATTCCCCCAGAAGG
TCAACAACCTCATTGTTCTGGGCACTCAGAGCAGACATGGTTTTATTGAGTGCATCAATT
TGAAAAGCAAAATAGACTTGAAAAATGATTATATCAGCATCCAATACCGTCCTATGGCGT
GTTTTGAATTGTATTCATTTGATAAAATATTCAACAAGTGCTGAACATGAGCACATTTCT
ATTCCTAAGAGCCAACAAACAGCCACACTCCAGGGGAGTTTGGACATCTATTGCAAATGT
CATACTGACATTTCAATGATCTGATCAATTGTTCGATTCCTCCCTCTCTCTTCCCTTGCC
CTCCCCAGCCTGGCTGGCACCTTCCCAGGGGTTCCACTGCCTACCCTCTCCACATCCCTT
GGCCATCTCAGAATTTTGAGCTGCCTGACTGCCACTCCCAACTCCTCCGAGCTTGTCTCC
TTGTCCTCATCTTTAGTCTCTTGTCATGTTGGACATGTAATTTGTCTTCTAAGATATAGA
AAGCTTTAATGGCTCCTGATGATCCAAATGCCTGAACGGAAAAGCCTTTATTAATACAAT
CATATGATCAACTAAGTTGGAAAATAGGTTTGAAAGCGCTACTTTTAAAAGTTTTCATGA
ATTCCCTTACTATGCATATACCTGTGTGTGCATGCAACCATGCACGTGTACATGCAACCA
TGTACATGTATAAGCAAATCACAGAATCTGTGTGGAGGTCATAGGACAATTTACAGGGGT
TGCTTATCTCCTTCCCTTGTGTGGGTCCCAGGGATTAAACTCAAGTTCTCATGAAGCAAG
TCTCTTCATTCTCTGAGCCATCTCACCTGACTGAAGGCAGTATTTCAGCAGCATAATTAT
ACAACATTTGTTTATTACAAAGTCATGCTATGGGAACCATATTTGGGTCCCATGATAGCA
TAGAAAATTCTGGAGATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCGC
TCACTCGCTCACTCCCTCGCTTGTTCTGCTAGTCTGTGAGCATGGACAGGCACAGGCCTG
AGTATTTGTAAAGGCCAATGTAGTTTTTCACGTTGACCCTTGTTGACATAGACAATAGAT
GCCCAGAAAGATGCCATTAAAAACACCCTCACAGGGGCCCAGGACCTAATAGAAGGAATT
CTATGTCTGTGCTGTTCTGGATTGAGACATGCTAACATCAGCAATGTGAGGTACAGCCCG
AGATGCTGCGACTCTGAGGCTCATTTCTGTGTGGAAATGGAAACTTCAGCATCGTCTACG
ATGTTAGTCCTCCCCCCTTGTGTGTTGGGGGCTGTTAATGAAGGCTAAATCCAACCTTTC
CAGCATCCTCTAGGCTTAACATAAACCACAGATATTAGTCAGCTCAGACCTTCCCAGCTC
ACTCTGGTACACTGGTTTCTAGTAAGTGGGCTCTGGAATCCACCTGCCCTCTCCAGAGTG
ACAATTTCAGGCATGTGACATGTGGGCCATTAGAAGACCTCTGTGTCCTTTGTTCAGCTA
TAGACAATGACAGTATGGAAGAGCAGATGTACAGAAGAGCTCATGGCCAGGACTGTCATT
TCCAGCATCATAACTGTCTTCTGGCCTCTGTCCACTTCCATCTTTTGCTTTCCATTCTCC
AAGCCCTTGGCACACTCTCAGCTCTGCTTTTAGTCCTGGAGTTGCCAAAGCCTGGTGTGG
AAGGGCTAATGTGGTCCTTCCTTTCCCATGCCTGGGGGATTTTCCTACCCGTCTGTAGAG
GCTTACCCTGATTTAAAGGCAGCTGCTGAACCCCTGCACAGCTCATAGTGATCTCTTCTG
AGGTCCTGAGGCATTTCTGAAACCTTCCAAGCTTCCTCATGTGGGCACTCAGCTTGCTTG
CAATCATTTGTCTAGCTAGCTTCAGCCTCACAGGGCCCATGAAGGAGGGCCATGTTTCAT
TTCCAACACAGTACAAGTCCACTACACTACACTACACTACACTACACTACACTACACTAC
ACTACACTATACTATACTATACTATACTATACTATAGAGAGACTGACAGAATCAGTGGAT
TATCAAGTGAGTGATTGAATGAATGAGTGAGTGAATAAATGACTGTCTGGCTAATTTGCT
TGAGTGTCTGTCTCCCCTCATTTAGTGCACACCATACTTTGTCACTTCTTCTATGACAAA
TGTAGAGATCCATGTTGATTGTTAACTCATTAAATAGTTGACAATTTTGGTGAAAAGGCT
AGTAAAGGAAAAGAAGTTAGAGGAAAGATAAGTGAACAAAAAGACACAGCTAAATCTCAA
CTTGATTATGTTCCCATGGCAAAAGACCACTATAAAGTCAGCTAGTAGCCATCCATCAGA
GCTTGTAGGGTGACCAACATCACAGGGTGGAATATGTCCAGTTAATCAAAGTTACCGCAC
ATGACTCTGGGAAACAAACCTTTGACAACTGCCCAGGCGAACCCGAAATGCTTCCTAGGA
TAAGAGCATACTGTCTTCTCTCCAGGACTCTCCAGCACTCCCTGACTTGCTGACAAGATA
GTGGAGGCAGAGATAAGGCTTCTGGGAAGTTATCACATCTCAGCTTACTGGTTGCAGCTC
TGCTTTCCACTCACCAGCAAGGACTCTTGTACTTAGGATCGGGCCTAGAAAGTTCCACTG
AGTGCATTCTTCCGGCTCTTGGGTCTCTGAGACATCTACCTGTGCTTGAATTTTCTGGTT
GTCACTCAGCATACTGAGGCAGGGTCAAGTTGGAAGCAAATGGGGTCACTTTCTTTATAC
TTTTTAAAAATCCCAACTCATAGTTATGGGGTTCCAAAGGAATTCCTCACGTACCTCATC
ATCTGGTGGTGCATCCATGAAGGCGAATGCTAAGGGCCTGCCTGTGTTTAATGCTCAGGC
TCCATTTTATGACCTTGTTTCCAGCCAGATGAAGGTGAGGTGGTGGCTTCCACCTCTGAC
CAGGGCTGGCTTCTTCCTGGAAGTCTAGAACAAAAAGTAAGGAAATGAAGGGTAAGTCAC
TGGCTTAACCTGATAAGAAGGGAGAACCAACCAAGTATACAACACCTTCATTCTCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCCTCTCTCTCTCT
CCCATCCTCCTTCTGGAAGAGGTGACAAGATTTCCAGCAGTGACCCTGGCCACATAATGA
AATGAGCTGTGTTAGTTGCTTTCTCTCAGAGAGCACGTGAAGTCTCTCAGCCCCGCTCAT
AGAACGGACTGTTCTCAGGCAGGAACTGGCTCAACTGTGAGCCTCTACAGAACCCCGCCT
GGCAGATTTGTAGACTGTGGTGCCCATGAGACACCTTAAGTTTTATGACTACATATTTAA
GCATTTATGAGATTTGAACTGTGTTGCATTAAAATGGGAAAAAAGTGAGGGGGAAAACAT
CCCAAGGCTTGCAGCAAGAGTAATTAGCCCCAAAAGTTTCATAAAGGGTTTGATAGCATT
CTAGCTCGAAGCTCCTTCCCCAGGACTGTAGGAGAGAACGGGAAGAAAGGAATGCATTAA
AACTTCACTATAGCATTTTGAAAACTTACAGGGCCAAACCAAGCAGCTGGACTCATGTTC
ATAAGGAGACTCAGCCTCAATCTAAGGTACCAGATAAAAATTTTACTGGGGAGAAAATAT
TCAAGACGTGAGCTTGACTGTTTTCATCATACCCATGAAAGAAATTTCTTTCTTCTCTCC
TGGTATCCATTATCCTAGGGTTGGCATTAGTCTGCTTGGCTTCATGCCCCCCTAGCATCA
ATCTGTTTCCTTGTTGTACCTTGGTTGCCCTGACTGGTACCAGCAATGGGGCCAATGTAA
CTGACTAGATGCTGGAATCAAACCTGTGTAAATTCTGCTCTAGTGACACAGCATAAACAT
GGCTCAGCTTGACCTGGGCCAACTGCTCCAGGACAAGGGCCAGGCCAACAGCATCACCAG
TGTTTGCTGAGGAGATGGAATTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTC
CTATATATGTATATATATATTACATGTATATATATATATATATATATATATATATATATA
TATATTTTAATTAGGTATTTTCTTCATTTACATTTCAAATGCTACCCCAAAAGTCCCCCA
TACTCTCTCCCCCCCACTCCCCTTCCCCCCACTCCCACTTCTTGGCCCTGGCATTCCCCT
GTACTAAGGCATATAAAGTTTGTAAGTCCAATGGGTCTCTCTTTCCACTGATAGTTGACT
AGGCCATCTTCTGCTGCATATGCAGCTAGAGCCAAGAGCTCTTGGGGTACTGGTTAGTTC
ATACTGTTGTTCCACCTATAGGGTTGCAGACCCCTTCAGCTCCTTGGGTACTTTCTCTAG
CTCCTCCATTGGGGGCCCTGTGATCCATCCAATAGCTGACTGTGAGCATCCACTTCTGTG
ATTGCCAGGCACGGGCATAGCCTTACAAGAGACAGCTATAAGAGGGTCCTTTCAGCAAAA
TCTTGCTAGTGTATGCAATGGTATCAGCGTTTGGAGGCTGATTATGGGATGGATCCCTGG
GTGTGAGATGGAACTTTCTAAGCAAAGCCCTTTGCTTTAATGTTACAAAGAGAGCATATT
TTATTTGGGTTTATTTTTAGCAAAAGTTCTATCTGGATTCTGTGTCATTGCCCTAGACCT
TTGCTGTAGGAGAGAGTGAAAAGTACTACTCACAGTTATACTTTTAGAATAACTAAACTA
CAGCTTAAAATTCATTATACATGCATACATACATACACACACATGAATATATACCACATG
TAACCTTACAAAATCAGAGATTTTATTACATAAACAACCATACCACATACCTTGTTTCCC
TTTTTTAAAAAATAGTAAATCGGACAATATGTCTTTTTAAAGTCTGAAGGTGTGCGCATG
TGCGCAGGAGCCTGAGGAGAATGTCACGTGTCTTCCTTCCTCTATCACTCTGCTTTGTTC
GTTTGAGACAGGGGTCTCTCACTGAATCTGGAGCTCACTGGTTTTTGCTGAGGCTGGCGA
CCAACACACCCTGGTGATCCTCATGTTTCTACCTCACTTCAGCTCCAGGAATAGGGCCTT
ACAACCATGCCAGACTTCTTGCATAGGTGCTAGAGGTTCCAACTTAGGTCCTTACGCTTG
TGCCTGAAATGCTCTTACTCACTGAGCCGTCTCCCCAGCCTGCACATAGGTTTTCTTTGG
TAAACCTTTGCCATCCGGGAGAAGAGTTTCTGTGTTCACATGAAGTTGAGAATTCTATTT
TAAAACAAGTTTAAAAAAAAAAAAAGATTTATTTTATTATTATATCTAAGTACACTGTAG
CTGTCTTCAGACACACCAGAAGAGGGCATCAGATCTTATTAAGGATGGTTGTGAGCCATG
TGGTTGCTGGGATTTGAACTCATGACCTTTGGAAGAGCAGTCAGTGCTTTTACCCTCTGA
GCCATCTCTCCAGCCCCTTTAAAACAAGTTTTAAGAGGCTGGTTTGTAATGTCTGCCTTG
CCTGAGCATCCTAATCTAAGAATAGGCAAGCCGTGATGCCCTGTCACTGTTCTAATCTAC
ACGGGCTCAGGGCCACTGACGCTCTCCCTGCCCTTGGCAAAGCTTTAGTTGGTAGTCACT
GGCGGATACCTTCAAGATGGACTCCTGGGAGAAGGCTTCTTTTGCTCCTCCTGTTTGTCT
TCAGTGGCTCTACTTTATGCTCCCCATGAAAAGTGCAGGGGCCTCCGCGGTGGGGAGCCG
TACTAGAGAAGTCAAGACATTTGAGACGTGGAGGGACAGCTCCTTATTGCCTCTAATGAG
CCTTCCCCAGTTTCATTGCAGCTGAATCAGAAACTTTCTGACTCATTTACCCTGTCTCAG
AGCAGTTCTCTGAGTGAGTGACCTACCATAGTAGGACAAAGAGGCCATCATGAAAACTTA
CTACCTGGAACAGCAGGCTCAGTGGTTGCTGGGATCCGGGCACCCATCCATGCTGACAAC
GCTCCCCAGAAGCACCTACACAAACAGCCCCTGTAGCTCCTTCCTTATCCCTATTGTTCC
CCGTGACCTTCTGTTCTGTTCTGTCTCGGGCCCATGATGCCTTGAACTGTCAGTGAGGTC
TCCAGAGGCCATGTAAGGAAGGGAGCAGGAACTACCATTCTGGAAAACCCCAGGCATTGT
AGCCATGGTCATGTGTGTACCATGTGTATCAATCTAATGAATGCCTTCTAAAGACAGTGC
TGTATTAGGCCAAAGGGAAACTGATCCTACTACACAGCAAAAGAAGGTATCTTCACTCCT
CCCCATAGATCCTTAGGTGGCTCTGGCCACCTTCCTCCTAAGAAATTAAATCTAATTATG
ATTCTAGGTGCTTGATTTCTCGGCAGCAGAGAAGCCCCCAGATTAGCTTGTTTAGCATCT
TCTGCCTGATTCTTCCCCATCTTTCTTGAGAGTCCCTTAGAATTCTCCCATCCTGCTTCC
TTCTTGATCATGAGTAGATGACTGGTCCCAACCTGCCCTCTGACCAGCTGTGCACTTACT
GCCATGCTCAACCACCTTGGCCCAGAGTTCGAGGCAAGTTTGGAGTAGCAAACTCTAAGT
AGCTCTTACAAGCTATAATCTTCCAGAAGACAAAGGCAGACAAAGGTCTGTGTGCTTTGT
GTTGTGACAAATGTCCATGAGAAATTATTTCAAAAGAGGAAAGATTTCTTTACGTTCATG
GTTTTGCGGATATCCATTTGTGGTTGGCTGCTTTCATTATCTCTAGAACAGGTGAAGCAA
GGCATCATGGCAGAGGGTGTAAGAGCAGAATTGCTCACTTCACAGTAGCTGGGAGGCAGG
GAGAGTAAAATACACCCTAGGTGATTCCTCCATGTTCCTGTTTTGTTTTATCTTGGACCC
TGATAGCTGTGGTGGTGCCATCCACTTCCAGGGAAAATGTTCCCCTCTTTCTTAAGTCTC
TGGAATTGCCAAGGACATGTGCGTTGATACTATATCTCATGTCTCTCCGTCCAACCAAGT
TGACAATGAAGATTATCACAAATAGCTGGTTTAAAGGATCCAAATGAGTAAGACCTATCA
TGACACTGTTGTTCTCAAAGTAGCTGCCATATCCCTCCCCTTCATGACCTAGCTCATCCC
CTGTCTCCCTCTCAGTCCTTTCAGAATATACCAGGCAAGGGTAGAAAGAATCAAAGATGG
ATTTGTTCCTGTTCTAGACTCACATCACGTATGTTGGCAAAGAGAAATAGTTCCAGACCA
ACAAATGGACATGATGCAGAAATCTAATTTTAACCCAAGGCCATGCATTTCTACAAATGC
AACAAAAATGATGGCATATGTGGTATCAAATTAAATTCAAGGGTACCTGTGTTTTGAATC
TGAAATCATTACCTCTCGTGGACGTGAGGAGGGAATCCACATTCTTCCCAGTTCCCACCA
CAGCACATGTCGTATTCTTAAATAGGAGGGAAGAGAGCCAGAGAGATGCCTCAGCATCTG
AGAGTGCTTTCTGCCCTGACAGAGACTTAAGTTTGATTCCCAGCATGCATTTCAGGCAGC
TTGTGACCACCTATAATTCCAGCTTAGGGAATCTGACACCACACCTTTTTTGACCTCTCC
ATGCACCTGCACATATGTGACAGACAGACAGACAGACAGAACGCACGCACGCACGCACTT
TAATAAAAAAAAAGAAATAATGAAACAAAGACAAAGGTTGGGAGAAGGGGAGGAAAGGAA
AAGGGGAGGGAAGGAAAGGGGAGGGAAGAGGGAAGGAGGGAGGAAGAGAGAAGAGAAGAG
AAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAG
AAGAGAAGAGAAGAGGGCAGTCTGGCTGCTCACCTCTGAAAGAAGTCAACCTATGACCTT
GATCTCAGTTGACACTACTCTGAGTCCCCCAGGGAAGCAAAGACACAACATGAACTTCAC
TTCCTCCAAAACCTCATGGACTGCTACAGCAGTGCTCACTCCCTAACTCATGAGCTCCGA
CTGGAAAGGACAGGATCCCAACACATACTTTTGAGTCCTGTTCTCATACTCATTGTCATC
AAAAAGCTACACCATTTGCGTAGGCAGATCATTAGAAACTAATCCTTTACCAAGCCTCCC
AAGGTGTGGATTGCTTCACCATTTACAAAATATTTTAACTGTCAGGGCATAGAACCCTGT
TTCTTAACTAAGTAATGATCTGGGAAAAGCCATTGGCTGTCAGAAATCAGATGTTACATG
GGCTGACACCAACCTTCCTTGTGACATGGTTCAAAGTTGTCAGAGAGAATGGTCTCAGGA
TAGAGGAATTGATCATTCATGTTGTTTTTGGCTCTGCAATGTAATTCCAGGGTTTTGTTC
CATTCTATATTTAGTCATGCTTGCCGTTAAGAATACTTTCATATCCTTGACCCTTGACAT
GTAGACTTTTTTCTCTAGGGTGGGAGTAGGAAGTAAAACATTTCAAACTTTCACATTAAT
GTTGGGAAAGTACAACCCTCAGAAATGTGGCAGTTTCTAAAGTCTTAGCCAAGAACTCAC
CATCCAGAAGTTTATATTACAAATGAAGCCCGCTCTTTATGCCAGGGAAGCATGTCAAAG
GTTGAGAGCTAGGCTGGCCAAGTGCAAATGTTTCCTGAGGAATTAGAATTCTCAAATAAT
GCATTCCAGCTGTTACCTTCAGAAACAGGGAGGCAAAACGGGTTGGTAATCTCAGGATAA
AATAAGACAGAGATCCAAAATATAACTAAAATCATGTGGCGAATGGTGTTCCAAACCCCA
AATGATCTCCAGACTGGTTCCTCTCCTTAATCTCACCCTACATTGATTAATCCCATGAGA
CTCTGAACAATTTGAACCGCACGATTTGTACCAGGGTCGAATTCCCTGCAGCTGTTTGAT
GGGGCGTGCCTTCCCATGTAGACACCCTGTCCTCCCAGCCTGGAGTTTCTCAGTTTTGGT
CCCATTGACATTTAAGGCCATCTAGTTGTTTGTTGGGGGAAAAATTAATTATCCTATAAA
CTATAGGATGTATAGCAGCCTCTATCCACGAGATACCAGACATTCCCTCCAGTTGGTAAC
CAAACATATCTCTAGATGTGTCCACATGTCCCTAAGCACTAAGAAAAGGCAAACTAATCT
GCCTAGCTGAGAACCCCTGTTAATGCCCTCCATGCCCAACTCAAATCTTCACCAAGATTC
AACATAGCATCTGCTGGGTATATCCATGCAAATGTGACCCATGTCGGGTGTATATGTGCT
AAATGGCCTGCCCATGATCTGTAAGGACAAAACAAAAAGTAACAAATTAAAACCACAAAA
GTGATTTCTGAAAACCTCTAGCATTGTGGGGCCTTTATGATGGCATATATTCAATGTCTT
TCACTGAAGGGCTTTAAAAATTAGGAGACTATCTGTAGAGAATTGTAAAAGTACGTAGTG
CAGAATCCTCTGAAAGTCCCGTTTTCAGAGTTTGTTTGATTTTTCTGGCTTGACAAGAAG
GATGAACAGAAAGGCCTGTGAATATACAGGAATACAAAGGAATTTAAATCATTTCATTAT
CACAGAAGTGTTTCCCCCATTTTACTGATGAACTAGGCAGAGAAGGGGAAATGCAGGGGT
GTGTTTAAATGGAACAGTAAAAGATAGAATGGAGAGATTAGTGGCTCACTCACACTGTAT
TATGACACTTACAGTGAAGTCATTTGCCTCCTGATAAATGTTTCTGAAACCACGTGGTGC
TAACTGCTCTCCCATCCTTTAGCTGGAAATGGATTTACACATGGAAGCGCTTTTTAAATT
TTAATTTTAAGTCCTTTTATAAATTTCAATTTTATTAATCTCCACTATAAATCATAATTT
ATGAGTCCCGATGCGCAGAGGGCCTCGGGGTTCTCAGTCACATAGGATAATGAATGTCAC
CCAGTACTTCACTAGACACAGCTTGGGTGTAGAAGGGCTTAATGCCATGCCACTCAACTG
GAGATGAGTCTAAGCCTACCAGACAATCCTTTATCGGTTTCCACGTTAAAAGGACTAACA
TGGGGTTTAGGAGAGAACTCGGTCAGTAAAAGGTTTGCATTGCAAGTAAAGGTTTGCATT
GCAAGTATGACCCTCAGAACCCACATAAAACAACAGCCTGGTGTAATAGTGCACAAGGAT
GCATATTATACAGTGGGCTAAAGGGAGGCAGAGGCAGTCAGATCCCTGGAAGCTAACTAA
ACGGTCTAGCCCATTTGGTGAAGCTTCTGGCCAATGAGAGAGCCTGTCTCTAACAAAAAG
CTGAAACTGATGACTAACACTGGAAATTGTTCCCTGACCTCCACATATAGGCACACACAT
GTACCAATACACCCACACATCCAAGTACACACACATACATACTTATGTGTACCTCACACA
CATGCATGTGTGTGGGCACATGCACATACATGAAGGAACAGCACAGGGCTGGGGCATTGG
GTTGGTAAGAGGAACGGGTTTTGATCTTGTCAGCATCAGAATCTCTTGATTGTTCTTTGA
TTGTTCTGCATAAGCCTAGACTTTCTTTTTACTCTTTTTTTTTTTTTTTTGAGACAGGGT
TTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACCAGGCTGGCCTCAAACT
CAGAAATCCGCCTGCCTCTGCCTCCCGAGTGCTGGGATTAAAGACGTGCACCCGGCAAAC
CTAGACTTTTAAGTCTTCCCTTCTTTGCTTACTGAGTGCCTGCTCCCTAGGGCCGTGACT
GCAAGTCCCTTGGGCGACTATATAATCACAACAGGAGCGTCCTGACTTCCCACACTTGTG
CTGTTCTTCCTCTTCACCACAGATGTGCAGCCTCTGGGACCTCAAGTGTTGTTTGATTCT
TTCTAGAGATAAAGGGATCACCCTCCAGAAGGTTGGTAGAAATGTCACCCCCAGACAGTG
TTTTGCACCTACCATTTGCCTCCACGAGTCTTTCTGTTTTACTGAGGACCCAGTGTTCCT
TTGACAAGCCCCTCCCAAAGCACCACTGATTCCAATCTAACTGTACACAGCAAAGAGTTC
AATGACATGTGTTCAGTGGAGTAGATACAGCACAAAAGGATGCCAAAACAATTCCATGGG
TGGAAAAAGCATGGTTAACATGAGTGAGCTCCTGAAAGCAAGAGAAAGTGAAACGGTCCT
TTTAACAACACAATCACAGAACTTGGTCTTTGAAACATAGAGCAGCCCAAGCATCCTTGG
TTCATGATCTCATTCCCATTGATAAGTGTCTTAGTCCATGTGTGCTACTGTAGCAGAGAG
AATAGCACAGACCAGGAGGCTGATGAACAGCTGGGATTATTGCTCATAGTTCTGGAGGGT
CGGAGTCCAGCATGAGGCTGACTCAGTGTTTATGAGGGCTGCTTCCTGGTTGCTGGATGG
TCAGCTGCTCGCTGTGTCCTCACGTGGAAGAATGGATCAGTCTCTTTTATGAGGGCACTA
ATCTCACAAGTGATCCACTCTCATGGGTCAACTCCCAAAGCCCTACCTCCTAATCCTATC
ACTTTGGGAGTCAGAATTCCATATATGGGTTTGGAAAAGATGCAAACATTCAGTCTAGAG
CAAAAAGCCATCCTTCTTGATCCATCCCAAGTGAGAAGATACTAACAGAAAGAAGAAGGA
CCCCAACTGGGTGGCAGAACTTCATCCCAGACAATGGCACTGGGACACTTGTCTCTCTAC
CACCACACAGCAACCTAAATGAATGACTACCTTTTTTGCACAGAACAGGAGATTCCCATG
GAAAATCTCCTAGGCCCATAAGCTGTCCATCTCCTGAGTTTTCCTGGACCACACACAATG
AGGGTCTGAGGGTTGCTTCTAGGACAGCACCTTCTTGGCAGAAACTATATTCACTCTCTG
ATACACACTCACTATAAGACCTTTCATGTTGTTTGATACAACTCACTCAGCTTGCTGGCT
TGGACAAAAAGAAACCTAAGATATAGTTCTTCTGCCAAAGCCATGATAGCAGCAGGGAGA
CAGAGGAGGGAGAAACCTATAAAAGATGGGCTACAAAGGGACAAACTATTTTTCTTGCAA
TAAATTAGAAATTAAAGGTGTGCACTCTGAAAGCCCAAATATCTTTATAAACATAGATTT
CAGTGGCATTGTTCTACAAAGTTTGTGTTCTGCTACCCGTTGACCAACAGATATGAAAGA
GGCAGCAGGATCTCTAATGAGCAGAGAAACATGTTCAGGTGGTTATCAAAACCTCATTCA
GACGCTGCTCCGAACGTCAATAAAGAAAATGAGTCTCTCCTTTGTCAAGAGTTCACATTG
TGTTGTCCCCATGCTGGAAAGAGGCATGCCTGCACTTCTGCTGGCTTGAATGGAAGCTGG
ATGATCTGTGCCTTGATCTAGCAGTCATGAGATGTAGATATCTATAAAAAGGAAGCCTTG
TGTGTCCTTGAGACCCTTAGAAGGTATCCTTCACATTTCTCACACAGCTTAATGGTGTCT
CAGACTATGCTCTTTGGCTTTTGTCACAAAATGCCTACATTTCTTTCAATAGTATGAAGT
TTCAATTAACCACAAAGAGATGCTTCCAGTATTCTGTAGTACTAGTATATGTGTGCGAGT
GCAGTCTCACACATATACTCGCACGTGCACATACAGAGTCCAGAAGTCAAGGTGCCGTTC
CTTAGGGGTAGCCATCCTTTGTGCTCACTGGCTAGGCTAGCGTGACAAGTAGTTTACCAG
CTAAACTTCATCACCCCCCCCCTGTGATACATTCGATCTCACCCTGGAAGTCTGATGTTT
CTCTAAGCCCTTGGTTGACTCTGGCTGCTGTTATTTCTTTATTTTTATTTTATTTTTTTC
ATATGAGATGCATATGAGGCATGACCCCACAGAGGTGTTCAGATTACAGTTCTGTACTTT
ACCCATTCTGCTTTGCTTATTGATCTTAGAAACACATCTCCCATATCTCCCTCCCTATCT
TTCTTGTCTTGCCTGATTCTTTGGGGATGCTAGATCATTTCCCTCTGTCTTACATCCTCT
AAGGAAAGTGGTATGAGCCAGAGACAACCACTTTGGTCATGCTCAACCAAATATTAACAA
AGAAAATCAAAATTTCTCCTTATATCCAAACTTCAAGAAAAAAATTTAATGTAGAAACAC
CTAACTATATAAACAACTATATATACAATTATATATATAATACATGTATAACTATATATA
ATTACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGTGTATGTAGTGAATC
TGGGTGTGTTAGCACATGCCAGACTTTGAGAGAGTTGAGGCAGGGGGGTTATACATTTGG
GACTGGGAGAAAGAGAGAGAAAAAAAATAAAGAGAGATAAAAAGAAGGGAGGGAGAGGGG
CAGAAAGGAAGGAGGGAGGGAAAAAAGAGAAAACAGAAAAGGCAAACATGATCAAAGCTT
CAGACCAGCCAGGAGAGTGACCAGCTACCTGCAGTTAGAGGAGCCAGTGTGATCTTGAGC
AGTGCCTGGAGAGATGAGGTCCCTGTTCGTGGGAGAAATGTCAGGCTGCCTGCCCCTTTC
CATGTGCAGCCCAGTATAACATCTGCAGAGTCACAGGTTGAATAGAACATTCTGGACCTC
TATTGTGGCCCACAGGGAATCGCCAGGGCATGGAGACAGTGGGAACTGTGTGTCATATGG
AAAATGGGGTGGGGAGAGTGGGGGAGAAATACTAGAAATATTTCACGTGGAAAACAAACC
AAGTTAGGATATGAACAGCTCTGCATCAGGCACCTCACCGGCAGATTCTTCCGTGTGTCA
CGCGCCGTGCTGGGTGCCAGGGAAGTGAGAGCAAAGTTGAGGACCAGGATTTCACAGAAC
TTAGATTATGTGTGGATCCCAAGAAAAGGATTTCCTAAACTGCAATGCAATTCATGTCAG
AAACTACTTCTCCTCAACTCTAGCAACAAAAAGAAGCTGCTTGCCTCACCCTTCCCTAAT
CCTTCACGTTCATGTGCCTGCTTTACAAGTTTTTTAGTCTCCTTCAAGAAAAGGCCAGCT
CACTTCCACTGGGAGATGTGCAGAGACCTAAGATGAGGGGGAGCCCAGAGGTGCAGGGAA
GAAGAGTCCACTTGACAAGGGGTGACAGGTCAACACAGGATGACAAGGGATGGGACATGG
ATGTGCAACAAGGCCCTTTGAGAACAGCAAGGGAGAATGGGTAGTAATCCAGGCTCTTGC
TGGCTGTAGCCACCCAGCACAAAATGGAAGATGGAGGAAAATGGCATGGAGCCATGGATC
AGGCGACCTGGAGTCTAATCTTACCGTAGCCACCGTCTATCTCTGAGTCCTTGAGTAACT
CACTGGTCTCCCCAGGATCAACTTTTTGTCCTGACAAAGCAGTTTCAGACCCACTTGCCT
CGAAACTGCCTCTCTCCCCCAACACAGCCTGATGCCAACACAACTTAAGTCTTAAGTTAA
AATTGTGGGAACAGTTCTAAGAACCGTGTGTCTTAAGTTGAGATCAAATGCATGGGATTC
TGGGCTACCCTGCTTATAATTCTGCACCGTGATGTCACTTATTCAAGTGTTCATTCCTTG
GAAGGAGGTCTCCTCTTGAAGCTGGAGTCCATTTATTTACCCAGCTCCTTTCTCCTAGTC
TCTTTGGAATTTTCTAGTGTGGTCCTCTTTGCATGGGACTGGTTTTTAACCATAGATTAT
TGAGAAGAGAGACATCTTCTGCTGAATAGAGACAACTGAGGCCTGGGAGAGAAACGATCC
CGGGGCCTGGTTGCCAAGCTTCATGGGCACCACTGGGCATATGGAGGTGACATCTTCCTC
CTGAAGAAAGAGAACTCACAGAAAACTGGAAGGAAATGTGGTTATCTAACGGGGACCAGA
ATTATCAAGCGCTCAGCTGGGAAGAGAGATTGTAGAGGGCGTCTGCTGTGTTGCTCACCA
CCCTATAGCTCTGAGCCAGAACCGCAGATGCTTCCATGCTTCCAAAGCTGCCTGTGATTT
GAGCAGGTGTGATAAGCAAGCAGCTGAAATCAGTGCAGTCCCATGCTCAGCTTTGCCTAC
GGGGATTTTAAGCTGGAAGCACTCAACAAACACAGTAGAGTCTCCTCTGCCTTCTCAGGA
ACTCCTAACACTGCAGACTTTACATATCTCGCCTTCCCAGAAAAATCAAAGCCTGTTTCA
TATATAAAAAAGACAATCATTGTTATATGCCCCAATACCAAATAATTAGAATCATCACAG
CTAACATTTATTATCTGCTTATTACAGATTAGTTTCTGGACTATGTGATCTTCATGGGAT
ATCTCATTTAATCCACACAATAACTATATGAGAGAGGTGTTATTGTGCCCATTCTATAGA
TGAGAAAGCCAAAGTTCTGAAAATTTGACTTCATTTCCCCAGGCATAGAGCAAGATTCGG
ATCCCCAAAGAAGCTGAGGCTAGATGCAGCTTCCCCCACCCAGGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTTTGTATGTGTTTTATAGTGTGCACATGTGTGTG
CATGTAGGGACCAGGCGTTGACATTGGCTGTCTTTCTCCATTGTTCACCACCTTATACTT
TGACAGTGTCTCTCACTGAACCCAGAGCTCACCAGCTGGCTCGGCTTCCTGGACCATGAG
CCCTGGGGATTTCTCTTTCTCCAGCTAGCCCTGCCTTAGGGGTTAGAGACACAGGTCAGC
ATGCCTAGCTTTCATGTGAGTGCTGGGGTGAGTGCTGGAGATCTAAATCCAGGTATTATG
CCTGCACAGTAGGCACTTTATCAACTGCACTGTCTCCCCAGCCCAGATCGTCTTTCCTCT
TTTTCTTTTTTAATGATTTTTTAAATGTGCATTGGTGTTCTGCTTGCTTGTATGTGTGAG
GGTGTCAGATCCCCTGGAGCTGGAGTCACAGTCAGTTGTGAGCTGCCATGTGGGTGCTGG
GAGCAGACATGCTCGAATCCTATCTACCTACTGAGAATTGTTGCCTGTCTTTTCCTCCTT
TGTGGGTTTCTTTTTCTTCCACCCTTTTCCCACCCTTCCAACAGCCTAACACTAGAAAGG
AGAGAAAAGAAAGATAGAAGGGAAAAGGTGACGTTATCGTTAGACTACTTCCTGCTGATT
AGGTGTGTCAAGTTCCTTGGGGCAACTTTGATCTTCACAGTCGAGATATCTAATTTCTTC
TTGTTTCTTCTTTTCATATGACTAATTAACAAACTACAACCAACCAACAACTCACCCAAA
ACTACCCACCTAGTGGGGCTCTAGCATTTATAGACCCTCTGAAAAGTTCCCAGAATTCTA
AACATCACACAACCGCAGAAACTATCTGCAGGTGGCAAAAACCACGCCCTGCTAGAGCAC
CGTCAAATCATAGTCAGCTGCTGTGTGCACAATCTGAAGCAGCCCCACACCCCACACATT
AAAATGAAAGCATAGTCTTATAATATTTCTGTGGATTTTAAAGAAACCAAAACTCCAAAA
TTCTTACCGCAGAGAATTAAATACAGAGAATTAATATTGACCTATGGTCTCCACTGAACA
TGACTTGGAGCCAGTTTTGGAAATGAGGCTGCAGCCCTTGGCATAGTGGCCTTCTTCATC
TGTATTTTGTTTTCAGGTAGTTCAATGAAGGTAAATCATGAGGTGATTGGATTGTTCTGA
TGTTCCCAGGAATGGGCAGGGGCATCAATTTTCTTCTTTGTGCACTTCTATTCAATCTGG
AGGTGACAATACCACTCCCTACTAGACTTTGCCATTGAAAACCTTAAAGATGCATCACTC
GGTACAGACAGGCTTAATATTGAGGCTGCGTCAAGTGTCTCCATGGGCAAATTGTACCTG
TCCTTCAGGGTGCCTGTCATCAAGAACTCAGGCTGCAGAGCACACAGGACCCTTTCAGCT
TGCCTGCCAATTACTCCACAGAGAAAGAGGAGGGGGTGGACAAATGGCAAGGCGTACGGC
TGTCACTCTGGTGGTGTGATTATGGAAATTTTACATTTTGTATGTCAAATGATAACTTAA
TTCAAAAATAGAAAATTGCTGCAGGCTCATCTCACCCGCTGTCATCTGAAGCCTGCTGGG
CAGCCCGACACTCGACAAATAATAGTGAAATAAAACGTGAGAATGGCAAGTGACTTGGCA
TGGGAAAGAAGGGTCCCAAGCATGTCCCCAGACTTTTGGATCAGCTTCTGATATGTCCTC
AGATGCTCAACTGTGTCTACAGCAAACCAGAGGCTCAATGCAATTAGAAATTCTTTAAGT
CATTATTCCAAGAAAGATTTCTGCTTCTCATTATACTGTTACACATTTCTGAACATGCAG
GAAGGAAGAGGATCCTTCTTTCTTATATTTTACTGCTTTTATTTGGTATATGTGATTGGT
GTGTGTGTGTGTGTGTGTATTGTGTGTTATGTGCAGGTTTGCATGCAAGTATGCAAGAAC
ACATACATGTGCAAGCCAGAGGTTGCTGACTCTCACTAAACCTGAAGCTTACCAGTTCAG
CTAGACGGGCTGGCCAGCCAGCACCAGCAAGCCCCCAGAGTCCTGACTGCACCTCCACAA
TCCTGGAATTACAGCCTGCACCACCTTGCCCAGCTTGTTATGTGGGCTCTGGAAACTTAA
CCCAGGACTTCTTATTTGAGCTACAAGCACCAGACTGACAGCCATCTCCCTAGCCCAACT
GCACTTCTTGATGGATAAGGTCCTCTATAGGATGTAGCCACTAGGCCATCTGCACTAGCT
GGGTGGTCCTTTTGGCCCATAATGCTGAAGCAGATGGAAGTGTGGCAAAGCAAAGTTCCC
AGGAGTGCCCTGCCTGGTGCCCAATAACATCTCCCTGTTCCTCACAGCTGCCACCATCCA
GCACTTTCTGAAACTGGAAGAGGTGTCGTAGGAGACCATACAGCCCTCACTCATCCCTGT
ATGCAGAAGTAAATAAGGAAGAGCCACAAAAAATAAATAAATAAATAAATAGATAGATAA
ATAAATAAAAATAAAGAAAGGTAACCCCTCAGCTCCTAGAAAGGTCTTTGTTTTAATGCC
TCGATTAAAAGAGGGCGAGAACATTTACATCATTGGCCAAGATATAAATGCCAACCCAAA
TACTCAAGTGGAAATTCTGATTTTTTTCCTTGATTAGAGTTCAAAGTTCAAGATTTTCTT
CCTTTTTTTTTTTTTAAATGGAAACAGAAAAAGAGTTGTGAAATCAGCTAACGATAGGTC
TACTCTTTAAAATCGATTGCTGAGCTATAATTTCAAAGCCTGGATGTAATGCAGTGGGAC
TGTAGAAATGGACTCCAAAAATGGACTCATCCTGGGAGAAAATCAGTTACGGCTCTTAAT
TCCTCCAGCTTAATTTAAATGTTCCAAAGGAGTTTAAATCTCTTGAACTTTCGACACTGC
CAACTACATTAGAATCTAACGAGTGAACGGCGTTTACTTTCATCAGCTGCTAGGAAGTGA
CGTCTGTATGAACAGCTTCCACATGTTTCCAGCATCTATAGAGGCTTGGACTCCTCATGC
TAGCCTCACTTCTTAAAACAAAAAACAAAATAGCCCTGGGGGATAGAGAGAAGGCTCGGT
CAGTAAAGGGCTTGCAGCACAAGCACGAGGACCTGAGTTCAAATCCCGGGACCCATGTGA
AGTTGAACACCGTGGTACTGTGCTATGCAGTGAGACCCTGTCTTAAAAACTTACGTAAAC
AAAATTAAATTAAAAAGGAAGAGAAATATGTGCTTACTGACTTAGAAAAGTTGGAAATCC
ATATTTCTTGCTCTTTTGCTCTCCAGGCCCGAGACCATGGCATCAGCTTTCCAGAAGAAA
CGTAGTATCTAGATTCTAGCCAAGTCCAACACACTTTCCCCTCCTCGCTCAATAAAATAG
GAAATAAAATATAAAAAAGGCTTCAAAATTAAATACTAATTAATTAAAATAGGTATATGC
ATTAGTATGGAACATGCAAAAATTTTTTCTCACAATGCCTCAAAAAAATACAGTGGACCA
ACTGCTTCTACAATATCTCCATTGTATTGGATTCTGTAAGCAGTACAGAATGATGTAAGC
TGTGAGTAGTTACCCTGTGGCCCCAGGGATCAAAGGAAGAGCATCAGCCTAGCAGCAAGG
ACCTCTACCCACTGAGCCACATCCCTGACTCTTTAACCGGTTCAGTGCTGCTGCTGTTGT
TGCTGTTTGATGCTCATTTAATGCAGACTGGCCTTCAAACTCAATATACAGCTGAGGAAT
GTAATCTTTAACACTTGATCCTCTGGCCTCTACCTCCCAAGTGCTTGAATTAAAGTCATG
TGCGGCCACTCCCGACAAACCCAAACCATTTGTGCCAGCGTTGTTGCTGTGAATACCATT
TGTCCATAGTGAGGTGCACATGGTCATCAGACCACAGAATGCCTGCCACATTCTGAACAC
AGGGCGCCAACACTCTCCCTCAAACTCCTGGGCTCAGATGTGAGGCCCTTGCATAGATTC
TGCTCTTTCAGAAACATAACAGTTTACTATGCTCCTACCGTCATCCTTCGGCATGTAACT
ACCAAAGTAGCACATCTTTCAACTGTGTTATGTTAGTAAATTTGATTCTTAAAATTGCTG
CTTAAAAAATGGTCAACTTGAGTTTTATAAAAGATGGTTATTAAAGAAATTATGCTTGAG
GTTAGTAAAGACTCTGCAACAATTTCCAAGAAGCCCCTAAATATAGTTCTGTCATTTTGT
ACCACATATTTTTATGAAGTGGCAGTCTCAACATAGATGATAATCAAATTGAAATATTGA
TCAATTCTAAAAATTATAGATGCTCTGCATCCTGCAGTATCAAATATTCAATCAAGATTT
AATTTCTTATGTAAAAATAAACAAGCACACCCATCTCATTTGCTTTAGTCATTTGTAAGT
GACAAAATTATATGCATGCATATATATCAAAGAATTGTTTTAAAATAATTTTTATGATTT
ATTATAAGTAAATATTTAATTTGGATACTTGCTTCATATTCCTATATATCTAACATTATC
TAAAAAACGTTATCTAAAATGTTTAATTTTGATAATTGTTTCATATCCCTATATACCTAA
CGTTATCTAAATATTTATTGGATCTAAGGAGTCATGAGAGAAGAAGGCTTAAGAATCCCT
AATTAAAACTGCATCTGAAGGCTTGAGAGGTGGCTCAGAGGATACAGGCAGGCCCTGCCA
CCAAGCTGGATGGCCAGGATTCAGTGACACCCACCCACCCCAGACCCACATAGTGAAAGG
AGAGAAGCAACTTCCAAAATTTGTTCCCTGAACTCCATACATGCCTTTATGCATGCAACC
GTGTACACACACATACACACTCTCTCTCCATAAATACAAAGAGATACAAAATGCATTTTC
AAATATAGTGAAAACTTTAAAGTATGTATGAGTGCATATTCAAGAGTGTACAATCACCAT
GCCGTCTGACTCAGCAGCTTGAGAGTGCACGGATTCTGGTGGGGGCCATGGTTCCTGGGA
TTCTGCCATGGATACTGAGGAAAGCCTGTTCCCGTGGTGAAGGACCCCATCAGTGACACT
TCTCTGGAGCTCTAGGAATCTGTATTGAGGGCCTTGCCACAGCCAATCCAGAGACACTTT
CTGATTCCCAGCATTTCTTGCTTCCCTGAGCTGTTTCTTCACACTATTTCTATTACTATT
ACACATGTATGCAAATGCAGACATGAGACATATTTGGGTTGAACATATTTCCCTCCCCTG
TGGTTTCCAAATCTCTGAAGTGAAGAATTTCTTAGAGCTACACACAATGAGGAGACACCT
GGATGTGGTAACATAAAGAAGATATCCTGTGCAGCATATTTAAACATTTTTAGCACATGT
ATGTAATTATTTGTGTATGTACACACACACACACACATATGCATGCATTCTTGTAGATGT
CAGAGGACAACTTAAGGGAGTCAGCTCTCTCCTTCTGTCAGGTGGGTTCCAGGGATTGGA
CTCAGAGTGTCGAGCTTGGCAGCAAGATCCTTTGCCCACTGAGCCATCTCACCAGCCCAA
GCAGTGCATTTTTAACCACACACTGTATTCCAGCAGTCAGGCAGATGTGCTAATTGAGTA
TGTGGGATTGTATGAGGTAAAGGGAACCTTTATTAAAAACCCAACAAACAGCCAGCCTTT
CACTCTGATGTGCCCAGTGTCTCATTGGGCATATCGTCCTTCACAAAAAATAGAGTTCAA
TGATGGGAGAGAAATGTAAATCAAAAAACATTGTCATTCTGCCTCTTGCCTCAAAGGGAT
GTTGCTGGTTTATGATTTATTATCAGTAAATGTTTAATTTGTATAAGTTTTATAAGATCA
TAACCAACAATAGAAAAATAACCAGATTAGTAAGGTAGGGGTTTTTGCACACACAAGTGA
ATTTTTGATTGATAGTAAACTTTGGCATTGGAGGGAAATCTGCACAGGTTGGCTGTGTTC
TCTTCTGGCTCAGTGGTCCAAGGTCAAGTCATCCTTAAGCTTTCCAGAAAGGATGGGGGA
ACCAAGTGGAAGGCAACGAGCACAGAGCCAAAACCAAACACAGCCAAGAGGTAAAAGGTG
GAGAAGGCTTTCATATGTGCAGCAGTGACTAGGGCTCTTCTTCTGGGGACCTGGGCATGT
TCCGATAGGCAGGCATATTAGGGCATGTGTGAATTCCTGAGCATGCTCATTCCAAGGTCA
TAGTTCAAGAAGAAAAGGTAGACACATTTGGGACATGCTTTACTCAAAGATCACGGAGCT
CATAGTGAAATGGTGACAGGAAGGCTCTGCACATGCCCAGCTTGCTTCATAAGATGGCAC
CAGGAGTGCCCCTGGGCAACGCTCAGCTTCCTCCAAAAAGCTTTAACTGAACAAAAAGAG
AGGAGTCTTAAAACATGTGTTGATATAGGAAGTAGCCAGTAATGGTGCCTGCCCCACTTC
ACAGTTAATAGAAAGAAGGACCTGTGCAGGCTGGCCAGCCATGCCCCAAGGCAGACATGC
AGGCCTGGCTAAACAGAGACCAGTGCTTGTACACTCTGTCAGAACCATCTTTTAAAAATG
TCTTCCAAGCTCCTGCGCTATGCCAGGCTCCTCCTCTAACCTACAGCTCAGAACAAAACA
TGCCCATATCCAACTCTGGAAACTTCCTCCTGAAGGGACCCAACTACACAGGAATGAAAA
CAGAAATCCGTACTGTGTAAGCTGATGCAGCAGAGAAAATAAAACAATCATAGAGGCTAG
ATGAACGAGGCAAGAAGAAGGATCCTGTTTACAGTGGGCAGCCAGGGAGCACTTTTCTGT
GAGAGACATTTTTAATACACCAGGTCTTCGTGTTTGCTCAGGAAGCATTTGACTAACTGA
GCCCTCTCCACAGCCCCTGCCTTGTTTTGTCTTACTGAATGTTTGAGACAGGATCTCACA
TAGCTTAGGCTGGCCTTGAACTCATATGTGGCTAAGGATAACTAAATTCCTGATCCTCTC
GCCTCTACTTCCCAATTGCTGAGATTAAAGGCATGTGCCACCATCTATACCATGTTACCT
GGCTTCTAATAAAGCCTCTATATGGTCTGCCCAACTCTGCTAAGTTTTCTAGTTAGAATG
AAAAGCATATGATAAACATGAGGTTGTGGTGACATAGGCATTGAACTCATCCCCTGCTTT
GGAGATGTGTGTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATGTATGAACAGCAAT
GTCACCTTCCATTTATGAGAAGAAAGGCCTGGCCAGTAGAGTTAAATGTGAAGTGTTACA
CCGTGTACTGGCTGGGTTTGTATGTCAACTTGAGCTGGAGTTATCACAGAGAAAGGAGCC
TCCCTCGAGGAAATGTCTCTGTGAGATCCAGCTGCAAGGCAATTTCTCAATTAGTGATCA
AAGAGTGAGGGCCCAGCCCATTGTGGCTGGTGCCATTCCTGGGCTAATGGGCCTGGTTTC
TATAAGAAAGCAAGCTGAGCAAGCCAGGGAAAGCAAGCCAGTAAGTAACATCCCTTCATG
GCCTCTGTATTAGCTCCTACCTCCAAGTTCCTGCCCTGTGTGAGTTCCTGTCCTGACTTC
CTTTGGTGATGAACAGCAATGTGGAAGTGTAAGCTGAATAAACCCTTTCCTTCCCATCTT
GCTTTTGGTCATGATGCTTTGTGCAGGGATAGAAACCCTGACTAAGACAGACCAGTAGTG
TAGAAGAAGCAAGTGTCACACTCAGGACCCCACCCCATGCAGAGGCTGAGCTCTGTTCTT
TGGCAGGGTTTTATTGACATCTGAAAACGCATGGAGCCATTTCTCTATAGATTTGCTGGC
TATTCTCTTAAGGTGAAAAGAAAAAAATTAAGTATCTTCAAGGAAGCAAATTCACTCATG
CAGAGAAGCAGAGCGAATGAGCTCACCCGTGGAAAGTCTCACTTGACATAGGCCTTCCGT
GCCACACACCTCCCCCGTCCCCCGCCATGCCGTTTATTATGTGACCAGGTTGCATGCTCC
TCATTATTTCTTTCAGGAAAAGTGCATGCTTACTCCAGATTATTTGCATGGATTGAGTGC
ACCTTTACATGCCTTTTTTTTTATGATCCTTGTGATGGGTTGTAATACTGAATGGCAAAT
CAATCGTGCCTTTTGAATACAGTCTACTTATTACTGACAATTACTGCAGGCTGAAGAAGT
CATAAATAGGACCGACATGGCAGGAAGAAGTGACGTTTCTGTCGTGTGCCTCCTCGTAAT
GATTCCGTTTGGTTCACCACCTCCCAGAGAGAGGAGAAAAATTACAGAGTGCTGAAATTG
TTGGTTTCTAAATAATTTTTAAGTGGTGTCATACAGTGCTGATTTTCTGTCCTGCTTGGG
CATTTACTAGTCAGAAGCAGTATGATCTGGTTATTAAAGTGGTAAATCTGGCACTTTACG
CTCAGCTTTGTGGTAACTTAAGGCCGGTGAGGCATTTTGCTCTTAAAGTGGAGTTCTCGT
GGCTGATGGATGAAAACCATTTTGTCCAGTCCCATAAAGCAAGCAACCATCTGTCTATGG
CCCTGTGCTCATTTTTGTGCAGCCTTGAACAGTAATCAGCTTTCTTCTAGAAAATAAAGA
GATTGGATCTAGATTTGCCTGGCTCTCTAAGTGTTCATCCATCTTAGGGTCCTGCCCAGC
CAGGGGCCTCAGAGAACATGACCTCTCTATTGCCACCATACCTTGCTTCTCTCTGCTTCA
CCTCATCCTCACCAGCAAAGGGCAGTGAAGTTGTCCCTGTCTTGTTTAGCTTCGGCTGTG
TGCCGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTTATCACAGAGAGAGGAGCTTCA
GGTGAGGAAATGCCTCCATGAGATTCAACTGTAAGGCATTTTCTCAATTAGTGATCAAGG
GAGAAAGGCCCCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGGTTCTATAAGAGA
GCAGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAAGAACATCCCTCCATGGCCTCTGCA
TCAGCTCCTGCTTCTTGACCTGCTTGAGTTCCAGTCCTGACTTCCTTGGTGATGAACAGC
AATGTGGAAGTATAAGCTGAATAAACCCTTTCCTCCCCAACTTGCTTCTTGGTCAAGATG
TTTGTGCAGGAATAGAAACCCTTACTAAGACAGGCTGCTAACATAAAAGCCTGAGCAACT
CAAACAGAAGGCATTCTCACTGCTCTAAGGGTCCAAGATGAAGACATCAAGACGCCAACG
GATTTGATTCCTACTGAGGGTCCTCTCCTGGCTTACGAATGGCTGTGGTATTGGTTTGTC
CTCACTTTGTGCAGAGACTGAACTCTGCTCTTGATTTTTCTCCTATCCATCCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCGTTCTTGCTCTCTGTGTGTATA
TGTTTGTGTATGCATATTCATGCACATTCATGTGTATGCACATACATGTATATGTGGACC
TGTGTGTGTGTGTGGATATATGTTTCTGTGTATGCACCATCATAACTGTGTGGACTTGTG
TTGACATGTGTACACATGTATGCAGAGGCCAAAAGGCAACCTTGGGTCATTCATCACAAG
TTACTCACCTTGTTTATTTGAGAGCAGATCTCTCTCTGGCCTGGGACTCAGCAGATAGGC
TTGTGTAGCTGGCCATGAGCCTCCGGGGATCTACCTGATTTGTTTTTCCAGTACTGGGAT
TATAAGTACAAGCCAGGCTCTTTCACATAAGTTCTGAGCATGTGACTCAGGTCTTATGCT
TGCAAGACAGGCAAACTACTAACTAAGCCAAATAAATCGCTAGATCTTCTCCTCTTCTCT
TGTAAAGGCCTAAGTCACATCCTGAGTTCTCACCCTGATGAACTAAATCTAAATTCATGT
CATCACATCGAGGGTGGGATTTCAGCATGAATTGGGGGGTAGCACCAACCTCCAGGCCCT
GGCAGCAGACAGGGATCAAAGAAACCACAAGACAGATCTACACAGTGTGCCTTAAGAGTT
CTTGCTCCTGTCCAAACCACTGCTTATAGCCACCCGGTTTCCTTAAGTGTTAAAGATGGA
TTTTCACATGACTGCCATGTACTAAATGTGTCCCCTCCAAAGTCAGGTCAAGGCTCTAGT
CCCTCATAAATAGGATCATAACCCTATACAAGAGATCCCACCCCCAAAGGGTCCCTTTTC
TCTTCTAGCATGTTGTTCTCTTCCTCCACAGCAGGAAGGCAACTGTCTACACGTGGGAAG
AGAGGCCTTGTTAGAACGCAAGCAAGCTTGCACTCTGAGTTCAGACTTGCACTCTACATA
GCCATAAGACTAAATAGCTATTTAAAATTTGTATTTATGTATTTGGAAGGGGTATGTATG
GGTTTTGTGGAGCATATTCGGAGGTCAGAGGATAACTCGTAGGCATTGACTCTGTCCTGC
CATGTGGCTTCTGCAGACTGCACACAGGTCACGGGGCATGCAGGAAGCACCTTTCCTCAC
TAAGCCATTTAGCCAGCCCTCAGTGGCTATTTTTTACGAGCCACCCAGCCTATGTCATCT
TATTATGGCAGTCCAAAGTAGCTAAGTTTACTAAAATGGGATATGTTGACAGGCATGCTT
TTAAGCATTTATTGGATGAAAGTTGCCCCTCTAGTACTGTTGTATCTGTGCAGAACTGGA
CACACTTAGGCTTGTAGAAGAGTTCAAAAGACAAAACTCAAGTTCAAATGCAGAACATAA
AAAGTGACTGCTGGACCCAAACAAATACAATATGTGTAAGTGAGATGAACAATCTTGTCT
TGTATAAGCTAGAGTCTCTTGGGGCATAGATTCAATACAACCTTCTTTAAAATGCTTAAG
ATTTTGGAGTAGGTATTTTCCCCTTACATTATATTACATAGCCTGCAGAATGCAGAATGC
TGGTCATTTGAAGTATTTTCTTAACTCTAAGTCTAGTTATATGCATCTTTAACATAGCTG
TATGTAGATGTATTTTTTAAAAGTTCAGGAGATTTCTGCATGTGCTTTCCTCTCTTGGAT
CCTTATTTTCAAATTATTCATGGTGTTACTACCCAGAAATAAAGTAGAGCATGTAACTGG
AAAATACAAGAGTCTAGTTACTCATCAACTCATTAGTGGGATGATCGATGAGTGGCTTTC
TATACAGAACGATACCCAATTGGAGTGTAAACAAAGTCATAGACATATGGCCCGTGTACA
GCTCATCATGCTGTGACAGGGCTTCTCTTCTCTGTCTTTTCTGCTAAGGAAACTCCCCTA
TCTTTTGAATGCCATTCTGGATGACATCTCTGAAGCTCTTAGGTCTATGGAAATTGTGAC
TAAGTGAGAATCAGATGTGGGGAAAGTGGATGATGTACTGTCTTGCCCTCAATAACAAAC
TAGATGTTACGTTAGAAATGAAGACAAATCTTTAAGGCCTAAAAAAGATCTCTGAAAGCA
AAGAAGTCTAGGATAGACTCTACGACTACCGTAAAAAATGACTTGGAAAGAAGGGAGCAT
TAAGAAATATTTAAATATTTGAAATCCTCATGAGTGGGGGATGTCAAGACAGGGTCTTTT
TTGGCAGGAGGGTGTAAACCAATATATTTATTGAATACTACAGACAGATAATAGGAGTCC
AGATTGCAAAATATGGAACAGTTCAGAAATTTGCATGTCATCCTTGCTCAGGGGCCATGC
TAATCCTCTGTGTATCATTCCAATTTTAGTTTATGTGCTGCCAAAGCGAGCACTCAAAAC
AGGATCTTATTGTGTCATGCAGTGGTGTTGTTTGCGTGTGACCTGTCTCTCACAGGCTCT
GCTAGCATGAAGTCTCACTGGAGGAAATGAGTCACATGTGTTGGGCCTTGAGGTTCCTTA
GTTCAGCCTGTCATCTCTCTCCTCTCCACACCCATTTTTCTGCTTGGTATTCGTTTCCTG
CGATGGTGGGCTTTATCCCCTGAAACTCTAAGCCAAGAGAAAACCTTTCTCCCGTAAGTT
GTTCTTGAAAGGCATTTGGTTACACCAATAAGGAAAAGGTCACTAATATAGCATCCTAAG
CTGTTTGGACCATAGATGCCAAGGGCCATTTATTCTTGCAACAAGAGTTGATTGGCCTGA
GTCTGTGCCTGGTACTAGTACTGTTCACAAATCTGAAGATGGACAGAGAACAAAACAGAT
GAAAACCATCCCTCTGTGAATACCCTTGTCTGATACATGGAAACATACAATCTAAGAACA
AACAAAACAGTGTACTGAGGGGACAAAAATGAAGCAGAAAATAAAGCTAGGGCAAAGAGA
GAATGTGGGAGCCATGGTAGGTGGAATGTATCCTTCACAATAGCATGGCCAGTCAGCCTC
TTATTGGAAGAAGTCCTCTGGGCCAGGCAACTGTCCTAATTAGGGCCACTTTGCTGTGAT
AAAACACCATGCCCAAAGAAAGTTGTGGAGGGAAGAGTTCATTTACTCTTCTAAATCAGT
GTTCATCACCGAAGGAAGTCAGGACAGAAACTCAAACAGGGCAGGAACCTAGAGAAAGAA
ACTGACTTAAAGAGGCCATGGAGGGGTCCTTCTTACTGGCTTGCTCCACCACGTCTTGCT
CAGCCTACTTTCTTATAGAACCTAGGACCACCTGCCCAGGAATGGCTCCACCCACAGTGA
GCTGAGCCCTACCCCAGAGCCTTAGGGAGGCATTTTCCCGATTGAGGTTCCTTCCTTTTA
GATGACTTTAGCTTCCTTCAACTTTACATAAAACTAGCCAGAACAGTAATTGTAAGTAAT
TGTTCTTTTTTAGTATTTTGTAGTTTACAGTGTATCTGTACTCTCTACCTGTGTAACCGT
AGCATCAGTGATAAAACTTTCAGAGCGTTTTGCTCTGCAATCCCTGTAATGACATTTCAG
AGTTTTATGCCCATCTTAGCAGACCCAAGGCTTGGTGCCTTGCTTCATGTTGCCAACTGT
TGCTTTGCCCTTTGGATCAGCACTTTACAGAAATGTTGCCAGATTTCCTATAAAGGGTTG
TTGATGGCGTGCACTTGTGTGTGTGTGTGTGTTTGCATATTGTTAAAGGATGATACACGG
TGCTGATTCTGGCAGAATGAAGAGTCCAGCATTACCCAGTTTTTCTCTTTTGCATTGTAA
TGCTAACCACAGGTTCTGTTTACACTTTTACATTTTATTTACACTATTTACATTTTTTAC
ACTTTTATTTACACTATTTACATTTTACATTTTGCATTGTAATGCTAACCGCAGATTCTA
TTTACACTTTTACTCATCCCTTGGGGAAAAACCAGTGCTACCAAACAGTACCCATAAACA
TCAAACTCCACGACAGAGTGAATTCTGGTGCAAGCAGGGTTGATACAACAAACTCTCTCC
ACACTGCTAAACAGAGAAAATGGAAGATCTGGGCCATAACCAGGCAGTGGTGGTTGTTGG
TGGATTGTATAAAATTTAGGATATTTGTATGTTTCGAATTGACAATGAATATGCTGTCTA
GGCAGTGATTAGAACTTAATTTCCCCATTGGATATTCTCTCCAGGGCAATAAAGACAAAG
ACCCCTAAAATCTAGATATGAAGTGGACAAGACTGAGCCACATGGCAAAGGAAGAGTGAA
GCCTAGGAGCTCAGGGTTATCTGGCAGCAAGGACTGACCCATATGGACCTAGGAAGGCAG
AAATTATGTCCAAGGTACACAGTCTACAGTGGGTACCAGGCAGACTGGAGTAGCCCCAGA
GACAGAGCTGAAGGCCTCTCTGAGACACATCAGTGGGGAGGAGACATATAAGATCTTCAA
AAAGCCTTCGTGACAGATCTAAGGGGGAACCACACTGAGTCAGGGAATTATAGAATACAC
AGGGATGACTTCCATTTTGAAGAGAATTTTTCTTTTCTACTTGACCTGAAGTCCATGCCT
TCAAAAGTGGCGAGATTCAGACAATCTCGGGTTTGTTCTCCGAACACAGATTCCTAGTGT
TGGGAAAGCACAGTGCCTGAGCCAGCTGCCCTCCTGGGACTTTTTGTTTGCAGCATCTGC
TATCTGACTTGAGAGCCAGAAAGAACATCTGGGTCGGGGGTCCAAGGGCCTGCAGGAAGT
AGGGGTTCCCACCACAGCAGAGTCACAGGTGACAAAGCCCCTGGAAAGGAACTTTCCAGC
AATGGAAATTGTTCCCCACAGAAAGATATATACCTGTGACACATCAGAACTGTACAAAGC
CCACCCTGCAGTTGCTATGAACTCCACCCTCTGTAAATCCCCCTCTCAGGTACCTATCCA
CCTGTGCTGGCCCTCAGGCTCAAACCAAGAACAAAGAACAACTCTCTAGGTAGCTTGAGC
TAGTGTTCTCTCTGTTGAGTCTAAGCGTTGGGAAACTAAATACCATAGTCCCATGAACCA
TCAAAATTGGTCCTGGATGTGTCCCAGCCATAATGGTTGTCACCTTGATATAGCTGGGTT
TCATCCCCTCTCCCAGTGCAGTGCAGGGAACTGAACACAATGTAGTACCTCAGATGCGTT
ATGGATAGCAGGGTCTTATTGAACACGATGGAACTGTTATCATCTCATTAACTCTGTGGG
TGGTTTATTCCATATTCCAATGCTGCTTTTGGAGGTTGATCATTTTAGGCCCCTAGATTC
TGGCCAATGACATTCAAGTTCTTTAAAAATCACTAACTGGCTGGGCGGTGGTGGCGCACG
CCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGCGGATTTCTAAGTTCGAGGCCAGCCT
GGTCTACAAAGTGAGCGCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTTGAAAAA
ACCAAAAAAACCCAAAAAAAAAAAAAAAAAAAAAAAAAACCAAAAATCACTAACTGCTTG
TTTGCCCTATAGATGTGTGCTTCATTTCATCAAACCTGTATATCATGCTGTCAAATTTCT
CTTTTTCTCTCTTCTAGTTGTTTGGCTCCTTTTTTTTCCACTTTTTTTTCCCTATGTGAA
CAATTTGATTTGTAAATTTGGCCAATGGCTTGAAACAATATTTATCAGTATGTATCAGCA
CACAGCCAGAGACCAGTAGGGCTTTCTTTAAATGAGAGCTGTTGCTCCTACTAATATTAC
CAGACTTCACAGATTGGCCTTGATAATTAATAGTATTCATTCATCATGCTGCTGCTATTG
GGAGCATCATTTGTCAGTTATTACTTTATATTATTTTCTTAATTGACTCTTACAGGTGCT
TTTTTGAGACAGAGTTTCACTATACAGCTCAGGCTATCCTAAACTCATTATATAGCCCAG
GCTGTCCTCAAACTTGCAATCCTCCTGCCTGAGCCCTCGAATTACTGGTGTGTGCCTCTA
TGTCCAGGTTATTAGACATTCTTTATGTGTGGTTGTGCTGCCAGTTACAATCCCTCCATT
GTAAACAAATAGTTTTTGGTTTGTCCTCGAGTATTTCATGAGAAACTTTACCAAAATCTC
TTACGGAAACCAAAATATTTTCTTCTCCATAATCTTAACAAAAAGAAAGAGGTCCGTGTG
GACCCCAGCTTCAGATGACCAAGTTTTACCATGAAGCAAAAATAAAACAAAAGCAAAAAT
GAGAAGCATTTGGCCAAGCCTTCCCACCCGCGCCCCCCCCCCCCCCCCCGTTTATTTTTT
TATTTACTTTACATCTCAATCTTGGTACCCCTTCCTTTCCTCCCAGTCCAACGCTCACAA
ATCACTCCCACCATTACCCCTCCCCTTCTCCCCAGAGAAGGAGAAGCCCCACTGGGTACC
ATACCACCCTGGGACACCAGGTCTCAGCAGGACTAAGCCTAGCATCCTCTCCCACTGAGG
CCCAACCAGTCAGTCCAGCTAGGGAAGGAGATCCAGTGACAGGGAAGAGAGTCAGACAGA
CTGCTCTGATTGTTAGGGGACCCACAAGAGTGAGAACAACTGCCCTAACTTTCATCAGAT
CCTCAAGTCCTCCTCACTTTCACTCTGCCCTCAGCAACGTGAAGACCCTTGCATGGCCAG
GAGATGACGTCACATGGCAACTCATCTTTACTTAGACTTCTGCAGGTGAAAATATCAAAA
ACATGCACCTTCTAGCAAATGGAGAGTGAACTCAACCCTAGCAGTACAAAGCTGTTAACA
CTCCGACTCATAACACCATGTGAAGTTGTGCAGCTGACTGTGGGAGTTACAAAAGAATAA
ATAAATAAAAATAAAAGAAGGCTTGTGCCTTTAATCTGAGCACTCAGGAGGTAGAGGCTG
GCAGATCTCTAAACCCCTGTGAGTTTGGGGCCAGCCTACTCTATATAGTGAGTCCCAGTA
CAGTTAGTACTACATAGAGAGACCCTGTCTCCAGAAAGAAGAGAAAAAAAAACATTTACT
AAATTAACTGTTATACATAAATATTATAAATGCATAACAAATTATTTACTAATAAACAGA
AAAAAAGAACTAAAATCATTTAATTATGGAGAAGGAATATTTTAATATTTCCTACCACCA
TTCCCTACATGTGAGAGAAAACACCCATAGTTTTGCTTTGTACTGAAAAGCTCACACGCG
ATACTTTGTGAGACCTTCTTCACACTCTGTGTTTTTATCTGTGTTTTTCCAGGCTTTAGT
TGGGTTCTTGGTCTGTTTGTACTTGTTTTACCTGACATTTGCAAACTCCAAGTGGCCCTG
CCCCTGCCCATGGGTGAGGGAAAGGGTGTGCTTGGGATGCTAATTTTATTTAAGTTTTCA
TTGTCTTACACACTTCCTTAAAAAAGATGAGTTTTCAAACCAGAATTTTTTTTCTCCACA
AAACTCCCAGAGGTTTATATGTCTGGTATTCTTGGTGAATAATACAGCCGTTGCTGGCAT
ATGTAGAAGGCAGAACCATTTGACATGGCTATGTACAGTGGGTGTTCAACAGCACCATAC
ATGATTAATAATTGGTTTAGGATGATGCTAAATACTCAATAAAACATTCGTGTATTTCAC
TGAAAAAGATATATCTCTTATTTTTCCACTAAGCCTTTGAAAAATCAAGATATATTCAAT
AATTTAATCATCCTAAATGAGACAAAAAATAGGGTGGGAGAGAAGAACCAAAGGAGAAAA
GGGAGGGAGGGATAGAGGAAGGGAGGGAAGGAGAGAGGGAGGGAGAGGGGAGGGAGGGGG
AGGGGAGGAATTACCATTTTGTTTTCTGTCTGATGGAGAACCAAGTTAGTCTGGGTTAAT
TTGTAAACATTGCAAAGCGTAGTAGCTTAAATTAGCCAGCATTTATTGAGCTCATGATTG
TGAACGTCCTTAATTTAGGCTGTGCTGGGGATAGTTCTGGTCTGGTGCCTCTGTGATCTA
CTGCCAGTCATACTGGCGATTTAGGCTTTCTTACCTCCTGGAGCCTCTAATGAATAACCA
AGTTGGGGAGATATCAGCAGCCGGCTGCTAGCCAGGATTCCAAGCCTCAGACGGAAGGAT
GAAAGGCTTTTATAGGCCTAGATTCTGAACTGACAACATTGGTACTTCGTCCACATTCAT
TGACCAAGGAAAGTCAGAAAAACAGTATATATTCAAAAAGGATGGAAAAATAGACTATAT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGATTTCATAG
TTTTATTACAAAGGGCATAGAGTTGGAGGAGCAGGGGACTGTGACCACTTTTTGGATACT
CTGGAACATCTTGTGATTGTTCCAGAATGTATTAAAGGTAGGTGTGGTGACGCACGCCTT
TAATCCCAGCACTTGGGAGGTAGAAGCAGGCAGATCTCTGAGTTTGAGGCCAGCCTGATC
TACAAAGTGAGTTCTAGGACAGCCAGGGCTGTACAAAGAAACTCTCTCTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCACACACACACACACACACACACACCAGAAACTGATG
ATCAACCAAGAACTTTACAATTTTCTCTTCGGACAGGAGTTTTCATGTTTCTGGGAGTTA
TAAAATTGATTTTACAGCATGAGGAACAGTTCTGGGGTGGAGCCTAGGGATTGTGCATAT
TAATCAAGTGCACTACTGAGCTACATCCTTGTTCTAAGGGTGACCTGAAAAAGCATGCCA
TGTAATTATTTGTATTCTTAGCCAGGACAACCTCCTTTTTAGTGCCATAAGCAAGTAGAT
AAATAAGACAGGGTTTTGTCCTGAGTTTTGTGATAGGTTTTACTTCACCATTGCAAGAGT
GATGGAAAAAAGAGTTGTTTGTCATTGTTTTCCCACCAGAACACCCTATAATTTAGGTGT
GTTGGCAAATCCATAATAACAAACCCATGTCTCAAATAAGTGCCAAGAATAACCAGTACT
GCTTATCAGGAGTTCAGTGGTCAGAGTTTTCTAGTTGTTACTTTATGTTTCATTCTGATC
TCAACTGTTGCTTATACATGTTTAAATTAGTTCATTGTCTGTGGTAAAGAAAGAAAGATG
TTGTGGCTGTGAAAATGGGGGCTTTCAGGTGGTGCTGATGAGAATGGAAATAAGATCAAT
CATTGTGAATAGCAAGCTGGCAAGCCACATACAATACAGAGAGCAATTCTATTCCTAAGT
AATTACCAATGAGAGACTCTCACACCGTACAGAGGAAACTCACAAAGAGGTCTCTTGGAT
TCTTTTGCCCATGTGTCTCCTCCCAGGACATAGTTAGTGAGCATGTGCAGTGTCTGATAT
GATAAACAACAGGGGACACAGTAAGCAGGAATCTTTCTTCTGCAGAGTTTACAGTCTAGT
GGAAGGAAATAGAAAATGAGCAAAATGAAAGGGAAAGATTCTCCCAAGTAAATTGTTGAT
AAATGGTGTGAAGAAAAAGAAAAGAGAAGAACAGGAAGTCATAAGGAGAAGGTTAAAACT
TTAAATACAGCATCCTGGGAAGATTCAACTGAACACATGGTCACAGTTATAGATTCAGGG
TAGGATAGATGGCTCAGTAGATAAGAATGTACACTATTCTTTAAGAGGACCCAGGTTCTG
TTCTCGGTGTCCATGTTGAGTGGCTCATAACCACACATAACTCCAGCTTTGGGAGAGTTC
AACTCCTGGATTCCATGGGCATCTGCACTTATGTGCACATATCCACACACTTTACACATA
ATTAAAAAAATAGTAGAGTTACAGATTTGGCATGGAAACATATTTATTTCAGATTTTTAA
CATGCAGTGAATTTTTGTCTTTATAAGTACATACCCTATGACACTTGGGGCATACAGTCC
TATCAACTTCAGTGTCAAGTGAATGAAAAATCAAGTCATGGAACAGATTAAATCCATGCT
GGGAAAATGGGTGGATATCTGAGAAAGTGGGAGGCAAGCATGGCAGGCAGAGTGGACAGC
AAACACAAAGATGACTTACAAGAACTTGACTCTCAGAGAGAGAGAGAGAGAGAGGAGGAG
GAGGAGGAGGAGGAAGAAGAAACCACAACCACACACACAAAGAACCTAAGCTCAGTTTAG
CTGATGAAATCTATATATTAATGAAGTATTAATGAATCTCAAAAATATTTTGTTAAATGA
ATAAAAGATGGAGAGAGACAATATGTGTTGGCAGATGTTTTGAAAGGTTTATAAACTCAA
AACATGTGTGCTATTTATGGCTGTATATTTATATGGTCAGAAGATAAAAATAGATTTGAT
AAATACCATGTCAGGGGATGGTAAGATTATGGGGAGGGGGGTAGAAAGGAGGAGACTTCC
TTCTCTTCTTTCTCTAAAGCCTAAGGCTATATATATATATATAGACATAGAAATTAAAGA
AAAGGAGGTCAGGCATGGTGGTATGCACCTGGAATCCCACCAGTTGGGAGACTGAGGTAG
GAGAACCCTGAGTTTGAAAACAGCTTGAGCCACATAGGGAGACACCCTTCCAAAAGAAAG
GACAGAAGGAAGGAGGGAGGGGGGAGAGGGGAGAGGGGAGAGGGAGGGGGGAGAGGGGAG
AGGGGAGGGGGAGGGGGAGGGGGAGGGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGACT
GCGAACTTTAGGTGCTTTTTGTACTATAAGGAATTTGGCTCAGCACAGTGGGAAGTAGCC
TCTGGCTGTGTGCTTGTGTGCTCTGCAATAACCCAGGTGACAGCTGCAGAGGAGGGTGCC
TGTGGCTCCAAGAGGGAAGCTCTCTGTTCGAATTCTGAATGTCCACAGGTTTACCTGGAG
GCACAGTCTAGGCAAGACCCCTCCCCTGGGCCGGTTCCTCCCCTGGCAGGTGCCTGTAAG
TGTCAGAGAGTGTCTGGGCGGGGAATAGGGAAGAGCCCTCCAAGTGCTGAGAGCGTCTGA
TGGCTTTCATTTTCTCTGCTCTGAATTCTAACCAGAAATGAAGACTGAAACTTAAAACAG
TAAGTCCCGCTTCTGTTTTACGCTATGGACATTTCTGTTGTTAACCTGAACCTAGTTCTG
CTGTCAAGGACACAATGGGGCTCCGTGGGGCTTCCGACTCTCTTGCTTGTTTGTTTAGTG
ACTTTGAACTACTGGAGTCATAGCCATTATTAGAAACCAGCAGGTCACAGATAGGTTTGT
GTATGCTACTGCACTTTGGGAGTGAATGCTGAATGTAAATGTCGTTACACCCCTGACCCC
CACTTGCTTGGAACCTGCAGAAAGATAACCTCATTCCCGGATTGTTGAACAAAGTCAGGG
GTCACTTAAGTGGACTTGAGTTCTCTCCTAAGTTAGTCACAGACAGGCTGGACGAGGGTG
CTATAGCAGGAAAGAACACAGCATACTCTTCAGAAAGAAGGGAATATAGGGCACAGTTAT
TTAAGCCTCTGATATTTCCTTTGATTTATTTACAGGATTTAACTCACCGGGGTCTTGCTA
ATACCTAGAAGTGCTCACACATAGGGCGGAAGCGAAGCATTGGTAGCTACTGGGTAGATG
CTAGGACACTGAATAAGAACAAAAACTGCCAGATTCCTGGCCCCCAAGTTGACTCACGCA
TGTAAATAAGAGTACCAGGAGCAGATCTCTTATGAAATGAATGCTTTGTTCCAAAATCTC
TATATACAGTATGCAGTGCAGCACTCATACAGCCTCCTGAGGGGGTGGAGGGGGTCTACA
GCTCATCAGCAGAAGGGTATGAGACTAACAAAGAATTGGTCTCTGGCTCAAACTCGGCTT
CTGTTACCACTACCTGTACTCCGAAGCCTTGGTTCTAGAACAATTGTTCTCAACCTCCCT
AATGCTTCAATACCATTCCTCATGCTGTGGTGACCCCCTAACCGTAAAATTGTCTCCACT
GCTACTTTATAACTTTACATTTGCTATTGTTGTGAGTTATAATATAAATATCTGTGTTTT
CCAATGGTCTCAGGCAACCCCTATGAAAAGGTCATGACCCCCCCCCCAGGAGTCAAGACC
CCCAGGTTGAGAACAGCTGGTCTAGCAAGTAGATTATGATACCAGCATCAGCTTGCTAAG
CAAGGGAAGCCCTGCAGGAAGAGACACGGGATTCTGTCAAAAATCAAAACAAGCTATGAG
CGATTGTCTTTCAAACCTCTAAGTGTACAGACAGAGTTCCCTGAGATGTACAGACTTCGA
AATCTGGTTAATTTTGGTGTGTGATGCTTACTTTATTTGCAAGTTCCTTGATAATAAACA
TTTATGTCAAAATTAATATACAGCAAAAATTATGCCATGCTACAATGAACTCAGAAGGTG
TTGGCCAGCTTCATCTCAGCCGATCCATGTGTTAATTGGCTTTTTATTAGTACCACAAAA
CACCTGACAGAAACAACAGGAAGAAAACTGATCTTGCCTCACAGTTTGAGAGATTTTAGC
CACATAAGCCCCATCACCCGTAAGCTCTTGGTAAGGCAGAATCTTCTAGAGAAAAAGGAA
TGGCACACTGAAGTCTTTCACCACATGGCAGCCAGGAGGAAAGGGCCTCCGTAAGATAGG
TCCTTCCTGCTAGGACACCCACCCCAGTTGCCCACTTCCTCTTGCTGGGCCCCGCCTCCC
AGCTTCTGACATTTCCCAAAAATATCACAAGTTTATGAATCCATCAGTGGACTGAGGTCC
CAACCTCATGATCTAGTCTCTGCCTATTTTTCTTACAACTAAATCTTAAGACCTGAGCCT
TCAGGGACAATCGTAACACTGTCATTGAATGTGTCACTGTCCATTCATGTGACAGTGACA
GACTGACTTTAGGCTTAGGGTAAAGGACTTATTTTGGCTCATGCTTTCTGGAGGTCTCCA
GCCATCATGGTAGGGAAGCTGTCGTGACAGGAATACCTCCGTCCCTGGTGGAGGGAGCCT
GCAGCAACAGCTTGCTCTCATTGGGGCAATCCTGAAGAAAGCAGAGAAAGCAGGCAGCAA
CCAGAAGCAAATATGATTTTCAAATGTTCAGCTCTAGTAACCTAGTTCTGCTGGCCAGAC
TCCATCTCTTAAGGTTCCACAGCCTTCAGAATAGCACCACAAGCTAGATCTAGACTGAGC
ATTTAAATCAGGAGCCTCGGGGGAAATTTCAGATTCAAACCATAACAGTGAGGACCACCT
CCAGGAATCTGCAGCACTTCCCCGAGGTGTAGGCTGGCTGTCATCCAGCTTTATCCTCAG
GCTTCTGGCTTCCGGCTTCCTGCTTCCTGCTTCCCAACCGTTCCTAAGACCCCACCCCCA
AACACCAGCGAGTGTCCTCACTGCACAGTTGTGGCTGACCCACGTCTCTCTTATAGACAC
CAAGACACTGAAACAGCACCCGGGCATGGAGCATTCCTGGAGACTCTGAGATCAACCCAC
CTCTTTGTAGGTGTGGGGTTTTGGCAAATTGCTAAATCTTTCAGAGCTTGGGTTTTTGGT
TCTGAGCAGTGGGAAGTGATAATTCTCTGTGTGACTGCAGTGAAGATTCAGGTAAAGTGC
ACAGTGTGCCTCGGGCCACTTGTAAGTGGTAGATACCACCATAGCAGTGTTGGATGTCAC
TCACAGTTAAGGCTATAACCACCTTCTAGCAACCTTTCTTTCTTCTTTCTTCTTTTGTTT
CTCCCCCACCCACCTCATTCCTTCTGTGTTTCTCCCTTTAGAAATTTTTATCATAATTTA
AAATTTTTTAAGTTCACACAAACATGTATTCTACATTGAACACATCCACTCCCCCATGTC
CTGGCTCCCCCTTTTCTCACCTCCCTCTCAGTCCCTGCTGTCCCCTATGACAATCTCTCT
TCTGTTTTCATGTCATAACTGCTGTATACGACTTTCTGTACCTATATAAAATCTAAGAAT
CACAAGTGATAAGAAAATTGAAATATTTGTCATTCTGAGATGAGCTTGATCCACTTAGTG
TGATTACCTCCAGTTGCATTTGTTTTTCTAAAAATGGCAAAATTTCTTTCTTCTTAATGG
CTGAAAAGAATCCAGCGCATACATACACACCATTGCCTTGATCCATCCTCTGTTGGTGGA
CACCTGCCTGGTTCCAAAGCTTAGCTCCTGTGAGCAGTACTGCAGAAGACGCTGATGTGC
AGAGGTCTCTGTGCTGTGTTCATTCTGAGTCTTTTCAGTAGATGCCCAGGAGTGGTGGGG
CTGGGCCAAACAGTAGATCTGGTTTTGTTGTGTTTTGTCAAATATCTTATGTCTAGTTGT
TTGTGTATTATATGTGTGAGGGTGGGCTTTTGCCATGGTGTACATGCAGAGGTCAGAGGA
CAACACTCAGGAAGAGATGCTTTCCTTCTTCTATGTGAGTGCCAAGGACCAAACTCAGAA
AATCAGGCTTGGCAGCAAATGTCATTAACTGCTGAGACAGCTCATCACCCCGTTTGTCTA
TCTGTCTGTCTGTCTACTTGTCTGTCTACCCATCCATCCATCCATCCACCCACCCATCAC
CTATCTGTCTGTCTGTCTGTCTGTCTACTTGTCTGTCTGTCTACCCATCCATCCATCTGC
CCACCCATCACCTGTCTGTCTGTCTATCTATCCATCTATCTGGGACTCCGCCACACTGAC
TTCCGTAGTGCCTGGACCAATTTATATTTCAGCAGCTCTGTTTATGAGTGTTCCTTTTGC
CCACAGCCTTTGCCAGCATTTGATGTTACTTATTTTCTTAACGACTGCCACTCCCACTGG
GAAGAGATGAAATCTCAGCGTACTTTGGAATTGCATCTCTCTGATGACTAGTGAGGCTGA
GCATGTGTCCATGGCTTTTGTCATATGTATGTCATCTGTTGAGAACTGTCTGCTCCTTTC
ATTGGCCCATTTACGGATTGCATTATGTGATCTCTTGTTGTTTGATTTTTTTATTTAGTT
CTTTATATATTGTGGGTGTAAATCCTCTTTCAGATGCATAGCTAGCAAAGATTCCCCTCC
CTCCCGAGGGAATTTTCTTTATAAAGAGCACAGAAGGTCTCCTTTGATGATTTATCCCCA
GGGGACTTTCCTTGTCTCACTTCGAATTTCCTATTCCACTGAGAAGTCAACCTTTTTTTT
AAATTTTAGAAATGGCCTGTAAAGACTTCCCAAAACACCAGTCAACAAATAATAATAGTA
CATGCAAGAAAAGCTCAGATGTCCAAAACCAAGCAGTAAAGAATTCATAGTGCTAATGGG
GGACTTGAAGATGTGTTTCAAAACAGAAGTGTACGTCCTCCATTAGGAAGGCTTTTTAAA
AGATTCCTTTTTCTTTTCAATTCTGTGTATGTCTGGGTGTGGTTGTGTGCACATGCTTGC
AGTGACCACAGATGCCAGCAGAGGGTATCAGACACCCTGGAGCTGGGGTTACCAGTGGTT
GTTAGCCACCTGACCTGGGTGCTGAGAACCTGACTCCAGTCTCTGCAACAGCAGTATGCA
TCCTTAAACGCTGAGCTGTCTGTCCAGCCCCAGGAAGAGTTTTTGTTGAGCCGCTACAAA
GTCTATCCCAGGTACTCCTGAAAGAGATAGCACCTAGTGTCAGGCTTGTAGCTGCCCCAG
TTCAGTTATGTTAAGTGGACCTACAACTTTTACAACACGAAGTTTCATGTAGACACAGGT
CAAGACTATTTCCTGCCATCCCAGACAGCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCT
CCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCTCCCTCCCTCTCCCCATCTCATTAA
CTGGATAGATTTAATTATAAAAATCTATTGGGTCTAATTATAAAAACAAAAACCTCAACC
TTTGCCCCCGCCCCCTATAAAGCAATAAAACAAAATTAAACACACAATATACAAAGTAAC
ACAGTTTCATGACTCAGGATACAATATATTTCTTAAAATAAAAACAGAGCACTATGGAGA
TTCCTACTTGCCACAAGACATTCCCAACAAAGAATAGAACTCAGATAGCCGAGAAGGTGC
TTAAGGTTAAGAGGAGAGAGGGTGGAGAGCACAGAAAAGCGCTTCCAGGGGTGAGGAGGT
TCTGGGTTGCCACTAAGGAGTGACTGGGCACCTGGACAGCACTGAGAGAAAGGGAAGATC
TCTAGCCCGTGCTCACGCATACAATGTGATATAGAAAAGGAGGAAGTAACAGGGACCTCC
ACGGAGACGCATTTCCTGAGAGGTAGAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGGTGCCCTCGTGAGTGTGAGATATGTATGTGGAGACCAGAAGTCAACATCA
GATCTCTTCATCAATTGTTCTCAACTTTTTGTTTAGCTTGGCCAAGTTAATACATATAAA
TACTGTCTCGAAAAAACCAATAAACAAATAAATACTGTACCTTGATCATATTCAACATAC
ATCACCACATCTCCCTCAGTATCCCCAATATTTCCACCTCCCCTACCCCCAAGCATCTCA
ATAGAGTTTGGTTGCCAGCCTAAGATTTGAGTTGATTAATACATCATCTGTGCAAACGTT
AGAAGTTATAGCTAAGTAAGGGATACTTGCTGATAATCTCATCCACTCAGTTTCACAAAT
GTCTTTGCCTTTGTTGCCTATTGTATGTAGCAAGGCATTCAATAACAAAATCAGTAAGTT
CTACTTGACTGGGAGGTCACTAGAGCAGACACTAGAAGGAAGACATTTCCAAACATGTGG
CCAATTAAAGGGACATAGCTGAGGGATAGTTCTGGCAGCAGACTGCCTTAGTTCAGTGAC
ATTGCTGTCAGCCTCTGTAAGACCGGGGGTAGCTGATCAAACCTCTACACATGATACATC
CTATTACCTATAAGTGGTGGTAATAGTGGTGCCCATATCAAAGGGCTATTGAGACAGTTA
AATGAGTTATTATATATAATGAGTTGTTATATTGAAAGCCCGTAATGAGCACCTGGCACT
GGGCAAGCATTAACTATTCACATTAATATATATTTCAGAGGGAATAAACAGAGAGAATGG
TCCTAAAAACCAAGCTTAGGTACTTGAGAACACTTTTAGTGGGAGTTAATTTCAGACCGT
GGCACTTGCCACAATACAACTATTCCCTGGGGGCCAACCTTACACCAATTAGCTTGGGAT
GCTTTGGTTGAGTCTTGTCTGTTTCTGGAAGACTTGCCTTGGATTTATATTGTCCTGGAT
GGAGGCCACCTAATCCATGATTCCCAACCAGGAAAATACTAAGCAACTAATGTCACGAGA
ACAAAAATTTATAAAAACATAGCTATTGGGCTGAAGAGACAGTTCCGTTGACAAAGCGTT
TGCCACGCTCGCATGCGGACCTGCATTCAGATCCCCAGCACCCAGGTAAAAAAACTGGGC
ATGGTAATATACATGTGTGCTCTTAACATGGGAGAGGGTTGAAGATACACACTTCAGGGC
AGCCATTCTAGACAATTGCTTTGCCCCAGGTTCAATGAGAGACCCTGTCTCAAAAAAATG
GTGTGTGTGTGTGTGTGTGTGTGTGTGATAGAGGAAGACACCCAACATAGTCAAACTCTA
CACTCTACACAGACCTATGCTCTCTTGCTTGTACTAGTCTCTCTCGCTTTCTGTCTGTCT
CTCTGTCTGTCTGTCTCTCTCTCTTTGTCTCTCTCTCTTTCACACACACACAGATATGTA
CACATGCACCATACACACACATATAAAAACTTCACTATTATAAAATTACATCATCATTTT
ATAAACTAGTGAAATAAAACACAGCTGTTGGATGATTATGTCCTATGTACACCAGGGACC
AGAATTCTAAGTACTTTATCCCAGGCTATAAGAGGAGGTAGAATTCTTTCTTTAATGATT
CATTTCTTTCTTTTTATTTTATGTGCATTGGTTTTGCTTGCAGTTTTATTTGTGTGACAG
TGTAGGATCCCCTGGAGCTGGAGTTACAGACAGTTGTGAGCTGCCGTATGGTTGCTGGGG
ATTGAACCTGGGTCCTCCAGAAGAGCAGTCAGCACTCTTAACTGCTGAGGCATCTCTCCA
ACACCAAGATGGAATTCTTAATGTTTTATACAAGTGACCCATAATTGCCTCTTCATTGCT
TTTGAAATGAGGAGAAACAAGGACTGGGTAGGAAAATATAACAGGGTCCATATAAAACCT
GCCCAGCATTTTACCCTGCTCCTGAGAGCTTTCTCTCCATCCTTACAACATGATAGAAAT
ATGAAAGTATGTTTGTTAGGAATAGAGAATATAAAACTGAAGTTTATCCCCCAAACAGTG
CCAGCTGGGAAGCAAGTGGAAGCACAGCCACAGGGGGCAGATATGTAGAGAGTCTCCCAA
AGCCATCGCTGCCTCCTATCTTAGTTAGCTTCTGCCCACACTTTGCAATGCAAAGAGGAG
AAATCTGTGACCACATGCACTGTGTCTGATAGCATATTCAAGTACATTTAGAGGGGACTG
CAACATTGAACAATAAGAGCTCCAAGTCTCTAAAAGGCGACTCTGGGTTCCAGTGCAGTG
AACAAAGACACCAAGCAAGATCCTTAATGCTTTAAGACTCTCACTCTGCATCTCAGACTA
GGAATGAACTCGTCTCCACTTCCAGGAATCTTGTGATGATTAGCAAATCTTTGCAATGTT
CTTAGCACTAGTCTAGGTAGATTACAACTACCTTCTTCAGCTCTAACAGCAGTTACTAAC
TTCAGTGGGAGAGGCAGGGGACATGGTCAATGACATCATGTGGGGGTCAGATGGAAACAG
TTTTGGAGGATTGATTCTCCCCTTTCACCCCTGTTTTGAGGTAGTGCCTCTCTTACTGTT
TCTTGCTGTGTAGAGTGTGCTGGTCTGTGGTCAGAATACCGGTCCTCTGATTTCTGCTTC
CCACCTTGCTGTAGGAGTTCTGGATGACAGACACATGTCATTGCCACGTACAGCTTTTTA
CGTGGGTTCATGGGACCTGAACTCAGGTCATCAGCTTTGCTTGGTGTTGCTATGAAGAAC
CATGGCCAAGGCAGCTCTAGGAAAGAAAACGTTTCACTGGGGGCTTGATTACAGATTTAG
AGTCCTGGTCCATTATCATCATGGCAAGGGACATGGTGGCATGCAAGGCATTGGAGCAGT
AGTTGAGAGCTAATTTATAGGCCAAGGGAAGGAGGGAGGGAAAGGGGGGAGGGGGTGGGG
GATGGGAGGAGAGGGGAGAGGGAAGGAGAGGGGAGAGGGAAGGGGAGGGGAGAGGGAAGG
AGAAGGGAGAGGGGAGAGGGAGAGGAAGAGGGAGAGGGGACAGGGGATAGGGAGGGGGAG
GGGGAGAGGGAGAGGATATGGGCTTCTTCAAACCGCAAAGCCCAACCCCCAGTGACACTT
CCTCCAGCAAGGTCACACCTCCCGATCCTTCTCAAATAGTGCCACTTCCTGATGACTAGG
CATTCAAACATTTGAACCGATGGGTCATGGGGGTGGGAGAGGTTGTTCTGCTATGCAGCT
ACGTTCTTCGGTCTCAGTGACAGAATGGCTTGTGTTTTATCAGGAGAGATCTCTGAGGTG
TTTGTTTGTTTGTTTGTTTGTTTACTGTGATCTCCTAGTCAAGCTATAGTTCTCTGACAT
AAGCTATCTACCTAACTAATGTGCACTTGTACACATTTCATTCACAAATGAGCAGTGTTT
CAGATTATCCCCATTTTCTCTAATTACCATTTCAAAATATACCAAAGAAATATGTTTCAA
TTGAGGTATACTCTGGGATCCCACAAGTGCTAAGTGGGAAGCAGATGTGGTTGTAAGAGT
TCCAGAAGAGGCTACGCTCCATATATGGAACCCAGAAGAGGCCACTCTCAATGTGTGGAA
CCCAAACCTGAATGATAACAAGGATCTAGCTACACAGTACATAGAATAGGCCTGGATTGT
GACAGGGGACAGAAAAGTGAAGGAAAGCTCAGAGTGGTCCCAGTGCAGAAAGGAGACAGT
GAAGATAAACGTGAGATGGACCTACAGGATAGTGGGAGGCAATGAGAAGCCACCACAGCC
TCTAACAGAGCAGTGATATAACCCAAGTACCTTCTACCGTCTTGGCTGCTGGGTAACAAG
GGGTTGAATGAGCACCTGGTATATATGGGGGCCCGGGAGACCGTTATGAAGGTGTGGAAT
AGAGGGGTGGCTGGTACCCTGGTGGGATTGATGCTTCCAAAGGGTCAGGTTCCCAGACTC
ACCTGGATAAGCATAGTGTTTATGAGTAGGACCTGGAAAGATGCAGAGAAGTTATAGGAT
CCAGTCTGACTTTTGGAAGAACTGCTCCAGCTTGTGTGGCTAATGTTTAAAAAGCAGGGG
ATGCGTGGCTCTTTCTTTACAACATCTACAGTCAGTGGTAACTCATTGCACGCCAGACAC
AGTTAGAGGTCAGTCCCCCTCTCCCTTCCCCTCTCCCTCCCCCTCCCCCTCCCCCTCCCC
CTCTGTGTCTGTCTGTCTGTCTATCTGCAAGGACCAAAGGCAACTTCAGGAGTCTTCCTT
AATCATTCTTCACCACATTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTACAACTGT
GCACTCACTGCACCACCACCTGGCTTTCTTCTCACTGGGAATCTGAACTCAGGTTTTAAA
GTAGATCCCAAACTCAGAGCCAAATGCTTACATGATCAGCACCTTACCAGCTGAGCCATC
TCCCCAAGCCACTCTCTAGGAACTTCTGAGTGGAATTCATTACTTTAGGCTAGGTGATCG
ATCCATGAATGTAAGGAAAGAAGAAAGGAGAGGGGATCCCCTGTCCCTGCTTGAGGCTTG
GGGGTGAGTGTAAGGCCACCCCTGTCCAGGAACAAACCTGGAAGAGGATTTCCTGATGGA
TGGGACTTCCCATGGCATTGCAATCTCAACAGCCAAGGTGACAAAGCAGCAGGGGTCTCA
GCTAAGGACCTGAAGAGAGTGTGGAAAAGAAGTGTTACAGGATTGAACATCAGCTCAGCT
TTGCAGTCAAAACAGGCTGGAACTGGAAATGGCCTACTTGCTTGCAACTCAGTATTTCCC
TTAGCATGTGTGAGTTCAGTCCTCTGAACTATAAGAAATAAAGTGTGTGTGTGCCCATGT
GTTTGCACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCCAAGAAATAAAGCTGCTT
CTGACAGTACCAGCAGAGGAAAGGGGCCCCAGCCTCATTGTGAAAGAGTTGGGCTTTGTA
TTTGTTTAGAACCATTTTTTTTCCAGAGCAAAAATCTGATTCAAACCCAGTTTCACATTC
CTTCTTGATCATATCAGCATGAAATGAGACTGGTGGCCCTTAGTGCAGATCCTTAAACAC
TCACCCATCAGCCACCCCAACAGTACTTGCAAAATATTTCTCTCCTGTTGGGTGTGAGAC
CTCTGAACTGTCAGAGATTCTCACAGCAGTCCTTGGAAGAGAATCTAGAAGAAGGAAGAG
ACAATTGGATGTGAGCTAGAGCCTGTAGCTCAGAGATAGAGCTTTGGCCTAGCACCAACA
ATGCCTAGGTGTCACCCTCCACCTAAATGCAAGGATTTGTTTTCTTGATAAAAGTTTGTG
AGTCTTCACTGCCGGGGTAGCCTGGCAATCATGGTGGTGAAGTGACTTCCCTTTTGCTAG
GGTAAGATGAAACCTCACCTCCGACCTGGAGGGTTGATGGATGCATTTTGAAAACCAGAG
ATGGCCAGGTTTTGAACAGAGATTTAGACAAGTATTATTTTGCTAAGTGGATGCTTGTGC
CCCGCTACTTTTATTTTATTTTATCAACTGTGTTTTGACAATTCATGGGGGATGGAAATG
TGTCTAAAGCAATTTGAGCTCATCAGGCAGTAAACATTTAAACATACAATGTGAATTGAG
TTATTGTTCTTGTGAGTTCTTTTCTTGCCTGTTTTTGAAAGGGAGCCCTGGCTGGTTCCC
TTGCCTCCCCCAGGTCTCTTGCAATGGAGGTCTCCCTCTCCTAGGGACATAGTGAATCCT
TGACAATAGCCCTATGACTGGGTTATCTTATAGCAACCTCCATTCTCCCGGAGTTAAGGG
GAGATTAACATTCAAGACAATTGGACTAGATCGAGGGGGGATGGGGGGGGAGAGCTGCGC
CTCCAGCCATCGGATCTGCATTCTCTGGCTCGCAGGGTAGGAGAGGGCTTGCGGCATGGG
CTGGGGCTGGGTGGGTTTGGGTGTCTTGTAATGAAAAGGGGAGTCCTCCAGATCACAATC
ATCCTCCTTAGCATCTCCTTAAGCGCTTCAGATGAGCGCAGCCTCTCTGGTCTCCGAGCT
AACTTTGCGTAGCTTGCGGGTGCGGCTAGGATCACTGGGAAAGAAGCCAGAAGCGGCTCA
GGGGGGTGACTTGGGGTGTCCTTGGCCGGATTGGGCGCTAGGGAGGCAGAAGATCTCATT
GTTGTCCTGGGATCCAGTGGCGAAAGGAGGCCCCTCCAGCGGGCCCGCGCTCAATCCCTG
CTTCGCAAGCGATCGAGCGGCCACCCCGCCAGGCTCCGGTGCGCGGCACCATGCGGAGGA
GCGGGCACCGCGGGCAACGGGTCTCCGCGCGGGAAAGGGGCGGGCTGGTGGCCGTGCGCC
CTGGCGCTGGGCCAGGCTCGGCGTGAGCAGCGGCGCGAGCGGGCGATGGGCTGACGGAGC
CCCGTGGCGGGCGCGGCGGGGACTGGGGTGGCGGCGGGGGCGGGGACGGGGACGGGCGCG
CCAGCACCGGCGGGGCGGCTGTGGGCGCCTCGGAGGAGGCGGAGGCGGCGCCGGGCTCCC
CAGGCCGCCTGGTAGGCCAAGGGCCTGCGCCCGGGACGAATGGGAAGCTGGTTTCCGTGG
ACTAGCCTCTTAGAATCCGAAGTTCCTCGGCTCCTTTAGAAGAGCACAAAAAATAAAAGG
TAACGTGTCTTTGTTTCCTGGTCGCGGTGGCGGGGGAGCGATTGATGATGCTGTACTTCT
GAACCCATTTTCGGGGCTGGGCTGGGCAGCAGGAACCTGCCACTTCTTTTCTGGGGGCTT
GGGGGCTTTCATTTCGCGTCTGTTACATTTTTAAAATGCAAGCCCCACGTGGGGCAAATA
CGATGCTACCTTCTACCAGCCCTTCCCCCTACACACACACACACACACACACACACACAC
ACAATCACACACACACACACGTTCCTTTGGCATCACAACCCACACTCTGAATTTCACATG
GAGAAATAAAAGGTTTCTATAGTCTTAGCTGGTTGGGTTTTTAACCCCCACCCCCCCCCC
GTATACAGTCCTTTGGGTGCCGGAGAAGGCTCTTCACAAGGTGGCCGGAGGCCGGGCAGC
CTCAGCTGCGGGAGCCTGATGAGAGGAACCGGCTTTTCCTTTCCAGATGGCTGCAGAGTT
TGATGCAGTGAAAATGGGAACTGGTGAGGGGAGAAGAGTAGGGAACCCCCGTTTGTACCC
GCTTCTTTAAAAAAAGGCTAAATGAGGTGCGTTTGTACTGCAGGCAGCTGCCCAGATGTT
GGTGTACATTGGGTTTTTAGGAAGGTCTCTCCAGCGCGGCTCTTTGAAAGGCGTGTGGGC
TGCCTGTGTGTAACCAGTAACTCACTGCCTTTCTCTGGTCCCTTGCTTGTTAGCAGAGTA
ACTGCTCAGTCAATTCAGACAAATTTTGCTAAATTTCCAAGGGATGGCTGTTCTAATAAT
AGCTCTAACCGTGGCTCCTTAATAGACATCCTCATTTTGAATGATGCAGCAGTGCCAGCT
CTCTGGGAAGCGTAGCTTGCTGAGCGCTGAGCTCCAATGCCTGGAAAGGACTCCCTGACC
CCACCATGAATGGACCAGGCGTTGCCTCCCCTATGAATGGAACATCCCAACAGAGGCCGC
CTCTGCTGCTCCTGACTCCTTTCAGTTGGAATCCTCCCCGAACCTGATGAGAGGGATGCT
CAGAAAACCTAGACAGGCACATTTCTAAATATAGGATGGTCCCTGTTCAGTTTTGGATTG
ATGGCTGCGTTTAACTGCAGGATGGTTCCACTGCCTCTACCCCCAACTCAGCATGGGCTA
GCCTCAGCCTTTCCCTAAACCTTTTGATTGATGTGTGGGAAAGCACCAGTCCAAAAAAAA
AAAAAAAAAAAAATCAAAAACCCAGGACAAACTGCAGAGTTCATGAAAGGCGGCACAGGC
TCTGGGGAAAGTACCTTTAGAGCTGGCTGCAAATCTGCGTCCCTTAGACTTCATGAACCA
GGATATGCATGCCTGCATCAAAACATGCAACAGAGTGCTGGGGCCTGGAGAACATTTCAT
TGTTTGTTGTTTCTGGTCTTTCAATTGCATTAAACTCATTCATCGCTTTTGGCCCCTAAA
AATCAGAGTCTCAGATCAGCAGGAAGTCTGGTTTTAGTGTCTTAAGTGTTACTTGACTCT
CACAACCTTGAGTTCAGGAGACGGGCTAACTTGTACATTGTCTTCTGTAGACTAAGTGAT
CCATTTTCTTGCCAGCGAAGTTTTCCCAAGCACAACAGGAATAATAATCCTGTGGCGATT
AGATTGGACCGCATTTCATGCTTAGACGTCACAAAGCCTCTTCCATTTACTTTAATTGGA
GGTAATATTTGGACATGGTTTGAAATGACGATGTAGGGTCTAGTAAAGGAACATAAAGTT
GCCTCTAGAGAAGTTGCCAAGAAGTGAGGGCTAATGTGAGTAGAGATAATATTATATTTA
TTTATTTTTAAGTTGAGTCTTTTTGGATTATGAGAGAATTGTTTCAATAGACAGGAGGAT
TGGGTAAATTCTCCGCTCTCTTTTGTTTGAACCAACTATGAGCTGTCACCACTGTTGCTC
TATTCTTTTAGTTTTTGTCCTGAACTAATTTGCTTAATAAGACTTCTTTTTATGGCCCTG
GGCCTCGGTAATTTTAGACATCTTGACAAGTCCCCTGGTAGCCCAGCAGGTGGCTAGTGC
CATTAGTATGATTTTGCCATTGGGGAAACTGAGTCCCCTTGAGGTTCAGCAAGTTTCTGG
TTTCTTAATCCATGAGATTTGTATACCAGATGTGTACAGTAGTGATTTAATTGTCCCAGC
AAAGTTAGAGCCCAAGGCCAAGATAAGAGATGAGGCATTGTCTGGGTCCTGGAGCTTTGG
GAAAGCACGAAGAATGGTAGGTAGGCAAGTGTAGTCGAGGAGAATTCTCTTGAGTCAACC
TTGGTCTGAGGGAGAGAAACGTTGCCATTGTTCTATGATAGGAAGTAGAAGACCTGAAAC
TGTCAAGAAGTCTATTAAGGAGCTGGGCTGGGTGGCTTTTGTCTTTAGGTAATTGTGGGC
TGGCCTCCCCAAAGACTGTGACTAATTTTGCTTTCTAATTGCTGAACTTGTGCTCACAGT
GTTTATGCTAATGACCTCTTTTCCCAGATATCTCGAAAATCATATTCTTATCATTTACAA
CTCTACACTTATCCTTATTGCATTTAAACTAATACTCACTGGGTGCCTGAGATCACGAAT
TTACACTTTAAAGATTACAGCACAACAGTTTTGTTCCAGAGAAAATTCTAGTTTTGTAGG
TTGAATTGAGACATACATATGTTAACAGTTAACTAGCTTAGCAAGTTATCTTAAAACATG
CCGTACACAGCATCAGAAAGTCTGAGTTCATCACCAGCTTTTTAAGTCTCTCTGGCTCTC
TTCTGTCTCTGCCTCTTTCTGTTCCCCTCCTCCTCCCCCTTCCTCCCTTTAGTATTAGGC
ATTAAACCCAGACATCTTGCATGCTCGATCACACAGTCGTAGGAATTCTAGGGAACTTAG
CTACAGAAACCTAGCCCCTTTAACTTTTTTATCTAGAAGTAAGGTCTTACCAAGTGGCTG
GAGCTGCTTTAAACCCTCTGTTTAAGGCAGGCAGGCAGACCTTGAACTTGTGGTCCTCCT
GCGTCGTCTACCAGAGTAGCAGGGATTGTAGGCATTCACCACTAGCCCTGAATAATCCTT
TTCTTTCCTCATTCTTCAGTTCTTTCTCTCGGTTTCTTCCTTTCTTCTTACTATTATCAG
ATATGTTAGTAAAACTTGTTCTAGAAACCCCTGCTTTGTGTCTCTTGAGAACTTTCCTAG
CATCTCAATTGGAGGTGACGTCTGGGGCCTTATAGAAGGGCCTATTCAGCCTATATCCTA
GACACTATTCTGTTTGTACTGAAGGAAAAAGAGGGACTGGCTTCCCTACCTTGCCAGGCT
TGTAGACAACTCGGGCCTATATTGCCTGTGATATCCCTAAGGTTCTCCTCCTGGATCCAT
CCATCTCTACCTTGCTCATGTCTGGTCCTGTGCTGTGTAATACTCTCTAGAGGTATAATA
AAAAGGAACAAAAGGAGATTCTGGATATCTCTGTAAAGAGAGGCCTGCAGCATGAACAAC
GAGGGGAGGAACCAACTGTAGAATGTTCTAGAAACCTCTCTACCCTGGGCAACATCTTAG
AGTCGTGGGAACCTGGAGAAAGGGGTTCCTAAAATCCAGCTTGCTGGGGAAGGGAGCGAT
TTGAGTGTTACTCCAGCATTCATTTAGAAGAAAGCACATTGAGAATGTTGTCCACTTCTG
GTTTTGTCTTCCCCAGAATAGCTCTCTTTAAGAACACCAGTTAAGAACTGGTGCAGTAGT
GTCTGTGGGAGCTGTGGGCTGCAGCATCAGTATTCCACAGGAAGGCCAGGTAACTCCACT
GCTTGTTTGGACAGAATCAATGAGAACACAGCTGGTGATGCCACTCTTTCCAGCAACTGA
ATTCGCCAATTCTCTCCTTGGCCACCCCTTACTCCATCCCTAGGCTGAGCATATCTTTTA
CAAGCCTGCTCTTAAAGGGAGCCAGGTCCACTACCAGAAACATTGTTCTAGACCTACCGA
TATAGGTCATCTTTTACAGAAAATGAGCAGAACTGATGTTCAGTGATTATCAAATTCCAT
GATGCTTATTCTAGACGCCAGTGGCTATATGTCTTCTTTCTGATTCTTAAGGGTATTGGT
AAAAACTGGGTACCCCACTCTCTGAAGAAATCCTTACCTTGAAAATAGAAATTCCTGCTT
AAGGATTCAAGCTACGGTTGATGATGGGTCACAGGGTTATGGGACCTGAGTTACCAATGG
CCTTATTACTACCAAATAGTCCAACAAAAAAACAGATGAGCTGGTGGTCTCAGTTTGAAC
TGCATGTGTAATCTCCCCACAGTCATGGAAGCTGGCTCTATGTCAGAGCCATCGGGCATA
GGATCTCACTGGAGGGAAGTGTCATTTCTCTCCTAGGCAGCATTTTTTGGATTTTTATTG
AAAGTGGTATTCCAGGTGTTCATGATATAAGAGGAGCAAAAATTTGTTGTCCACAGTCAG
AAGCATTGGCAGGTATACTATAGCCTCTGGCTTTAACTCTGAGCACATCTGCATGTTCCT
TCTTGTGCCTGTTTTCATATGTATTTGCCAGTGCATGGTTCTTGCATACTTGGGGAGGGA
GGGTAGGTGTGGGCACTGATACATGCACATGTGTGGGCCAGAAGACATCCTCTCACCATT
TCTCAGGATCCATTCACTTTCTTTTGGATAAGATGTATCTTAGTGTTCTTGAATCTTTAG
GTAGGCTAAGGTAGCCTGGTCAGTGAGCCTCAGGGTCCTTCCACGTCTCTGTCTTTCTGG
CCCTGGGAATACAAGGGCATGCTTTTTTTTTTTTTTTTTAAATGCAGACTCTGGGACTTG
AACTCAGGTCCGTTACCAAACAGGACTGGCCTCTCCTGCATACTTTTGTCCATTTAACAT
TGAGTACATATGACCCACTGCTGCTGATGGGAACTTTATAGGGTCTTGAACAAGCAGAGC
ATGAAGCCATGCTCCAACATTGATCTACAGAGGCCTCATTAGAGATGACGTCACGACCAG
GAGTCATTATTATGGTGCAATATACTAAGCCTTCAAACAATAAGTTTTTGTTTTTGGAAC
AGGGTCTCATTCTGTAGTCCAGATTGGCCTTGGACTTGCTATGTAGCCTGCAGTGACCTC
AAACTCATAACCCCCCTGTCTCAGCTTCCCAAATGCTAGGCTTACAGGCAAGAGCCATGA
CACTTTGTTTTGAGCAATAATTTCCCACTTGAATCAGCTAACATTTCCCCTATAACTTCA
TGCCTGCTCCCCACCATTTCCACCAGAATTTGCCTGATCTGTCGATGTCCTTGCCTTTCT
TTGTCCCTATTGAATGAGCAGTGCATGAAAAAAAAAAAATGATGTGTAATGGGGAGTTAG
ATTGATGCTGTATGGCGGCAAATGGAAATCAGAATGGGAGCGTCTCCAGGCTGTGCCATT
CATAATCGTAAAACACACAATTAACGCTCTCCCCACATGCCTGTAAAGAGACGAATCCAA
ACTAGGGACCCAAAGAGTGCAGAGCCATCTGGATCTGAGTGACACACCTACACAAGCTGG
GTAACTCAGGGCTGGCTTGCTCACTTCCTGGCTGCCTCTGACCACCCTCCAGTAAATATC
CAATATTTATTTCTGTGTTGCTCAGAGAGAGAAAGCAGAGAGGGGGGAGGTGGTGAGGAC
ACGAAGCAGACTCAGAGCTGAGCACAATGTGAGGCAGTGTTCTGCCTTCTCAATCCCCCT
TTATTGGGTCCGTTGAGTGTTTGGTAACAGAAGAACTATAGAGTGACCAGTGGCACAGAT
GTAGCCTGCAAGACTTGGCAAGAGTGTGGAGACATGTGCAGAAGGTGACAGACGATGTTA
AGAGCCACAGCTATGACTGTGAGGGCCTCAGGGTGCACCCAGAGCTCAGGGCAGCCTGCA
CAATATATCTGCATGTGATTGAACCATTGAACATTTTGGGGAGAGAGCATTATAGCAATG
AAAGAACTGTAGAGATCACTTTTATCAGTGAGAAGATATTCACATTGAGGAGCCTTGCCT
ACTGGACCAAGGCAAACATCCCTGCCTTGTGGCAGGTATTTACACGATGCATCAGAGTGT
GACAAACACAGTGTACACTGTGGCATCTTCTCTGGGTTTGTTATCTAGCCAGGTCTTCCA
CCTTCTGACTGTAAGACCTGTAGTGAGCTCCCAAATCTCTCTTAGCTTTAGCTTCAGTAA
GCGAAGTCACATTCAGAGGCTTGCATGAGAGAACAGCTACGAAGCACCTGAGATGCAAAA
GGTGTGCAAGGTGTTTAGCAAAAGACACGAGGGGTCCATGAGGTGGGTCAGTGGGTAGAG
GTGCTTGCCATCAATCGTGATAGCCTGAGTTCCATCTCTGGGGCACAAACTGGAAGAGAG
CACTAGCTTCCAGGAGACTGCTGACCCTCACATACATGCAGAGTGTGTGGCTCTCCCCAC
ATGCATGGATGGATGGATGAATAGATAGATGGATGGGTAGATAGATAGACAGAATGTTAA
TTTTTTTCAATAAGAAATTTTGTCTCTGATCTGCTCTTCTGACATTGGAAGGATCAACAA
TACTAACTCTGCAGAGATTTAGAACATGTTAGGGGTCTAAGAAGAAATGTAGACATAAAA
TAAGTCATACATTTTCCCTTATAATGCTGAAATGTCATAGAAAGGAGGACAGTGGGGACA
AACATTAGCTGACATATTTGTAAAAGTCACCCCAGCCTTTCAGAGAGAGCTCGTGCAGGA
AAACACATGACCCTAGCCATCATCATTACTGGAAACAGGGAAACGTTTATTTTAAAAAAA
AGGTAGTTAATGGGAATGGGGGTGCCCAGTGATGTAATGGGGGCGTGAGGGAAAATAACC
GGGAGATAATGAGAAAGCCTGAGGCTGTGTCTGGGTCTCAGTACATTAAGAGGCATTAAA
ATAGAGGAAGAAGGAAGGAAGAGAGGAAAGATGATTTGGGCTTTGTGCTAGTGGGTTGCA
GCCCCTTACCTTTCTAAAATAATTCTCCAGTTCTCAAAAATGATCAGAAAACTCACAGGC
CTTCTAGAGTAGGTAAAATTGAAACTGATGAAGATCATATTGTCTAGTAATGTTAACTGC
TACTTAGCATCGAAAGGGAAAGGGAAAACTCCTGTTACGGGCTTCAGATGAATCAGCAGG
TGAGGGCCCTTCGTGTCCAAAGTCCAGAGTTTGATCCTCAGGACTCAAAGGTGGTAGAAA
AAGAGAACTGACTCCCCTACGTTGTCCCCTGACCCCCGCATAGCACAAGCGTACCCACAT
TCATAATAAGCAAACAAAGAACTAAACAGGCACTTGAACAGTTAATAAACCTTTAATAAT
TAATGTACTGCATTAATAGTAGAAACCGTATTACAACCTGAAAATGCAGGATGCTTTTTT
GGAGCCCCACCCCCAAATTGCCTCAATCACCCAATCACACTGAAGATCCCAGGATAGTAT
CCCTGCAAAATGAGAAATTAATATGCCAACTTACCTAGATGATCTGCATACTTGGCCAGT
AAAATGAATCACAAGCAATGCCAGGCTTCCTGGTGACGGACTGACTAGATGCATAGACTA
AAAGTGTTAACATGCATAAACAGAAAGTATTTATAGAACATTCTATCTTCTTGCTTCCAA
GACTAGGCTATATTTGAGGGATAACCTATGGCTATCTTTTTGCCTAGACAGGGTGGAACA
TGTCTGTTATTTCACAGAGAAATTATAAGCTGGTATTTGTGTGTGGTTCCTTCCTTTCTT
TATTGTGGAAAACATGGTTTTTGTAGTCCGCAACAATTTGGTTTGTGTCCCTTCCCGTTC
CCAAGGCTGTAGCTTAGTCAATAGAGATTCCAAACTCTTTTAATGCTGAGTTCTACAACT
TCCAACTTGGAAAGATAGCCAACTATTCAGAGAATAATACCCAAAACACAGTCCTTTGTT
TCTTCTGTAGCTAGAGTGTTTTTGTCTTGCCAGTAGAAATGACCACACTCCAAGAGGAGG
AGCAAACACTCAGCGGGAAGATTCTGAACTGTAGGCTTTGCATGGCCATGGTTTGGGTTT
TATACTGAGGAAAATGGCTGCATGCTAGTGCATAGGAAAGGAGGGATGAAGCGCCCAGGG
TCCTGTGGTCTGCAGGGTTAGCTGGAAGGTGAAGATGCCAATTGCCAGGCCAGTGTCTCC
TGCCTTCTCCTCTGATCCTCTTACATGGGGTCACCTGTCTGTCACACCAGCTTCGTCATG
GCTGCTTCTCGGTCCTGTCCATTTCTCCATGTTCTTTTCCGAACCCTCAGATGATGTCCC
AGAGTTCAAAAGATCTCTGCTGCCTTTCTCTTTGTTACTGGGAGCGCCACCTGTGGTTTT
CTAATCACTCCTCTTCCTCTTCCTCGTGAGGCTTTAAAATCATTGTCCTGTGAGGGCTGA
CTCACCAGTCTGCCTCCCCACTTCCTTTCAGTTGCAGAGTCTCAGCTCCCCCTGCATTGA
GCTTCTTAGGATTACTGTTTCCAAAACCAGATCTACCATTTGTCAGTCTCTTCAAGCAAG
GTGTCTGCTCCCACAATCTTGTCTCAGGATCTCCCCTCTCCTGAGTCATTATAAAACCAC
TACAATATATCCATTCACCACTCTCTGGCCCCAGCTCCACTCATAAACACTCGCGAGCGC
ACCCTCTCCTCTGTTCCTTGTCCCCTTCCTCATCTGTGTTCCCTGTAGACCAAACTCCTC
AGCATAAAACAAAAGGCCCTTCACATACTCCGGCAGCTTATTATTTCTTAAACTTCCTTT
CTTCCATTGTCTTACACACACACACACACACACACACACACACACACACACACACACACA
CACAGAGTCTTTCCTCTGACCTTGGACTTAATCCTGTGGCTGAAACATATTGTTCATTCT
TTGGCTGGAGCCTTCAGTAGTACCTCCTGACCCTCTAGGTCACAGCTTTTTGTTGTGTAC
AGATGTTTGTGTGTACAGATGTGTGTGTGTAAAGGTGTGTGTGTGCACATATACAGATGC
ATGTGCACATGTAAGCACATGCATACGGAGACCCAACACAGACCCAACGCATTTTAGTAG
GGTGTTAGTAAGAACACACTTGTCCTGGAGGAGCTTGTAGCTAAAGAAGAGGCAAGCAAT
AAACATAATCGATGAATAAATTATTAGGATGCTGAGGGTGGAAATTGCCATGGAGATGAA
TAAAGCAGTTGGAGGGAAATGGGAAGAAGGCATCACTTTATTTCACCCTTTGTGTAGTGT
CCATCTGTGGATATGTGGATATGCACACATTGTGTGTGTCGGGAGGGGCTGTGCATTGCA
TGCATGTGCGTGTTTGCATGGACACCTGAGGTCAGCATCAAGTGTCTTCCTCTGTCATCA
TTTTCCATCTCTTACTGAACCTAGAGTTCATCAGTTTGGCTAGGCTGAACGCCTAATGGA
CACATCACTGCTTCTGAGGACTGTTTCATGTGTGCTGGGTTCTGGATTTGCATGGCAAAT
ATTTTACCAACTGAGCCATCTTCCACATCCTTACATTGCAGTTAACACAAAGAGTCAGGG
CTGGAAAGTGGTAGAGCTCTTCCCTCGCCTGGTGAGGCCCCAGGATAAATGGAGGCAGAA
GTGTGACTTCAGGGAACAGCAAGAGACTGAGGGTGGCCGAGGAGAACAGATGGACAGTGG
AGGTCACATGGGCGTGGATAGGACCCACGCTGAAGAGCAAGGCAGAATGTGGGGGGCGGG
GGGCCTGTCCCACCGAGAGGCTGCATGGGACTGGTTTGGGTGTTTCTAGGGTAAGTCTGC
AGGGGTGGAAGTGAGTGCAAGTGTGCAGCCAGATGGCTGTTACAGAAACTGAGTGAGTGA
GACCACACTCTGGGTGGCATCACCACTGGGCAACACAGGATTTTCCAGCAGGCTACCTGT
GGGATTCGAAGATAAAAGTGAGTCCAAGATTTGGGAGCAAAAACCAGATGTGGATGATGG
AGTTGCCCATATCTGTGAGGAAAGACTTGGTACAGCGGGGCCTTAGACCCTGGATTCCTC
TTGGGATCTGCAACGCTTATGTCATTTAACAGAGTGGATATGTTGAGGGAGTGGTGTTAT
GTGTGATTTTATCTGGGGTTTATCCATGTTTAGACAATGTTAAAGCATCAGGTGGTACAC
ATCTGTATTTGAAAGATCATGTTTCAAGGCCCAACTGGGCTACATTAAACAAAGTCTTGT
CTAAAGAAGAAGAAAGGGGTCTACACTATATAGCTCAACGGCCCAATTCTCCTGAATCTG
ACTGTGTTTGGGGGAAAGCATATTATTTGAAAAGCAAGTTAATTTTCCAAAGGACATAAC
ACTCTTTTGAGATGTGTTATTGCATACACTAAGCCTCACCTGTGTGATGGTCTTCTTTTT
TTTTTTTTTTTTGGCATGCAAAAGGCCTATCTCTTAACTCCCAAGTCTTCTGGATCTGTT
GACATATTATCATTATCATTATTATTATGTTGACTTCTATTGTGCAAATTTAATGTACAA
ATGTAAACTATACTGTTGGACGTTTGGGCACATCATCTTTTTCTTCAGAGACAAGGTTGC
ACCGTGAGGTACAGGCTGAATTTGAACTCTTTGTGGAAAGTTTGGCATGTATCTGTGCCC
ATGAAACCATCACCCCATCAAGATTGGGGCCAGGGAGATTGCTCAGATGATAAAGGCGCT
TGCTTCCAAGCCTGGCAAGCTGGGTTTGATTCTGGAATTCCTGAAGTGGAAGGAAGAACC
TAAGTCACGCAAGATGCCCCCAGCCATCCATGAATGCTTCATGGCATGTGCATGTATAAC
CGACACACACACATGCACACACACACACACACACGCACGCACACACACACACACGGGGGG
GGGGGGCTGAAAAATCAGCTTCATATTTCTAATCTAATTTTTAAATTTTCTCTTTTTATT
TCTTACCTTCTCTTGTCTCCTCTCGCCCTTCTGGCTGTTCCCCTTAATCTGTCATCTTAG
TTGAGAATCTTTTGTGTTTTAAGTTCTGTGCTAGGCACTAGGAAATATGTGAAACTGAAG
TCACTATCCTGCCACCCATGTTTGTCCTGGCTGAAAATTCTGGCCCTCCTGATATCACTG
ACAAATTCCAGCCTCTTTTCCAGGTCGTTTTCAAGAACAGAGTGTTTGGATATCCAAACC
CTCTGAGTGGCATGCATGGTAAACTCTTTTAAATCAAAACGCAGCAAAAGATCAGAAACC
TTGTCATAAATTAAACAGTTCTGATCTGGGGGAAACCTCATCTTTTGTCTCTCCTTGCAC
AGAAAGAGCCCAAACAGTAGGGTAACTCTCAGCCTCTTTTTCTACAAGGCATCAACATCA
TAATTACCTCCTGCGGGAAGCTTTTAGAAACTGTTCAGTGTCCAATTAGAATTTTTGATT
TGAATAACAGATACAATATAATGTCTGTATTTCTGTAACTGTACCCTAATGCTATGCTCC
CTGCACAGTTTAAGCACTCCCGTTTGATGGGACTATAGCTGTTGAAGACTCTGCTTTGTT
TCCAGCAACAGCAGTCCCACCTGGAGCCTGCAGATCTTCTAGTGAGAACCAGTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC
CCAGCCTGATTCATTATTCCCACTGCTAAATGACTTTGAGTAACGGTAGGATATCTCTGG
AACTTTCATCTCTCTAGAGCTGCTGAGACCCAGTCAGGAGCCCAGACGCAGGTCTGGTGT
AGGGTGCTGCACAGGGCAGGCAGCCAGCAAGGAAACCTCCCTGAAGATGAATGGAGGAGG
AAATCTGCCAGCACAGCTCAGTGAAAGCAAGAAGCCCCTGCCAATGGCATTCTAGTGGAA
TCCATTCCAAAGAACTCAGTTATGTAAACACCCAAGCGGCAGGCTCTGGTCCAGATGGAC
TGCCCTGTACAGATGTCAGAGTAGCTGTCAAAACTCCTTTTGATGTAAGCACAATGCCTT
CCCAAATTCTCATTGTACTTTTTATTGGGGGCTGGCTTTCTAACTTCTAGAGTTGGAGCC
CTGGGAACCCCCTCTAGGAGGGGTGCTTCGGGGTTCTGGAACACTGGAAACTTAACCCAA
AGTTAAGTATTGCTCAGGTTACCCATGCAGGTAGTGTGCTTCATCCCCAAGCTCTCAGAT
GCCCTGCACGGAGCCTCCTGAGATAGGTCTGGCTGAGGTGTCATATGCCTGCCTCTAGAG
TGGGTTCTGCCAGCGCAGGTGGCCTGGTGGCTCATGGCAAGCCCTTGACATTTTTTTTAA
GAGCCACTAAGGCCCCGATGTGGAATTTACAAAGCTTACAGCTGTTCTAGAATCTTGTTT
CCCGCCGCCGCCCTTGAGTCGGGACACGGCGGGTATAGTATATAAAGAAGGCCGCTGCAG
GAAGAAAAGCCTCTCCAAACCATCTTACCCACATTGCAAGCTGTGCCACCGGCCATGAAT
GGCAGCCAGTGCTAATGTCCAATGTTAGATACTGTTCTCACTGGTGCCATGGGACACCTG
GCATGGACAGCTGAAGGGAATATCAGGAAGTGCAGTCTATCATGGCAGCCCCGTAATGTC
TATGGCCAGATGGCTTTTTCTCTTTGTGTGGACCAGGACACAGAGAGCTCAGCAGGACGT
GGACAAGGCTATAGCCACCCCGACCCTGGCCCACTCATTTGAGCCACTTACTCTAGCTAG
GTCCCACTCCCTAAAGGCGCCACAACCCACCGAGTCAGCACACAAGCTGGGAACCAATTA
TTCAAAGACAGGGGCTGTGAGAGGTGTTTTATATGCAGATCTTAACATGAAGTCCTGTGG
GCTTCGAAGAGTCCGTGTGTTCTCAAACCTGAGTTCAAGGATCCATTTCCTTAGAAAAGG
AAAATTCAAATCTATCTCAATGAATGCAGGTTCCATCCTATAAATCCTCTTCTGCCAGTT
GCCATTGTATCAACATAAAAAGATATGTACAATTTAAATATATTTATAACTGTTATGCAA
AAATATGTACTGAGTACCTATCTATAATGGCAGTTATATTTTATTACAGGCACACACATG
CTGTCATCTAAATGTCAATAAAATATTTACAATACAACCATGAAAACCTGTTGTTTTATG
AGATCCACAGTTGTAAATAGTGCAGTACAATAAAACCAAAATAACAATATAGCCAAATGT
AAGTTTACGTGTAAGCAAAAAATGAATGATTGGCTTAGATATTGGAGTACAGTCCTATGA
CCAGAAAAGATGTCATTAGGAATTTTGGCTATCGAACACAGGAATACTGCACTCAGACAT
CAGCAATACTTGTTCAACACATAAGTAAAACAATGAAACAGCTTTTTTTAAAAAAAAGAT
TTATTTATTTTATTTATATAAGTACACTGTCCCTGTCTTCAGTCACACCAGAAGAGGAGG
GCATCCGATCCCATTACAGATCGTTGGGCCACCATGTAGTTGCTGAGAATTGAACTCAGG
ACCTCCAGAAGAGCGTTCAGTGCTCTTAACCACTGAGCCATCTCTCCAGCCCCAATGAAA
TAGCTTTTAAAATGTTTATTTGTTTGTTTGTTCATTCATTCTCCATTCATTCACTTTTAA
CCCTGTAGACTAACTAAGGGCTCTTGGCATGCTAAACAGGTGTTCTAGTACCTAGCCTTA
TTCCCGGTCTCATTATTTTATTTTTTATTTTGTGAGATAGGGTCTTAGGTAGCCTAGGCT
AGCCTTGAACTCACTGTGATGGCCTTCCACTTCTGATTAGTCTGTGTCCACTTTTCAGGA
GCCAGGGTTGCAAGTACGGACCACCATGGCCAGAGCATGCAGTCCTGTGGTCATATATAT
GTTAGGCGAGCACTCTGCTAAGTCCCCACAACATTACACAGGAAAGGGGAAGATGTGTGT
TCATGCTTGTTAGTTTCGTGTACCATTTTCTGAAAGTCTTCTTGCACAGAAAATCAATGC
TATGTCTCACCCAACTGGATGTAGCATTGTTACAGGAAAATGGATTCATATATCACCTAC
TAAAATGAACACATTTTCTTGAAACACTTGCTCATTCCTGTGCACAAATGCTCACGTCTT
GTCCATCACAGCTTATCAGAGAGGAGGGAGGCTGACGCAGAGCCCTTCTGTGTCACCTTC
CCTGGGCTTAGCGGGCCGTTCTACAACCTTCCTGCCTCTGTCTCTCCTGGTCACTTGTGA
CCACAGCATAACCCATTCCATTTTGAACAATGATGTCTGTTTATCGAATTGTCCTTTAAT
GAATCTGAATGTATCTTCTGGGACTTCTACCCACTGATTGTATGTTTTGCCTACCAAAGA
AACAGTTCTCCCTTCTCTTTCTGCATATCAAGTTAGGAATCTCTCTCCTTCTGTGCTGAG
GACAGCTCTTCTGCATGTCTGTTTCCCGCCTGCAGTGGACAGAGGCTCCCTGTGAGTGCA
GGAATGCAGCATAGGAATACGGTAGATTACATGGTCATCCTACCTAAACCCTGATGCTTT
CTAAACATTCTTTCCCAACAGTCCTTGGAAGGGTTAGTCTCGGGATCTGTTACCTTTTCT
TAGCTACCGCAAATTTCTTTTCTTTTTCTTTTTGTTTCTTTTTTTTTCTTTAATAAAATA
TCAAACCCAGAATTAGACACAGATTCAAGAAATGCTTTGACTATAGTGGAGTGCAAAATG
CCTTCTAATTTCCTTATTCCAGATGTACTGCTTTTGGCCCCAAACCAGAAACAAAACAAA
ACAAAACAAAACAAAAACCAAAAAGCAAAAACTAAAACAAAACAAAAAACACCACCAACA
ACCACAACCCTTCCCCAAACAAACAAACAAACAAACAAAACCAAAAAATGAACCAAAAAA
CCCCACATGAATCCCAACTTCTACATTCTAAAGCTACCACCCGGTCCTCTTTGGTATCTT
CACATTTGACGAGCCTGTCTCCTGTATTTCTCTACGGATTGCTGAGGAGAAACACGGATG
AAGACAGGCAGCCTATGGTTCAGTATCACTTTACCCTTTTCCAAGTGCATCTTTGTGATC
AGAGGCTGGGCCTCAAGTGTTTGCTAGTTGGATCCCGCCCTTTCCCAGACTCTCCTCGCT
TCTACACCTCGTAAGACAAACTTGATTTTGAGAGAGAGTTCTGGGTTTCCTTGCAGTTTT
GTGAGTACTTTAGCCATCCTCACATCCTCCGCTCCTGGCTGTAGCTCCCACTGCTCTCCC
CTTGACCACGCTCATCCTCCAGCTCCATGCATGGCAGATGTTTCCATAGTGTCCATATTC
TCTTCCATTCTAGGCTTCCTAACATCATGCTGCCTCTGACAGAATTCTGGTTCTGTGGCT
ACTACTTACTCCCTGACCCCTACCCCTACAACAATCCCAACCAGAATGTTACCCTAACTA
CAGTCACAACCCCAACACCATCCCCTAACCCTATTTCATCCCTGCCCCAACACCAAATCA
TATTTCTAATGTAATCAAATCATAATCTGGCCACCAGGTTACTGATCAAATTCACTCGAT
GTGAATTAGGCTCTCTGAGTTGACTAATCTTCCTCGTTTGCTTGACTGAATTTGGAATCA
GGTATATTTCTGGATGTGTTTCCAGAGAGGTTGAACTGAGAGACAAAACTCACTCTTGAC
CATTGGGCCACCATCTCATGGCTAGGGTCCTGGACTGAATAAAAAGAGAGAGAGAGAAAA
AAAAAAATAAAAGCAGCTGAGTACCAGAATCCTTTGCTCTCTGCGACCGACCTGTCAAGT
TGTGAACGAGCTCCTGTACTCCAGCCACCTGGGAGTCACACCTGCAGCCATGCCTTCCTT
GTTGGGATGGAGTGTACCTCCAACCCTGAGCCCAAATGCGCCCTTCCTTAGGTTGCTTTT
GTCAGGCACCTTGCATAGGAGAGCTTACACTATCCCCCCCACCTCACCCAAAACACCTCC
CCTATTGTCATGGTGAGTGCTCTGTAATTGCCTGTTAATTTGGCATTTTCTTCTCTTAAG
GAAAAAAATTGCATTTGTCAGTTATGGAGCAAATGACATACCTGGCCCATACTACATATA
CCATAAGCACTAAGTGAACTCCCACCATGGTAAACATTGTTGCCTACGACCCCTCAACTC
CATTTCTCTTATTCCAATACATTTCTAGAAAAGGGATGAAGGAGTTGGAGGAGACAACCC
TTTCAGCGTTGCTGTTCTCCTTTTATGTCATGGAGACTGTTAGTGGCCTTTTCATTAAGC
TGTAACGATCTGCTAACTAACAGATTTTATCTTGAGAATGTTGAACTCTCATTCTTACCT
ATTCAATTGCTTTTATTTCTTTTTTCTTTTTTCTTGTTTTTTTTATGCTCATGAGTATTT
TGCCTACATGTATGTATGTGTGCTGTATGGATGCCTGCTTCCCACAGAGATCAGCAGAAG
AGGGCACCAGACCCCCTGACACTGGACTTTCTGGATGGTTGAAAGCCACCTCTGGTCTCA
AACCCTGCAACTTTGCAACTGCAACAAGCGCTCTTAAGCTGATCAGCTATCTTTTCAGCC
CCATCCACATTTAACTTACCTTTTTGGTGGAATGAAACTGGTTTTTAAAATGCAAAATGT
AATCAAATCATAATTTGGCTCGTTGCTTTTGTGCTTAGAGACTTAAGAAACAATCTGATA
CCTAAGTTTTGTTTTCATCACTCTGCAGTTGTTACTTTGTTCATAATAGGGTTTCATTAG
CCATACTGTCCTAGAATTCCCGACATTCTCCTACCTTAGCCTCCCAAAGGTTGAGATTAG
AGGCATGAGCCCCCACACTGGCTTTTAAAATGTTTAACTTAATCCTCTGGGACTCAACCT
TGGGGACAGTGGTGTGGCTAGCTTATTGCATTTCTTTACATCAAGTCGTTCCTCGTCCTT
TCTTAAAGAGAAGACAGAAACAGGAACTGAAATGAGTTCTTCTGTGAACAAATGTCTTCT
TGTTGCAAATGAGAATGGCTGGGAGTCCATCCATTTCCCTGCCTGCCTTGCTTTGAGCAC
GCCTTGAGGACTTCTCAGTGTCCTTGGGCTCCTTGTTTTAAATATCTCTATCCCTATTTT
TTTTTTAAGTGTGCTGTGCTGTAAATCTTCCCTAGAGAGTCTGTGCACTTACTGCTTGGT
CCAAGTTATAGCCACACCTGTGGGAGTTCTCCATGCAAATTGCCCGTGTTCTTGAGTGTT
ACGGTCTCCACATCATTTAATTCTTTGCTTTGTGTCACCAGTTCTTTCTCAAGTCTGCAG
CTTTTACAAATGATATCTTTTTAGATCCATAGAACCAGCCCTATCTCCTTTTATTCAACT
TTATCTTTTTTCTGGGCTACTTAAATCATTCTTGAGCCCAGCATCCTGGGCTGACTCTCT
CCAATTCTAAACAGCTATCTAAACAAAAGGCAGACTTGCGTTTCCCTTTGAAAAATAAAA
CGAAATCCTCTTCATCCCACAAAAACAAAAACAAAAAAACACCAAAACAAAACAAAACAA
AACAAAAAACAACCACAAAAGCAAACAAACAAACTGTCCCTCTACTGTGGTCTTGAAGCC
AGAACTTCTGTGGCAAGGGAGAGGTGTTGTTTTCTTCCATCTTTCTTGTTTGAAGGAGAG
CATCAGTTGTTAGGAGCACTTAAGTGTTTTTTATGCTACTTTGTGTATTCTGCAACTTTG
GAATTTATACCTCACCCAGATGCCCTTTCACACATGTACTGTGTAGAAGGCAAGCATGTG
TGCAAGTGTATGCGGATGCTGTGACTGAGAACATGTTTTAAGAATAACTCCCAAGCATTT
CCCCAGCACTGTGTCGTGGTGTTCCTAAACAGATTGTTCTAGGACAACTCCAATATTACT
TTTCCTTGTGTCTGTATATGTATGCGAATTTGTGTACAAGTTCAAGTATGTGCAGGTATA
CATACACGCACAGTGCTCTGCAACCTGTACATGTGCACGTGGAGGTCAGAGAACAGCAGG
CCTGTGTGCAGAAGCTACAGGCGCGATGGGAGAACCCATGTGAGACAGCCCAGTTAGGAT
CCCCGGAGTTCTGGCTGGTCAGAGAGGCAGGTAAAAAAAAGTACTGCTGACAACTAGGGG
TTTGGAGACCTTCCTTGTGCCTGTCCATCACTCTGAAGATGTCACTTTTGTTCTGAATTC
TTAGTGTTCAGATGCTTAGCATCACCCCGAGCCCATGCATCGGGGTCTCCCAGTGTCTGT
TTCCTCCCGACATTTTCGTCTGCCAGATGTAAGAAGAACAACTGTCCACCTTGGTCCTTG
GCTTAATGTGGACTGACCAAAATGCCACCTCAACCAAGATAGAATACCAAGGACAGACCA
AAGGATGACTCTACTAAAATCCAGTTGGGCGAATCAACGAGTTTATTTGGCTTACTTACA
TGGCATGGGTGAGGGTTACTTACAGTAGCATGAGTGACCCCAAACCAGGTGCCCACTGAC
AAACCTTTCTTCAGCATGACATGTCACCTTCCATACCCGAGGTGTCCCTTCACCATGTCT
GTGCTACCAGCCTGGCCCGCCTTGCTTGTGATTTGTTTTGTTTTGTTGGAAAGCGAAGCA
TGCCCTTTCTAACCATCCTGCAATGTCAGGCAGGATGAATTCACTTGTCACCTTATAAAC
CTTAGTCCTGGAGTCTGGCTTTGAGTGTTTCTGACCTGTCTCTGTTGCGGAGTATAGGAT
ACCTGGATTCCTAGGCCTAAGCTGAGTGTAGCTTAAGTGTGTGCTTTGGGCACAGCAGTG
GATTAATATTGAGATGGCTATTAGTGTTTTGGATCCCAGCAGGATCGTGTGGACAGGATT
AAGTTGACTTGAAGTTAGGACTTGAAGCTTCAATTCATACAGGCCTCTGAGAAACTGTTC
TCGCCTCAGACATAGCTACCCCAAGCTGTCCCCTTGGCCTGAATGAGGCCCAAGACCCCA
GTCTTCTTTTCTGTATTAGAAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGG
AAGGAAGGAAGGAAGAGAAAGAGAGAAAGAGAGAAAGAACCTCAACTTTTTCTTGCTGTA
GATAATTAAAGGCCCAGGGAGCAGGGATGTCCATCAGATAGGCTTGCTGGAGATTCTTGG
GGACACCCACTCCTCCCCACTTATGAGCTCCTCCAATGCAAATGTGCAAAATGTTTGCAA
TTGCAGATTCAACTTGGCTGGCCCACTGCTTTGTCATGCTAATTCCCTCCTAATAGAGCC
ACTCAGGAACTTCCATCTGGGTTGTATGAGCTGCAGCTGTAATGTGTAGCTAAGGCCTCC
TGGGCACGCCTGCGCATGCTCTACTAAATCCAGGAGCATCATGATAAAGGCAGAGGCAGC
ACAGCTTGACAATGGCCAGGGCAAACTAGGGGCAAGGTAATCTCTCCAAATAAATCTTCT
GGTGGGCAGCACTTGTACCATCTCTCTTTGCTCTAGCTCATTTTAATATGCTAATTCTTC
TAGTGTGTGCACATGTACACGCAAGTACACATATGAGTGTGTGCACGTGGGTGCCAGAGG
ACAACACTGGATGTCTTCCTTAATCTTCACCTATGGTTTTGGGATTGTTTTTGAGATGTC
ATCTCTCACTGAACCTGTAGCTCACTGATCAGCTGGGCAAGCTTGTCAATGAGTTTCCAG
GATCCATCTAACTCCCTTAGCACTTGGAGGAGGCCACCACTATGCTAGGCTTCTAACATG
GGCTCTGCGGATAGGAACTTAAAAATTCTGGTGCTCGTGTGGCAGACACTTTACCAACTA
AGCTGTCTCCTCAGATCCAACACGCTAATACTTTCAAAAAGTGAGCTTAGACTCGAGGGA
CAGTTGTAATGAAAGCAGACATTGTTTCTTCTTCTACCTTTAGAAGCCCTGAGCAGAGGG
ACATCCTGCCCACTGAAGTTAGGCACTGACTTCCATTGTGCATGTTTAATGGTGGGAGGA
GTATTTCTAACACACTGTGTTGCCCAAGACCTTTGTCATCTGTGTGTGCACTGTCAGCTG
GCCTTGCATGAATCTCTCTCTCTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTTGATCTCCTCATGGCCAGGAGATGCTCTATGGTGGTTGA
GATTTTGTAAACTTGCAACCTTTGGATTGCTAACTCCAACTTTGGTCCTTTCTTTATCCA
AGGAGGAAACTGTAAGAGGGAGAGAGAAGTGTGAGGTGATGCTTTTGAGGTGACTCGGAA
AGCTAGAACTCCCACTGTGATTTGTGTTGGGAAGTTATAGTCATGCCCTTGGAATTTCCT
TCACAGCCAGCAAACAGCCTGGGTCAAAGGTCAGATTGTGAGGTGCTGTTGTAATGCATC
CGGCATCCTTACTGCCTGTGGTTTTAAGGGACCTTATGAGCAGGAAAGATAGACAGTTTC
CCAGTTCTGGTCTCTGCTCCTTGCTTTTGAACTCCAACTTTTCCATTTGGTGCAAAAGGA
CTCAAGAATAGGGTTTTAGGTTGTTCCAAGACTGTTGACAATTTTCTAAATAAATCATGT
CTCAGGAATACCAGTTCTTAATGAATTCTCAGGAGTCATTAATAGTTCTCATTGCACTGC
ACACCAATGGGTCATTGTAGGCACACATTTTTTGCAACCTACTTTTTTTTAAATTAGGTA
TTTTCCTCATTTACATTTCCAATGCTATCCCAAAAGTCCCTCATACCCTCCCCCCCACAC
ACCCCTACCCACCCACTCCCACTTCTTGGCCCTGGCATTCCCCTGTACTGGGGCATATAA
AGTTTGCGTGTCCAATGGGCCTCTCTTTCCACTGATGGCCAACTAGGCCATCTTTTGATA
CATATGCAGCTAGAGACACGAGCTCCGGGGGTACTGGTTAGTTCATATTGTTGTTCCACC
TATAGGGTTGCAGATCCCTTTAGCTCCTTGGGTACTTTCACTAGCTCTTTCATTGGGGGC
CCTGTGATCCATCCAGTAGCTGACTGTGAGCATCCACTTCTGTGTTTGCTACACCCCAGC
ATAGTCTCACAAGAGACAGCTATATCAGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGC
AATGGTATCAGCGTTTGGAGGCTGATTATGGGATGGATCCCTGGATATGGCAGTCTCTAG
ATGGTCCATCCTTTTGTCTCAGCTCCAAACTTTGTCTCTGTAACTCCTCCCATGGGTGTT
TTGTTCCCAATTCTAAGAAGGGGCAACACTTTGGTCTTCATTCTTCTTGAGTTTCATGTG
TTTTGAAAATTGTATCTTATATCTTGGGTATTCTAAGTTTCTGGGCTAATATCCACTTAT
CAGTGAATACATATCATGTGAGTTCTTTTGTGATTGAGTTACCTCACTCAGGATGATGCC
CTCCAGGTCCATCCATTTGCCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTA
GTACTCCTTTGTATAAATGTACCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCT
TGGTTCTTTCCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGT
GTCCTTCTTACCAGTTGGAACATCTTCTGGATATATGCCCAGGAGGGGTATTGCGGGATC
CTCCGGTAGTACTATGTCCAATTTTCTGAGGAACTGCCAGACTGATTTCCAGAGTGGTTG
TAAAAGCTTGCAATCCCACCAACAATGGAGGAGTGTTCCTCTTTCTCCACATCCTAGCCA
GCATCTGCTGTCACCTGAATTTTTGATCCTAGCCATTCTGACTGGTGTGAGGTGGAACCT
CAGGGTTGTTTTGATTTGCATTTCCCTGATGATTAAGGATGTTGAACACTTTTTTCAAGT
GCTTCTCAGCCATTTGGTATTCCTCAGGTGAGAATTCTTTGTTTAGCTCTGAGCCCCATT
TTTTAATGGGGTTATTTGATTTTTCTGGAGTCCACCTTCTTGAGTTCTTTATATATATTG
GATATTAGTCCCCTATCCGATTTGGGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGC
CTTTTTGTCTTATTGACGGTGTCTTTTGCCTTACAGAAGCTTTGCAATTTTATGAGGTCC
CATTTGTCAATTCTCGATCTTACAGCACAAGCCATTGCTGTTCTATTCAGGAATTTTCCC
CCTGTGCCCATATCTTCGAGGCTTTTCCCCACTTTCTCCTCCATAAGTTTCACTGTCTCT
GGTTTTATGTGGAGTTCGCAACCTACTTTTAATAAGGGCTCAACCTCTCCTCTAGCCCAG
CATCCAGCAGAGGTAGTGGAAGAGAAGAGTTATTAGGATATGGGGGAAGCGGACTTGCTC
AGCCAGAGTTCCCTGGGAGTAAGCTTGCTCTCTCTCAGCAGTTCAGTTCTGCAGCAAACA
CCAAACAGGACTTAGCAGCTGCAGACCAATCTTGGCAGGCAGACACCAGGCAGCTGTCAT
TCAATCCTGAAGAAACGGCCAGACTCACCAACCAGCCTGAGGCGAGGCTGCTATAGTGGA
AAGGTGCCACTGGAACCGCACCAGCAGTTCTTGTGCGAGTTTCCTTCTATGGTGGCCTTA
TCACAAGTTGAGCCCAGCAAATGCTATGTACGGTGAACCAATAGATGTGTGTTTTTAGCA
AAGAATAGCAAAGTGAAGCAAACCAAACCAGAGTTCAGTGCTCGTCCCCCACTGTCTGTG
GGGTCATATTTATACTCCTTCATCAAGTGTCCTTTCATGTGTTTGCTATATGCAAACATC
CTTTCACCTGTGTCTGCTTCAGGAAAACAGTCTTTCTTTCACATGTTTGCTTTAGCAAGA
CATCCTTTCACCAGTGTGCCCCAGCAAAACATTGTTTGACCTAACTAACTTTCCAAAGAA
CTAAAAGTTTTCACTTAAGGTCATCTCGGAAATGCAAATGAGTCACACCATGGCAACTTT
CTTTGGTTTTTGTAAAGAGACATTAGACAAGAGGTTAACATGACTTGCAGGCCCGTGGAT
GTGTCCTGAAGAGCTGTCCTCCACCTGGCCATCCTCTTCCTCTACTCCAGACTCCATGAT
TCTTGCAGTGTAAACTAGCCTCAGAAAATCGAGACGCTATAATAACATGTATTAGTTGAC
TTTCCTGTTCCTAAGAGAAAGAGAAGGGATAGCCCAGGCTTGCCTTAGACTTGCTATTTA
GCCAAGGATTACCGTAACATCTGATCCATTTGCCTCTGCTTCCTAAGTTTTGGGGTTATT
AGTAGTATACGCTATCTATCATGCCCAGTCTTAAAGGAGATTAGACTTAAACCTGGGACT
AGGGTACACATTAGGCAGTAGGTACTCTTATCAGCTGAACTAAGTCCCCAGCCTCTGATT
GCTGTCTTTAGTTTTCATTTTGAACTGCAGACCTTTTTTTGTTTTGTTTTGTTTTGTTTT
GTTTTTCCTAAGTTCAGGATTTGCTACTTTCACCAGGATGTGTTAGCATTCGCCCAAGTG
CAATGCACACCTCTGAAAGGGTAGAAACAGAAACTGGTGCCAGAGTTCTTCTGTACGTAT
ACATGCATGGCATATGAATCGGTAGTTGAAAGAAAAATTTGGAAAGAGGGTATTCAGAGG
ATGACTGAAATAAGGAGGAGGGATGACACTGGGCCTTGGCAGGTAAAGACACTTGCCTCA
AGCCTGACAGGCCGAGTTTAATCTGCAGAAGGTAGAGAGAACCAGCTACTGAAGTTGTCA
ATGGTCCCCACGTGTGCACTGTGCTGTGTACAACACACATGTAAATAAATGTAAAAACCA
ATAAAGTACAAAGGAAATGAGGTCTTTAGAGGACAAGGTGATAAGAAGTACATGGAATTG
GGTGCCTTGGTTTTATATTAAGAAGAAACAATACTCATGATAATATTTGCGTTCTACACT
CTAAGAAAGGGCTTGTTAAACCTTGATGATGCTGTGCTCTGTGTGGGATGTGCAGGAGAG
CGTTTGCAGAGGAGCTGTTTGGGACCATCTCAAACCCATTCCATGAGCCATCTTCTCCTT
ATAAAGTATTTGAAATCACCATTAAGGGATTATTGTTGTTAGTGAGTAATCTATGTTGTT
TATGTTTTAGTCATGTCCCAGAGGAGACTTTAGCGCCACATGTGAGCATGCAACATCGCC
ATGATATAAGGCTATTATAGGGTTTCCTTTAAATCCAGACATACAGGTGTAGCCCCCATA
CCCCCTACCAACCCATTCTATAGTGTGTCTTCTACAAGTCACCTTTGGTCACCTTTTTCC
ATTTTGTTCCTCCTCCTCCTCCTCCTTGTCTACAGGGAGAGAAGGTGTCCCAACATCCAG
GCTGTGTATTAGGAAAGTCAAGTTGTACTTTACAAATTATTCGTGTGGTGTGTGTGTCCA
TGTGCACCTGTACTTGTGCAAGTGTGCTTGTGTGCAGGGATGTGTCTGTCCATCTTGGGG
GTGTGTGGGGGTACAGTGAAGACCAGAGGACTACCTTAGGTGTCATTCCTCAGATACCTT
GTATTCTGTCACCTGTACCTGTTCACCTTGTATTTTAAGATAGGGTCTTTGTCTGGCTAC
CCAGGTGACATAAGCCCTAGGGACCCTCCTGTGTCCACCTCCTGGCACTTAGCTTGCAAA
CCTATGCTGCCATGCTCGACTTTTTGAAGTTGGTTAATTTTGTCATCTGGCAACTCCATG
CATGCCTAGAATAAATTCTGATTACATTTCACCTCTTTATCTCCCTCCCGTTCCCATCAC
AACCCCCCAACTATCCCTACCAGTCCCTTTCCCCAGACTAATTATTAATATTCCCAGGCT
TGTTGTTTTGTGTGTGTGATGCATTTAATCAAGGCCATCCGTGTGACCATGGCGTGAGAA
CTATTCACTAAATCCTGATGGGGTCCTTGGTTGGACTTTTTAAATGGCATCTTTTCCATG
GGTTCTGGGAATGGAATTCAGTCCTTGTATTTGTAAGACAAGCACTTTATAACCAGAGCC
ATCTCCCCAGTCCTCTGAATTACTTGATTTCAAGTTTAAAATCGGCACCATCAAACTGAT
TTGCTGAATAAGAAAGAGTCTGGTCAGCCCCATGCCTCAAGAACTAAAAACTCCTCCACC
TCTCTACACGATTTCTTTTTGAAGCATGATTTTTTTTTTTTTTGATACTTTTAGGTTAAC
ATACAAGTAATGAGTTGCATTAGGTCATTGTTTTTGTTTGTTTGCTTGCTTTTTGAACCA
TTGTTCAATAGTGCAACATGATACATAGCTGGGCCAGTTAGAGAGGACCCTCCAGTAAGC
CAGAAGTATCTTAACAGCAAAGTCTGACACCCCACTTTCTTTTTTTTTTTCTTCAGGTTT
AACATTGTGTTTAATATGTGGTCAACATTTGAAATAAGTTTATTTATTTTCTTCATTTAC
ATTTCAAATGCTATCCCAAAAGTCTCCTATATCCCCTACCCCCGCCCTGCTCCCCTACCC
ACTCACTCCCACTTCTTGGCCCTGGCGTTCCCCTCTACTGAGACATATAAAGTTTGCTAG
ACCAAGGAGCCTCTCTTCCCAATGATGGCCGACCAGGCCATCTTCTGCTACATATGCAGC
TAGAGACACAAGTTCTGGGGGTACTGATTAGTTCATATTGTTGTTCCACCTATAGGGTTG
CAGACCCCTTCAGCTCTTGGGTACTTTCTCTAGCTCCTGCACTAGGGGCCCTGTGTTCCA
TCCTATAGATGACTGTGAGCGTCCACTTCTGTATTTGCCAGACACTGGCAAAGCCTCACA
GGAGACAGCTATATCAGGGTTCTTTCAGCAAAATTGTGCTGGCGTATACAATAGTGTCTG
CATTTGGTGGCTGATTGTGGGATGGACCCCCAGGTGGGGCACTCTCTGGATGGTCCATTC
TTTCATTTTAGCTCTAAACTTTGTCTCTGCAACTCCTCCCATGGGTGTTTTGTTCCCAAT
TCTAAGAAGGGGCAACACTTTGGTCTTCATTCTTCTTGAGTTTCATGTGTTTTGAAAATT
GTATCTTATATCTTGGGTATTCTAAGTTTCTGGGCTAATATCCACTTATCAGTGAATACA
TATCATGTGAGTTCTTTTGTGATTGAGTTACCTCACTCAGGATGATGCCCTCCAGGTCCA
TCCATTTGCCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCCTTTG
TATAAATGTACCACATTTTCTGTATCCATTCCTCTGTTGAGGGGCATCTTGGTTCTTTCC
AGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTCTTAC
CAGTTGGAACATCTTCTGGATATATGTCCAGGAGAGGTATTGCGGGATCCCCCGGTAGTA
CTATGTCCAGTTTTCTGAGGAACCGCCAGACTGATTTCCAGAGTGGTTGTAAAAGCTTGC
AATCCCACCAACAATGGAGGAGTGTTCTTCTTTCTCCACATCCACGCCAGCATCTGCTGT
CACCTGAATTTTTGATCTTAGCCATTCTGACTGGTGTGAGGTGGAATCTCAGGGTTGTTT
TGATTTGCATTTCCCTGATGATTAAGGATGCTGAACATTTTTTCAGGTGCTTCTCAGCCC
TTCGGTATTCCTCAGGTGAGAATTCTTTGTTTAGCTCTGTACCCCATTTTTAATGGACAC
CCCACTTTCAAAATAACACTTCTTCTAGTATGGCTAAAAACAACGACGCACTTGGTGAGC
CCATGTTACTATAGAATGTTTAGGCAGCAGGGACTTACGATTAAAACTGGAGCCAGCTGA
CACTCATGCTCAGCCTTGCTCTCCAAAGGATTTCCTTTGCGGGTGATTGTTAGGACTCCA
ATTGTGCCTGTGCAGCTGAAAGTTGGGAGGAGGAGGGAGGGGGCAGTATTATTTTACAAT
CATGAGGACGAAAAGACATTTCAGCATGCCTGGCAAGCCAAACAATGCTACAGATGTCTG
CTCTTTCTTTGTACACACCCACAAGGGCAAGCCTGTTTTGAACTGACGATGAAAACTGGG
TTCTCCGATCTCACTTGTGAAGGAAACAACAAACAGGTGCCCCTTTGAGACACAAACCCC
AGCGCTGCTGTCAGAGGAAAGCTGTGCCTTCCAAACATGATGACTCAAAGGGTTTCTCTT
CCGACTCTTCTCGGTGCCAACTTTTGTAGGACTCTTTTGCTTCCTGTAAGGGAAGCATGG
AGCACACTTGCAGTAAATACTGTCAACACCTCAGTACATGGTCCAAAGCATACTGAGGAG
ATAAAGTGAAGCTAGTGGATTTTAGTGAGGGTTTTATTTTCCAGATGAAAACAGGGTCTG
AGAGGTAACATTTTAAGTCTGAACCTGTCGTGCAATGACATGTTTTGATAAAGGGACTCT
CTGCTTCCTTTTTATGACTTGATGGGGCATACCTTCAGTCCAAGTACTCCAGAGGGCAGA
GGCAGGAGAATCTCTGAGAGTTAGAGGCCAGCCTGATCTATATAACTAGTTCCATGCCAG
CCAGGGCTATGTAAGATGTAAATCACATGCCAGCCAGGCCAGCAAAGGATGGCCTTAAAC
TCCTGACTTTCCCCTCTACCTCTCAACTGCTGGGATTCCAGGCATGGGCCCCCTTAGCAA
CCCTGTGATGAATGGCTTCTGGTTGTGTTTTTCGGTTGTTTTTAATGAACTTCAATACAG
CATGTTAGATGATTGTACACATTCCTTCCTAGGATTCACTCATACACAATGATTCTAATG
AGAGCCGAATGACTGTACTTAAAAAATTATATCCAAAGTACGCACACTGTGGCTATTAAG
TGCCTGATTATTACTGGAAGTTAACATTTCTGGTGTGACCTTTTTTGGAGAAAGAATCAT
TTTGACATGTTGGCATAGCAGCCTAGATTTCAATCTAATTTAAAATTGTAATGACTTTCA
TTGAATAAGGGAGCGATTGAGATGAAGATTTTAAAAAAAAAAATAATATCAGCCTGCTAG
GATATCTCATATGATCAAGGCTAAAGGAGTCTCAAGTCTTGAAGGTCAGATGAGGACTTC
TCACAGAGCTACATCATGTCTGAAGCCAACTGACTGGGCTAGTATTTGCAAACTTAAAAG
CTGACTAGTGGAAGTTTCCCCCTTAGTTGTCATCTATTTTACCCCTGTAGGATCTGTGTT
ATGTTAAGCTTGGCTGCTAAGTCATCGTCACAACTCAGAATCAAGAGCCCTTTGAGATTA
GGCATATCCAAGCAGCAGTGGTATTTAACGTAGGTCCCCAAACCAGAGAGATCTGACAGG
GTAGAAGGGTGGTGGCTGCCTTCTTTGAAGAAGGAGAGGGCATTTTCTCATGGAATTCTA
TGACATCTTTGGACTTGTTGATGGAATAATTTCCGGGGAATAAGAAGTAACATCTTTCCA
TCTTCCCTGGACAAGGTGATCATGAGGACTTTGACAATAGTAGGGTAAACGTAAATGCAT
CCTTTAATCTGTTTGACATAGCTGGTCCTTGGGGGCAGAGAGGGAGGCCCTCAGAGAGCA
GTGGTTCTCACTCTTCCTAATGCTGCAACCCTTTAATATAGTTCCTCATGTTGTGGTGAC
CCCCTAGCCATAAAATTATTTTTGTTGCTACTTCATAACTGTAACTTTGCTACTGTTATG
AATCATAATATAAATACCTTATATGCAGGATATCTGATATGTGATCTCCTGTGAATGGGT
CATTCAAACCCCCAGAGGGTTGAGAACTGCTGCCTTAGGGTCCTGTAAGATACTGAGCTG
GAAGGGGTCTGTAGATAGTTGAACCTCAACAGTGGTATTGGATCCAGCTAGTCAAGACCA
ATGGCCATGTTTCTCCCAGAATTTGGGGGTACCATTGTAAAATCTAGCCATTACCAAAGT
TAAATTTTGATTCTTAATTATATTATATTAAAACATATTAAAAAATAAAGATAATATCCA
AAGTCTTTGATCCCAGCTCTTACTATACCTTGCCTTTATCTGTACTTTGTCTGTGTCTGT
GGGTGTGTTCGTGTTTATACAAGTGTATGAAAGAACAGCTTATGTGCATGCACCCATGTG
GAGGCTGGGGATCAGCCTTGGGTTATACTCTTGTCTCCACCGGTTGTTTGAGACAGGGTC
TCTTTGGCCTGGGGCTTGCCAGGTAGGTTAACATCATTTTTGGAGGTCAGCAAGGGGAAT
GGGTGAGAAGGAGGCACAGACTGGGTCCTGAGCTTTGCCTTTTACTCATGGTGACAGATA
CTGAGGAGCTAGTAAAGACCAAGTGACACTACCATTCAGCATTCTGCTACAGAGGCATGT
GCTAGTCCGTTTCACATCTATTTCATGGATCACAAACACCTGAAGACTTAGACTCCATCT
CGTGTGCCTCAGTTGAACAAGCTCTACCATACCAGTTGCTGCACAGAAAGGTCTCCATAA
ATGTCTTCAGCCCTGCTCCTTCTTGGCATTATATGGCCAACTCCCAGTGTGGGAAGCCTC
ATTGAAGGGCTAGTGCCGTTCAGCCCACAGACCTTCAAGAACTCCATCCAACTTTCAGTG
ACCATTCATTGTCTTCTCCCATAGATGACGGAGGGCCGTCGATGTCAAGTACATCTCCTT
GATGACAGGAAGCTGGAGCTGCTAGTACAGGTAAGTCCTCTGGGAACACTTTCCTGCTTC
CTCTGTAACTAATGAATGGGCTACACGGTAGATTTGATGGTGGGTGGAGGGGGGTTGTCT
ACTGTGCTTATGTCTCTGTCTAGCCAAACCTGAGTGACAGTGGCTGAGACACACCAAGGT
GTTCTGTGTGTATGCTATTTTTACTTGTTCTATTTCTATGTACAGCCTGTCTCTGGTGTT
CAAGGCCAGATGTATATATATAACCTATTGTTACAAATGTCTAGAAGAGGAAATTTCTGC
AGCTCCCAGTAGCTATTCTTTCTGCTTGGAAGGAGTTAACAACATTGTAACCTAAATAAC
TCCTGTGTCTGAAACTGATGCAACCTCCCTCAGAGGGGAGAGAGTTCCTTCTTTCCAAAT
TAAGCTTTCATAGTAGGTGAAGAAAGAAAAAGCACCAGTGTCTTTCATCTGTCCCCGAGG
ACTAACAGCCCCCTTTCCACCCCAAGGCCTGGGTTGCTGCTACCATCAGTGGCAAACAAT
TAGAGAAATTGAAGTGGGAAATTAACATATTTCTCCCCAAACTGAGCATATTAAAAAACA
AACAATCAAACAAACAACCACAGAGCAGCCACAGAAGGCATCAGAATCCTTGGTCTTAGA
TGTCTTCGCCTGGCTCGTGACAAGGCCATTGCTTTACCCAAAGCCTAAAGGATGAGGGTA
ATGGTGACTCTGAGCCTTGTTTAAAGTCATTGGAAATCTAGCTCAGTCCCAACCTTTTAT
GACACTTGGTTTGATATTCTCTGATGTTGTTCTTACGATGGTCTCCTTTTCTATCATACA
CATACATGTTCACTCTCACATATACACACATACTCACTCTCACACACATATTCACTCACA
CTCACTCTCACAAACACATACACTCACACACACTCATACTCTCATATACACACACTCACA
CACACCACATACACTCACTCTCACACACACACTCACAAACGCACACACACTCACTCATAC
ACACACTCACACACATCACATATACTCACTCTCACACTCACATACTCACTCTCACAAGCA
CACTCACACACACTCACTCATACTCTCATACTCACACTCACATTCACACACACACCACAC
ACACACACACACACACACTACTCACTCTCTCATATACTCACTCACTCTCACATACACACA
CACATATACACACACATTTGCCCACATGTATGTGTGTACTGGGATTACAAAGATGGGCAC
CACATCCAGCCATTGCATGACATCTTGCCATGAAGACTTTTCCTCACAGGGATGGAATGC
TGTCTCTACGCTCACAATCAGGGCATTCAAGACAATGCAAATTACACATGTGCGGACGTA
TCTCTCTGGCCTTGGACTTGCTTCTTAGACTTGCTTCTTGGACTTGAAAAATGATCCAAT
TACAAACTTTAAGAGTTAACACTTTCAACAGGATTCCAATAAAACAGACGCTATAAATGG
GTTGCAGAAAATGGAGAAAGACTCCTAATTGCACCACGCACACAGCCATTATTACTCTTA
GACTGGTGGGTGGGATTTCTCTCCAGCATTTCCTTATTTACATGTTTCACTGCTGCAATT
ATAATATATGCATAAGCTGTGCACTTTATATTCCCTTATATCTGGGTCCTTCCTATGTCA
CAGTAAGTGATCTTTATTAAGAGTTGGATAGATTCCAGAAATAGACGGTTGTTATCTAGT
CATTCACCCATTTAGGTTCGCATTTAAGGTTGCTGCTTTTCTGCCGTACAATGTTTCCAC
TATTACGAACAAGTAATTGTGATTGCCCTGTCCTCGTGTGCAGCCTACCTACATTCTAGA
TTACGACCTTATTAGGCTAGATTCCGTGGCCTACAGCCTGGGGTTCGACTTGGGAGACTG
AGATAACACAGGGAAAACTGAGCAGAATTTCTCAGGTACAGGAGCCTCTCCTTGCTGACC
CTTGGCAGTTAAAGTTGTTAAGAATCTGTGGAGGAGTTTATAGCGAAGTGGCCTGTGGGG
TTTGTATCACATGCTTTTCTGAAATCCAAGCTTGGGGGCTTAGAGCAGCCACCTTCTGGG
ACAGGAAATGAGACCACAAAGAGCAGCCTGGTTACTGCTGATTAGCAAGCTGCTCTGGGG
AAAGTATGAATGGAGACAGCTGAGATGACCTGTCCAAGAAAAACTAATTACTGCTACGTA
CTTTGAGAACAATTATATTAGGCAATCAGGAGAAACTTAGCCTGAACCCTACAAAGTCAA
AAAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAAGAAAAGAAAAGAAAAGAAAAGA
AAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGGAAAAGATAAGTATTA
TGTTAGGCAGTCAGGAGAGGCTCATGCGACTCCCACCCTTTGGGGAGTGTGCTTTTCCAT
TCGGTTCCTCTTCCTAGAACTCTAAGCTTCCTACCTCTTGTCCTGTGAGCATGGCTAATT
TCCGTTCAGTCTCCAAGCAGTTCACAGAGTCAGAGGACTTTCCCATCCTTAGCCCCCGTT
GGCTTCCACTGGTCCTCCCTCTATTCCCCAGGAGCCCCGATCTGAGCTTCTCTCCTGCAG
CACAAGTCACACTTCATTGGCACTGCTTGTATAGTAACCATGTGTGTCCCTAAATGCCCT
GTCTGCTGCCTGACATACAGTGCCACCCAACACTACTGTTGAGTGAAGGAAGGCATGATC
CTAAGGCATTTCCTATTCTGCCTTAGAGGACTTATAGTACCAACTGCTTGGCTGAGGATG
TGGTCTTGATACACAGAGTGCATACATGTGTATTATGTGCACACACATATAAAACAATTC
CAAACCCCATGGCAGAGTGGGCCTCAGTATAATTGGGAGGAACATGGTTACAGCTCCCCC
TCTCTTGCTGGCATCATCACCTCAGGGTGCTGGGAACCAGACAGCCACAAAAATAATTTC
ATGCAGTCACATAAACTTGATCACTGTTAGCATGATATTTCCAGGCCAAAAAAAAAAAAA
AAAAGTATGGCCGCATTTCTGCCATCGGATGCTTAAGTTGGAAAGCAGCTTGGTATTACT
GAGTGAAATCTGGATGACTTTCAAATCCCGATGGCTGTAGTAAGTGAAGCCTGGCCCCTG
GGAGGGAGGACGAGAAGGCAATGGAGCACCTTCGAGGGGTTTATCCTAAATGCCCAGGCA
ACATTTTGGCACCCATGTAGTTCCTTATGTCCTCAAGTCCCTCTAGGAACTGCTGGGTGA
ATATTTATCCACACCATGGGTGGGTACAGGTAGCACCTTGGTCACCCTTCAACCTGTAGT
GTCTTGTTCTGTCATCAAAACATCCTAAAGCTGACGTATTTCCTAAAAGGAAAAACAAGA
CAGACCAGAAAACCTTCACTAGAGGAGATGCCACCCCATCTGTGTCCTGAAGCATCAGCA
TTCAGAGCTGGGACATCAGGCATGTTGTGTTCAGTTTGGCTTCTCGAGCTTTGTCTTCCT
ATTGTGGCTCCTTTAAAATTATTTTTTTTCTTCTGATTGGAATTCCTATTTGCAGGAGCA
TTTTAAAAGAAGAAGAGGGGGATGGGGGACGCTGGAGATAGTAATGCTTGCCTGTAATCT
CTGCACTCAGGAGACACAGGAATATGGATGGAGGCTTGAGACCCAGCCTAGTTTACAGTG
GCCAGCCAGGACTTCTTGGCCAGATCTTAAAACCAAACACAGAAAATGTGTTTAGTGCTG
GTGAGAAGAACTTAAGGAAGTGTAGATGGATTTCCATACGCTGTCAGCCTATTGATGGGG
CTTTGGAAGCTGATCCCAGGGATGGCTCTGGACCTTTCCACAATGGGCGTTTTAAAAATA
GACTTCATTTTCAGTAGAATTGAATGGCGGAGGTGTGGCTCTTCCTAGCAAGGCTCCCTG
CAGGCTTAGGATACTGGACCACATCCCACTGGAAAGGAAGACAAGCTCAAGGAAACAGAC
GTTGGCCTTCTCAGCCTGGACGGTCTCGTCTCTGCTTTTCCCATCACTTTTCATGAGTGG
ATATTTTGTTCTGCCAACTTTGTCACCTCACACAATAAAGCTTTACACACTGAAGTCCTC
CCCGCCTGCACAGATGGCCACCATTCCCCGAGATTGCTGCTGTGTTTATGAAGCTTCAGT
GGGATGGGAGGCAACATGCTAAGGAAGACCACATCTGTCCCCTCTAACCCAGTCTTTTGG
TGGCTGGTGACAGAAAATTTCAAACTGTCTACTTCCTGTAAAATAGAGGAACCCGTGATT
CTGAGAATCCCATGGTTCTGAGAATCCGGGAGACTCTAAGGAGTCTGTGTTTCCCAACAG
AAGTTAGGAAGGTAACAAGACAGTGCTGCCTGCCATTACTTTGTGCCCCTACTCTTGAAC
AGGTCCCTAGGGCAGGAGCTTCCAGGGTCCGCAAGCCCGTAAGGCAAGAGCATTACTCAC
TGGCCTATCTCCCCAGCCCTTTCCTTTGCTTTGAACTCAGTTTCTAATCTAGGCATATCC
AACCTTTTGACATCATGACATACATGGTCATCTACGATGTCCACATTCAAGAACCCCGGC
ATGGAGGGCACTAAAAAAGAAAACCACCAGTTCGTAAAGTGTCACGGCTATCCTGAGGTG
TCTCTGGTAGCGGTAAGGGCTGCCTGGTATGGCAGAAGGGTGAGGTGACTGTTACCATTC
TTGCTTTTCTCTGACACAGACACTAGTGTGTATTGGTCTTAAGGATTAAGGAAGTTAACG
TGGGCTTTAAGTAAAGTAGTACTTGGAGACAGAGTTGACACGCTGCCTACTATGGACTAG
AAAAGCAAGTGTACAACTAACTTTTTAAAAATATGTCTGGCTCTAAGAGTGCCACATAGA
ATAAACAAGCAGACTTTGTCCATGCATGCCTACATACACATTACCCTCACAGACACTTCA
CAGATAACATCCTCTAAAAAATGTAAAAGGATTGGTTTCTCCCGAGCAAACCAGAAACCA
GGAATTCCCTCAAAGCACATGTTGCCAAAAAAAAAAAAAAAAAGACAAGACAAGTTGATT
TCATGTCTTCTCAGCTGAACAGGGTAGGCAGGTGGTATCTTCTGATTGGCTGGCTGACCC
GTCTGCTGAAGTCTGGCCCGTATCTGCCATCTGCTTCCTTCTGTGCTCCATTCACCAGGA
GTCCCTGCCTCAGCCAAGGGCTAAGGATGCACGCAGAGGCAAGGAGTAGACAAAGGGACT
CAGCATCATAAACCGTCTGTCCTGGATCTCTCAGGCCACCTTGTCAAGACGAGCCAGAGC
GGGCGGGACAGCGCCGCCGTGAGCTGACCTCTACCTTCAGAGTGATTGCCAGCATCATTT
ATTAAGCTCTGTTCTGTGAAGCAGGCACACTACCAAATGAGCAAACCAGATGTCGCCCCA
GCCCCTGGGGGTGGCCAATAATATTTAACATCTTAAAGGCACATGGTAAAGCAAACAAAT
GTGACGATAGAGTATAGCCAGATGACGTGATGGTAATTCCATATGTCATCGAGAGTTCAT
TTAACAGCGTGAAGGAATAGGAAACAGCTCATGAGGTATGCACGCACAGATGAATAGTTT
CCCCTTTGGGGAGGAGCTAGAAGATGCCAAACCTTCCCCCCTCTCCAGCAAGGACTTTTA
AAAACATTCGGGAGTGGGAGTGGGAGTGGGGGAGCTAGTGAGCTCTTTCTGTGCTGGAGG
AAAACAAAGGCGGCAAAAGCCAGTCTCCCTGGGGGATATGAGACAGGGCAGAGTAGCAGA
ACATACCAGATTGATGCTACCATCTGGGAACTCCCTCACACGTATGTGGCTCCAGAACCA
GACAGCTCAGCCAAGCACAAGAATGGAGGGTAGGCCATTCAGCATCTCCAGCCCCAGGGA
TGACTGGTCCAGGACCTTGGTTGCCTAGCAACACCACTATAGAGCTCCCATTCCCCCAAG
CCCTCCTGCTTCCCCTTGTATGTTCCATTTCTTCATTGAAACCGATCTTAGCTTGGTTTA
CAAATCTACTCAATGAGCACTGCTGATATTTGGCTCAAAGCAGAAGTTGAAGGGGGAGTG
AGCAAAGTAGGAGGAGGGTGTAGTAAATTCTTCTCCTTGCAAGCTAGCTAAAGTTGCTCT
CTGTCCTTTTATTTTGGCTCTGGTTTTACTGCTAAGTCCCTCACAAAACCATTTCCACAG
ATCCTCTTGGGTAGGGCTGTAAGAGAACGCACAAAGACCCTCATGAGAGGATTTGAACGA
TGAGTTCCTTGCTAAGGAGGGATGAGAAGAGATGAGGTGAACAACAGAGCTAAGCCCATA
GCCACACAGCACAGTTCAGCGGAATGTGAATAATTTTGTTGATAGAGGAGACAAATGAAA
CACACACACACACACACACACACACACACACACAAACACACACCTCTGTGTGTACCTTTA
ACAGAGGTTTGGAAATAGTGAGGAGAAGTTGGTCTTTGTGGAAAGGATTCGTGACAAAGG
CACCCAGGGGTTTACACAGCTAGGGTTGATGCTGGTTTGCATGGTAACTCTCATGTCGAC
TGTGGTAGCTTGCCTACTCAGATACCAGTTTCCTAGGTATATTTGCTAGGTGACCAAAGT
CCTGAACCAGTCATCCCTGGGGCTGGAGATGCTGGAGATGCCTACTCTCCATCCTGTCCT
TCCCGTGCTTGGCTGAGCTGTCTGGCTGTAGAGCCATATATGGACTACAGAGACCTGGAT
GCTGTGGTGATCCAGCTCACCTTCCCTTTGGGCTAAGAATCAGTAGCTAGCGACCATCAA
TCACTGTTTAGATTGTGTCACTCTGTCTTAGTTACTGCTCTATTGCTGTGAAGAAACACC
ATGAACAAGACAACCTTATAAAGTATTTAATTGGGGTCTTGCTTATAGGTTTTGAGGATT
AGTCCATGATCATTATGGCAGGAAGCAGACAAGAATGGCACTGGAACTTTACAGCTGATA
GCATTACATCATGATCTGCAGGTGGAGGGAGGGAGGGAGGGAGGGAGGGAGGGAGGGAGG
GAGGGAGGGAGGGAGGGAGAGAGGGAGGGAGGGACAGACAGACTGACTTGGCCTGGTGTG
GGCATTTGAAACCTCAGAGCTCATCCTGAGTGACACACCTTTTCCAACAAGGTCACGTCC
ATTCCTACAAAGCCACACCTACCAATCCTTCCCAGTTTTACCAACTAAGGACCAAGCATT
CAACTATATGAACCAGTGGGGTCATTCATATTGAGACCACCAAACACTCATTACAAGTTT
AGCCACCAGTGGTTCTTGTTCACAAATGGGCTGTGTGTCACTGTTTACTCCATGATGGTG
TAGACAGTTCTCCTCTTTCCAGCATTTCTGCCCATGAACCCTGTACTGTCTGATAAGGAA
GGATCCTGGGAGACATGTGGAGGCACATGTATCCATTTTGATGGGACTTATCACATCTAG
AATTAAGAGGGATGGAAGTCCAATTCCCAGGGGGAGACAGCATCCTCGAGTATGACAGTG
AGTAGAGGAAGGGACAGAAAGTGGCTCACAGTTAGCGCAGAGTTTCTAGACTCTTCTTTC
ATTATACAATAACTTCTCAGCCCTTCAAGCAGTTCCCCTATCTCACTCAGCAGAGAGCTA
AGTATTAACCCCTCCCGGCTGTTTGGACGGATTTCAAATCCTATAGCCCCTGTCACATGC
CTCCAGCTGCTTTCGAGACTCTGTGACAGGCTCCCTGAGCGGTGTCTCCACCTCCACACT
TAACCCCAGTACCCAGGCCCCTCCTCCTCACAACTAGGTATCGTCCTCTTGCATCTGCTC
TGAGAAGGAGCCCCTGAGTCTCCAATCAACCAAGGGTCTGCACTCATGGCTCCTTCATCT
GTCACTACCCTCCTCATCCCTACATTTTATCAGTTTTTCGCCTCACAGCCTTCCCTCTCC
TGGGCAGGGGACACCTCAGTGTAGACACAGGGCTCCTTACAGGTGTACTGTCTGCATGGA
GTCCTGAAGCAGTACTTCTGTCGTCCCCCCCCCCCCTTGTATCTGGCCCTCCCCAGCGTG
TCTTACACGACACCACCAGGTAGTTTTTCCAGAATCGTTTCTCTGTGACCTGCTCCAAAG
CTACTCAACAGCTCATCTTATTTGACGTTTCTCTTTTGGTTCTCAAGTCCTCCATAATCT
ACCCCATACCCTGTTAACAGGAGAGAATCAAACAGGTGACGAAGGGCTTACTTACCCTGT
GGGATTACAGTCACTGCCTGCGATTTCTAATGCAATGAATTGGCTCTGTAATTAAGAGTA
AAGGCAACCACATGGCTTTTCTATAGTCTTAATCAATTGCTTCCTGAAATTTCTTTTAGC
TGCAAAGTCCTTTGTCTAATGCTCTGTAAATAGAGGAGGTTTTACTCCACAAACTTGCCC
CTTGTCACTAATAGAGTCTTAACGGGGGCTAACTCATGAGTTAGAAATTATCATTTTACT
TAGATACAAGAGAATAGAAATTTTAAGTGGTTCTTTATGCAAAATATATGCATTCATACA
TAGCTCAATGCAAATCGAATTTATTCACATATGCCATCCTTTAAATGTTTTGGGAAATTG
TATGTCATTGACTTACTATTATATTAGCTGATTTAATTAGTTACCATTTATTTTTGTACC
TGAGTCTATTCTAAGAGGTCCTTAAGTGCCGAACCATCCAATCAGCCCCACTGCCCCACA
TCACAGAAGACTGTTAATGTTCCCATTTATCAGATAAGAAAACCAGGGCACAGAGAGCCT
GCATGACTTACCCAGAGTTTTGCAGCTGGGAGAGACAGGTCGGAGCTATGCCTTCTGCCT
CCAGAATGAGAAAGGAGCTCCAGAATGTTGAGGCCAGACCTGCTTAAACCAGAATCTGGC
GCTTAGTGACTCAGGATGTTGGCCAGTTGGTTAGCCTCTTTGAAGTTCAGTATCTTTCTC
TGTAAAAGGGCACATTAGCTTCCAGCTCCTTTAATCTTATCTGTAAATCAATGCTGATTT
GCGTCTTATGGAACTAGTTCTGAGTGAATAAATCTGTGCCACGCTCTGAAGATCTCCAGG
CACTTGGCAGGCATCTCTCCACAGGAACCCAAAGCTTAGACTGGACCACTTGGTAGCTAT
GGAAACCTGGTCAGTCCTTCGCCTTTGCTGCCTCATCTGTAAAATGGGAATGTTAGCCTT
GGCTTGGGCAGTGTAAATAGACAACTACAGAATGTTTACCTTGTTTGTTGGAGTGTTTTT
TCTAATTACCTTGCCTTCCATGTGATTGTGCTCAAAACTTTCTACACTGTTTGTAGTGTG
GAGCTAGGATAAATGAACAAGTAACAGGCTGGCAGTCCCTCAAAAACACACTTTAACTGT
CACCTGATCTTTTCACAGATACTGGTCACCAGTCCTCATCTTCCCAGTGTTACACATAAG
TCACATGAAAAGGTCATGCCACGGTGAGGGAAATTTATGTGCATGTGTTCATGCAGGGTC
TAGATAACCATCTAGAGGGCAGAATTAGGTTTTGTGCTTCAACAATGTCAGACCTGATCA
CTCATTCTTGGGAATAAAATAGGGGAAATGAGCTTGATAGTTGCCATGGCAACACTTTAT
AAATGGCCGGCCCTTAGTGCTTGGTGTTTAATGATGGTGAAGCACAAGCTTATATGGCTG
GCTCACACTGGCTATGATCTGTAGGAAAGTTAAAAATAGAAAGCACGACTGGTGGGCTGC
GGGCGCAGAAAGTCTGCTGCACCAGGCCAGGTCTGCCGATCTGGGGCTGGGGCCACGGGG
TGTGAGACGAAGCTGGGGAGGAGCGGGGAGGCGGTGGTCCTGCACGGCTCGGGTCCCCGT
GTGGCGCCGGGTCCGGGGCTCAGGGCGACCTGCATGGAGTGTGAGGCACACAACTAAGCT
AAGGGATCCTTCTCATCGTGTCTGGAGCCATGCTAGTGCTGGCCCTGCACTGAGCGTCTA
GGTTCTTCCCCAAATAGCCAGCCCAAGACTTGGTGGTGCGTGATTCAGCAAAGGAAACAA
CTACCCGAAGCCCAGACCTGATGCATTTGGTAAACTTGAAATGCAAAGGGACAAATCTGG
ACTCTGAGCTGGGCCATCGTGGGGAAAGATTAGAATGGTTAAGGTCTCTGGGATCTCCCA
GAGCCTAAAAGAGTTAAAATTCTGGAGTCTGCGAACAAAACAGAACTCTGAAGACAGAGG
GACTTAGTAGGTAAATGATCTTGCCACCAGGCCTGACTCGAGAAAATCAACTCCAGCAAG
TTGTCTCTGGATCTCCACTCGAGCACCCCAACATGTACATAAATAAATGTAATAAATTAA
AAAAAATAGAAAGCACATTCTCTCCCTTATAAGCAAGGCTGTGATTGGCCTGTTGGGCCT
GTGACTCACAGGCTCGGGTTACCACAAGTTCAAGTCTGGGTATTAGCTGCTAGTTCCCAG
AAGACCTGTGTGCCTTTCATAGAGGTTGCAGTCCCCTGACCCGAATTTTATAGTGCACAG
TGGGACTCGTGTCTTGGGGCATTGAAACACACCCTGCTCCACTGCAAAGCTCTGAGTCCT
GTGTGACCAAGAAGGTGCTGGAACCGCAGCACCGCCAGGGTTCCCAGGAGAGCCCCATTC
CCCAAAGAATGCTTCAGGGCCTGTACACACTGATTAAGGATCTTTTTTTCCTTTTTGGGA
AGGCAGTTTTAAAATTCCACATGGAGTCCTTTGAGAGTGGTAATAGACCAGTATAGTGAT
CGTTCCGTTTTAAATTGTTGATGGATTGTAAGATATATTGCTACAATAAACTGGGCCATA
TGTTGGTTCTATCAAAAATCCTGTGCAAGCATTCCTCCACTTTGACCTTCCATATGCTCA
TAACAGTGTCAGTGGTTTATAAAATAACAAAAAAGAGCATCAGTAGACTAATATCTCCAT
ATTTCATACCAGGGTCATTTAGAAGTACAGTAATTCCCCCAGAACGCCTGGGAGCCCCAC
TCCACTGTACCATATGTGAGTTATAGAGGCACAGACACTTGGGGAACTGTTGCTTTTCAC
TCTCCTGGAGATCAAACAACTGACTTATAAACTAGTGAGTCTCTTGGTATCCAAATGCCT
TCAGTGTTGTGGGGTCTATAAAATACATACACGCCCATAAGCACTCATGCATACTAACAA
CCCACATACACAAATGTGCTTATAGTCACATGGACACACTGACACTATCATAATACTCAT
ATGCATATACAAGTACACACTCATATAGCACACACACACATATCTCTAAGTACATAAATT
ATGTGTATATATATATATATATATATACACATACATGCATATATAAAGTACACCAGTCTT
AGCAGAAATATATACTGTATACTCTTAGTTTACCAACACTTGTCTCGACAAACAATTCTC
TTTTCTTAAAACTGTTTTTATTTCAATTGTATGTGTACCTGCATATTTATGACTGTATGT
AGGTATGTGCATATGACTGCAGTGTCCAAGGAAGCCAGAGGTGTCAGATGCCCCCTGGGG
CTAGACTCACAGGCAGTTGTTGAGCTGCCCAACCTGAGTGCTGAGAACCAAACTCAGGTC
CCCTAGAGGAGCAACAAGTATTCTTAGCCACTGAGTCATCTCTCTAGACCCCAAGCCATA
CTCTTGAATAATATAAAAATGGCTGTCCTCCTACATAATCTGACTTCTGGCTCAGGGGTA
CTGGGTGAAGCCGATTCTAGGATCTCACTTGTGTGTGTGAGTGTGTGTGTGTGTGTGTGT
GTGTGTGTATACATATATATATGTATATATATATTGTGATAGTGTCAGTGTGTTCGTGTG
GATGTAAGCACATGTATGTGAGCTCATCTGTGTATGTTATTAGTATGCATAAGTGCTTGT
GGGAGTGTGTGTATTTGGTAGACCCCACAACACTGAAGGCATTTGGATACTGAGATACTC
ACTAGCTTCTGAGTAGTCCTTAGCTTACATCCTTGCCAACAGAAATGAGTATATTGTCAC
AGGGCAGCCAGCCCCAGCTACCTCAAGTATCATCTTGTGACTGTAGGAAAAGGACTCTTA
TTATTGAGGGAAAGGGTTCCCAGATGGTCCCCAAGCCTGTTCTATCTTCCACAGTGGCTC
ATATCCTCATGTCTTAGCTGGTCACCCACTGGGGAGCAGAGAAAAAGCAGTTGTTTGAAA
TCAGCAATCTCAAAGTGTATTCCTGGAGGAAGAACACCAGCTCTGTTCAGTGTTCAGACA
GAAAGGGAGTAGGCTCAAGATGTCCAGAACCTGACCAGCAAAGGCCCTGAGCATCAGGAT
TAGAGGTGTACTCGGCCTATAGGAGTCTCACACAGGAGACTGCAGACTGTCTGCCTTTCT
GGAACTTGCTTGCATGACTTACAGATAAGAGGCAGGACAGGGGAGTGGGTCACAGACTTT
TGGATTAAAAGGATTTGGAATTGTAAAGATGCATGGTTGGCTAATTCGCTACCAGCAAGG
TGCATTTTAAAAATGTCTTGCTTTGATTTGTTGTTTATTCTGCTGTAGCAATTCGATGAC
CTAGGCTGGCCTTGAATTTGAGATGCTCATGGGCCTGTACTATCTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTTGGAAATAAGTGAGGCAAGTATTCTGGAATA
GTTTCTTTTTCTTTGCTAAATGAAGGTATAAAGTAAACATAGTCACCCATGCCAACCATT
TGCCTAACAGAACAGAGCGTACACTCGTAGACATCAGAAGAAAGGGCAGTCTTTGGAGTA
AACTGCATTAACTAGAATCCCATATATCAGGGTTATTTTTTTCTTGTTTCACCATCAATC
CAAGCAAAAGGCACCCAGACTTCTAATCATGCACGGGGTTGGTCTCCGTGATGACTAGCT
TCCATCACAAGTCATTTCATTAGCATAACCTCAAAGTCATAAACTCTCCTGCCAGGGGCT
GCTGAGATGGCTTTGTGGGTAAAGTGCTTGCCACTTAAGCCTGATTACCTGAGTTCAATC
CCCAGGACCCAAAGGATGGAAAAAGAGAACAAACTTCAGCAAACTGTCCTCTGGCCTCAC
CACTGGTGCTCCACTTAGATAGATAGATAGATAGATAGATAGATAGATAGATAGATAGAT
AGATAGATAGATAGATAGATAAATGCAGTGTAAAAACTTTATCCTTATACTCAAGACAAT
CACAGAGTATAGTGCCAGCGCCAGGAACCAGAGACAACAGCAGTCAGATTCTTAAATCTA
AAGGGACAGCTATGGCTGCAGCGTAGTTCTGTGGTAGCATTCTTGTCTACCATGCTTGAG
GTCCCGGGCTCCCAAATATTGCAAAAACAAACAAACAGACGCAATGGCTAAAGGGTCAGG
CACCCAGATCTCAAACTTTGGTTACACTTGTTGAAATAAGATCAAAGTTAATGTTTAGAG
TCTCAGCTTCCAAGCATGGACTTCGATGTTAGTCCAAATTTTAAATGCTACTATATCAGC
CACAGTGGGTACTGCAATAAAAGGCCACAGGCTAGGTGGAGGGATTAAAGTCAGAAATGC
ATGTCTCACAGGCCTAGATGATAGAAGTCCAAGAGCGGATGTAAGCAGGGTTATCTTTCC
AGAGCCGTCTCTCTGGCTTGCAGCTGGCTGCATTCCTTCTGTCTTCATGTGGCCTTGGCT
TTATATCCTCCTCCCTCCTCCTCCTCCATCCCTCCCCTCCTCCTTGCCTCCTCTTCATGG
TCTTCTTTTTCTTTCTCCTCCTTTTTCTTCTCCTTTCCTTCTTCCTCTTCTTCTTCCTCC
TGCCCCTTCTCCTCCTCCTCCTTTCTTCTACTTTTTCCTTTTTCTTCCTCCTCCTCCTTT
CTTGACACTGATCCTGTTGAATGGAGACTCTGCCCCTATAACTTCATTTAGTCACCTCTT
CAAAGGTCATTTCAGAATCCAGCTACTTTCTAAGACTCCATGATTTGGATGTTAACAGTG
GATTTGAGGGGGTGGAGAAATGACTCCGGTGTGAAGAGCACTGCTGTAGGAGAGGACCCA
GGTTCAGTCTCAAGTACCATATGAGACTCTTACAACCACATGTGGCTCCAGCTCCAAGGG
ATGCAGTGCCCTCTTCTGCCCTCTTTAGGCACCTGTACTCACATGTCCATACACTGAGAC
ATACACACAACTTAAAAATGAAACTATTTTTAAGAAACAATAAGTTTAGAGAGGGGCAAT
TCAACCCAAAACCATGACCCTGGGTACATAATCTTCTCAAGTCTTAGAATCTACTTTGTT
TTTTGATATGTAAGGAAAAGAACAAGCAGTAATCACATGTACAAAAGCTGCTGGGAAGCC
AGGGAACAGCAGGGACGCTGCCTGCTAGCCTGCCCCTGGCAGTGCCGCAGCCTCACCGCA
CCATTTTTATAAGGACACAGTGGCTTGCTGTCTGGAATGAGCCATCCGTTTCTCTGTCTG
AAAGTCAGTATTTCCCAGTCATGGGCTTCTCTTGTTCCAGCTCTGAGACACTTGGCAAGT
CCACAGAGCAAGCCAAGCATCAGCTGGGTTCAGCCCTAGCCAGCTCAGACTTGAGTCATC
ACTCTGAGTTAAGCTTGTATCACCCACTCTAGCACTCTGTCGTAGCCACCGTAAGTTGTG
GCTAAGGACTCCCAGGTGTCCCTGCTCCTCTGTGGCCACACACAGCAAGTCTGTATGCCT
GCGACTTAAAGAACCTTTATGTACACTCTGACATAACTGTGTGGAAATCCAGAAAACCCC
ATAAGACTAAGCCCTCAGGCTGCTGGGAGCTCACAGAACAAAAAGACCAGGATGCTAACG
GCATCTGAGGCCAAATTGCCTGCGCCACCACCAAACCCCAAGAACTTTACAACTACACGA
GGAGTTCCCTTTGGCAGGCTCTCTGCCTGTGGCAGGGATCCCAGTGGCTGAGCTGTACCA
CTGAAGAAGCTCATTCAAAAGTTATTTCCTCACAAACAGCTTCCCTAGTCTTACATCCAG
ATGTGTTACTAAATAAGTGGTGACCTCCCAAAAGTGCCTGCAGAAAGGCTGATTCTTCTA
GGCCCACCCAGCCCTGAAGTTACACTAGTCATCATAAGATGCCTTTTCTTCAATGTTGTG
GTTATAGCCAGTACATTAGACCCTAGACTAAAGGAAAACGGTCATTGTCCCCATCTCCCA
AGAGCATGCAGTCTAAAGAGTGAAATGTCAATCCAGTCAGATATATAGAGACGAATTTCT
AAAAGTAGAAGCACTGAACCAAGAAGGGAAACAGCAAAGAGATAAGATTTTTAAGTCAGC
CACCCATGCATGGTGTGTTATAGCTCAGAGTGCTTTCCCAAGTAAGAATAGAAAAGCCCT
GCCCTGTCTTTCACAGAAGTTTTCAGACTACTGTATCTTTCCATCTTTTGCAAAATGTTC
CCTGGCCAAGTTCTCATGGAGACCAAGAGATTCTCAACTGCTATGACGCAGTAGGAGAGG
GGAAACAGAAAGGAGAACACTCGGGTTGGAATAGTAGACATGGGATCCTCTGTGGTTCTG
CAAATGGACATGTGCATATTATACAAAAGGAATATAGTTCAGATTTTGAGATAGGGCCTC
ATGGTGTAGTTCCATCTGGCCACAAAATTATAATTCTCCTGCCTACCCTGCTTTGTGCTG
GGATTACAGGTGTATAAAACTGTCTTCTTCCCTCTCCCTCCCTCCTTCCCACCACTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTAGT
GTCTGCATGTGTGTACATGTATATGGCAGACAACCTTAGATATCATTCCTCAGTTGCTAT
CCACATTGTAGTTTTGAGACAGGGTCCCTGGCTGGTTTAGACTTCACCAAATAAGCTAGA
TTGGCTGCTGAGTAAAACCCAGAGATCTGTCTATCTCTGCATCCCCAGTAGTGGAGTACA
ATGATCCACCACCACCTTCACCCACCTTCTCATTTCTTACTGGATGCAAGGGTGGCTGTC
AGAGGTAGAGTACCTGGGAACCTATTGGTCAGAATGGAGAGATGAGATGGACCTCGGGTG
ACAGCATTGTGCCAGTGGGTAAAAGCCTGAAAGGTTCCCATTCGGACTGACAGGTTCCAG
CATACAGTGGGATGGCTGAAAACTTGACCCTGTGACCCTCTGTAACTGTTACATATTGCC
ACTTGCTGACTTAGACTATTGGAAAATTAGAATCGGTGTCAGTAAATAAGGTTAGAAGGG
GAACCCTTGACTTCTTAGAAGAAACTGTGACTCAGATCTTGACCTGTGCTGTGTCTTGTG
AGAAACTTCTTTCCAGATTAGTGACAGTATTGAAAGCAAGGCGACAGGTGGCAGTTAATC
GATCTACATTTGGGTGGCTCCCTCAACAGTAACCCCCTGTGGAAGCATATCCCTAACCTT
GCACTCCCCCCAAAAAACGCCTGGGAGAGATGGACTGCATCAGGAAGTGAGACATGCTCA
TATACACTCCTTTCCCATCTGTGTAAGACTCTGCCAAGAAACCTTACAGTTAAAACATCT
CTCTGGGTGGCTGCCTCCACAGGCTCTCTGGACCATTTCAAACCCTTCAGGATAGTCCAG
GAATTCTTTTGGGGAGCCACAGCTTCTTAAGGCTCCTAGGAATAGGGTTCGATGTAAGGA
CACTCAGGGAAATACTGTAGCTGGCTCTGGGGAGACATACATGCTACCTCAGCTCTCTTA
AGAACCAGCTGGGTGGCTCTGGGAGGCCATTTTTCTTTTCTGTGTTTTGCCATCCAAAAG
TGACGTTTTTATCAGGTGTAATTTCAGCACTCTGGGAGTGGAGGCAGAAAGATCACAAGT
TCTAAGCCAGTCTTATCTAAATAGTTAAGTCTTTGTCTCTAATGGAGGAGGGACGAGGGG
GAGGTGAGGGTGGAGGCAGAGGTATAGCATATCTCTGTCTCTTCATGGACACACATGCAC
ATGGGCACATGGGCACACATACCCTCACATGCACGTACACATACATGCACACACATACAC
ACACATACACACACACACACACACACACACACAAGACCATGATCTAAATGATTTCTTTCT
AGCGCTTTCTAATGGTCTCCATCTTGGGCTCTGATGCTTTGGGCTCAGTTAGATGATACC
TTAGTGACATGTCCTGTATACATGCCATCAGAGTAAATTATCTGATTGTCTTTTAGCCAA
ATTGGAACTAAGAGAAAAGTTGGATGAGGAAGAATTTCAGAGCTAAGAGTGAGGTCTTAA
AGTAGCTCAGAGAGAGATGGGAGGGCAGTGTCAACTCTGTCAGCTCAAACTGTCAGTTCA
CTGTGTCTCCAGTGCCTTTAAGTCACTCACTTTTAATGGCCTTCCTGGACACAATCCCTG
CATCCACATGGCCTGTCCAGTGCCCATCCCTCTTCTCTGGATGTCTTTTGTGATCCTCAA
GACTGCCCACTGGATGGGAAATTTCAGGCTCATCAATTTAGCTTTCCCGATGCCCCAGGA
GATAAAATTAGTCTCTCCAAAATTTTTCTTTCTATGTCAGGCTCTCACATCCCTTAACTC
TTCAGAAATGATTGCTTAGAATCCTGGAAGGAGCCTCAGGGGTAAGGGGGCTGATTCCAC
CATTCTTCTTCTAGCAGAAGACCAAGGGCTGAGCTCATGTCTGCAAGCAGGACTATATTT
TAGGAAAGACTGAAGTAATTTGTGTCCAGAGACTGACTGCTAGCTATTTCTTTCCCCCTT
CTCCTTTGCTTTGGAAGTGCTAGAGATAAAATCCAGAGTCTCCTGGTAGACAGGAGTTCT
GCTGCTCAGCCACATCCTACAACCTCCGGAAACCAAAGCTGGGTTTGCTACCTGGATATA
TGGTCTTTTTAAAATAACTAGTTCACATACTCTCGGCGATGAGAACCTCTTTCTGTGGGT
CCAGTTAGACATGTCCAACATATGTATGTGTATATGTATTTGTATATGAATATGTGTGAG
ACATTTGCGCACATACACAGGCACATGCCTTGTGTCTGTGTGTGTGACAGAGATTATCTT
AAAGTCCCCTTAACTGATGACAATGGCTGACAGACTTACTCTAGATTTCTTTCAAAAAAC
TCCTAATTTGGGAGGAGGGACAGACAACATCAGACTGGCTTCAGACTCTCTGTGTGACTG
AGGATGGTGTTACAGTTCTGATCCTCCTGCCTGCACTGGGATTTCATACATGGGCACCAC
AGCTAGTTTTGTGCTGGAGATGGATCCCAGGGCTTCAAGCATGCTAGGAGCTACCTCCTG
GGCTGCTCGGTCTTTGAATTTCAGCACAACCGAATACCCACTTTTTGTTTCAAAGACATC
TTTTAACAGTTGTTTTGAGGCATAATTGAACTTTACAAAATTATATGTTTTGCTTTCTTT
TGTTTAAAATGTGGTCTCACAGTGCAGCCCAAGTTGTCTAGGACACCACTGTGCAGTCTA
CTCTGACCTGACACAAATTTTCTGACTTAACCTTCTAAGAGGAGCAGATGTGTGTCCTAC
CACGGACGACCCGAATTACAGGCATCTGAAGCATGCAATGTGCTTGTCTTGACATGTGTG
TATTCTTGTAGGCCATAGAAGGGACTTTGGCTAGTCTTGTACCTACGCAAAGGCCCTCTG
AGCCCTTAGATCCCCTGCCCTCCCCCAGAAGTCCTTCTGGCTTTGCGGAGAAGCCACTGG
TCATGGCCACGAGGTAACCCGCAGAATGCTGAGCAAGCAGTTTGGTTCTGAGTGTTCACT
GGACTGGGGAATTCTCAGGAGCGTTTAGAGGAAAGTCGGGTGGTTTTGTTGCTCCTTCAC
CCAGAGTTCAAGACTGGGCATTTGGTAGGCAGGAATGCACCATGCGACATTGCTCTAGCC
TTGAAGGGCTCTCGGGAACAGTGAGAGAAAGCTGTGTTGGACTCTTATGAGCCAGACCCC
GCTCACTGTGGGTGGAAAGTTTTACTTCTTCTTGGCAGTGGTCCAGAGAGACGGAGTAGG
AAGAACTCTGGGACCCTGGGACCAGATTTTGCTGTTGTTATTGGTTTGGTTTTTGCTTTG
TTGTTGTTTCAAAACTAAATCTCAACTCCATGCTTACGAAGCACGCTGGCCATGCAGGAC
AGGATGCAGGTTCTGGGGTGGACAACAGAGTGGTGCCCATGCAGGGGTTTGAGCTGCTAT
CCTTCAGGAGACCCTGTCCTTCCCTCCTGATCTTGCTTTTTTTTTTTTTTTTTCTGCTTT
CGCAAATAAATACTCAGGCTTTGAACTCCTGGGAAAGTTTTTTGTTGTCCTCCCAGGTGT
GTAGACAAGAAAACCAGAGAAAGCAAAAGTCACCAGAGTTCTGTTCTTTCCTGTATGTTG
AGTTATAAAAGTTGGCTCTCATACAGAGGCAATTCTCTTTAATCGAAGTACAAAAGACAC
ACAGAAAAGACCAGTAATGAACAGTCTGTGTGGCTTTCTTTATGTGGACAATGATTTAAG
CACGCAGAACCCACATTATGCCCTTTGTCTCTCGTTATTGCCATTGAGCCAGGTGTCCAG
TCTGCATTGCATCCTGGGATTCTGCTCTGCAATGCATCCTGGGAAGCAATCACTCTGTGA
CCATCAATAGCGTGGCTTTCTATTCAGGGCCATTGGGTGACTTATTCAGAGTGAAGGCTA
TATAGAGTCAGACATGTTGCAGTGTTTCTGTGGCACTTAAAACAGAAAAAGAGAATCTGT
GCCTTATGTTCTTGAAAAGTGGGACATGTTACTTCAAATGATATTTACATGACATCCCCC
CCCAAAAAAAAAATTAGGCCAGGAGGAAATGAGAGATATCTCAAATCAATGAGATTTCCT
TCCTAGACTAGTCATGAAAAAAATAAGAGATTAATAGAAAAAAATCTGAGGTTCTTAGTT
GCATAAAATGTGTGTATTTATCTTCCCTGGAGGAGCTATATCCCAGCAAAGGCCAAGGGT
CAGATGACATGCAAATGACTGTGCTTTGTGACATCACAGGATTCTTGTATTTATTGTTTT
TATTTGGATTGTTTGGATTATCAATTAATAGTAAGTGAAAAGGGCCTGTTTGTAGGCATG
TCCAACTCCCTTGCCCTATTTGGAAAAAAACATCATGGATCTTAAATTTTTTCCTTCTAC
CTTACTTAATGGGTATAAAGCATTAGTTTTGGGTAACGAATAATTCTAGACATTGGCTGC
TCAGCCATGAGACATGTAGTCAGTCACATACTTGAAAACAACACTATACATTTAGGCTAC
ATATGTTAGAAGGTAGATTTTTTATTATTATTAAATACAACTTTTGTAAAATGCACCTAA
TGCCTTGAGCTGCTTGGAAAACATTTTGGTAACCAACACTTCATTAGCAAAGAAAGTGAG
CCTGGGTTTAAGTTGGCTTGGTCAGGGCAGGCCAGCAGCATTCCACCACTCAGGTGCCCA
TGTCTGTGTTAATAATAATTGTACTTGGGATTAGAGAGATGGTTCAGTGGTTAAGAGGAC
TGACTGCTCTTCCAGAGGCCCTGAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACC
ATCTGTAATGGGGTCTGATGCCTTCTTCTGGTGTGTCTGAAGACAGTGACAGTGTAGTCA
TACATAAAATAAATACATCTTTAAAATGATGATGATGATAATAATAATAATTCTACTCAA
GAATTTCATATCATAGCCCCTTAAGGGGTAAAAGAAAGAAAGAAATGCTTAATATAGTGC
TTAGGCTGTGTTTTCACAGAGGCATAATTGGGAACTCACTTAGCATCTTCTGACCTCTTC
ATTTTCCAGAAGATAAGGAAATGTGGTGGTGCCTCAAGGTATGGAAAGCACATCTCTCTT
CTAGTCCAGCCCCCCTACCTTAAGGTACTCCCTGGAGAACAGAAATCCAGATATGAGATC
CAGGTGTGAACACCTGGCTAGTTACCAAGGCTACAGTGTAGCCAAGCAGGATCTCCAACA
GAGACGTTAGGTGAGTCCCAGGGTGGGAAGCTGCAGCTACAGATTAGGTGGCTGTGCTGG
GATTGTACTGGCTGAGGTCAAGGATGGGTTCTTAGGACTGGGTTAAACCAAGTCCATGAT
AGGCTGTAGATCCCAACTTTTCTGTACTCTGAACTGCAAAATTCTGAAGTCAGTGGAGTT
GGGGTAAGAATCTTGACCTCTGCTCTTGCATGAACTTGTATGTACCTAAGCAGTAACTCA
CATCTTCTGACCTCTTCATTCCCCGGAAGGGAAGGGAAATGAGGTGGTGCCTCTGGGTGT
GGGAAGCCCCATCCTCGTTTTTCTGATTGTTGATTGTCTAGGGAATGAAACCCAGAACTT
TGCACACGGTGGGCAAACGCATTACCACCGAGCTGCGTCCCACATCCTCGTGGCTTTGGA
GGAAGATACACTTTCATGGCTTTTCATCATTTCCTTTGAACACATCCTTGACTTCCTGGG
AAGTCAGCCAGGCTGACTGAGAGGCTGGGAAAGGCAGCTATGCAGACAATGGCATCTCCT
TTGTGCCTGTGACTTGGGCCACAGTCTGACCTTCTCTCCTACATATGAAAGGAAGAGGTG
AGAGGTGACAGCTCCAAGCTCAATGGACACTCAGCCTGGCAGCTGATGACACTGGCTGCC
CTGGGGTCATAGCCTGTGATGATTTCCCTCTTACAGACTGACAGACTATTATGAATGCAA
AGCCTATTAACTCTATTCCAGAAAGGAGAACGTGAGGCCTCAAGAGAGCGAGCAAGGCCA
GCTGAGGAAATACACAATGCATCTGCAGATGAGGTCATGGCTAGGCTCCAATGGCAGTGA
CAAGGAGGGGTCAGAGGGTTTGAGGCATTGCATGGGAACCGCCTCATTAAGAGTCTTCCA
GTTAAATGTTGCAGAACGCCCTGCCAGCCCCAGATACAGTTAATGAAATGCTTAAGACAA
GAAGAGACCAGGAGGAGAAAAGGGAAGTGTGGAAAGCCTGCCTTTACCCTGTGTCTCCTT
CGGTCACACTGGTACAGCTTCCTCAGCTCGCTAGCAGGGGTGGGACACAGTGGGCCCTCA
GTGCTGGACCCATAGCTGAAGAGTCCCAGTGAGCAAAGAGAAATTCCCAGTGGATGAAGC
TGCTTCCCTGATCCAGCTGTGAGAATACAACCCCATCAACTCAGTACTTAACAGGCTGAG
TCAGAAGGATCGTGATTTCGAGGCTAACCTGGGCTATAGATCATGTATATTTTTTAAAAA
TCAGAGACTGGGGCTATAGGATGTAGCTGAGTTGTCACCCGCTTGCCTAGGCTGGGCAAA
GCCCTTGGTTCCATCCCAATCACTGCAGAAAGGAAAGCAGAAATGGCTGACAGAAGGGAA
GGTGGAAAGGGAGAGGGAGGGAGAGGGAGGAGGAAATAAAGACAGACCCCCCTGAGCCCT
CCTAAGTAAGACGTCATCAAGTAGCTTTGGGAGGGGCTGAACTTGGCAGGAATCAGAGCT
GAGCAGGTGAGTTAGCTAAAGGCTTACAGGATGAGGGAACAGAACCCAGGCTCATGTTGG
TTTCAATAAATCTGAAAGCTCCTCTTCTCCCTCCTTCACCATGCATCCAGTCATCCTGCG
CTCGTTCATCTGTGCATCCATCCATCTATCCATCCATCCATCCATCCATCCATCTATCCA
TCCATCCATCCATCCATCCAGTCATCCATCCACCCATCCATCCATCCATCTATCCATCCA
TCCATCTATCCATCCTCTATCCATCCATCCATCCATCCATCCATCCATCCACCCACCCAT
CCATCCATCCATCCATCCGTCCATCCATCCATCCATCCACCCCTGCAATCAGTCCACACT
CACCACCCAGCTCGGTGGAAATGAAGGAACTGTGTTAGTTACTTATCTAATTGCTGCAAC
GAAGACCCAAGAAAAACAGCTTAGGGACAGAAGCCTTTATTTGGGCTTACACTCAAAGGA
TGCAGTTTATTTAGTGGAGAGTTTATAGAGGACAGAGGTTGAGGTAGTTGGCCACTGTGC
ATCTAGCTAGAGTCAGGAAGCAGAGAGCTGAGGTGGGACTTTGGCTCACTCCTTTTCCTT
TGTTATAGAGTCCTCTGGAACCTCAGCTCCTGGAATGGAGTTTAGAGTCGGTCTTCCCTT
GTCTAGAATTCCCTCACAGACACGCCCAGAGTCTTAACTCCTTATTCTAGAGCCTGCCAC
ATGGACAAATAGAGATATACACTACAGAAATACACAAATCAACTTTCTGAGCAAAGTCAG
AAACGTGTTGGGGCATATGCCTCAGGATGACAGGAAGTCCCCGCCTGAGGGCTCAGTGAG
CCCAGCTACAGAGCTGCTGGGTCAGGGGAAGCAGGTACCCAACATTTGTATGTAAACCAA
GCATTACTTACCACAGAGCGCAACAAAAAAGGAAGGGGCATTTCATCAAAAGAGAGATCT
CTCAAGAGGCTGAGTGTTATGCTAAAGCAGGGTCGTCGGAATCAGGGAGTAGAGGAACTC
TTTACCCTCTCTGCCACCCCAGTGCTCACGGTACTTCTCTTTACACCTCTGATGTGCTTG
CCAAACTGTCAAAGAAGAAACACAGTTCAAAGCCATCCTGTTTCCCTGACGACCAACCAG
CGCATCCATCTTCAGGTCAAGGGTGTGAGATCCATTCATCTGCTTTCGGTTTTCTGACTG
TGACTTTTTGCACACTCCCCTCCCTTCTGATCAGTCTCCTGGGGCTGTTTCCCTTTGCCT
ATATTGGGGCTGACTTCATGTGCCAAACTCCCTATTTTACACTATTTAAAACTCTGTAAG
CCTCCTGTAATTTTTTTTTGGAAATGAATAGGGAGTAGGAAAATAATGAACTATTTTTTG
CTTATTTATGTGTGCTGTGGCTGTGTGTGCATATGTACATGTGTGCTCACATTTGGTGGC
AAACATATACAGAGATACACACAAGTACATGTGGAGGCCCAGTGTTGACATCTGGTGTTT
TTCTAAGTTTCTCTCTCCTTATACATTGAAGCAAAGCCAAACTCGTAGTTTGATTTCTGG
ATCAAGACAGAGTGCAGTGCCAAGAGGCTTAATAATGACTGACACAGGCAAGTGTTTAAC
CCCTGATAAAACTCTGCCTCCAGACTTTCTGCCCAAACCCACGTCTGTAAATATCCAACA
TCAGGTCTCTCTGGGATAGCACACTAGATTCCAGAAGACCGTGCATCTGTTCCAAGTTGC
GATGGCTGCACAGACTGCATGTGTGCTGTGCTGTGCTGTGCTGTGCTGTGCTGTGCTGTG
CTGTGCTGTGCTGTGCTGTGCTGTGCTGTGCTAGGCTGTGCTGTGCTGTCTACAGGACTA
GACCAGAAGCCATTTGTGTCAGCTGCCGTTCTGTTTATCCCAGAAACTATGCTGCAGACA
TACTCTCTAATGTCCCTGATGTGCTCTTCATGGGTCTACTTGCAGAAAGAGGCTTGCCTG
ACCTATCAGCAAGCCCCAGAGGTCTGCCTGTCTCTGTCACTTCGGTCTGGGAGGACTAGA
GCATGCCGCCATGCCTGGCTTTTTTCTGTGTGTTTTGGTGATAAAGCTCAGGCCCTCGAA
CGCCTGTGGCAGGCACTTTACTGACTGATCTCTCTACCCACATCTCTTTTGTCTGCTCTC
GAAGCCCGTCTTCTGTCTACATAGTCATTCCAGCTATGCCCACCAGCTGGAATGACTGCA
CTCCCCCTTTTATAACACAAATACCTTGCAAATGCCCAAGGATGTGCCTAAAGCTACCAA
CAGTACCAAACTCTATGTCCACCATGTTTTTTCTCTCTCTATATATATATATACCTATGA
TGTCTGGTTGGTAAATTAGACAGAGGAAGAGATAAACAGCTAATGATCAAATAGAACAGT
GATAACAATGTGCTATTACAAACGCCGTGTGATGTCTCGAAAGAGTTAAGGCAAGCAGGG
GTTATGGCACACCCCTCTCATCCCAGCACTTGGGTTGCAAAGGCAAGAGGATTATGAAGT
TCAAGGCCAGTGTGTGCTCCCTGTCCCCCAAAAGAAAAAAAGAATGTGAGAGAAAATGTT
AATATTTAATTGTTATTGGCATTAGTATTTTGTCAATGTAATTCATACTTACATTAGTGT
CATAAGTATATTTTATCAACATAATTTGTATTGATATCTGTATTTTTGGCCCATTGTTGA
CTGTGTGTAATTGGAAATACAGGAAACAGAAGCATAGATAATGAGAAACGATAGAAATTT
ATCTTGACCATGTTGGAAGAACTTCGCCTTATGGTCTCCGTCTCCCTATTTTATACTATT
TTAAATTCTGTGAGCCTCCTGTACTTTTTTTTTTTTTTAGAAATTAATAGGGTGTAGGAA
AATAATAAAAATGTTTGCATATTTATGTGTATGAGTGTGTATATGTGTGTTCACATGTGT
GGGGGCAAACATATGCAGAGACACACAATCACATGTGGAGGCCCAGTGTTGACATCCGGT
GTTTTCCTCAGTTTCTCTCGTTGCTGGGATGAGCTCACTCTTCTGGCTAAGTCTGGCTAG
CTAGTTCCCTCCAGGGCTTTTCCGTCTTGGCCTCTCATGCACTGTGGGATACAGGCGTGG
CAGCACAACCACCCAGCTTTTAAGTAGATGCTCAACATCTGAACTCCGGTCCTCATGCTT
GCAAAGCAAGTACTTTACACACTGAACCCCACAAGAAATAGATTTTACCCAAGCACAAGG
AGATTGCTGAAATCGGGCCAAAGCCACTAATGTAAATATCTGACACCAGGTCTCACCAAT
CAGTGTTGTGATTGTCTACAAGCTTGCTTCAAGATGTGCTATGGTATGCAGTCTTCCGTC
ATCTGCTAGGCCCCTTTAGCATATCGGAACGCAGCAGGAAGTTTCGGTTGCCTTTTATAT
AGTTGGGGAATGGCGTGTGGGGGGGGTCATTTTCACAAAACTTTTTCAGGAGTAAATATT
TGTTCAGTCTTAAATTGGCCCTCCCTTCCTAGGCTCCCGGGATCCAGTACTTGTGGACTT
TTTCATTATCCTCCTGCCCTGGTGAGAATGCATTCTTACTTGTATTGAAAGTGACATCAG
CAGCAGAGCAGAATGCATCTCCCCAGTGCAGGCAGCAGATACCTGCCAGCAAGCAGCAAG
AGCTACCCACAGGGAAGAGCCACAGGAGGGCACTTGGGGACCTTCCAAATTAAAATGCTG
ATAAACATGGAAAAGCCATGCAGAGTCTCCAGGCATATTGCTGGAGCTAGAGAGAGTCTG
TCTCTGTGTCTCTGTCTCTCTGTGTGTATCTTTCTATCTGTGTCTGTCTCTGTCTCTCTG
TGTCTGTGTCTATGTCTCCCTCCCTCCTTCCCTCCCTCCCTCCTTCCCTCCCTCCCTCCC
TCCCTCCCTCCCTCCCTCCCTCCTTCTCTCCATCTCCCTAGCCTATGAGCATAATTTTAG
TTCTACAGAAGCAGTAGGCAGTGTGATAATGTGTTTCTACAGTGGATGGGGCAGATATTC
TACAGATTACAGGCGAGGGGTGGGTGCTATTTAGGGCCAGGCTACAGGAGGATGTTCTGG
TCCAAAGGAAGCTGTCTGCTTTCTGTTCTCCTTACTGTCGGGATTTCCAGCAGAGGATGA
CAGTTCATGAAAAGAGGACTTAGGCTGTGATAGATAAGTCCTTTGTCAGAGCAATAAGGG
GCTGAGGGATCTTACAGGGATTCAGTCTCTGGTTGAAGAAGAAAGATGAGGCCATTTTTA
CTGATGACCTAGTAGGTGGCCATTTATTGTCCCTAAAACTTTAAGAGGTAAATATTGGTG
TTCCAATGTCTAGTAACCAATCAGCATAAACTTCACAGTTGGGTTTTGGAGCCCCGTGGT
CTGGATCACACGTAGCCCAGGTTTATTTGTTTGTTTGTTTGTTTAAGGAAAGTTGTTGTT
GTTGTTGTTTTAAGAGGATTCACTCCTATATTATTTATAGTCCCCCTCCAAACCTCTACT
TCTCACCAGCAGTATACTGCAAGGCAAGTGTCTCTTATCAAAATGGTAGCAATAAAGCCA
CAATCTCTGGACACTAGCCATATGCTAGGCAAAGGACACCAAGTACACAGAGACCCTTCC
GTCCATTAGGAGGCAGTGTAGCAAAAACAATTTCCCCTTTATTCTTCATCTCCACGCCTT
TGCAACGTACACCCTCTAATAACCCTTAACTCCTGGACACTTCTAGCTGTCATAACATAT
GACAGTGACCATGCAAACACCTTGGCCTCGTCAAAGACTTCCACATGTGCCATGGAGAAC
CAATTTCAAGACTCCAGTTTCAGTGGCTGTTCCCTGATTCTGGGACAATGCCCTCTTCTA
CAATTCCCTGTGAATAAAGCAAATGGAATAATTATCAGAGCTTCGGGGTAAAAGCCGGAG
CTTGGACAGCCCCGAGAGACTAGATGTGGCTCTCCCAGCCCAATATGCCAATTAAAGAGA
TTAGTGATGGTGAAAAGCAGAGAAAGAGGCTTAATCAATCAATCTCTCTCTTCTAAGTCT
GCAGAGAGGACCTGAGAGAAGAGTACAGTTACCCTAAGTCTATCTGTGGGGTACTGACAT
GAGCCTTGGATTTAAATAGAGGGGGAAATGGGGCAGGGGAAATAGGAAAGTATAATGTAG
CAGTCCTGGTGCAGAATGGTTTAGCTAATCACAGCCTCGGTTCTGGTCCATAAGGTGGTC
TCATGCTGATACTCAGTTGTATGCTCATGCTCCGAGACGCAGCCATGTTATCATGAACAA
CCGCCCTCATACGTGTCATGGTCCCTCCTGAGAGGCCTGGCTGTTCCTAGAAATTAAGGT
GTGGAATGAATTGGAGATTTGCAGGTGCCTCATAGAGATGCAGAACCTAACTTTCTAGTA
ATCTGATAGAAAAATGTCTCTGCTTCTCTGGTATCTGTGTCATTGGCCTGGGTGGGAGGC
AGATAGGTTCTGGACACACAAGGATTAATAAGCCTATGTCCACAGGTGAACAAGTGGCCC
AAAGTAAAGGAGCCATGCAAAGTGAAGGGAGAAAGTCCAGGTTTGTGCCAAGCAAGGAGC
GAGTCCTTTTCTGCAAAAGCAGCTTCTAATGCCTGTTAGATTATAATTCAGTGTGCAATA
TCATGAGGACTTCCAGTTTGAATGACTCCTGGTGGCCACTGGCTACTGGCCCAGGAGAAG
TGCAATAATCCTCTAATATGTTCTTTGGTCTTAGAGGGCTTAACTTCATCTTCCAGGGAA
CATAAAGATGTGAGCAGGTTTACATCCAAAGAAGACATCTGTATTCTGTATTCTTCATAG
CACAAGATAAGGGTAGCATCAAATATGCAGAGCAATGTGTGTGTGTGTGTGTGTGTGTAT
GTGCAGGCATGTGCATGCTTTTATGTGCATGTGTGTTATGTATGTGTGTGCTTATATGTG
CATGTGTATGTTAGGTATGTGTGTTACATGTGTGTGTACATATCTGGTATATGAAGGTCT
ATTTGCACATGTGTAAGCTCCATAGATCTTTTTTTCTCCACTTTCCCAGTACTAGGATCA
CAGAAACATATCATCACACCATTTTGTATATGCGCTAAGGTTCCATCTCAGGTTTCCATA
TTTAACTGGCGTTTTACCAACAGAGCCATCTCCCAAACCCAGGCATCTTAAAAAAGCAAA
CAAAAAAACAGAAAACAATTAGTTAGTTAGTATTTGTATGTGAACCTGTGTAAGTTTACT
GTCCTGCCCACAGAGGCCAGGGAGTATCAGAGTCACCTCGTGTAGATGCTGGGAACCAAA
TCCAGGTCCTCTGGGAAAGCAGTAAGCTCTCTTAACCACTGAGCCATCTTGATAACCCCC
TTCCCCACCCCCACACATCTTTTAAAGAGGAAAAGTAGAAGCAGTGGATGAGATAGTGGC
AGAAGATGAAGCTTGAACTGCCAAGGTTAAACTCAGTTCAGCATCTCCATAGTCACTAGA
AATACTTCCCAATTCAGCCATAAACTTGAGAGACCTTTGTGACGCAGCTGGAAGAGCCTG
TGTTCCTCCCACCAAAGCAAATCTATTGTTCATTAACAGTCCTGTGACATCACCCTAAGC
AGGATGGAGTCTGGGGGGTGGCTGTGTGAATACAGAGGCAGGAGGGATGCCCTAATGAAC
ACCTGCCTGCCTTCCAGAGCCCCTGGGGGGATCCTGTGTAAAGCAGGCTCCCCAGCGGGT
CAGGGTAGCTCTTGGAGTTTATAGAGGAGCAATCATCATGTCTGTCTGTCTGTCAAAGCC
TTCATTGGGCACCATTCAAGTCCATGAGGAAGAAAGAGTTCCTCCCACACTCAGAGTGGG
CTTGACTGTTCTGGTGCCTCACTCAGACCAGGTTGTATTTGAGAACTTGGATGAGACCAT
ATGGAAATAAAAGGAAGCGATCAAGAGAAGAAAAGATAAGAGGCAGGTGGGGAGCAGGGT
GTGAGGGGTAGCTAAGAAGCTTTAAAAGGTTCCCAAGAGAGACTTCATCCCCAAGGCTTG
TCTCTTGGAAGATTTGCAGAGAGAGTTTGAGGGGAGCCTAACTCAAAGACTAAGAAAAGG
GATCCTTTCTTGCACATAACAACGCAGTGCCTCTCTGGAGGTGTAAGATCTGACTGATAC
CCAGCCACACTCATTCACGGACTTATGGACGGAAGTGGAGCAAGGGCCGCAGTGTGCATG
TGGGTCAGATGACAACCTCATGGGAGTGTTTTCGCCTTCCATCATGTGAATCCCAGGGAT
CAAATCAGGTCATGAGGTTTATTGGCAAGCATCTTTACCCACTGAGCCATCCTTTGCATA
GCTGCCTCTGGCCCTGTCTAGCTGGTGGGGGATGGACAGCACTGTGTAGCAGCTCTCTTG
CTTCATGTCTGAGTGTCTGTACAACCATCTATGCCTGTGGTCTGCTTCCATGCTGGGCTG
GGCTGACACTAAATACCCTACCCATTCATCTGTCTCACTTTGCCAATAAAAACCTTTATT
AAATGGACTGGGGAAATACCACAATTTGTAAAGTGCTTGCCTGCAGATACGAAGCCTCAA
GCTGATTCCCTTGAACCCATAGGATTTTTTGTTGTTGTTGTTCTGGTGAGTGGTGTATGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTAAAGTGGGTCCTGGTGACACACAC
TTGTAATCTCATGGCTGGGGAGGCAGAGATGGGTAGCTCTTCCCCATGGAGAAAGACCTT
TCCTACATATCACCAAGCCCTATTCTTATCAGTCTGCAAAAAGCAACTGGCTTCAGTGTG
TCCCAGCCACAGAATACAGGGCTCCATTGGAGAGGCTACTCATCAGAGCCCCTAGGGTAG
CAGGGGAGGGGCAGCTGTCAGAACCTGCTGTGCAGAATTCAAACAGAATGACCTCATGCA
CTCCCTTCCCCCTTCCCCTCCCCCTCCCCCTCCCCAGGAATCAAAGCACTAACTGGGCTG
AGTAGGGAGGATTCAGGGTTACCAGGTCAAACTCTTCCTCACTCCTCTACTCAAAGTTGT
CCTCCACCCAGGCTTCCTGAGGAGTGAATTCCAGCCCTCCGAGGCCAGAAAAAAAAAGGA
GGCGGATATGCCATCATTTCTACCGCTCTTGGAAGTGACCTTTTCTTCTGCCTCACTGCC
ATGGTCACTCCTAAAGAGTAGGAATCACCCATCCACTAGGTCTTGGGACCCTCAGCATGT
AGAGTGGGTGGGCACATTAGCAGGCAAAGCTGGACACAGTGCCTGCAGCGGTGTCATGAG
GGGAGGCAAGTGGCCCATCAGCTCAGGGGACAACATGCACCTTGCAGTAAGGAGACAAGA
TTGCTCCTGGCAATCTTGGAATATACCTATAATGCTAGCATTTCTGGGGAGAGCCAGAGT
CTCCTTTCGAGGGGGGGGGGTTCTTAGTCTTATTAATAAAAGATTTTATTAATCTCTTAA
TAAAACTTTAAGGGAAGTTCAGGGATGATTTCATTGAAATTTGAGAGAAAAACAACAGGT
CAGGTTTGCTGAAAAATCTCAGGAGCTGCCAGGAATATAAGATGGGGTTGGGGGTGGGCA
TATCTTTTAAGTCAAGCATGAAGATCAGCGAGAGGGTGAGAAAGTCCAGTGTCAGGGAGA
GCATGTGCAGGCTGAAGGCTAGTATTTAGAGGGAAGGGAAAGACTCGCTTAGTGCAAGGC
TGTCATCTGTGTTTTGGGGACACCTGCTTTCAGGTTAATATGTCCTGGGCAAAGAACAGC
ACCAGGGATGCAGGGATAGAAATAGAGAGACGTTTTTAAGGGAAGCGCACTCCCAAGCGT
GGGAGGAGCCTATGAACTAAGAAAGGAGCTGCGTCCACTAAGCCTGGGGCCCTGAGCCTT
TCTTTACAGGGTATTTACATAGGCAGCACCCGCAGCACCCGCCTCTTCCGTGTGTTCTGG
GCATGCGCTGGTATTCGGATGAAGCTCTAGTGGGAAAGGGTTTCTAGTCTTCTTCATAGT
GTTACTCTCGATAGTTCAGGTCTCTGCTCTCCAGTCACACAAGAGTTTGGGAAGCTGAGG
TAGGGGGATTCCAAATTCATGGTCATTTGGGAGTGGGAGAAGGACTACAAAGTGAGAACT
CTGTCTCAAAAAGATACAAATAAATGAAAATAAACAAAAACCTTAGAGAATGACTGACTT
TGCCTTCAGACACGAGTCTTGATTTCTCTTAAAGTACAAGGAAGAACCATGGTTACTTTT
GATGTTCTGATTTATTTATTTATTTATTTATTTATTTATTTATTTTTGGTTTTTGAGACA
GGGTTTCTCTGTATAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACCAGGCTGGCCTCA
AACTCAGAAATCCACCTGCCTCTGCCTCCCGAGTGCACCACCACGCCCAGCTTCTTTTTT
TACTGTGATTAACTTAGAAGTGGCAACTCCTTTGATGTTTAACGGTGCCCTATGGGAATA
GCGTCTTTGGGGGAAGAGTCCATTGGGTGAGTGGAAGTCACTTCACTGCTAACAAGTAAG
GCAGGGTTGGCTCACCTGCCTTATGCACAGGGTGACATCAGAACCAGTTTCCAAAGGGGC
TCAGGCCCCAAATCACTCCCAAAGCAGACAGCCACCTGGTCCTGTACTGAGGTACTCTGG
GGAATGTGGTGCAGAACAGATCTTTGGGATCCCAGTCTGGGGAGAGGCGCTTCCTGTGGC
TGCCAAAACACAGAACAACAAAGCTGGGGAGTGGGGGGGGGGGTTTGAAATAGACAGAAC
CACACTCCTGAAATCCAGAGGTAGGATCATTGGTTGTAGCCCTGTGTCTCCTGGTAGGAA
CTAGCATGGCTTGTCCTCTATGCTTCCGTGTGTCCAGCCTCTGTCTTCATGCTTTGTTCT
ATGGATGTTACGTTAAAAGTTGTCTTATAAGGACACGTACAATGGCATTCAAGCCCCTCT
CTCTTTCCAGAGCCTTAACTGTAGGTCTGGGAAGATGACTCCATGGATAGAGTGCTCCAT
GCCTAAGCATGCGGACCTAAGTTCAGATCATCAGCAGCCTTGTAAAAGCCAAAGTCAGTA
GAGGGAAAGGATACAGACCGCCAGATCCATGGAGTTCACTGGCCAGCTAGTACGACTATC
AGTGAGCCCCAGGCTCAGCCAGAGAATCTGTCTCCAAAGAACTAGAGTGGCTGGAGAGGT
GGTGCAGAGGGTAGGGCCATTTGCTGACCTTGCAGAGGACAGGGTTCAGTTGTCAGATGT
CTTACAAATGCCTGCAGCTTCAGTTCCAGGGGATTTGTGTACTCTTCTGGCCTCCGTGGG
TATTGTGTATTCACAGTGTACATACAAATGAGCTGGCGTACACACATACACATTAAACAA
ATAAATCTTCGTTATAATAAAAAACAACTAAGGTGTAGAGTGACTGATTGAAGGAGTTGC
TGTTGACCTCTGATCTCTACAGATACATGTGAACGCAACGCACATGCTCCCACATGTGTG
AGAGCTCACACATACACCCCGCTGTCTCAGCAGTGCAAAATCATCTCTTTGGCGGTGTAA
AATGATGTATTCAGTTGATGGCTCATGGACTTACCTTTAAAGGTGACTGTTTAGCACATT
ACAAGGTACCATAAAATTATGTCACCATTTAGAAAAGCTACCGTGTGATGGGAGAATAAG
ACACATGTGGAAAGTTATACAGAAAGGGTCTCCTTGAGAACATGGGCTTTGGGTAGCAAT
GAAGATTTTGAAAGGGAAGTGGACAAGGGTGGGGTTGACTAGGAAAACTGGGACTACTAT
AATTGTGTGTTCTTAACCACCAAGCATTTAGGCTTGGTAACATTTTATTCATATGTGTAT
ATGTACATATGTATATATGTATATAGTCATTATATATTGTCATTTCACATATGTAATGTC
ATTAGTGTCATATATAAATATATATGTATAGTGTGTGTACTTTATAAGTACAGTAATGAA
GAACTGAAATAATAATGGATGGTGTAATACTCATTTTGTGCCACACACTGATTTACATAA
GTCATCATTCATTTAACCCTCATGACAGCCTGTGACATGGGTATTGTCATTATCATCATT
TTATAGGTGAGGAAACTAAGGTATAGTGCGGTCAAGCAACTTGCTCCAGATTGTTTAAGA
AAAATGAGATGTGTTGATAGACAAGATTTCCTAACTCGAGAGAGTTTTTGAATGAAAATG
CACAATCTCTGCGAGGACTGAGTAACTTGTGGGAGAGGAAGCTGTTTGATGTGATCATAG
CGTGAAGAAGAATATTCTAGAATCTTTCATGCCACTGAATGCCCCCATCATCTGACAGGC
GAGAAGACAGAAGTCAGAGGATTTATCATTTGTCCACAGCTGTCTGTCTGAAAAGGAGTG
TGCCTGTTAAGCCCAAAGTGGGCACTGATGAATGTGATGAAGTGCAGTTATGTGGCAGAG
CTCCTTACAGCTTACAGGTATTCTGTGTGTGCGTGCACATGTATGTGCACATGCATGTAT
ACATGCATGTGTGAATGTGGAGATGCATGTACAAGATGCATGCACACCAGATGTGTGCAG
GCCAGAGGTTGACCCTGAGTGTCTTCCTCTCAGTTGCTCCCTGACCAGGCAAGCGCAGGG
TGAGTCTCCCCGCCCCCAGCACTGGGGTTAGAGGTACATGCTCACCACCCGCCCCCCAGC
ACTGGTGTTAGAGGTACATGCTCACCCCCCCCCTAGCACTGGGGTTAGAGGTACATGCTC
ACCACCACCCCCAGCACTGGGGTTAGAGGTACATGCTACAATGTCTAACCTTTTACATTG
ATCAGAAATCCAAACTCAGGGTCCCAGGCTTGTGTGGCAAGCATGTTACCAAGTGAGTGT
TTCCTAACCCCTGGTGCTCTTTTGATCATGGTGGCCACTCCGGTCTCCTAGAAGAAGCAG
GGCAGTGCAGGAAGTGCAGGAAGTGCACAGGACCTAAACTGAGCCCTTAGACTAAATATG
GTTGGTATCTATGGCCATGGGAGCCCACGGGAGCCAGCACCCTTCTAACCTCACAAGAGT
CTGTGTGGTGAGTTCAGAGCAACAAAGACCACTGCTCCCCCAACCTCTAACACGGTAGTT
GTGCAGGTGTCCAAGCTCAGTTTTGGAAAGTGGTATTTTTAGCACTGTAGTGCCTCCAAT
GTGCATTCATGCAGTGGAGGACATTTGCAAGGAAGTTGTTATCCAGGTATAAGGAGGGAA
GCAATCTGACAGGGAAGGCAGGGTAGAGAAGCCAGTGAGGAAATACAGTTAAATACAGGC
TGATAGAAAGCCCATCTTTAGTTCACTGACATCCCCACCAGCATGGCCAGTGACCCTGAA
GAAACTGGTGTAACTCACCAAGGACACACGGGGCTTGCTTTACCCACGACGCCTTCAGTC
CTCTACCCTGTTTGTCCCATCAAACTCAATGGGGCTACAGGCCCCTTTTCTGGCCTCCCT
CCCAGCCAGATCCCTGCAAGGCTCCACAAATGTTTACAGCACCAGTAATTGGCAAATTAC
AATCAGCAGGATTCTATAAACATCCCTTCTGAGTACAGAACAGCCAAAGAGCTTTCTGCC
TATCAGGCAACTCACTCCAAAGCAGTGAGTGTAAGGACCTTTCAGAATGCTGTAGTTCCT
CAGTCACTATCATGTCAAGGTGGAATAGTGTCTTCCTCTGCAAGATTGGAGAAATTAAGA
TGTTGATGCCATCAATGGCCCCAGACCTTATGAAGATACAGTGACAGAGTCAGGCATGAT
GCACCACTGTACGGTGATAACAAACGACCTCACAGCCTCAGCAGAGCAGTGAGAGCTGGG
GTACTGAACTTGAGGTGCTGGGTGCTGCTCTGCCTCTTAGGGATGGAAGCAGAAGCTGGG
CTGTTGCTTGTCACCTTGGTAACTGAAGACGTGTGTGGGGTTCTATGAAGATTCAAGATA
AACAGTTACAACCTCAGTGACTTCTAGAATCTTCTGTTATCTCCCCGTCACTGATCTGAT
ACCTCTTCTTTTATATTTTTATTATATTTTGTGTGTGTGTGTGTGTCAGTACATGTGCAT
TTAGAGTCTGAAGATCAACTCCCCATGTCACTCCTTGCACACCTTCCACATGGTATCTCA
CATGGACTTGGAGCTGATCACATACTCTAGCCTGGCTGGGCTTGAGCCATAAGGATCTGC
CTGTCTCTGCCTCCTGAGCCTAGGTTAGAAGCAGGCACCACCAACCCTACCTTTACCCCT
CCATTTTCTCATGGCTACTCTTTTATAGTTTAACAGGAGAAAGGTTAGTTTATTACATAC
AGTAGACATCTCAGGATGCTGGGGTCTATTCTTGCTGAACTCCCATTGGTTGGTGTGACT
CTTTTTTATTGTTAGCTATCTGTCAGTGTCATAAGCATATATAATGCATTCTGGTTACTC
GCCCCACACCCTTTCAAACTTGCCTCTGGAGACTAAACTCAGATCCTCATGGCTTGTGGG
GCAGGCAAGTACCTCACAGGCTCTGTGTCTTCCCAGCCCTTGCTCCTTCTGTTTTTAAAC
TGTGGGTGCCCCACGGTGGGACTTGGTCTGCAATGCTATCCATGAAAAGCAGTTGATGAT
TCTCCATGTTTCAGCAGATATTCACCCACAAGGGTGTGTGGTTCCTGTAACAGAGATTAC
CAGAGAGGGGCAAGTCTGTCGTTCCCCTCCCCACCATGCTGTGGCTGCTCAAGCTGTTCA
GTTGCACAGTGATAAGAAGTCCCTACAAGGCTTCAAAACGGCAACCGTTGTTCATGGTGT
CAAGTCATCTCGACAGCTTTGAGGCTTGGAAATCAGAGAAAGATTCACATTTGCTAAGTG
CACAGCGATGATGTATAGATCTGTACCATGCTGGTTCAGACTCCGCATTTTAGCCCTCAC
CCAGACAGTTCCTTGAGGACACGTGATGCTTGACCTCTTACCCAGGAGGTAGTAAAGTCA
GCCCCGGCAGGATGCAGAGAAAGATTACCACTTTGAGGAAAGCTAGGGCTTTTATTTGTT
TCTTTTTTAATTGGGGTAAATACACATAAATTTACCATGTTAACCATTTGGTGTATATAC
AATTCAGGGGCATTAACGACAGGCACAGTATTATCAAATAAGCACCACTGTTTCCAATAG
TCATCAGAATCTGAAGCAGAAATTCTGTAGTCATCAAACAGTAACTCCTCCTCCTCCTCT
CCAATCCCTGGTAATGCCTGTGAAATCACGTGATCTTAGTTACTTATACAGGGAGATATA
GTAACATTCATCTTCTTCTTTTTTAATATTTTTTATTAGGTATTTTCTTCATTTACATTT
CAAATGCTATCCCAAAAGTCCCCCATACCCTCCCTACCCACTCCCCTCCCCATCCACTCC
CCTTCCCACCCACTCCCACTTCTTGTCCCTGATGTTCCCCCGTACTGAGGCATATAAAGT
TTGCAAGACCAAGGGGCCTCTCTTCCCAATGATGGCCGACTAGGCCATCTTCTGCTACAT
ATGTAGCTAGAGACTCATCTTCTTTTTAATATGGCTTCTTTCAGTTATTCTGGCTTCAGT
GTTAATTTATGTAGTGTATATCTGAATGTTGTTCCTCTTCAAGGCTGAGTAGTATTCCAT
TGTATGTATCCTGACTTTGTTTTGAGTTCTGGTTTGCTAAGACTGAGAACAAACTGTATG
CTATCTCTGAGTCTTGGTTGGTGGTCCTCTGTCATTTAGATAATGATAGAACACGTGGAC
GCTCTCAGAACTGTGTCTGGGATACAGTAGCAATGCCTTAGCAAGTCCTTTGAACAGCAT
GGCATTATAAAGCAGATGTATGTGAATGTCAACTGAAGTTGTTCCATGTGTCCATTTCTT
CAGTTTCAAGGCTCTTAATGAACTGAAGGAGGACACCAGTGTTCAATGCCTGTTCAGCAT
GGTCCCTGCACTCCACATGTCCCTTAGCTCCCTTCCTGCACACTACATTTCCTCCTAACC
ATTTCTACAATTAATGAGTACCTTTCTCCTACTGAATACACACACACACACACATACACA
TTTGTTACTTTCTATTGCTGTGATAAAATACTCTGTCCAGAAAAAAAATTAGAGAAGAGT
TTATTTGGACTTACAGTTCCAAGGGGTACAGTCCATCTTGGTGGTAAAGGCATAGCAGCA
GGGATCATGAGGCTGGCCTGGCAGTCAGGAAGTAGAGAGATCACATTTCATTCACACACA
GGAAGCAAAGAGAGGGACTAGGAAATGGCTATAAAACCTTAAAGTCAGTGCTATGTGCCT
CCAGCAAGACTCCACTTTCTAAAAGTTCCACAGCCTTCCCCAATAGTACCATCAGCTGAG
GACCCAATATTCAAATACAAGTGTCTATGGGGAACATTTCTCATTCAGACCACCACACTG
AGCAAGGGTATCTGGATAGCATTGAAATCTTATTCCCAGAGAGAGAGCTGTCCCTTTCCA
CGAGTGAGTTGGTTACCCTCCATAGTTTACAAGAACTCACAGTAAGCACTTCTTAGTCAC
ACCTCATTTTCTAATGTCAGATTGACCCAGTGAGACTCCCAGTCCTCTTCCACTCCTATC
CCATCAGATTTGACCTCAAGTGACTTTCTTCCCCCACCCATTAGACTTGAAATGACTTTT
AACATTTACAAAATTCCAAATCCATTCTGAGTGCTGGAGGAGTCTTGCTGGCAAGGATGC
TAAATCTAACACATGTTCCCAGGGCAAGTCAAAAAGATAATCCTAAATAGAAAAAAAATG
TTATTAAGATATGCTCTTGGAAAATTGTTTTCCAGCCTTTTACTCTGAGGTAGTGTCTGT
CTTTGTCCCTAAGGGGGGTTTCCTGTATGCAGCAAAATGTTGGGTACTGTTTATGTAGTC
AGTCTGTTAGTCTATGTCTTTTTGTTGGGGAATTGGGTCCACTGATATTAAGAGATATTA
AGGAAAAGTAATTGTTACTTCCTGTTATGTTTGTTGTTAGAGTTGGGATTCTGTTCTTGC
AGCTATCTTTTTTTTAGGTTTGTTGAAGAATTACTTTCTTGCTTTTTCTAGGGTGACATT
TCCCTCCTTGTGTTGGAGTTTTCCCTTTATTATCCTTTGAAGGGCTGGATTTATGGAAAG
ATATTGTGTGAATTTGGTTTTTTCATGGAATACTTTGGTTTTTCCATCTATGGTAATTGA
GAGTTGTGCTGGGTATAGTAGCCTGGAATGGCATTTGTGTTATCTTAGGGTCTGTATAAC
ATCTGTCCAGGATCTTCTGGCTTTCATAGTCTCTGGTGAGAAGTCTGGTGTAATTCTGAT
AGTCTACCTTTATCCTGAGTGAGGTAACCCAATCACAAAAGAACACACATGATATGCACT
CACTGATAAGTGGATATAAGTCCAGAAACTTAGAATACCCAAGATACAATTTGCAAAACA
CATGAAACTCAAGATGAAGACCAAAGTGTGGATACTTTGTTTCTTCTTAGAATGGGGGAC
AAAATTCCCATGAAAGGAGTTACAGAGACAAAGTTCAGAGCAGAGTCTGAAGGAACGATC
ATCCAGAGACTGCCCTACTTGGGGATCCACCCCATAAACAATCACCAAACCCATTCACTA
GGCAGATGCCAACAAGAGCCTGCTAACAGGAGCCTGATATAGCTGTCTTTTGCGAGGCTT
TGCCAGTGCCTGGCAAATACAGAAATGGATGCTCACAGTCATCCGTTGGATGGAGCACAA
GGTCCCCAATGAAGGAGCCAGAGAAATACCCAGGGAGATGAAGGGGTCTGAAGCCCCATA
GAAGGAACATCAATATGAACTAACCAGTATCCCCGAGCTCCTTGAAACTATACCACCAAT
CAAAGAAAACACATGGTGGAACTTGTGGCACTAGCTATACATGTAACAGAGGATGGCCTA
GTTGGTCATCAATGGGAGGAGAGCCCCTTGGTCCTGTGAAGGCTCTATGCCCCAGTATAG
GGGAATGCCAGGACCAGGAATGGGAGTGGGTGGGTTGGGGAGTAGGGAAGTAGAGAGGTG
ATAGGGGATTTTCGGAGGGGAAACTAGGAACGGGGATAACATTTGAAATGTAAATAAAGA
AAATATCTAATAAAAATTTTTTTTAAAAAGATATGCTCTTGCTGTGAAACTCAAGCTAGC
CTTGAATCCCCCATTCCTCCTTACTGTAGCCTCCTAAGTGTTGGGGTTACAGGTGTGTAA
CCCAGTGCCCAGCTCAAAATACTTCCAGAAACAGCAAGCATCACAGATACACTGTGGCCA
CTTTGAAAGATATGGCAGTCATTCTGATGGATAAGTGATGATCCACTGTGTTATAAAAGC
AGTGAACTTGCTGTGTCACCACAACCCATAAATTAACTCAGCCCAACATCTTCTGGAAGG
AATGGCAGCATTTATAGTCAAGCACATCCCACAACACGTTCTTAAGCTTGGGAACTCAAA
TCTTGCAGCATCTTTCATAATTCATTTGTAAAACTCTGAGATGAGCCACATGCATCCCTC
CACAATCCCAGTGTAGACTTCTTCCTATCAAGGAAGAAAGAATTGACGTCCAATCTTGGG
TGTTCTATTGGTTTAGACTCAGATTGTAGCATGCACCAGGAAGCAGAGAGCACTGGATGC
AGTTGGTGTGTCAAGGTGGGGTTTTGTGGGGAGCCGCCCTCACATTCGCCGTTGCAAGAT
GGCGCTGACATCCTGTGTTCTAAGTGGTAAACAAATAATCTGCGCATGTGCCAAGGGTAG
TTCTCCACCCCATGTGCTCTGCCTTCCCTGTGATGACAACTCGGCCGATGGGCTGCAGCC
AATCAGGGAGTGACACGTCCTAGGCGGAGGATAATTCTCCTTAAAAGGGACGGGGTTTCG
CCATTCTTGCTCTTGCTCTTGCTCTTGCTCTATTGCGCTCTGGCTCCTAAAGATGTAAGC
AATAGAGCTCTTGCTCTTGCTCTCTTGCTCTCTGGCTCCTGAAGATGTAAGCAATAAAGC
TTTGCCGCAGAAGATTCCGGTTTGTTGCGTCTTTCCTGGCCGGTCCCGAACGTGTGTAAG
AGGGTTTCCCATTGGTCTCTCATTTCCAGGGAAGGAAGTGTTACTGTCACTTCAACCCCA
TGGGGTTCTAAGTGGTTTTCACTTCTGAGCTGCTGCTCACTGATAGAAGAGGAGGCAGAA
ACAACTGCCTGATCCCTGGGCCTGTGTCTGCCCTGCACAATGGACAATCTCACAGGATTA
TGAGGTTAAACAATGTGTAAAAAGTGCTTAGCACAGTGCCTACCACACAGCGAGGACAGC
TCCTGACCCATCAGGCAGGTCAGTGTAGGGATGTTAGACTTGACAATAGTACAAATGCAG
TCTTTGTTCAGTAAAAATCGTGCTTTGAATTTTGTATCTGGATGGTTTCTCTGGGTCAGG
CTGTGTGCTACAATCTCTAAGGATGCCAAGAGCCAGAGCCCAATGTGATCACCAGGCAGA
AGCAGCCACACTGGGGAGGGTGTGTTTAACCTTTCAATGTAGCTCATGATCTTAAGTAAG
TTTGCCATTTTGTCATGGGCTGCATTCAGGGTACCCTTGAGCTCATACCTGTAGCCATGT
GTTGCTAAACTCTGGTATTCATATTCAATAAATTTGGGCTTAACATTTTCCAATTACACT
GGGTAGATCAGAAAGTAACCTTATTCCAAGAATAGGAAGGGGTCTGCCTGTGTTTGCTAA
ATAGACCAAGAACTCTTCCTGTCAGAGCAGTATAAGGTAGGGAAGGAAAGACACCAGGCT
GGACAGACCCACTAAAGAGCAAAAATGTCATTTGTTGACAGAACCAATCTTACTGAGCCT
CCAGTTGCTGCCAAGACTTCCCACTTGGCTGTTTTATACAGCAGCATCCTAATGGTCTGT
TTCTTTTGGTCTTTCTCCTTCTCTATTCTCTCTCTTCCTCCCTCACTCTTGGCTTCATCT
CTCTGTGTACCTCATGTAGCCCAGGATAGCCTCAAACTTGCTATGCAGCAGAAGATAATC
ATGAACTCCTGCTCCTCCTGCCTCTATTTCTCGTGGAACCCCATGAAGTACTCATGCACC
ATGACAACCAGTTTTATGCTGCTTGGATGATTAAACACAGGGCTTTGTGCGTGCCAGGCA
AGAACCTTCCTTCCAACTGAACCACATCCAAGCCTCTCTTTGGATTTTACAAAAGTCATT
TGTGTTTCTGCAGTGTGCCTGAGTTCTCAGGCATTTCACTGAGAACATGCTAGAGACCCA
AGATGATGACGTGACTTAGCAAAAGTCTCTCGTGAGTTAATCTTCCCTTCTGTGTTCTTC
TTCCAGCCCAAGCTTTTGGCCAAGGAGCTTCTTGACCTCGTGGCCTCTCATTTCAACCTG
AAGGAGAAGGAGTACTTTGGAATAGCATTCACAGATGAGACGTAAGTGCTGTCCAGAGCC
CACAGACCCCAAACAAAAGAGCAGGATGTCAAATTACCCTCTCTCTGCTGTGCACAGCAA
AATCAGGCTGCAGGCCACTTGGGTCCCATGGGGGCTACAGGGTCAGTCCAAGTTCACCAT
CTGAATTTCAAAAGCCGGTGATCATGCCTGGAGTGGCCAAAGGATATAATTAGATAGATG
CTAATATTATGAAATTATTAGGTAATGTTCTTTAACCAAGCAGATTTGTGTTCAGATGAA
TGTCTAAAATGTTTATTTTTTTTAAAGAGTAGATCTGTGTGGGTTTAGTCTTTATTAAGG
TTAAATGAAAACTTCTGGAAAGTAAATGTTGCTCTCCAGTGTTGAAGTAACAATAACAGG
AAGTGGACTTGATGATAAATTCAGAGTGAGAGATGATCTGGGCGAGTTCACACTCTAAGC
TGAAATAGAAGACAGCATCAGAGTTCCTATCGCCCATCTGAGGTGAAATGTTTGTTTTCA
GCAACCTTCCAGTTTGCTGGGTACCATCATGTTATATAATAAAGGAAGGCATAGGCTCCA
TGGATGATGTTTCAATCTCTTACTATACTGTTACCAAAGAGTTCAGTGAAGATTGGCCCA
AATTCTTAGATAAGGATATCTAAGCTAAGGACTGGGGGTGCAGTGAGGGGTGAAGCACTT
CCCTAGGCATGTGTGGTCCTTGGTTCCACTGTAACTGGATGACAAATGTCTAAGAGATGT
CAGTAGTTCCTCCACACAAAGAACTAAAATGAGTGGGGCCAGGCTGGAAGTCTATTAACC
AGATGCCAGCTTGGGTCTTTACAGGACTCCTGCATCTTCGCCTTTCCCCTACTGGATATG
CCTAGACACCTGCCCCCACAGCTTCCCACAGTTCCTCCTCTCAGTGTTTTCTGGGAACAA
GAACTAACCATCTCTGAGAGCCTGCTCGTACTTTCCCTGTCTGCCCACGTTCTTCACACT
CTGCTTCCCCCCCTCCCCCCCCCCCCCCCCGCACCAGGAAACAAAACAAAACAATAACCT
CCTTTAGACAGATGTTCCCGAAATCTCCTCTGTCTGTATCTATGCCCGCACACCCCTGTG
CATGCTCAAATGCCCAGGTGAGGTTACTGGCTGGCAAGGCCAGTACAGTCAAGCCCAGCC
CCCAGGAATGAGGTGGGGCCATTGAGGTAGGATGGAAGCAAGAATAGGCAGCTTCTGTGT
TGGTCAGTAGGAAAGCCACCTTAGGCGACCTTGGCTATGGTTGATCTTGGAGATCTGTGA
GTTTGCAAGATGTCCACACGTAAGCCTGGGGCTCTGACTTCAATCCCCAGAATTTAAGTT
TAAAAATAAAAGCCAAATTTGGTCCATGACACATGTAATCCCAACATAGGGAAGTGTATT
AGAAATTCCAGCCAGCAAAGAATCAGCCATGAGCTCAGACAGGAAAGCTGTTCTTTGTTT
AGGAGTGGGCAGGAGCCCAGGCTAATGCTCTGGGAAGGCCTGGCAGTCCTCCACAATTTC
TTACAACTTTTACAGCTCAGCTGAGCTCAGGTGACAGTGTGGCCACCAGAGGACAGTCTC
TGAGTCCCATGCCTACCAAAAGGAATTTCTGTCAAGCTAGGCATGTGCACAGAAACAAAT
TGCAGACATGAACATTTTACAGGTAGACATTTTGAAGCTAGCATTAAAAGCATACAAACA
TTTGAAATGACAATAAAAAAGTATCCTGTTTTGTTAGGCACAGTGAGTGGCACAGGGCTA
ACAAAGTCTCAGGGCTTTAATCTCAGGGGGCAGCAGTGGGAGGATCCTACAGCGTTCCAG
GACAGCCCAGCTACCTAGAGAGACCCTGTCTCAAAAACAAAAACAAACACATAAAACCTA
ACAGCAATAATGATTTCTTAGCAAACAGGATCTGCTGTAGAACCTTACGGTACTCTGGCA
AGTTTTTGCCTTCCCTGGATACAGAATGTGAACAGGTTGGCAGAAGCCAGCATACTTAAA
TAAAATTTTAACTCATTTTAATTCTGCACACTCCTTTTTAGACAAAGATTTGCAGTAGTC
TATCATAGAATAAAGTACTGATTTGATTTTCTTAGGCTGTATCTATAAGCCTACAAAATA
TATGTTCATATCACCTCCTCAGAGACAAACTGACCTCTTGGGCTCACTGTCTCTCCAACT
TAACCTGTTTGGCAGTGAGAAACCTTAGCTCAAGAAATATGGTTGGGGACTGGAGAAGTA
GCTCAGCAGTTAAGAGTGTTTGCTGTTCTTCCAAAGGAACTAAGCTTGGTTCCCAGCACC
CACAGAGGGGGACTGACAACCATCAGTAACTGCAGCTGGCCTCAGATGGGGATGATCTGG
CCTCTACAGACACCCACACATACATGCACATGAAAGTAATAAATAAAGATATCAAACTTT
CCAAAAGAAAGAAGAAAGGTGAGCAGTGACTGAGTAACAAAACAACAAAACCCAAGCTAT
CCTGACTCCCACATGCACACACACACATGCACACCTGTACACACACATGTGCACCTCACA
TAAAAGTGACTTTTGGAGCAGTGGTGTGGACAGAAGCAGAGGCAAGGGCAAAGCCCGAGC
TTACTTACAAAAGGAGTAGGGTCAGTCCTGGGGCTGCAGCCCATAGGGCACCGAGGTAGA
AGGCAGTCTTGCTGGTCTTCTCTGGTCTAGACGGACCTGCACCAGCAGACCAGGAGAGAT
GCAGGCAGGTAATAAAGAAGAAATGCTTTAAATAGCACATGTGTAGAAAGAAAAACTGAC
TTTCATGAACACAAGCATTCTCTCCCGTCCCTGCTGAGAATCCCCAGAAGCATGATCCCC
TAATTACTCTCCATGCCGCCACTGATTGGAAGGAAACTGTAAGTCTCAACTAATCACAGC
CCCATTGTTCCCATTTCCCAAGTTAGTTTATTCCATTCAAGAAGACTATGAACTCTGGAC
AGTCCCAGTTAGACTTCCCGGAGTCAACAGGAGTCAAAGAACTTGCATGTTATCTTAGGC
CAGAGAGGAAGAAGCCTATATGCTGAGGATGACAGACCACAGCCCTGAGAGCCAAGAGCA
ATTGATTAGACGGATGAAAAGGGGAAAGGAGGACACAAAAGCCACACCTCAGAGGCAGGA
GGGGCACACCCCAGAGTCTGATGGCCATCCTATAAGCCTTTGTGGGAGCTGAGCTCTCTG
GAGTCTCTGCTGGCCTGAGAGCCTGCCTGCCTGGGTGTCTGTGCATTCATTCATGTAACG
CACATGTACAGAAGGCCCTCTTGAGAGGAGCATCGTGCTCCCCATAGCAGGAACTCCCAA
CCATCCTTCTGGCTGGTCTTGAGACTGCACAGGCCCCTAACACCTCCTCCCATATCTGAG
TGTGAGGCCATCTCCAGCCATAGCACCAGTAGCCGGCCACCATCATGAAAAAGAGTTGGG
CCACCTGTTGGTCACTGAATGCGAGCTGGCAGGTATGTCTGGTGCACTAGGGGACTTACA
GCAGGTGTCAGTCCTAGAGAAAGTCAAGCCTCTGAGAGACAGGCCAACTGGACAAGGGCC
AGGGTGACTTAGGGGACAGTCCTTGGTGGCCTGATAATACCTGGGCCTACATACATCTCT
GGGCCTCTCTGGTAATCGGAACATTTCTCCTTTCCATTTTAAGAAAGGGAAGCACTAAGG
TCGCCCCTTGGACTTGTGCCTGGTGGTGCTCTGGGTCTGTGATTCCTAGGTCCAGAAGCA
TGAGCTTGGCTTTTGCTCTGCTTCTCCATGCCAAGAAGTGCTAACACGACAGTCCCCTGC
ATGTGTGTGTGTGTGTGTGTGTGTGTGTGTATACGCACAAGTACACACATGCAGCTGCTG
ATAATCAAACCCAGGACCTCAAGTATCATAACCACAGAGCCACATCCTCATCTCAAAAGG
AAACATTTTAATAACTGTGTTCAAATTGAGTAAGTATGTTCCCAAGGTGTTTTTGTTCAC
ATGAGTGTGCACCCACTATACTCTGTTTTACCCACACACAGACACACGTGCATTTGTACT
AGCACGCACACACACACACACATCAAAAATGTCTAAATTTTAAAGCACTATTTAAAGATC
AAATTTCTCCCAGGGCCTATGCTTCAGAAAGTCTCTAGGTTGTCCAAACTGCCCTCCTTT
GCCCAGTCTATCACAAATGGGAACAGTGAAAGATGAATGCCCTCCTTATTTGGACAGAGT
GAGTGCAAGTTGAAAGTGACTAAGTGCAATTGAATCCTAAAGGAAATTCCGTGGGACCTG
GTGACATTTGAGTAGAGCCTATGGCTTAGGTCATCCAGCAGTGGCCTTGCATCATGGCTC
TGCTGAGTTCTCCAGAGTTTGCCAGATGCTGCCGAGGGAAGCTGGGCGGCGGGTGAAGGG
AGGCTGTGAGATCTTTGCAGCTCTTCTATAATTATTTCCAAATTAAAAGCCTCAAAACAA
AGTAACAACGGAGAAGGAAGAAGTGGGATCAACACTGCAGACTGGTTACGAGCAGCATTC
AGTATTCTCAGTCCTGAAGTTTTACACTGTGGGCTGTGGTACTTTATAAATAAATACCAA
TTATTGGGGGAATAGAGAAGCTTCCAATACCCCACCCCCTTTCTCTGAGGGTTCCATCTA
GGCCCCACAAAACGTCATTGCCAGAATTCACACTGACAGGATGGCGGACAACCTATAACC
TGAGAGCCCCACATTTTGCTGGATCCCCCTGCTGCCCAGGAAGGGCCGATGCCGACCCTT
GAACTTGTCCCCGAGTGCGTGACCTGATCTGTTGGTGATTCCTGTGTCCACAAACACTAG
CCAGCTTTCCTCTGCCTTTCCATACCCCACACTTACAGAGTGGCTTGGAACTTACAGCCA
CTCTGCAGGTCTGAGCCCTGCCTGATTTGAACTGAAAATAGGCAGGTTAACATGTGCTAC
CACAAGCTGCCACAGACCAATGACAACATTAGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTTTGCCTGCATTTGTATATGTG
CAGCACATGCATGCTGTATCCACAGAGGTCAGAAGAGAGGGTATCGACTCTCCTAGAATA
GCGGCTCTCAACCTGCAGGTCCTGACCCCTTTGGGGTCACATATCAGATATTTACATTAC
GATTCATTACAGTAGTAAATTACAATTATGAAGTAGCAATGAAATAATTTTATGGCTGGG
AGTCACGTTAACATGAGGAACTGTATTAAAGGGCCGCAGCATTAAGAACGTTGAGAACCA
CTGCCCTAGAAGGACTGGCATTGCAGATCGTTTGAACCACCGTGTAGGTGCTGAAAACCA
AACCTCGGCCCTCTGCAAGAGCAACGCATACTCTTAACCACTTAGCCATCTCCGCAGCCC
CTTAGAATGCTTATTGACTTGTGGCTGGAGCCAGGGTTCCTGTCCAGCTTGGCCACATAG
TGGAAGGACCCAAGACACTTTAAACTGACTTTTTTGTCCTTGTTTTGTTTTTTCCGTCAA
AGATCCTCCATTGGTTCTGATATAGCCAAGTCCAGAAGTCCTGTTTCAGGGCCGGGAATG
TCTTTATGTTCCCTTGACCCAGATCTAAGAACAACTGATTCCACTAGAACTTACAGTAAG
GGACATATCCCAGGGACCTGAGACACTGTACAGAGGCTACCTTCCTGAAACATGGTAGAG
GGGCTACTTCTGAAGGGCCCAGTCCTACAGAACCAAAGCTGCAGGATCTCCACGACACAG
GGCAGCAGCAGGATATCTTGGGGGGAGTCCCAGTGAGGATCCAGTATTGATAATAAATAA
ATCTTAAATAAATATTTATATGAAAACATTTGTGGGAGAGAAGGCATGTAAATTTAAAAT
TTACAAATTTAAGGGGGCCATTTCTAACAGGTTGAGGATCAAGGCCTGCCAAGTTCAGAT
TTAGTCTTCCCTTCTCTATAGGGAATAAAACCGGGGGAGGGGGGGTGGGCGCAAAGGTCA
GTTGTGTAGCTTGAGTACTTTCCTAGTGTGCTGAGGACCATGGGCTTGTGCAGCACCACA
AAGAGAAACCCAAACAAACAAATAGCATAAATGAAATTTTCATTTATCCAACTGGCATCC
ATTTAGAGAGTCTTTCCTTATATTTTATTTCTTAAATACTTATAGTGTTAATTTAATTCC
CAAATTTTAATATCTAAGTTAACAGCTAGTAGAAGACAAAGGATCCTCTCTTAAAAACCA
AACACTAAATAACTTCAGCCAAAATAAGCAGTCGGCAGACCACAAGCTGAGGCAATGATT
GTTATTGCAACTAACATTTGTCTCCTGTCCCCAGTTTTATGAATTGCCCCTCAGATGGTA
TAACTGAATATCCATATTGTTTAGGAATGTTTAGACGTTAGCCATTATTGCACACGTAGT
TAGAATGTATTTCACATGCCAGTTAAGAAAATGAGGGGTTCACACAGATCGTTTCACCAC
ATGACCCCTTGAAGTTTGTTAAGAATTTACATTCCATCTCTTCCACAAATGCTTGCACAT
AAGAGTTTTGCTTAAGTTTTAGAGGGATTGCATGCACTCTGGGACCACAGTCATGTTTAA
GAACACAAAGGCAGTCACTTGAGGATTATTTCTTTCAGCTTCTTGTATCACATGTGTGTG
CATGTGTGTATGTATCTCCTTTGAGTCAGGTCTTATTGGCCTGGAGCTAACCAGTTAGGC
AAGTATGGAGAGCTAGGAATCCCCAGGGATCCAACTATTTCAGGCTCCCAAAAACAGGGC
TTTCAAAAGCAGCCCATCACACCTATTTCCTCCTCTTCCTCCTCCTGCTCCTCCTCCTGC
TCCTCCTCCTGCTCCTGCTCCTCCACCACCTTCTCCTTTTACTTTCTATTACTTCTTTGT
GAATTTCACATCATGCATCTCAGTCCTACTCATCCCCCCCCCCCCGTGCTCCTCCATATC
TGCCCTCCCCCTTGCAACCCTCCCCCAAAGAAAACAAAACAAAATCTCAACAACAAAAAA
AAAAAGTGCGGAGTGTCATGGTGTGTCACCATGTGTCACACAGTATACCCTTTGTCCACA
CATCTTCACTTGTGACTGTTCATTGCGGTGAGTCACTGGTCTGGTTCGAGACCTCTGACT
TACTTCTATGACTATCAATACTGGATCCTCGCCAGGACTCCTCTCAGGACATCCTGTTAT
TGCCCTGTGTCATGGATCAGCCCCTTCAGAAGTTCATAGATGGAGTAGATGTTGGGGTGG
GTCAACTCAAAGCCCTGGATCTGGGCTTCGGGATAGCTGAGTTGGCCAGCCCACCAGCTC
TCCTGTTCTCATACCCTCATGGATCTGGGCTTGGGGGTAGCTGAGCTGGTCAGCCCACCA
GCTCTCCTGTTCTCATACCCTCATGGATCTGGGCTTGTGGGTAGCTGAGTTGGCCAGCCC
ACCAGCTCTCCTGTTCTCATACCCTCATGGATCTGGGCTTGGGGGTAGCTGAGCTAGCCA
GCCCACCAGCTCTCCTGTTCTCACACCCTCAGGGCCAGCTCCTCTGAGGTACCCACACAC
CTACCTTCTTATGTGGATGTTTGTGTGGCAAGCATTTTATCGATTAAGCCATCTCCTAGT
GCCTACGTTGCAATTAATTGACTTGCTTGATACAGGCCCAGGAGTCCAATTTACCTAAAT
AATGAATGTCTTGTTGGCAATTCACCTGTGACATACTGCCACACATGCTGGTTCATAAAG
TGTGCCCTAGCCTTCCCTGTTCTATGTCCTTTCTTACACAGAGCACATGGCATTGGCTGA
GGCATCCACAAAGAGTCTAGTTGAAGCCACAAGTTTATCTAGCATTTAAAAACCATCGGA
GTTCAAAAGCAATTTCTTATCTTGGGAGTGAGACCCAGCAGCATTAGGTCTGGGAACATA
ATTTACTTAAACTGGGCTCAGGGGTTCCGCTCATTAACTCCTAGACAGCAAGACAGAGAG
AGTGAGTGGCTGTAGCCTACCATGCCTGGGCTGTCATACTTGCTTCTGGGAACTTGACAT
TTAGTGGTCTTGACAGCCTCTGAGCCGAGCACTCCACTGTCACATACCACGGCAAACAAC
AGCACCTTATGTCGAGTGACCAGAAATGCGTTGGAGCGTAACTTTAGATGTGTGTAGCTC
ACACAGATGAGGAAGGACGGTGCTGCTCGGGAAGGCACTCAGTGTGAATGACGAGCCTGG
CTCTTAGACTGGGTGAGCAGGATGGATGCCTCCAGAGGACCTCATACCCGGGGCAGGAGC
ATCGGCTGTGCCTGATGACAGTCACTAAATCTATAAGAAAATGGGTCTCAGAGCAGCGGG
GAAAGCTCAGTGGATCAAGTGCTTGCTCAGCCAGCGTGAGAACCAAAATTGACATCCCCA
GAACCCAAATGAAAGCTCTACAGGCGTGAGGACTCGCTTTATGCCCCACCCTTAGGAGGC
AGAGACAGGGGAAGCTGACTACCGTGACTAGCTGGAATCAGCCAGCCCTGACTCTGTTTC
AATAAAGCAGAAGGTCTTCCAGAAGGACATCAACTTTTAGCATGTAATATACACACATGA
ATGTGTATCCATACACGTGTGAGCTCAAGCGCAGGCATGAGAATACATACACACAGAGAA
TATGGATCATTGACAGCCTCCGAGCCACACTCCACTGTCACAAACCACAGCAAACAACAG
CACCTTATGTTGAGTGACCAGAAACGCACTGGAGTGTATGTCCACACAAGTGGACATACT
GTAAAATTAATACGCTTGTTTTCTTACAACAACAAAATTGTTTAGTGTCTGCTGTCAGAC
ACAGAAAATGCAGAAATGACTGGCCTTTGGCACCGATCGGTCCCACGCTTATATTTTAGG
AGTAGCTAAAATTTCACAATATATAGGAGATATTGCAAACAAATCTAAGAGAGATGTCTC
ATGGAAGTGCAAACATCAAGACCAGGTTCAGATCCTCAGGTCGCATGTAAATGCTGAGCT
GCTGGCAAGGCTTGAGGGGTGGAGACGTTCGCTGAAGCAAGCTGACTAGTTAACCTAGGC
AAATTACTGAGCTCTGGGTTCAAGTGAGTGTCCCTGTTGCAATATGTATAGAGGACAGTG
ACCAGGGAAGACACTGGACATCACCCACACATGAACATGCCAACACATGAACCCACACAT
GAACATGCATTTGTACTGCATACGTGTGCACTCTACACTTTCTAACACACACACATACAC
ACATATGCATACACATACACATATGCAAAAAAAAGACATTTAGAAGGAGCCTAACAGTGG
AGCAAACAATTTTGTGTTAATAAAAAAGGAAGGGCAGACTCTACTGGAATCAGTAGCCTC
TGGTTTCTAATATACCTTCTCAAGCACACATCCTGCGTGACTCTCTCTCTGTCTGGGTAT
GAGGTATTCCTAGGCCATCCTTGGTGAACTTGTTTACTTAGGAATCCAGGATATCAAATG
TCCCCACATTCTCCCATTTGATGAGCTCCCAGCCCCACCTCTACCCTTCCACGCCTATAA
TAACTTCAGGCTCTGGGAATGGGTCAGTCTGTGAAGTGCAATAACAGATATCATGGAGTG
TGTTTATAATCCCAACACAGTGGAGGCGGAGACAGCAGGGGCCCTGAGGTAGCTCACCAT
TCGTTCTGCCTGATGGTTGAAGACTAGATGAAGTAGTCAGAGGGACGCCATTCCCCCAGG
AGCAGGATCTCCCACAGGACAATCCCACCTCCTCTCTCTCTGCCCCTACCCATCACTATA
CATTGGTTTCTAGTCAACCCATTACCAGATAAGTATCAAAGGAAAGCAGGACATTGTGGT
ATATAGGAGGTGGAGACAGGAAGTCAGGTGACGTCATCATGGACTATGTCATACACGTGA
GGCCAGTCTGGGTGAGACCCTCATTTTTGTTTTCCAATACCAATATTCAGCTAACGACAT
AGCTACCCCTTCTAAAACATTTCCCTATGGATATATCTCCTGCAACATCCCTCTCCCCAA
ACCTGTTTTCAGGAGCTAAAGATTAGTTTGTGTTTTCTAGAGTTTTACATAAATAGAATC
GTGTCATCTATACACTTCTTAAACTCTTTCATTTAAAACTTCTTCATTCAACTCACTTAT
TTTCAGGCTCACCCAGATATACCACCTACAGTGATAGCGTTGCTGCATAGGATTCCATAT
GGGGATTGTGCCTTCATTCATTCATTCATTCATTCATTCATTTAATCTGCTGCTGGTAAA
CCCTGGAATTGTTTTAAGTTTGGGCCATCCTAGTGTCTCTCCATATACAGTGTCTGTGAA
CTCTTGTGTGAGAGACTATGTAGACAAATGCTTCCTTTTGTGTGGAAGAAAGTTGAGTGC
CTAGAAACAGAATCATGGTTTGATCCTGTGCAGGGTTACGGTTAAAAAACCTGTGGTTCA
TGTGGTATCTCAGCTGCTTCCGGTAGGACGATGTGAGGATTGTTGGCATGTTATTAAAGT
GTGTCGAGTCCTATAGGAAAAGCACACAGCCCAGAGCCGTAGAAAGGGAACGCAGGCCAA
GGGAGCGAGCTGCGGCTATAGGAAGCAGTTAGCACCTCTCATCTTAAGGCTGTGCCTCCT
ATCCTGTCCCCGCCAGAGAACACTTCTCTCGAGAACTCTCCCCCCAGACAATTCCTGTGT
GTTCCTCCAATACTGGAACCCCAGGAAGGATTCCCACGATCCAGTGGGTTCTGCCTGTGG
AGGCCCTCATCTCCAAACCCCTGCACAATCCAACAACCTAACCAGCCTGTCTCTCCTTTC
TCCAGGGGACACTTGAATTGGCTCCAGCTCGATCGGAGAGTCCTGGAGCATGACTTCCCC
AAAAAGTCTGGGCCGGTGGTTCTGTACTTCTGTGTCAGGTAGGTACCCCTGGGACACCTC
CCTGCTTCCATCTCCTTGTTCTTCATCAGAAGAGTCTAGAAGGATGAAGAGACTAAAAGG
AAAGTGCAGACTGAGTGTGTCTTGGTCTGTGATTAAGGATAAAAGTCATAGCACAGCTGT
ATTCCAAGAAGAGGAAAACTCCCCGTATGGTTGTTCTGGGTCCAGCAGTGTGTTAGGTGG
TCACAGACTGTCACACAGACTGTGTGAAGGCTCGTGTGCCAAATGAAGATAAAGCTTTAT
TTTAGGGAAGAGGATGGAGAGAGTCATATATCTCAGAGTAAACTGAGTCTTGTATTGTGT
AGTGAGTCTTGATATTCTTTTCAATGCCACTTAAAGCTCTATATTAAGTCTCTGTGGTTT
TTGTTTCTGTCACAAATGCCACTGAAATTCCTTGAAATATATAGAATTTATCTCAAATAG
GACTGATTGAAATGTCCCTTCTGACAAGGGAGGACAAAGTATCAAAGATGTCAGAGGAGT
GAGGAGATAGCTCAGTGGATAAAACACTTGCAGACTTTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTGTGTAGAGTTAGGTGGACATAGAACTTGCCTACAGTCCCAGT
CCTCAAGAGGCTGAGACAGGGAGTCCCTCAGGCATATTGGCTAGTTAGACTTGCTAATTC
TGAGATCAGCAAGAGTCTGTCTTATTAAATAAATTAGAGAGCAATCAAGAAAGACACCCA
GGGTCAATCTCTGGTCTCCACATGCTTATGGACACTTGCAAACATATGTACACACACCAT
CCACAAAAAAGAAAAATACGATACGCATATGTCATATGACACTTTTTGAAAATTTCATTG
TTTTGTGTATGTATAAGCATATACATGCCACTGCACGCATGTGGAAGTTAGAGGACAACC
TCTTGGAGCTGATTCTCTTCTTCCATCTTTATCTAGTTTCCAGAGCCCAAACTTTAGTCT
TCAGGCATAGGTGACAAGTGCCACTAAGAGGTGGAACCATCTCACCTGCTCCTAGTATAG
ATCTTTTAGGGGTCTAACCTTTTCACTGTCTTCTGAAGACCCCAGAATTGATCACTTCTG
TTTGCAAATAGGCTTAGAAGCCTAAAGGAGAATCAGAATGCAAATAAGCAGCAGAGTCAG
GAGCTAGTGCTTCCAGACACATCAGCTCTGAGCACCCACCCAGCCATGGACCCCCTAAAA
GCACTCTTTCTAAAACAGTCACCAGTACTGGAGAGGAACTAGGGGCTTTGTTTTGATTTA
TTTATTTTTCTCCTGGTTCTGAGGCTTGAACCCAGGGCCTTGAGTGTACTAATGACTATA
CTACGTCCTTGGTCTTCAAATGAGAATGGCTCTTTGCCAACTCCTCAGACCCTGCTCTTC
TTAAATACACTCACAGAAAGCAGAAGTGGGGGTGCAGAGGGCTTGCAGGCCATTCCTCCC
TGAAGAGCAGGGTCAGGGTTGCAGTTCAGATGTAACAGTCCTGCCTCCGCAAACAGCATC
CCCCAAGTCTCAAGTAAAGAGCTAAAGGGTCCATTTAACAGGCTGAAGTGTGCGTCTTTA
CCTCAGCTGCCGGAGTAAATTTCAGCTTGCAGTTAATGCCTTTCTGATTTGCTTAACAGC
TGCAGGAATATCAGAGCTAATCTCAGCCATTTCCATTACTGATGGGAATGATCTCAGTGC
CATATTCTCTCTAATGGTGTCTCAGATGAATGGGGAATAACCTTATAAAACAAAGCTAAC
AATTCCAGAGAGAGGGGATGGTTGGATCAGGACACACTTGGTTCATTAACTTATCATCGT
AGGTGGAGGCACAGACTTGGCCACATGGTCGGCTCCCCTTCCTTAAGCAGCTTTTTTTCT
AAAACCATAATTGAGATTTTATTGTTTATGCTGAGAGTTGGTACAAAGACATTGCAATTT
AGGTGCAATTTATTATTGTAGTTTTATCATTGTGCATGAATGTGTGTGTGTGTGTGTGCG
CGTGCGCGCGCGCGCATGCATGCATGTATGTGTGCATGTGTATGTGCATATGTGAACATG
TGTGAACATGTGTGTGTGAGGTGTGTGTGCTTGCATGCTTATGTGTCACAGTGCAGATAT
GGAGGGCAGAGGACTTTGCAGTCTTTTCTCTCCTTCCACCTCTGCATGGATTCTGGGATC
AAACTCGGGTTGTCAGGCGTGATTGACACGGCAGACTCTTTCCTCACAGAGCCATCTTGC
CGGCCCAATCTGTGTGCAATTGTTAACATATGTACTGGAAATCTGTGTGTTGTGATTCGC
TTTGAAATAATTATTCTAACAACTTTGCCTCTTCAAATCTGGAGGAAATTTTCCCCCAAA
GAGGCATTCTGGTACAAAGATGCTGAGGTCTGTAGGTCTGACCAACTTGCAGTTTGATGA
CACATAGATATGTGTTTGAATTGTCACTCTTCCAATTACCTTAGCAAAATCATTAGAAAA
CTAAACTGGCAGAAGCCTCACAGTTCTGACTGGGCAACACTCAAGGAGCAGTGTAGAAGG
AGTATTTAACATGTTCGAGACCTACTCAGTGCACAACCAGGACCCCAAACTGTCATTTGA
GATGCTTTACATTGTAAACTATGAAACTGACCCCCACCCCTAGAATGGTAAACTCACCCC
CAGTATAGAATTATTTTTTTTACTGAGCCAAATAATAAATAATTAGTAAATGATTTTATC
TCTGAAAAAATGTATGGTGGGACGTGAAGGTTGCACACCTTTAATCCCAGCGCTAGGGAG
GCAGGGGCGGGGAGTCTCTGTGGGTTCGAAGCCAACTTGGTTTACACAGAGTTCTAGGGT
AGCTAAGGTTATATGGTATGATCTTTCTCAAAGGAAAAAAATCTGTATGGCTCTGGAGAT
AGCTCAGTCAATAAAGGGGTTACAGGAGCTCAGTTAGAACCCGAGTTCCTTTTGAAAGAG
CTGAGCATGGTAGCAAGTGCCTGGAATCCTAGCACTAGTGAGAAAGAAACGGAAGAATCA
TGGGATTGCCAGCCAGCCAGCCAGCCTAGCTTACATGATGAGTTCCAGACCAGTGAGAGA
TCTGCCTTCAAAAACCAAAGTGGGCCACTCCAAAGGAGTGACATTGGAAGGTGATCTCAG
GCCTCTACACACGCATGCATGTACATGTATGAACATTTGAACACACATACACACCAAGTC
ATTTACACTTTAAAACTGAGGTGAGGTGAAGGTCTCTCACTCTTTAAGCACTGTTCCTTT
TCTTGGTGCTTTTTGTCAGTATTATTGAAGAAGAATAAAAACAAAAAGCAAGCAAGCACC
AGGCTTGGCCACATGCCAAATGTTGGTACAGATGCCAGCTGTGTGTAGGTTTGGGGATTT
AAACCCTGGCAGCAAAGCATTGAGTATTGAGGTCTCTTCAGGTGTACATGTTTTTCAGGG
CACCCAAACCCAGTGACAGGGGAACCGGGAATGTTCAATAGTTGCTAGCTATAGCAAGAA
CTAGAAACCAGACTGGCCAATGCCTGCATGGCACCTACTTCTGCTCTGCAGCAGGAAATG
ACACCCCGGCCTACTGTACTTTCAGTTGGCCTTATGGAGAATCTCAGGGAATGCTCATTA
GAGGAAAATCCCCAGTGTGGTGGTGCATACATGTAATCCTAGCACTGCAGAAGCTAAGGC
AGGGGGTTCAAAGCCATTCTGTCGCAGAAAAATAATTCCGTTGGTAGGGGTGCTCAGTGG
GTAAACAGCTTTCTGAGCAAGCACAAAGGGCTGAATTCAGACCCCAGCACCCCTGAAAAA
ACTCAATGTGACTGAGATCTGAGGAGGTGGGGCAGACGGAGAGGTTCCTGAGGACTCATA
GCTGAAATGGCAAGTACTGGGTTCAGTGAGAGACTATCTCAAAAACAAAGCAGAAAGGTG
ATTGAGAAAGACACTTGGCAGTGACCTCAGGTCTGTACAAGAGCTCACACAGGTAAATAT
ATACATGGGGGTATGCACACATGTGCACATATAAACCTACATGCAGATAATTTTTTTTGA
TCTCCAAATTCCATTTACGATCAAACATTGCCTACTCTCTATTTCTTTATTTCTTTAATT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATGCACCAAGTGCCCGGGGAGACCAGAA
GGTGGCTTTGGACCCCTTTGATCTGGAGTTACAGGCAGTTGTGAGCTACCTGGGATGGGT
ACTGAGAAGCAAACCTGGGTTCTCTGTGAAGTCAAGCACAGCTCATGAATTCTTGCCTGC
TCTTTCTCTGTACGAGTTAGACAACAGATAGTCTTTCCTTTCCAGCTCCTGCCCTTTCCA
GAAGGTGGCAATTTTCTGAGTTTAGTGTTTTCCTAAACACAGCCTCACCTGAGTGCTTTG
AGCTCATCAGGTCCAAAGCATTTGTAACTGGGCCGCCCGTTCTCTTTTCTCCCCTAACCT
CCTGCTTCCGTGGTTCTGTGGTTCTGTGATGCTGTTGTTCATCCTCTTGTGTGGACTGCA
CGTCCTGAGCTCTCCCCTGATCCTCTTCCTGTTTGTAAGTCCATGGATTCTCCAATGCAA
AGCCTCTCTCTACCCTTTTCTCTCCTGTTTCCTCCCTGAACTCAGCCCCTTATGTGCTGT
CACATCAACTCCTGCATCAGTGTCTCCAGGTAGCTGTCATCCAGGTCCTGGCCGCAGGAG
TCTAGTACACTCTGATCTGAGCCTCCCTTTTCAGCTTGCCCAAGCAGCACCCGAACAAAC
TGCTCATTTATTTTCTCCAAGAGAGAAGGCAGATTCTCCACCGCAGTGAGCTAGCTTCAC
AGAAGAGCTCTGTCTAGAATTTGCTGCTTCTCTAATGATGTCCCCTTTTGCTGGAAGAAG
ATGCTGTCCCTTATGATTTGTCCGAGAAAACAAAAGCCAACGTGAATGAATGCACTCCAT
CAACCTACCTCCTTCCCTACCGACTTGATTATATCAGCTTCATCTTTGTAGACCCCGTGT
CCGTCTACTGTACACATATAAACACACATATAAACATGCATATGTACAACACCTACACAT
ACACACAAACATACACACATGCAAAACATACAGATAAATGCACATAAATATGATACAATC
ACCACATACACATATCATATTCAAAGTCACACAAATACATATTCATGTACACACATCCTT
CAGAAGACTTGCTTCATCCTCTTGAAGTCACTCTTCCCTTTTCGTTCAATAATACCAAAG
CTGCAGCAAGCACTTAGGTTCCAGCTGTCCCCCTGCCTCAGAGCTCTTCACTGCTCGGCT
ACTTCATCCTGGCTTCATCCTCATTAGGGGCACATCTTCTCTCACTGCCTGAAGGAAGTC
CTCTCCCATGGTGCACCCAGCCATTGCTCTTTCTCTGCTCCCTCCCTCATGACGTGTGTC
ACTGCTTTCTCAGCTTGTAGCCGTCCGCCCCTCTGACATGGCCCTCTGTGGCCCTGGCTG
TGGCTGACCAAGCTTACCTTGCTGGGCTTTCAAGTCTGTGGTGCTGTGAGGTTCTAATCC
GAATCTTCTGTCTCCGTGCATGGCTCTGCCACAGGCTCCCCTGCTCGGCTCCATGTTGGT
GTTTCCCTCACTTGTCTCTCCCCTTACTCTTCCAGTGTGTGTGTGCATGCTCGTCCCTGG
CTCCCAGTACCCTCACTTCACTGAAAGTTCCACCCCCACTCACCATCCCTGACCTCTGTC
GATATCCCAGGGTCCCCTCAGCTACTATGGCTATGCATCGGAGTGCAGCCTAAACCCATT
GACGTCATTACTTTCCTGCCCCTCACACACATGTTCCACAGCAGTCCATCATCCCTGTAA
CTGACACGGATGCTCCTACACCAGCGCCTCCCCTCCACAACCCAGGTCCCTGAGAATCAG
CCCACGGCCCACCCTTCCACCCGTGCCTTTCTTGTTCTTGCTGCTTTTACTTTTCTGCAT
CTTAGATTTACCCCCACCCCACTTGCCAAGCATGCGCCATTGGCTGCAATTTCTACCTGC
TTCTCTAACCCACTCCCAGAGCTTTGTTCTCTCTGCTCAACTCTGCTTCTGGCCTTGGCC
CTCCACCCCTCCTCCTCTGCTGCCATTGGGCACCTTTCTAGAATGCTCGATGCTAATGAT
CCCCCATTATCATTAGCGTGTACCTCCACCTACCTGTTCAGCTTCACTTCTGCCTGCTCC
CCTCTGACCATGCTAATCAAGAGCTTGCCCAGCCATTGTGACTGCTGTAAGACAAGGTCT
GGCAATCTAATAAAACGGGTCCAGAAAAAGGAAATGGGAGGAAAACATAGCTACATAGCC
AAGGAAGTCTATGCATATTTGTGGGCCCAGATTTGTGCTTGGAAAAATTCCTACATATCA
GGAGAGTGCCGTGAAGTGTGTATTCAGTTAAATCCCCAAATTTAGCCGCTGTGTTTGTGG
GAGAATAAATATTAGATTTATCTCTTTAGACCTTGAGTTTTATGAACAACAAACTGAAAT
AAACAATAGGAAATCGACAACAAGGGACTGGCTATTATCTAGAAGAAGATTCTCTGGCCC
TGAAGATGTCTCTCTCCGTGATTGAGACTATAGTTGCTACTTCCTGTTCCTTGAAAGGAC
AATGGTGTCTTATTGGAGGTGCCTAGCTAACCCGACCTTGCCTTAATTCAGCTGGGTCCC
TGGTTACAAAGTAAAGCCTCTGAAATCCTAAGCATCAGAGGCACTTGGCTGCAGAAATCC
ACAGCTTACCATCCACATTATTATCACCCCCTCTTCACCACCGAAAGTCAGCGTTCCAAA
TGTGACATTTGTGTTCATTACAAAATGAAACCACTGGCCCGTTTAATTAACATTTGCTGT
AAATATTCAGTGGTTCCCCAAGTGCCAAGAGGTAGCTAGCTGCAAGAGTGGCAGCAGGGC
AGGGGCCTGGCAGAGCTCTCGCTGGCTGACGTCATCTGGATAGAGGTCAGTGTGTTACAG
CCTTAGCTCATAGCCTCTGTGAGGTAAAAAAGAGATGCCATTCCCCAAGGCTGCAGGCAG
GTCTAGATGTATAATCATTCAAGCAACCAGAATGGAGTACATACCTCAACTTCAGACTAG
GATAAAATACTGAGTCCCGAGTCCTCTGAGCTGCTGTGGGTGTGACATGGCTCCTGGAGG
TTACCATTCTGGCTGGCTTTGACCTCAGCCTAGACGGTTGCTCCTTTCAGCTCAGAAGAA
AGCACTAAGATTATCCCTGGTGTGTGTGGAAAATAACTTATTTTAATATGTACATTTTGT
GGGCTGGAGAAATGACTGGCGCGGGGCGGGGGAGGGGGGGAGTAAGACTGAATAAGCTGA
GGGCATGGCCAGCTCAAAGGTATGGTTAAGGGGAAGGGTTTATTATAGGTGTGAGGAAGA
AAACAGCCAGAGGCATCTGGAAGAGCATAGAGCAGAGAAGGCAATAGAACACGACCAGCA
GACTGGCTTTGACCATGGGGTTAGAGGAGAGAGAAAGAGAAGGAGAAGACCAACATGGAG
CAAAATGGAGAGGGGGTGCTGAAATAGCAGGGCTATAAAGAGAAGTGAGTATCTGGGGAG
GGAAGCCCATGAGCTAAAGGCAGCGCTGAGAAGAGCCAGGATGCTAGCATGGACTCTGAA
ATGTGTGCTTGTACTTGTGATGCTGGGAGCCTGGAAGCCAGCGTGCACTTTAGTATATGA
GTAAGCACCACAGATGTGTGCCTTGTGCCAGTGATAAGGGGATGGCTCTTTGGTAGAGAG
GGAAGCAGCTTCATGGGTTCCTGGGGAATGCTGGCTTTTGTCTAGCCACCAGAATTCAGG
GAAATGGAGTTTCCTTTGGGCCTGACAGCTGCCAGGCCTGGTGACCTGAGTTCCCTCCCT
GGAACCCAGGTGGTGGACAGAGAGAGATGACTCTGCCAAGCACTCCTCTATCCTCCACAG
ACACAAGTGCATTCACACACAGGGAGGGGTTTGCCTTGCTGTTCAAGTATGATGAAGCCA
ACAGATCAAGGGTTGAAAGTGTCCTGTGACAGAGCCCAGGAGAAGAGGTGATGTCACATG
GTGCCGGGAGAGTTGGGAGGCAAAGGGGGGAAAAGAAGGCAGTATCCTCTACTGGGCTTT
CTATGGAAAGCCACTGCCGCGCTGGGAAAACAGGCTTGGGATTGGCTAATTTAAATGACT
ATGATTTCAATGGGCTTTCCAACCTAGGGCCTTTCCCATGTCATCTGGAACATGTCTCTG
GTCAGAAAGGTAGGGGACCATGAGAGAAGAGATGGTGGCAGCATTTGAGAGTCAGTAGAG
GTTGTAGAAGTGAGACTTTGGGCCCCTTAGTCATATTTGAGAGTTAGAGCTCTGATGGCC
ATGGGTAGCTTACTAGCTGTATGAACTGGCTGACTTTGAAGCCAGCAAGGCCCAGACATT
CACGCATTGTAAAGATACGGTTAATGCCGAGCAGACTTGGGGTTGCCTGTATAGACCCTT
GCAGCGGAAGATACATCTTTTGTTTTCCCTGGACTCACTCAGAAACTCAGAAGGTTCTTT
GTAAACTGTTTGAGGAAGCCATCCCTTCCCTACATGGGCAGTTAAGGAGGAGCAACAGTG
CCCCCTACTGACACAGAGGACCACAAACCAGATGTTCATAAAAGCACCAGACCTAGTTTT
TTGGAGGGGGAGAGAGGAAAGGGCAACCTCAACTTTTCTTGCAAACCATCGAGTCCCCTC
ATTTCCCCAGAAATCTCTTCAACCTTGTGCCCGGCCAGGGTGGGAATAGAGATGTCTCGG
GTCTCTTTTCATCCAGACATTTCACTTCAGAGTTTCCTAGCACAGATCGAAAGTTCAGGA
TGAATTAAACGCCCAAGGTTATGAACAAACACATGCCAGGCCCCAAGCCTCCAGGATTTT
CCAGTCTGTTGTCTTGGTGATAAAGGTTAACAGGAAACTGCTTTCCGATTTCTGTCAAGA
GGAGGATTGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCCTTTCCCCCTCCGCTCCCCCT
CCCCTCTCCCTCTCTTGCTCTCCCTCTCTTGCTCTCCCTCCCTTCCACCTCTCTCCTAGC
CATGCTTGTCATTTCTGCACCTCCTTGGACTTGACTGCCAGATGGTAGACGTCCATGAAA
ACGGAAGCGGGCGCCTGAGACAGCAGGGCTGCCGCCTCATTTACTTCTCCATTACCGCAG
CGCGGAAGGGAGAAGTGGAGTGTTGGGCTCTTAGGAGATAGTCTTCAGGAGAAACCTGGG
GCTGAGGAGGGGGGCTGAGGAGGGGGGTACACAGGACATCTCTGTGCTTTAGTTGAGGAC
TAAGGCAAACGGGATAAAGACACAGGACTTGGAAAACTGGGCTATTTCAGACCCCGTGGG
CTTCCACTCAAACATTACTATGGCGATAAGCCTTCCCTGCCAGGCTTGGGAGGTCACTGG
TGGGTTTTTGTCATTAAGAGACAAGCAAATCAGCAGCCATGCTTTATCCACTTTCTGTGT
AGACAGGGAAAGACAGGAAGTAGCCTGAAACCTGGCTGTGTTGGGGGGTGAGACCCCACA
CCTGAAGTTTTATGACATTTTGCTTATCATTTGTTATTTCTTTGTCCTTACTCTTTCTCT
GCTGATGTGGCTTAAATCTGAATTATACACACGCACACACAGATAGATACACACAGATGC
AGACACATGCACACACACATACACACAGAGAGACACAGACACACATATACACACAGAAAG
ACACAGACATACAAACACACACACATACACACACAGAAACACACACACAAGCACAGACAC
ACACAAACACACATGTACACACATACACACAGACACAGGCACACACACACATACACACAG
AGAGATACACACACACACAGATACAGACACATGCACACACACATATACACAGAGAGACGC
AGACACACACGTACACAGACATACACACACACATACACAGAGAGATACACACACAGACAC
ATGTGTAAACACACAGAGAGAGACACAGACACACATATACATACAGAAAGACACAGACAT
ACAAACACACACACATCCACACACACGCACGCACACACTCACGCACATACGTTTGTTGAA
TGTTCGGACCCAACTGGTGCTGCCATTTGGGGACATTGAGGAACCTTTGTGACATGGGAC
TTATCTAGCAAAGGCAGGTTGCTGGAGGGAAACCTTGGAGGATATATTTGTCTTGGTTCC
AGCCTGAGCTCTGTGCTTCCTAAACCATCCACGAAAACATGAGCAAACCTTTCTGAAAGC
CCCCTCAGCTGCCACACTGTCCCTGCCACGCTGGACTGGTGTCTCCAAACATCAACCCCA
AATGAGTCCTTCCTCCTTTTCATTGCTTCTGTGAGGTGTTCCTTCACAATGACAAGAAAG
TAGCATACTACCCCTTAGGGACTCTGACCAAGGTGGGACAGACTGAAGAAAAGCTGAGCA
TCAAAGTTAGCAGTTATGTCAGGCTCTGTACTTGATCTAGAGGCACAAAGATAACAGTGG
TATGCCCCACCCCTCCTGGAGGCCTGGGTTGTCAGAAATGACAGGGCTGAGGGAAGTGTA
CTGAGCAGTGCCCCAGGAGCTCAGGGGAGGGGCTGTGCTTGCATATATGGTGGAGCTGGG
GGTAGGGGAGCAGGAGCTATAGCAATGTCCTCTGCGGGGTGGCTTGGGCAGAAGCACGGC
TGTCAGGTGATCTCTGAGCCAGCATAAACTTCCAGGAGTGCAATCCCATACTCACCCAGT
CAGCCATTACCCCACTGTGTCCATGTCTCACTATCAAAACGGAACACAGTACCAGAATAA
TAGCAGACTCCCCCGAAGGCTAACGGTGACTTTTCCACTATGTGATAATTTGAGTCTACA
TTTGTGGAGTCTGAAATAGCTCAATTTTCAAAGTACTTCCCTGTCTGTGTTGCTTTTATT
CCTCTCGTTTTCTCTCTTCTTTCCAGTTTGTTATTCTGCCTGCCCTTTAACAACGACAGC
GCAGCTAGAGAACGACCAGTCCCCTCTGGCAGGCTTTGCACATGAGGACCATTCAGTAAC
CCTTTGGAATTTTGCTAACTCTGACTTTGCAGTGAGTTGCTGTTGTCTGTTGATGGAGGT
GACCGGCCTGTCTCTGAGTGACACCAGGTTCACTGGCACCTGCACACAGTCACCAGAGCA
GCTTCTTCACACACATCGCTTGCTCGCTTAGTCTACAGACCAGAGAAAGGGTTCTGAGAC
TGGCCTGCCTGGCCTGGGTTTTGTGAGGAGAGATTTTTGCTTTGTGTGTGTGTGTGTGTG
TGTGTGTCTGTGTGTGTGTGTGTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTTGAGATAAGGTTTTGTGTAGCCTAGGCTGCAGATGTAGC
TCTTGCTATGTAGCTAAGGGTGACTGTGAACTTCCATTTCTCCAGCTGGGACCTCCCACA
GCTGGAATTACAGGTGTGTACCACTAAATTCAGTTTTGGCTTGTTGCTGCTGCTGCTGCT
GCTGCTGCTGAGATGATGATGATGATGGTGATGATGGTGATGATGATGAGGGTGTGGATG
TTGGGGCTGAGGAAGCTGTTTTGGTTTAAATTCATTCCTAGTATCTAAAAATAAAAAGAC
TTCTTACAAGGAGATCTATCGAGTCCCACTCTTCTCTACAGTTAGAAAAAGAGAAGCCTG
ATACAGTGACGTGTCATGCCGTAAGTCACATGGATTAGATAGCCAAGGTTGGACCTCTGG
TGCTTGACTTCCAGGATTCTCATCATCAGGGTGCCATGGTGCTGAATGGCCAGGGCATTT
GCTTCTTATTTTGCCCACTTTCCCCTCTGCACCCCGCTTGTCTGTCTGTTTCCTAAAATC
CAAGGGACCAGTGCCCATCGAGTCTAGTCTGGGTTTCCCTCAAACACCCTGTATGGATCC
TTAGACCGAACGGGCGGGCGCATTATCTGATTAAAGGATTTAATAAACTCTGAATTGATG
TATATAAAGGCATGTTTAATACAGACTTAAATAATGTCAGCATGTTTCATCTTAAGAGAA
ATTTACACACTCCATCCGATAAGAATTCAGTTCTCATTTGGCTTAGCATGCACGCCTGTC
ACAGCCTTGAGAGCACTTCTCCCAGCCTCGCCATGTGCCTTGGGATTCAGTCATGCTTCA
CCACCCTCAGGGAGGCACATCAGAAGCCACTGAGGGCCGGGTGACCACTGCCTGCTGCTC
CATTGAACAGAACAAGATCTCCTTTAAAAGCATAGCTCTACAATGATTACAATTTTTAAA
AAGTAACATGAGAGAAATAGCAGAACAAGACATTGGACATCAGGTAAGGAAAGAGAAGTA
GAAGGCAGCTCAGAGTCTGACATCGTCATAGTTAACGCAGCGCTGTGAGAGCCACGTTCA
ACCTGTCTGTGGAGACTTGGCTTGAAAGAGCTTTGGAGAGGAGTGTGGGACAGACAGATG
GACCTGAGATGCCGCTGGCCTCTCAGCTGAAGTAGCCCAGTCTGCCTCAGTCTACCCTCA
CTTTCAGATGACTATAAGTAATGTTTTGTTGCCACTTTGAGGTTGGGTTTATTTCCTTGA
AAACTATGTGCAGGAATTTGATGTCTCATCACTGGAAAAAAACAAAAACCAACCCCCCCC
TCAAAAAAAAAACCCATGAAAACTCAAAATTTATAGTGCTTGTTTATTAATACTTGTTAG
GTCATTACACATGTGCACACACACACACACACACAAACACATCCACGTTTTGCCCTTGGG
TGTGAATTTTAGAGGTTTTGGGGTTGGGTTTTAAATCAGCGCCCAGAGCTGGTGAAACAG
TTCTTCCGTAAAGTGCTTGTCTATCCACACAAGCGTGATGATCTGAGTTTGATCCCCAGA
ACCCACCTGGAATCAGCAATGGTCGCACTTGCTTATAATCCCACTACTGTGGGTGGAGGA
GCAGAGATGAAACCCCAGGACTCGCTGTCTAGCCACCAGAGTGTATTTGGTGAGCTCCAG
GCTAGTGAGAGATTGTTTGTTTGTTTGTTTATTTGTTCCTTAATGTGGACAGTTCTTAAG
GAACCACACTCAGGTTTGTCCTTTGATGTCCATAAGCATGTGAACACGTGTTTCCATGAA
CACTGCATACATATGTGAGCATACGCATAGACACACACACACACTCACCTCTTATTAACT
AGTAGCTCACTAGCTAGAACTGCTTTGTCCTCAGAGGAAGGCTGTTGTTATAGTACAAAA
AGTCCTGTATGTGTTATAAGGCTATTTAGGTTTAGACTAGTTTACGTGTATGTGTGTGCA
CCTCCATGAGTTTATGTGTACCTCATATGTGCCAGAGGGCGTTGGGCTCTCTGGAACTGG
AGTTAGAGGCAGTTGTGAGCTACCTGATAGGGGTGCTGGGAACTGAACCTGGGACCTCCA
GCAGGTAAACACTCTTAACTGGTGAGCTTCCTCTCCCATCCCACTATTATATATTTAATA
TAATAAAAATGACTTCACTGTGTAGAAAAATAAGAATCTTAGAACCTTGGAGTTACATAG
ACTGATATCTCATTAGGCTTTTGATTTGCATTTCCCTAGTGCTTAGTGACGCCTGGACTG
TATTCTTATATGCTTATTGGCTTTGAATGTATATTAGAAAATGCCTGTACACATATGTGT
AAGACATGGTGTGCCCTCAAAGAAGGCATCAGAGACGAGACTGATGGCCCCTTTGCTTTT
TATTCATTTAGCACTGGAAACTCTAAAGCCACCCAGCTCAACTTTAGTGATTTCCACGCC
CCCTGTGCCTTACACATGGTTTTTCCTCTTGCAGATTCTACATAGAGAGCATCTCCTACC
TGAAGGACAATGCTACCATTGAGCTCTTCTTCCTGAATGCCAAGTCCTGCATCTACAAGG
TAGGATTGTGCTCTTCCCATTCAGTTTCCAAAAGAAATAGAAAATACCAAAATATTTCCC
ACAAGTCAGTTTATTGATTAGGAAAAGTTGTTTATTAATTAATTGCTATTAATAAATGAG
AAACTGCATGTGAGGAAAGCCGCCGGCTGAACAACAAGACCTCTTCTGATCTTGTCACTG
TCCATGCTTGGGCATGCTAGGGGCGTGTTCTTCATGGGAAGGAGGTCAAAGTAGCCAAAA
ATTGATCAAGTAGTCACGTCATGTCCACAGTGAAGAGCAGACAGAATGGGATGTGCACAC
ACTCGCTTGCCTGCCTGTGCTCAGCTCAGCTTTCTATCCTCTAATATCACAGTTTGGGGC
CCCTGTCTAGGGAATGATACCGCCAACAGTGGACTGGGCCTTCCCATGTCAGTTAACTTA
GTTAAGACCCTCATCCACAGACCACAGACCTAGCCTAGACAATCCCTCACTGAGACTCTC
TTCCCAGGTGACTCTAGATTCTGCCAGGTTGACAATTAAAGCTATCCATCATACATTCAT
CCTATGAAACTCACATGAAGCACAGGCTTGGACTTTTATGTGAGAGGCCTGGATCCTCAC
AGCTCTCCCATGAGGAAGATGAGGCACAGGGAGACTTCCATATCTAACGGGCAGAAAGTT
ACTCATTTGGTTCAGGGGAGCCCAACTGCAATCGCCAGGTCACTCTCTTTGCAGAGTATA
CCCAGAGAACTTCAAATGTGAGCATGTCTCTGGTAAAGTGGGCACTAAATACTATTGGAA
AATTCCAAGGAGAACTCATGGCTTATGAGTTTCCTATTTCAGTAGATCCCGTTTTGAAGC
ACTGTAGTGGCTCACCAAACTTCAAAGCAGGTGGGCTGAGATGGGGAGCAACTGCCGCTT
TCTCTTGGGGAAGTTCTTTGCTGGATTGCATGGGATAATTCCACCATTCAGAATGGTGGA
GGGCCTGGTAGACATCAGGTTCCCCTCTGCAGAAAGACTTCACTTGGTGGTAACTGATGA
ACCAGGACATAGACTGGGCTCAAACCCAGAGCACACAGACAACAGTCCTTTAAGTCTTGC
TGACTGGTGGGAAAAGACATTAATTGTAGATCCAGGTTTTAAATTCCTTCCTTCCACTAA
TCCTTAATTTTCTTATTATACAGTGGAAAGCATGATAGTATCCAGATACCTTACAAACTA
TAGGAGCACCTGGTGGGTTTGTTGGTTTTATTGAATGGGTAAGCCCTGATTGAGAGAGAG
AGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAATAAAGAACAAAACTGAG
CACTGTCCACCAGGTGGCAGACTTGAGCTAAAATACATGGCTAGAAATCAGTGAGCTTTT
GAAAGGGCACTCATACCACTTCCTGCTGGGTGTCCATGTATAAAGGGGAAGGAAGCTGTT
TCCTGGAGTTGCTCGGTTTCTCTTGTTCATACCTGCTGAGCTTGTAGAAACCAAGAAAAT
TAAATTCTCAGAAGCAAATACTACAGATTTCCCAAGAGCAGGTGCAAGCAGCCTCTAAAA
CTGGCCTCATTTAAAGTCCAGATGGACTTTGAATGGAGCAATGGTCCTCTAAAGTTTGTG
TAGACAGAATAACATCTCAGGACCACTGCTTAACCTCCGTCATCCAAATATTTTCCTTAG
TAAGCACACAGATTTCACTAACAGGGTTATGTGTTCATGGTGAGCCTTCTGAAATTTTGC
CAAGGAGGAGGCTGATGTTCGTAAGAACTATGAGTGACCAGACTGCAGTGCCCTATCAGC
CATGTCCAACAGCGTGGGACAGAAACAGACGTCCACACGGTTGTAGATATTTAGGTTTTT
CTGTGGCCGACATGAACTAAATATGAATGTTTGCCTCAGTGTCTTCAAGCTTCATTTTTC
CTTTTTGACTAAACGCCGACATTGCAAGCCCATCCCACGTCTGGGAAACTCCTAAGACTT
AGCACTGTGCCACACACTTAGCACTGTGCCACGCACTTAGCACTGTGCCACGCACTTGAT
CAAGTTACTTGGATTCCGATACCCTTTTCTTGGCTACAATTTTCTGTGCCACCCACATGT
CCCAGCTGTACACTGAGACATTATCCCAGAAGGCAGGGTGATGTGCACATAAATATTGAC
TTCACCAGGAGTTCAGTATCGGACCACTTGCTATTTTTTTGGTGCCTGACTGACGGTGTT
TTTCTTTGCACTTGCCTGCTTGCACTTTGCAGACTCCAGGTTGAGCATAGGGCCTTACCC
GCTTTAGGCGAGTACTCTACCGCTAAGCTATATCTTGGGCTCTCTTTTTACTGTTTTTTT
TAAAAAAAAAAACACACCAAGTTATCCAGGCTAGCCTTAAACTCACCATATAGTCCATGC
TATCCTTGAACTAAAATTTTTCTGCCTTGGCCCCCTGAAGAGCTGGAATTTCAGACCTGC
ACCACCATACCCAACTCCTACGGTGTTTTAGAACTACGCTGTTGAAGTAAAATAAGCTAT
TTACCATGCCTCTTTGCAGACCTACTTCCATTTATATTTTAAAATATTAAGTTGTATTTT
TGATACTGAGCAGAGCAGCTGAGAGGAGACTCCGCAGTTAAGAACACTTGTCATTCTTAC
AGAGGACCCAGGTTTGGTTTCCATCAACCACATAGTGGCTCACAGTTGTCTGTAACTCCT
GTCTTAGGAGACCTCATGTACCTTGGTCACCAGGTACTCACATGCCATATATAGATGCAT
GCAGACAAAACACATATACAAAATAAAAACAAATTAGAAAACATCTTTTAAAAAATTATT
TAAAGAAGTCAGGGACTGGGTTTAATCAGAACTAGGAGTGTGTAGTGACTAGTGAGAGGC
CCTGTTTAATCCCCAACACAACACAAAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTTGTTATTATTAAAGTAATAGGAAACAGCTTAAGGGGCAACGAGAGGTCCAATGGTGG
CTCAGCAGTCATAGTGCTCGTCTCCAAACCTGGAAACTGAGTTTGACCTCCCAGGACACA
CATGGCAGAAGCAGGGACCAACCTCCCACAGGGTGTCCTCCGACAGCCATCCCTGTTCAC
ACGTACACAAGCACAGACACTGTCCTAAACCATGGAGGTCAAATGGCTCCTGAAGGCCCA
TTAGCAAAGGTGACCATCTCCTACACACCCAAGGCCTGCCCTCTAGAGTCATGTTGCTGC
TGCTTCTATTATTTGCCGCTTTCTTTCTAAATAAATGTCCCAGACCTTCCAGATCTGTCC
CCTCTCCATTCATGAATTCCTTGTAAGAGAGACTGGGATCAGTGTGTCCCCGAAGCCACC
CACACTCTCCCTCTCCTGGGTTTCTCGGGGTAGTTGCATTGCTTCTGGGTAAAAGCCATA
ACAACCGTCAGCGTGACATTATGACTAACCCAAGCATCTCCCCGTGGCTGTGATTCCTTT
CTTTCTTTTTTCTTTTTTTAAACAATGAGTTGTTTTACCTAAAGGGATTCGTTGTCTTGT
TTTCGCTTGTTTGGCTTCTCTGAGCCGTTGGCTTTTGCTCACAGTTCCCACCCATTCCCA
GATCTATTCTCGTACTCTGTCTCAACATCAATGGCGATTCATCAACAACCTCTGGTTTGA
GTTCTGTGACTGCTGCTGCTAGTGATTTCCTGAGTCTTCCTCCTGGAACCCTCTGCCCTC
CAGTTCCAACACGAACTTGGCTGGGTTTCATAACTCCTTCGTGGGAGGCCACCTTCCTGT
CTGGGTCTTTCCCCACCCCCGCTCTGTATTAGGTCATCTGTCTTCTGGGTTTTGTTTGCT
TGTTTGTTTTACACTGATGTTTTCCTGGACAGCATCCCCAAGTAAATCTAGAGAAAGGAT
ATCCTTACACGTCTGAAAATGTGTTTATCCTCCCTTCATGGCATCTTAGAACAGTGGTTC
CCAACCTGTGGTCACGACCTCTTGGGGGTTGAAGGACCCTTTCCCAGGGGTTTCCTAAGA
CCATCGGAAAGCACATATTTCTGATGGTTTTAGGAACTGAGACACCACTCCTCTATCATC
TCTAGGAAGGTCCACGCACCTGTAGATGCTGTCACGTGAGTACCTGGCATGATGGCATTG
CACCAACCCCATCACATACCCTGAACAAATACAGGTGTACATGACAGGATTAGCATAATA
ATGTATTTAGGTGGACCAATCATGCATGTGTAGAGAACAGTTACTATGTTGAAAGCAGCA
GAATTGGAGGTAAAATGACCCTTTATGAATTATAATTACTAGGTAAAGTGTGTGTGTGTG
TGTGTGTGTATGTGTGTGTGTGTGTGTGTGTACCATGCAAACTTAATCTGGATACTGACC
CATCTTTTTATATACAGCTGTGGTTGATATGAATACTGCCCCATTGCTTTAGTAACAGTA
GCAAAATAGGAGTTACAAAGTAGCAACAGAAATAATGTTATGGTTGGGGGTCACCACAAC
ATGAGGAACTGTGTCAAATAGTCACATCATTAGTTAGGAAGGTTGAGAGAACCATTGGCT
TAGCAGTTTGATTAGATGTGGGACTACCACATAACAGCATCTCTCAGAATATCAGGTGAT
GTATTGGAAATGTCCCCCCACTCCCCATGCTGTCTCCCAACAGCTGGATCTTTGGCGGCC
TTTCTCTGCATTCCTCTTGATCTAAAATTTCAGTAGTGCTGGTCTCTGTAGACACTTTGT
ATCTCTTGGCTGGTAGGTAGATACTTTTATTCTGGAGACTCATATTCTTCCTGATATCTC
CTTGTTATCTCTTCCTTCACCCCACCCCCCACCCCTTGGAAGTGCTAGGAATCAGAAGCT
AGGGCAGGCTTGTGTCCAGGGTTCCATTTCTGGCTTTTATTCTGTTTTCTGAAAGGCTTC
TGTCAGCAATACCTTTCATCTGTTCTTTTGGTTTTTAACCATGATGAGTGTGTGTATGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
AGAGAGGTATGTATTATGTATGTTTCAAAGAATACCTTTGTATTTCTGCTTTCTCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTTAAATATCCTATTTTCAGTCTAGAAAGATGGCTC
AGAAGGTAGAAGGCTTTCTGTTCATGGAGAGGAACCCAGTTAGTTTCCCTTCCCCCACAT
CGAGCAGCTCACAACCGCCTGTGACCCCACTCCAGGGGATCCAGTGCCTTTTACTGACCT
CCACGGGCACACACACATGCCTGGAATGCACACATACACACAAATCAAAAGAAATATTTG
ATATTGGACTCCTGGTGTCAACCTCTAGCCTCTATATTCATAAAAATAATACTTGATTGC
TTTAAGAATATAATATTATCTCTTATCATTCTGATTACATTAATTATTGTGCATGCTCAG
CTTCCTGTTTCTTCTCAGTGTCCTTTTTTTTAATATTTGCCTTTTCTGTAGAATAGCATC
CTCACCCCCATCCACCAGCCCCAACTCACACTCTCTTCCGCTCTGGGGGGGGGGGCATGT
ATGCACTCATGTGTGTGTGCATATGTGTGTCTGTGTGCATGCGTGTGTGTGTCTGTGTGT
CTGTGTGTGTCTGTGTGTCTGTGTGTGTGTGTGTGTGTGTTTGCAGGCCAGAGCTCAGCC
TCCATTGCCAGTTGCTTTCCACCTTAGGTGGTTTTAGCTGTAGCAGGGAATCCTAGTCTG
TCCATTCACAGTTACAAGTGAGCAGGAAAAGCTGTCATGCTCTGAAAGCATGGGTCAAAA
TAAGCCTCAAAGGCCAGGGGTGGGGAAAGGGGCTAATGGCAGCTGCTCTTTCCATGGGAA
CCTGAATATCAACCTTTGGATGAGGGACATACCTTCCCATTTCCTCCGGGACATGCCAGT
CTCCAGGACGTAGGAAAGAAAGCAGCTTTGGTTTGGAGTGTAAACTTCCCTCCAGTGCAG
CCTCCACTCATCTACGGAGACACTGCCTCTCACCCCTCCGTCTGCAGGGGACGGTGGCTG
TCTTTCATTTTGTTGGTTATTTTTCTCAAGCCACAAACACAGTTTTCCTTCCTTCCTTCC
TTCCTTCCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTTACCAGGAGTAGAAAAGCACAA
CTTTGGCAAATTCCTCTCTCACTTTCTCTTCCTTTACACACTCATAACATCTATAAGAAA
ATCAGGGGGAAACATCATAACTTAACCCAACTTGTGGAATATTAAATCGTGTGAGAAGAG
GGCGATCACCATACGCTTTCAGTGAGGAAGGAAGGGCCAGAGTGGGGCTTGCTGACACAC
TGTGCTGTCCAACAACGGTTATGATGTTTTAACTGTCTAAATGGAGACAGGTGGACAGTG
GGGAAAATTACGTTCAGGGGACGAACAAACCTCCTTTAGAAATGTGTGTTCACTTCCATG
GAAAATTCCAACGAGATGCTGCGCGTTCCCTGGGTGAAGACTCATGAGCCAGGGGAGTTC
TCCTGCCAAATCCTCCCTCCTGCTCTCCTCCCTCTTTGAATGTGACTCCTTATGACAACT
GGAGCTGTCCATGAGTCACCCTGTAGGAGGCCACCCGGCTGTCACACAAGACAGGAGAGA
TTGGGGACAATGGACTCTTGAGTTCTTCCACATTCAGAGTGAGGTGAATCGTCTGTCCCC
GGAGTTCGGTAGTGAGAACAGTGCTGATACAGTGGGGTGTGCTTGCACCGCTGCTGATAC
AGTGGGCTGTGTTTAGAATCCTAACACAGGGGAGACGGAGGCAGAGGGATCATTCTAGAC
TATATAAGAAGATTCTGTCTGAAAAGAGTTCAGGCAACTAGGGGACAGTGCTGACCAAAC
TGGAAAAACCCCAAGGGTCCACCCCCAGTACCACACAAACCAATGTGAGGGCATACACCT
TCGATGTCTACATTCAGGAAGTGGAGGCAAGAAGATCAGAAGCTTAGGGTCATCTTCCAG
TACTTAGCAAATTTGAGGCCAGTCACACACACACACACACACACACACACACACACACAC
ACAGAGACAGACAGACAGACAGACAGACACAGAGACACAGATAGAAGCATAAGACTAGTC
AGTAGAGAGATGGCTCAGCAGTTAAGAGCACTTGCTGATTTTACAGAGGACGCAGTTTTG
GTTCCCAGCACCCACTTGGTATTGACAACGTCCTGAAACTTCACTTTCAGGTGATCCAGT
GTTCACTTCTAATCTCCACAGGCTCCTTGAATGCACACGGTGCACATTCAGGCAAGCACA
CAAATGTATAAAACAGGTGAATTAAAAAGAAAAAATATTCATCACGTTCACATCCCTACA
AAAGCTAGCTTATAAGTTGATGTCTTTTTTAAGTTTTATTTTAGATGGAAATATTCTATG
CTAAATTTATGTAATATGTCTAATGTCCTTTTAAATTTTATCGATTAGAAAAAAACGATT
CCCACAAATTATGAATCCTGAAGATACAAAGGAAATTCAAAAGTTTTTGCTTTAACTTTT
GGCCATAATCTGCTTCATACACAAAACCCGGGAGAGATAAGAAAATCAGCTCCTAAATCC
AAAACAACCCTTCAATTCCACTCCTCAGAGGAGTCATTTGATATTGATTTGCTGTGGGTG
GGGTGACCTAAGTTTTGCTGCTCAGAATGGCTGCCATGTGGTTGTAAATCTCATACTCAA
ACCCTGTAACTTTCCACGCTTTGAATCTGCTACAGTTAAATTGTACTTGGTCTCAGTGTT
TATCTCAGCTGAGCCACAAGCCCAAGGTCTCCATCTGAAGATGGAGTAAAATGTGCTTCC
TCGGGCAAGAGAAAGGTGGCATGCCCCACTGGATTTTTACCACCACCACCCATTACCTGT
GATTGACTAGGCATGTGGCTGATGAACAGAAAATTACTTTTTATTCATGGCCTTCCGATC
CCACCAAGCTTCGTGCTTATATCAAACTCTGGCACTGCCCTTGCAGCAAGAGCAGAGGGT
GATGGAAAAGATAGAGCAGGCTGAGGTGGTCCAGCTCTATAAGCTCAGCCCTTGCGGATG
GAAGCAGGAAGATCAGGAGTTGGAGGCCATCCTCAGCTAAGCAAGTTGAGGCTAGCCTGG
ACTACATGAGATCCCCTTTCAAAAGCTGAAGAAGAAAGGGCAGAGACGGTGAGAGCGGGA
CGAGGAAGCTGGGTGGGGGGGGAGCCCTGTTCTGTGTGTGTTGAAAGGTCTCATCCAGCC
TTTCTTCTGAGGTGTATGCCTCGGTCATCTCCTCCATAGGTGGGAGAAACGAAGCCCTGA
ACCTAGTTCCACAAGATGAGGAACCAACATAAACAGTAGCCTCGGAATATCAGCCTCATG
AAACCCCATCCTTTTCTCCCAATCTGGCTAACGAAGATGCAGTGTGTGTGCCTACATCAC
CAAGAGCATGAAAATAGGGACAAGGGAGGGCTTTCTTATTCAGCCTTTCAGAAGGAAACT
CGCATGGACTGGTCATCTTGGCAATGCATAGCAGACTTTGGGGAGAACAGTTCTTGGGAC
CTCAACATAGTCAGGCTGTCTACAGCAGTTAGCAGAAGAAACCCCAGTGAAACTGCAGGG
AGGGCGCCATGGGAATCACGCCATGATCTGTGCATCACAAGGCAAACATGACACGACCTG
ACTGCTGAAGGCCTGGCACAGGCTGACAAAGAGGAGCTCTGCAAGTTTGCAGAGGTCCTG
TCCATGCCCAGACGCAACTCCACACAGTCATTATGAGTTGTGCAATGGGGCATGGTAGCC
AAACAACCACAGAAGGTAGCCAGGGAGATCACCTACATATGACCTCATACCGCAGTCTGA
TACCGTACACCACATCAGTCAGGGTTCTCCACAGAGAAACATAGAAGGATACTTACTGTG
TGGAGCTGGTCCACGTGACGGAAGGCTGAGAGGTCTGTGGCGTGTGTAGCACCTGCAAGG
GAGAGCACAGAAAAGTTGCAGTTGTGACTCAGCCTGGGGGCCTGAGAACCAGGGAGGCCA
GTAGTGTAAATGTCATCCCCTGGATGGGAGAAAGCAAGTTGGATACAGTAATTCACAGAG
TGAGCAATGAAGCTGGATGTGGTGGGACATAGCTGCAATCTCAGGATGTGAGGAGCCGGG
CGAGGCAGAAGGATCACAAGTTCAAAACTGGTCTCAGCTACTTAGTAAATTCTAGGCTCA
GCACCCATCCCCAAAAGTGTGATGAAAACCAGGGAAACTTGCTTTGCCTCCACCTTTTAT
TCTCTTTCTACCCTAAAGGCATTGGATGGTAGACGACTGAATTATTGAAGTGCTAGTCTT
AAGGCATTGGGTGGTAGACTGTGAATTATTGAAGTGCTAGTCTTAAGGCATTGGGTGGTA
GACTGTGAATTATTGAAGTGCTAGTCTTAAGGCATTGGGTGGTAGACTGTAAGTCTACTT
ATTCAAATGCTAATCTCCTCTGAAAACACCCTTTAAGAAACATCCATAAATAATTTTTAA
TCTGGTCACCAAGATAAATCAAAGTAACAGGTAAACACTCCAATTCCAACAGCTGTAAAT
CACAACCATTATCTGCATGGTGACTAATAAGCACAGTGCTGCCTATCTCTTTAAGAAATT
TTGCTAAGTATCAATACCAAAATGCGCCAAAGTACAGAGGCAAAACTGTGTGGTTCTGAC
TGTCTGTAGCTGCCAGGGTGAGGAAAGAAATAACACATTTATGGTTTACGGCACTTCCAG
TGTGCTTGCAGCTTCTGAATCGCCTCTACTATGTTCCAACAAGCTCAGCAAAATGATCAG
AAATTGTGTTCTTCACATTTGTTGGTGAAGCAACCGAAACTGAGGGAAATCAGTAGTGCC
CGGTGTTTCGGGTGCTGTTGGGGAGTAAGGGGTAAGACTAGAACTCAGTTTCGGGTGAGG
GTGGTCATGAACTTAGGTGGCGCCTGGGTGAGGATGTCTTAGGCAAGCCCTTGGGGTGAC
CAACTAAGGGATTCTGCCTGGAGTTTGCCAATGGTCTCATTTCCTTATTCTTGTTCCTCA
TGTTGTCCATTCTAATTATTGTCATAGTTTCTTTCTTGTGGATGTGTGACATAACACATT
CCACAAAGGCGTCAGTGGGGTTTATTCTGGCTTACAATCTGAAGGCTTGGTCCAGTGTAA
TAGGGAGGTCAGAGTAGCAGAAGCTTGGGATAACTGGTCACATCGCATCCACAGTCAGGA
CACACAAAGGCATGAATGCTGGCATTAGCCCCCTGTCTCCATTCGCAGTCCAGAATCCCA
GCCAAGGAATAGGGCCGCCATCCACAGAGAGGCTTTCCAACCTCAATTAATGTAATCAAG
ACAGCCCCTCACAGACGTGCCCAGAGGCCTGCCTCCCAGGCTATTCTAGGCGCTGTTGCG
ATGATAATTAACACTAATCATCTCATTTGCTGTATGGGAAAAGTTGGACTTTCTCAACCT
AACCACAGAGGAATGCTTTCCCTTGAGATTCTTGGTACGACTTGAAAAGTACCAGCAAAC
CCTCTGAACCAGGTCAGGAGGCCCCGTTGCATGTTTTTTTTTTTGTTGTTGTTGTTTTGG
TTTTTTTGGAGCATGTCAAGATTCTCTGATGGCAATCTTCCCGAGAGAGAGTGGATAGCC
ACCAAGCCACCATAAAGCTGCTGACAAGTGCCCTGGGTCCTCCTCCTGAAGTTGCTTCAT
CGCTTTAGATAAAGCAGGGCTGAGTGAATGGAAGTGGTCCGTCTTGTCCATCTTGTCCGT
CTGCACGAAGAATGCACGCATGCATGCCTGTACACACCTACAGCAAACCACATTCTGTCA
TTCTATACCATTTTCCAAAGAGCAAAGGGAATGATGCCCTTTCACTCAGTAGTGAGGGAA
AGAGGCCCAAAATACATACATCATGGCTTCAGTAGCCAAAAGATACAGCATTCCCTCTCA
ATAGAACATTATCACATGTCTGCCACCACCCTGGATTCCCAGGCAAGATTCTGGCTCAGG
AAATGACCCAGCAGGAGCCCCTCCTCCTCAGGTGACACTGGAACCATTGAGGCTCCAACA
CAGAACTATCAATGCGATAAGCCACAGGAATGTCACAGCACCAGCCTTTGCAGGTGGCCA
AGTGGAAGCCTCTCACAGCTCTTTCTTGAAGAGCCTCCTACCTCTCCCCTGCTTCTCCAT
TTTGTCTTCTGTCAAGGGAAAGCCCACAGCCTCGGGAACGTATCGGGGCTTTGTATACTG
TTTGTTATCTTGATCAGTTTGTTTCTCTGCTGGAAAAGCACAGGTAGGGATCTACTGCCT
GGGAAGCCAGCTAAAAGCCAGCCGAGGGAAAAGCAGAGTCATCTTTTGTATGTCACGTGG
CAGCTGGAACCTGGCAGGAAGATCTCTGGGACATCTGTCTAGTCCTCCGTGGTGGACTCG
GCTTTCTGGGGAAACTCGGGAAGTGAACAGAAACTCAAAGACTCTGTTTCGTTCCAGCAA
AATCTTAACAGTGTAATCACCTGGAAAAAAGAAATGCAAAGGGGGGTTATTATTTATAAT
AAGGAAATAGTGAACGTATTAAAGTAGAAGACAGGAAGCGCACTGTGCAGGGAGGCTGTA
GGGAACTGAACTAAAACTTGGGAGAATATACAGTACCATATGTCTGAAAATTATATGTAA
GGCATGAACTGCTTGGGAATAAATAACGTTCCAAACAAGGGAGAAAAGCTTGGAGAATAG
ACAAGCTCTCAGCAGCCGAGAGCCAGCCTGTCTTCCTACTGTTCCGAGTCTGGTTCCTCT
ATTCTCTCTCTAGAGGACTCCTCTGAGGGAGGGCGTCCAGTGACTGTTACACTCAGTAAA
TAGTAACTAGGGATCCTAAGAAGTAGCGGCACAGCCTCCTCCATCAGCCTTGCTCTGTGT
GCACAGTCTGAGGCCTCTCATCCTGGCTCCCTTTCCTCTATTGCCAGACACATTCTGACT
CTGGGTGTTTTATACTCTCTTCATCTGAAGGGAAAGGGAAAGCTCACCCTAAAGACACTC
ATTTCCACTTACCCTAAGGACACCTATAATGAGAAAGAACTTGCCTAAACTAGGTCACAC
GTTTACGACTGTTGCTTAAAGCTTCGCTATAGCTGGCAGAGCACTATACGGAATGTTCAC
CCACAGGACCTGCAGAATGGGCTGTGCGAAAGCAAAGGCCTTCCTTCCTCCCTTCCCCCA
CCTCTCTTTCCCCACACAGACAACTTACATCTAGCAAATGAATCAAATTGTGAGACACCA
AACTCCTGCTCGGGGCTGTCTGCCAAAGGTTGATTTTGAGTTACACATGAGATAAGTCTC
CCAGCTGGTGTTAACCATTAGCCCCCTGTTGACCATTCACTACACCATAGATGTAAATGT
TTAACAGAAGGGCTCACATGTCTCACACACACACACACACACACACACACGCACACGCAC
ACGCACACACACACACACACACACACACACACAATGTGCTTCCAAGTACCATGAGCTCTT
TAGCAAAGTGATCAGTGGGAAAGGAAATGAATAAAGCTAGAAATGATCTATTGCAGAAAC
CCTGGAGAGTTTCTATGAACATGTTTGTACTCTGTCATGTTACGGGAGCTGGCAGTCCCA
CAACTGCCATTGCAAACATTCTCCCACATCCCAGCTCTGACCAGGCAGATGAATTGCAGA
GGTGGTTAAGCTGCTGTGGCTCGTTACACATAAAGAATGGTTGTCTTCTAGTCCTCCACA
TGGTAGAAAGACGGCTGTTAGTTCCCTTGAGCTGAGTAGCAACTATCTTTGTCTATCTTT
AGAATTCCTTGGCCTGAGACCTTGAGGATATCCCCTCTTCAAAAGATGTGGACTGCTCCA
ATACAGTGTCATGAGTTATGGCGGACAAGCCTAGACACCCCCCCTTCTCCCCCAAGACTA
ATTAGAAAATCCATATATCAGAGTTTGGCTTGTAGTTCAAAATAACTCTCAATTTAAATT
ATTCTTCAGTGCTAACTTCAGTTGTAAATTTTGTTCTGAGAGGGTGCTGGCTGGGACTGA
GACCTTATTAACTTGGAAGGGGCAAGTCCTAAGATAAGGCCATATATTAGACAAGAAATT
GTGGTTTTCCGGCACAATAACTGCCATTAAGGTCCTCATGGTCTGAGGCAAGTCACAAGT
TTTTGGACTCTATCCTCAGAAAAAAATAAATGGTGTTAAGCTAACAGACTAGTCTCTAAG
TCTCTCCCAGCTTTCCCTCTTGTTCAGCCACTCGGTATCAGATCTAGTGATACGGGACGA
GAAAGGAAGATGTACTGGGCATCATGCCTTAATCACAGCACTGAAAGGCTGAGGCAGGAG
GATTACCATCAGTTTAAGGCTAGCCAGTGGTATAGAGTGAGAGAAAGAAAAAGAGAAGGA
AGGGAGAGAGGAAAAATGAAGTCATAACTTTCTTCATAACCATGACCAAAAAAAAAAAAA
GTCATGGATTATCTTATTGTCACATGCTGATGGCCCTGAGTCTCTCTCCATCTCTAACAC
TACAGACTATGTATAATAAGGCACCATTCACTTAAAGGTTCATTAAGATAGCAGGTTGTG
TTACATGTATACTACAATAGTACAGATATCTTTGGAGGCAGTGGACATATGTATTGCTGT
GATGGTGTCTCAAGTGTGTGGTCCTGTCTCCAAAACCATCAAATTCTATATCGTAAACAC
ATCAACTTTTGCGCGCATGTTTCAGTTAGTGCCCCCAATGGTGCTATGTTTACAAACATA
GGAACTCCAGGCCCGTGTCACTTCGTGGCAGGGTGTACTCTGATAGACATAGTAACTGGT
TTATTGTTGTGCAGACGTCGAGTATATTAATACAGACTACAGTGCCTGTGATGTCACTAG
ATGATGTCATCTCATGAGCCCATTGGAGTAAACATGTGCTGGCATTGACGGGAATGTTCT
TATTTAGAGTGGCATTATGTCTGTGTTCAACAAACATACGTTGGATTTTTTTTTCAAAAA
CCAAGAAGTTTTTATTTTTTAAGACCATGTCCCCCTAGAACACAAATACATAAAAGAACA
GAAGAATATTTAAATTAGAGACCACACTAGAAGTGACTAGTAGAGCCTTTGTGGAGACAG
AAACACTACCAATCTATATTGACAGGATTGCCACTAGCCATCCTGAGCTCTGAGCACATG
GGAGAACTATGGCTGTTACTACCGAGGACCTGTATTTTCAGTCTTGCCTTGTTTAACTTC
AAATCGCATCATGATCCCATTGTAACATTTCTTTCAATGAACCCACATTATGTACGTTCT
AAGGCAGAACTCAAACAAGCAAACAAAAACCGTAGCAGGGCTGGACATGGTTGTATTCCC
ATCAGTCACAGCACTCGGGAGGCAGAAGGAGCTCTGAGTTCTGAGCCAGCTGGGGCTACA
CAGCAAGACCAGTGAGACCTTATATCAGGAAAAAAAAGTGATTTAATTAGTTATTGAGCA
GCTGTGTTTCAGTGACAAGTAAGATGAGCAGGTTTGCAGGCATTGAGTGGTTATAAATAC
TGGCTACTCTTCCAGGGGACTTAGGTTTAATTGCCAGCACTTATGTGTATGTCTGTGGAC
CATAATGCATATATGCAGCCTCCCCTCCCCCAGCCTTAAGGGTTCCACTGTTAATACCTG
GATGGAGCTTGCCGGCTCAAACGTTCTGCCACGCCCACTGCTGGAGCCCCGCCGCTTTGC
TGTTCTGAAGCCATCACGTGGTCACCCTGCTACTGGACTCCGAGATTAATTGGCGGGAAT
CGGGCCCCCTTCCCCTGCTTCATAACTGCGTGCGGAACAGTAAAATCGAGCTTTGATCAG
AATCTGCCTGTCTTAGCTACATTTCTTTATCTCGTCGCCTAGCCCCTCTTCTCTTCCAGG
TTTCCAAAATGCCTTTCCAGGCTAGAACCCAGGCTATGATCTGCTGGCCGGACACAACAC
ATATAGATGGCTTATAGCTATCTATAACTCCACTCCAATGGGGATCCAGCATCCTCCTTA
GCCTTGAATATGTGTCTCTATAGAGTCTCTCTCTTCCCTTCCTCCCTTCTTTCCTTCACT
TCTCCCTCTATCTTTCCTGCTTTTTCCTCTCTCCTTCCCCACCCCTTTTCTTTTCTTTAC
ACACACACACACATACACACATACACACACACCTTCTACATGCATTGTGGTACACAAACA
TGCATACAGGCAACTCCCCTCCATGAAACATGAAATAAAAATGACAAAGATGAGCAGATT
TATAAAAATCTGGACATGGTCCATCCCTTACCATCACATCCAGATTTGAAGATGACATAC
AGTCTTCTTTGAAAAGATCTTGGGGACTACTCAGGGCCAAGTCATTCAGAGAAATTGTCT
AAAGAACCAAAGACACTCTAAATATATTTGAGATTCTGGGGAACTTCCAAGAAAGACCAG
GTCTCTTCCATAGGAGCTGCAGTAAGAAAGCTGTTTAAGTACCAGACTAATAAAGAGTGA
TGTAATTCATGCCTCAGATCTCCATACTCGGGGGTAGAGGCAGGAGGATTGTGGGTTTGA
AGCTAGCCTGGACTACATCATAAGATCTTCATTCTAAAGTTTTTAATTAATTAATTAATT
ATTCAAAACTAAGTAAATACAATAAAAGACTCACTTTGATTTTTTTTTTTTTAGGAGCTG
ATTGATGTTGACAGTGAAGTGGTATTTGAATTAGCTTCCTATATTTTACAGGTAAGTTGT
TTTACACACACACAAAAGGAGGTGTGCCTGCCACTACAAACAGCAGTCACATTTGCCCGC
TGTCTGACTGTCTAACCTTTTCTAGCCACAAGATGGAAGGAGCTGTTAGGAGCACTGGTG
CCATGCCATAACCAGGATTTGTACTCTTCCGAGATTTCAAGGCAGTATATGGTGTGACCT
TGGGGAAGTTGTACGTGCAACCTGCGATCATTTGGTTTTCCAGTGCTCACTTCCTTTAAG
TGTGGTACCTTCTTTTGCCCTAAAAAAAAAAGCCCAAATGAACACCTAGAAGAAGTCACC
TCCTGTCCCCCAGAAAGGCAAAGTAAAAGCCTTTAGCCTGAGACAGACAGACAGACAGAG
AGGCATGGGAATATTATTTGTAATGTTGGCACGATGAGTTGGAGCACTATCAAAAGTTAT
TCTCTTAACAAGTGTTTATTGAATGCTGCTGTGTCTGAGGTAGCCTACCACACTCACTGA
CTCTCACATGGCCACCGGCTTACAATTCGTTGGTATAACTGGGAAGGGGCTCACAGTTGC
AGAAGTGCAGAAGTGGACTGTCTGTTGCAGCCTGACACGGTGGCATGCACCTATAATCCC
AGCTGCTTTGGAGTTTGGGCCAGGAGAGTAGACTACAGCTGTCTCAAAGAAAGGGAAGAA
GCAAGGGTGGAAGGGAAGGGGAGGAAAGAGATAAGGGAAGTATTAAAGGAGAAAGGGAGA
GACAAAGTGGGGGGAGGGCGAGAGAGTGAGAAGGAGAGGGAAGGAAGGAGGAAAGAGAGA
GATAAATATGTATGTAACCTATTTTAGTTAGACCAAGGCCTTGAAGTATAAACTTCTATA
CACCTTTGTGACATTTACAGTGTGCCTCTTGTTCAGTCAGCTCATATATGTACTCTCCCT
GACTCTGACCCATCAGGCAGGGTCTCATTATGCAACCAAAGCTAATTTCAAACTCAGAAT
CCTCCTGCCTGAGCCTCCCAAATACTTCTTAGCATTTCTTTTCATTGAATTCCGGAGCAG
ACAGGGTGACACAGAGGGAGGCCGGTCTGCCTTACTCAGCAGAGAAGTAGCCATGATGGC
AGGGCATGGTTTTAATTCTTAACCGTGGACTGATGTTTCGCCCATTTTTTTTTCTCCCAC
AGGAAGCAAAAGGAGATTTCTCTAGGTGAGTCCCCCAAAGTTGTTCTCTTGTTGACTTGA
AGATATATTTGTTGTTGTTTTATATTTAAAGAAACTGCCTTGCATGTACCTTGAAGGATG
ACAGAGTATTAATTAGTAAGATCCAGGTGTCATACTGTCAACTGAGCAGGCAGTCTGGCA
AGGCATGCCCAGAGCTAGTGAGGATGCTATTCTTACTAAAAAAAACCTTCTTCGGGCTAT
TAAAGAAAGGAGCTCAGAGCCCAGTGTCTCCGATGGCCATTGTTCTCGGGCCTGGGTTGC
TGATCATGCACCTGTGCAGAGCCAGGCATCACTCCTGGAGTGTAAATTGGGTTGTATATA
ACCTGACAGCTCTAACGAGTAGATGTACATCTCTTTTTCTTCTTCTCAATTTAGTCACTG
ACTTTCAAGGGAAAAATCCCTATCATATATGGAGCTACATTTCAGGGAAATATTAACAAT
GTAGAAATGCCACCTGTCTTCCTTCCATGGAAAGATGCTATGGTGAGAGAAAAATAGACT
TAACCACAAAGTCCAGCTTGAGTGATCATGTAGAGCTGCTAGCTTGGGTCTTGTCATTCA
TTCATTCATAAACATTGCATACAGGGCAGCAGAGCTGATTGTCCCCAGTCTCTCAGAAGC
AACACAGCCTGTTCAGCTAGGGGGTTGTAGCTACCCTCAGCAGAACTAACTGCTCATAGA
CAGACAACTTCCAGGTATTCTTTCTATCAGCGTCTACTGGGGAAAGTCCAGGGTAGCTCA
TTGTTTAGGAACAAGGTCTGTCTGTAAAAGAAATGACTGTATGACCAAGAAAGCAGAATA
TCAAGTCATTGGGTTCCAAGTAGTGGGATTGGCTCAGTAGTGGAATACATGCCCAACACA
TATGAAGCTCGGTATATCCCAGCAGGGAAGAAAGGGAGGGAGGAAGGGAGGGAGGGGAGA
CGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAATTAACAACCAC
AACTCCAAACCGTACTCCTACCCTTACCCTTACCCTTACCCTTACCCTTACCCTTACCCT
TACCCTTACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACTCTAACCCT
AACCCTTAAGCTTACACTTACCCTTACTCCTAGTCCCACTCCTAACCCTTTCCCAAGCAC
AGGGAAGGTATACATCAGATCTGGGGAAATACTTCAAGGGATAAAGCGTTTGCTATTTAA
GCATGAGGACTTGAGTTCAAAACCCCAGCATCCATTTAAAAAGCACAGTATCAACTGTGG
CAGCAATAGGCAGAGACAGAGAGACCCCTAGGACTTGCTATTCAGTGAGTCCAAGCTGGT
GAGCTCCAGAGAGGCATCCTATCTCACAACAGAAAGAAGGGAAGTGACCAAAGAAGACGC
TGAAGTCAGCTTCTGATCCCTACGCTCGCCTACACGGACGGCTGCTCCTGAACACACACA
AACAAATCTTATTTCTACCCCACCAAAAATGTATGCATGTTCAAGGGTTGCTGTTGTTGT
TTAATCTATAAATATACCCTAACTAGACCTGAGATGTATGGTTTCAAATACCTCAGCTGA
ATGGAAAGAAAGAATTTAAAATCTAAAACAGTAGTTGGCAAACTTTTTCTGGAAAGGCCT
CGTATCTGGCTTTTTCCAGGTCACAGGGTCTCCACGGCAGGTGCTGCACTTTATCCAGGT
GTCAAAGGAACCTCATGTGGCTAGAGAACTGAGCAGCACGGCTCTGTTTCTATAAGGCTT
TATTTAGAGAAACGGGTATTTGGATATTACATAAATCTTCATGAATCATAGATTTTTCTT
CCTCTCCTTCCTTCTTTTCTCTTGTTTCCCCCTTCCCTCTCCTTTCCCTTACCTCCTGTA
TTTAAAACTGTAAAAACCACTCCAAGTTCACAGGTCATACAAACACAACAGAGGATGGAT
AATTTGAGCCTGTAAGTTGGAGTTAACTGATCCGTTGCTCTAAATTGTAGTCCTTTTATC
TCGCTTTGACTGTTTTCTGTAAAGAGTGCTCCGGGCCTCCTTTCTCTAGGTCTTTGGCAG
GAAGCACAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGGAGAGGGAGAGGGAGA
GGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGAGGGAGA
GGGAGAGGGAGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATTTTCACTACTT
AATGAGTGTGAGAAGGCTTAGCTAGAGACCTTGAAGTTGGCACATGGCCAGTCCCCAGTT
ACTGAGTTTGTTGAATGAAGCTTATTCGGTTTGTAGAAACTATAGCTTGTAGTCTGTTCT
CTGCTCCTTTCTTCTGACCTGAGTTTGGGATTAGGCTTGAGGTTTTGAACAATTGTAAGT
CTGCCTACTTTAAAAGGTTTCTGCAGTTCTGTGAAAACCCATTGAAAGTCCGCACATTCA
GCGGGGTCCGATGAAACTTCTCCATCAGCCATCTTAGAACCCTGCTGCAAATAGTCTTTC
TTTTTGAGAGCACCCTGACAGGGTGGAATGTGGACTGGGAACAAACCCATCTGTCCCGCA
GATCATGGGAGTGCAGCCACACAGACTGACAGCCAGGGAGGAAGAAGAGCAGAGCTTTCC
TGGCAAGCTTTCACTGGCCCTTGTGAGCTCCAGCCTGCTAGCACGTTAGTCGAAAGCAGA
TATGCACAGGGTGTTTCATTGGTCAGAGCTGTCTAGAGGCTTTTTGTAGCTGCAGCTGTC
TAAAGAAAGACTTGGCTGCCAAGAGAAGGGAAGGCCAGACAGTTCACACAAGGTCAGCTT
ATCTCTTCCCATGAACTTCACCCCAGAGTGCCGAGGTGAGCTGTGACAGCAAGCCCCTGG
TAATATACCATTTTCTAAAGCAGGCTCGAGATTGGTAACACTTCGGAATTCTCAGGGCCG
CTGTGCAAACATGAGGTTATATGGTTCAGCATATAAAAGCTGGGACCAGCATTGTGCATG
TGTAATGCCACCACTGTGGATAAGTATGGGGACAAAGACAGAAGGATTCCCCCAGTGCCC
ATTGGCCAGACAGCCTAGCAGAACTGACCTACAGGTGCAATAAGAGACTATCTCAAAAAA
TTAAATAAATAACTTAGAGCAATCAGGGAAGACCCCTGCTGCCAACCTCTGTTTCCACAT
AATTGCCAGCATATGTCCTCACACCCCAGGAACACACCCATGAACTACATACATTAAAAA
GAAAAATAATCAAACACTAAGAAAACAGCCTCAAGATAGTAGTTAGTATATGCTTGAATG
TTCAAATAAGGCACATCGTTTGCTCCTCTTCCTGCTCCTGCTCCTGCTCCTCCTGCTCCT
CCTCCTCCTCCTCCTGCTCCTGCTCCTCCTCCTCCTGCTCCTCCTGCTCCTCCTCCTCCT
CCTGCTCCTCCTCCTCCTCCTGCTCCTCCTCCTCTTCCTCCTCCTCCTCCTGCTCCTGCT
CCTGCTCCTCCTCCTCCTGCTCCTCCTGCTCCTCCTCCTGCTCCTCCTGCTCCTGCTCCT
CCTCCTCCTCTTCTTCTCTTTGATCTTTTAAAACAGGGTTCCTCTGTGTAGCTCTAGATG
TCCTAGAACTCACTCTGTAGAACAAGCTGTCCTTGAACTCACAGAGATCTGCCTGCCTCT
GCCTCCCCAGTGTAAGATTAAAGGTGTGCACCACCCCATAGTTTAAGGCTTCATTTTGTA
TGTGTGCCTCTTGCAGTCCACCTTGGGAAAGATTCTCCAAACCTGCAGTTGGCCATAATT
GTTTTGCTGAACATCAGGCATATCAGCTTTGACATTTGAATTGTTTTAGTTCTGTAGCAA
CTATCTTTTATACTAGTCATTAATGCAAGGTTCTTTTACTGTGTGCAAGTGAATAGTTTT
AACTTGTAAATATTACCTCAACAAACGTCAATAAAAACAAGAGGCAGACCATTGAAGAAG
GCTTTTATATATTTACCATAGGATCCAAGGCTTAATTCTAAGATACCATAGAGTCTAATG
GTCTTTTAAATTAGTGGCCTCACACAAGAGTCAAAGGCTCAGTAATTAAGAACACTTGCT
TCTCTTCCAGAAGACCTAAGTTCGATTCCCACCATCCACAGGACAACTCACAGTCACTTA
TAACTCCAGACACAAGGAACTAGACACCTTCTTCTGGCCCTTGGGGGCACTGCATTAATG
TAGTATACAAATACGCAAGCAAAACGCCCATAAATATTAAAATTTTAAAATAAGTCAAAG
TTAGTCTTCTACAAGCTGGAGAGTCTCCAATCTGTCCCTTCCTAAAGGCCTGTCTTGCCT
GAGGCACTGGGTGTCTACACTCAAAAGCTTAAGTGTGGCCTGACTCTACTCCTGCAGAAT
GGGTATTAAAATCCTGCAAACCAGAGGAACATCTTCACAGAAGCACAGGACAGGAGGTTA
TCTGTGCAGTCGAGAGAGGCTCGGGTTCTTCTTTGGGCCTCCCCGTGTGCTCAGCACATC
CTGTTTCTCCTATTTGTCAGTGGAAATACTCACCTTCTCTTCTTACAGGTTTGGGAGGTT
TTGTGTTTGTTTGCTTGCTTGCTTTTTGTTTCATTTTGTTTTATTACAAGATAGGAGCTC
TCTACTTAGTCCTGGCTATCCTAAAACTCACTATGTAGACAAGGTTGACTTGAACTCACA
AAGATGGGCCTTCCCCTACCTTTTTGGAGTGGTACAAAAAAGTGTGTACCACTCCAACCA
ACATTCTCATTGGATGTGATAATGCAATATTGAGTTCGTAGTGCCGAAAGCCAGTGGTTG
AGATATAGACAGTTAAGTGAACAGTGCCCAAAATAGTGAGAAATATGGACCATGCATGTT
GATATTTTGACACAGGGTGGACAAATGTGTGTGGTATCATTAAAGGGTTAGGAAACTGTC
TTATCTAAAAAATAATATTTTCTCACTTGTATTATTTTCCGTAGCACAGCACAAATCATC
TCCTTTTACTTCCTGATGTGTGTTCGGGTTTAAAAAAAAAACAAATTGTATGTGTCCCCA
CTCAGGAAGCTAGCAGAGCTGGTGTTTCTGTTTGAAAACAATTGAATAGCCTCCGAGCTG
TCAATCAAGGCAGCTATAGGAGCGAATGTTAGGTGGAGTGGGCCCAACACAGAGTAAAAC
CAAAAAGTTCTCATGTGGTCATTATGGGTCAACGTTAGTCAACGAGCGGATACTGCCTGT
TATGTATGCTAGCTTTCTTCATGTCCCAGTCTCTTGAATGCTCACCCTTCTTGTGTGTGG
AATATGTGTACACGCGCAGATAGAGCCCAGAGGTCTATATCAAGTGTCTTTCTATATTGC
TCTCCACTTTTGAGACAGAGTCTCAAATCTGAACCTCACAGATTAACTAGAGTGACTGGC
CATTGGATCCCCAAAATCCTCTTGTCCCCTCTTCTCAACTGGGATCACAGACACACACCA
CCATTGCTGACTTTTTACACGGGTGGTAGGGATCTGAACTCAGGTCCCATCCTTACGCAG
GCAGCAATTTAGTTACTGAGTTACCTCCCAAGCCTATCCGGGGATGCTTTTATTTATACC
TTAAAAAAATAACCTTGAGCTACTATAGAAAACGAATACCCATTTCTTGCTAAAGTCATT
GTTAAAAACCAACCAACCAACAAACCAAATGCCTGTTGAGTCAACATAAAGAAAATCCAA
ACTTCCAAGTGGGAGTCTAATCTGACTTAACAGAAAATATCACAGCACTGCACTAAACAA
GCTATTAGGGACAATAACTTGATTTTATTTTGGTTTGGGGACATTTTTATCATATGGGAA
AGTTATTTTAGGACCCCCACTGACCCATCTCTTTATACTAATCTTGAGAATCACCTCATT
ATCACCTTCAGTTAGTTTCTGGAATTTTCTGGAAATGTAATACATTTTTAAATAATTATT
TTCTTATTGGTCATCTACTGGTCATGGAAGCACATGCATGTCTGTAACCACAGCATGGGG
GAAGGCTGAACCTGAAGGACCACCCTGTATGTAAAGTCTACCTGCACCACAGAGTGTTCC
AGGCCAACATGGGCTACAGAGTATCTGTCTCATAACAAAAATTGTTCCAATATGATATGA
TAATAATCGATAACATTTTTCAAACTTGAAACACAGTAAATCATTAATGTCAAAACCCAC
ACCAACTCTAACATAAAGAACCATCAGTACAAGGTGGCAAAAGGACCCATGAGAGAGGCT
ATGAGGCTTCGTCTCAATTCTATCCTAGTTTTTTTTCCCCCTCTCTCTTTTCATGGTAGA
TAAATGAATAGAATGCAGTTGATAACTGTGAAGCTAAGAGCCATTGCTTTGGAATGGCCA
TTAAAACTGTATAGATCAAAGTATACTGAGATAGATTCTATTTGAGAATTGTTTGAGTGT
CTTCCTTAGCCTAGCTGTTTTTATTTGTGATCTGATTAAAGTGATTTTTTTTTAATGTAT
GGGTGGGGAGAGAGTCATCTTGGACAAGTGAATACATCTATACCATATAGAACGTTTTGG
TAACAAGCTTTATTAAAATGGAATCACTGAAGCTCTGCTGCCCTGGGCTGTCTACTAGAC
CTGGAAATGCCATTGTTACAGAAGTCTAGAGATGCTGATGTTAATCACTAAAGCAAGTCC
TTGCAACATAAGCTGTGTTAGTACTGGTAAGTCAACTGAAAAAGACTCTGAGCCACACTT
TGTTTATCTGGTGGACTCGCAATTTAGCAAATGCCACACAGTTCAGAGGTAAGGAAAGAC
AGGGAGCGCTAACGGGCTCAGCGTTCCAGAAAAACACAGTCCCAGCGAGGAAAAGAAGGG
AGAGTTTGGCTGGCTGGCTGGCTGGCTGGAAGTTAGCGTCTACGGTATTTACTACTGGCT
GGCTGGAAGTTAGCGTCTACGGTATTTACTACTAGCTGGCTGGAAGTTAGCGTCTACGGT
ACTTACTACTGGCTGGCTGGAAGTTAGCGTCTACGGTACTTACTACTGGCTGGCTGGAAG
TTAGTTAGCGTCTACGGTATTTACTACTGGCTGGCTGGAAGTTAGTTAGCGTCTACGGTA
TTTACTACTGGCTGGCTGGAAGTTAGCGTCTACGGTACTTACTACTGGCTGGCTGGAAGT
TAGTTAGCGTCTACGGTATTTACTACTGGCTGGCAGGAAGTTAGCGTCTACGGTACTTAC
TACTGGCTGGCTGGAAGTTAGCGTCTACGGTATTTACTACTGGCTGGCTGGAAGTTAGCG
TCTACGGTACTTACTACTGGCTGGCTGGAAGTTAGCGTCTTCGGTACTTACTACTGGCTG
GCTGGAAGTTAGCGTCTACGGTATTTACTACTAGCTGGCTGGAAGTTAGCGTCTACGGTA
TTTACTACTGGCTGGCAGGAAGTTAGCGCCTACGGTACTTAATACTTTTTGTGCTACTCT
GACCAAAATACTTTACTTACTACTTTTACAAAATACTTACTACTTTACTTACTACTTTTA
CAAAATACTTACTACTTTTTGCGCCTACTACTGGCTGGCTGGAAGTTAGCGTCTCCGGTA
CTTACTACTTTTTGTGCTACTCTGACCAAAATACTTTATACAAACGACTGAAGAGTGGAC
AGATTCATCTGGACTCACAGTTTCAAAGGGTTCGATCTATGGTAGTTTGGCTTCAGGTCC
TGGTATGGAACATGATGGTGGTGGGCAAAAGCATCCACAACCTGGCTTAAAGGAAGCAGA
ACACAGACAGGAAGTAATTTACCTCTGGAATAATTTACCTCTAAAACCCTCCCCCAGGAG
GCAACCTACTTCCTTCAGCTAAACCCCACTCCCAGAGTTTCCAGACATCCAAAATAGCAA
GCCCCAGCTAGGGACTTTAAAACATGAGCCTGTGGGGACATTTCAGGTTCAAGCCGTAGC
AACATCTGCACACAATTAAATGTCTATCTGTATGAGAGAATCTGAGCTGATGGGGAATGG
TCAGTGACTGGGAAGAAATCTTAAGTGGGTCCCATAGATAGCATCTGTAGGGCTCTACTT
AGATTTCTTTTCAAAAAGAAAATCCTGCTGTTAGAAACAGAGCCACATATCACTCCATCA
GTAGAGACAAATAGCAGCCCTTCATTAACACAAAAGGCTGATTTCCAAAGAGGAGTTTCA
GCTGAAACATTCCCATTACCTTCCAGAAGCCATGTGTTCTTAGGTCCCTGGGGGAGTAAT
TAAAAGCAAAGAGCATAATGACCTCTTAATATTTTATTTTGTATGAGCAGTGGGGCTGCA
TGGTCACTAGGCTAGAGAGAAAGAGACTTTGGTGAACAAAAAGCAGTCAGTATTGATTCC
CACCCCCCATCTTTCTTCTTTTGAAGTCTGGTCTGCCCCCTTTGGAAGTGTTATTTGTAG
TTACTGTGTAAACTAAAATGGGCTTGCTGAGCTCCGAAAACTCTAGGCTTGGAGGTTCTT
TTAGCAAGCCAGAGAATGCAAGGCATCAACTGGAGCAAGCAATATAGAACTTCCTAGAAA
AGACAAAATTCTTGTAAAAATCTTTAAAACATGATATATGCATTCATATACAAAGGCTAC
CTTTCAAATGATGACAAGGTTATGTTTTTGTCCAGTCGGCACAGGATTAAGTGTTGATAA
CTCTAAGACAACACTATTATATTGGTTACTCTTTCATCTCTATGATAAAATACCATGACC
AAAATCAACTTAAGAAAGAGTAATTTGTTTTGATTTATGGCTCCAGAGAGACAGAGTTCA
TGCTGGCAGGAAGGTATGACTTGGCGACAGGATCAGGACGCTGACCGATCACATTTTCAT
CTACACGAGGAAGCAGAAACAGGGAACAGGAAGTGGACCACCTTAAAGCCCACCCCCAGT
GATGTACTTCCTCAGCAAGGCTGTACCTCTTAAATACCCCATACCTGCCCAAAACAGCAC
CATTAACTGGGGACCAATTGTTCAACAAAATGAGCCATGGGAGACATTTCTCACTCAAAC
CACCACAACTACAAATCCAAGGCTGTAGATTCCTGAAGCCACAGCATTTTGTTTACACAA
ATGATTCACATCTAACTAAGCAAGATCAGTTGTTATAAGTCCTTATTAGACCTTTGATCA
TTTGGTGTCTGTTTTCATACAAATGGGTATTTAGGTGGGGGGCAGAGGAAGTTGTTATAG
GGTCTTACTCTGCAACCCAAACTGGCCTGAGACTCAGTATCTTCCTGCCTCAGCCTCCTG
AGTGCTAGCATTGCAAACAGGCACTGTCATGCCTGACTCCTACAACTGCTGAATTGCCAT
AAAGGAGAAAATAGCTGTCATTCTCCTCTAGCGAGAGAAATGGATTTACTGAGACATTTT
AGAAAAGAAGTGGAAAAAAAAAAACACACCACAAAACAGAGATTTATGTTGGGAATAGTT
CACATTTAGGATACAGCCTTCATAACTTGGGGCCAGCTCTGTCACACTTAAAAACTTCAG
CTCCTCTCGTGGCTACTTCCCAACTGGGCACGGAGGGGGAGAGATGTCATCTGTTAAACT
TGAAGCACACCTCCCAATGAATTGAAATGAATATGACTCTCATATATGCTTATTGTAAAA
GAAAGAGGGTGTGTATGGAGTTTTCTCATGATTTCAAAATGACAAGAAGAGCCATGAGTA
ATTGAGAAGCACCAGGACTCTGTTACGCCAGCTATGGCTTTGAAAGGGAACAGAATTTGA
GAGTCTGAAGTGAAGTGTTCATACACAGAGAAAAGTTATAAATGTTTCCAAAAGCTTTGC
TTTGTGCAGAGAGGTCCATTTGAGCTGTTGAGGATATGATTTACATTTCAAAGCGTAAAA
ATACGTTGATTTATTTTTCCAAGTTAATACCATTCAAATCCTGTGGGTACCACTCAGATA
TAAAGTAGGGAGGGAATGTTGTGTGTGACAGTTTCTCTCCTTTGTTAAACATGGATTTAA
TCTTGGTATCACATTTTCAGTGAGCTCTGACCATCACAGAGGTTCATGGCATGACACCGT
GTCAAATTTTCAGAGTTGAGATCCCCAAGTTAAAGGCTGACATTGCAGAGAAGAAATCAG
TTGCTTTCTCTCATGGTTTGAGTGAAATTATTTGCCTGAAATCATAGGCTAAGAAATCCT
AACTTGGTTTGCATTTTATGCATTTACAACCAAATGAGAAGTTTGCAGAGATTTCCTTGT
CGCCTAGGAAAATTAAACACACAGAAGAATAAACACTCATATAATCGGGTGATTAGCATC
AGAAATGGAGGACAAACAATCCATGAATGTGTCAATAGCATGATGTATCAGCCCTGGGTA
CATAGCCAAAAGTCAGAATCCTGAGGGAGGAAAATAACCTCTGAGTCCCCAGATGTTTTC
CTGGATCTACAGATGTCAAAAGCAGTGACAGAATTTTCGCATATCTATGTATCCCCATGG
AAGACCTCAGTGACATCCTCAAATCTGTCAGCTACCCTGAGCCTGGCTCCACACCTGGGC
AAAGAATGGGCTGGGAAGGAAATGGACATATGGTGCCTTTTCCTGTCTTTCATATATCAC
AATCTCAGTGTTGCCTTGTGTCACTAAAGAGGAAAGTAGGGTGGAGAAAGGAAAAAGAAG
GAAGTAAAGAAAAGGCCAGGCAGTAGTGGTACATCCCAGCACTTGGGAGGCAGAGGCAGG
CAGATTTCTGAGTTTGAGGACAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCT
ACACAGAGAAACCCTGTCTTGAAACAAACCAAAACTAAAAAAAAAAAAAAAAAAAATCCA
AAAATCCAAAAAATGTGTTCATGCCAGGTGGAAGAGATAGTAAAACATACCCGTGAGTTA
AAGGTTGGCTGGCCATTAAATAGGTCAAGAAGCATTTGTTTCCTGGAGCCTTGTGGCTTT
GGGAAATGTGTACAAAGGATTGCACACTGCTACTCTACTGAGACACATTCTCTTCCCAGA
GAACCGTAGCTTTGTAATATGCCCATCAAATATCGAGGACTTAGCTTAGTGCTAGCAGAG
CATTCTAATCTCCCCATTTCTGAGTTTCTGTTTATTCTCTTACCCTACACTAGATTTGTT
TTTCAAACAGTGGTTTTAGGGAACATTCTTCAGGGAGTCTTCCTCATTAAGCATACTCGA
GAGACTCCAAGCTGTTTCTTCAATGTATGAACATTTCAGTTCACCAGAGGGGAATTTCTT
GATAATGTTATTTCCTAGATTTTTTTAAAAGATTATGTTTTTATTTATAATGTGCTTGCC
CATGAGTGCAGTGCCCCATGAAGGCCAGAAGGGGGCATTGGATTCCCTGGAGCGGGAATT
ACAGGTGGTTATGGGCTGCCTGGTATGAGTGCTGAGAACCACACTCTGGTCCTCTGCAGA
AGTGTCCATCCTATAACTTCTGAGACATTTCTCCAGTCCCTCCCAGACTTTGTCTTTTCT
TTTAAGGAAAACATGTGGTTTGTTTAATCAACCCCTTTCTGATGCTTAACTTTGTCCGTG
TTTCTTTTAGTGTCTTGGCTAAATATGTTGTTCTTTGATGTGGCAAGTTTTCTGTTAGTC
ATATTGCTAGAAATCTTTTTCTCTCCTATAGATCACTCAAACATTAGCACAGCATCTCAG
CCCACCCTCCCAAGTAAAACCATTAAAGCACTGAAGTACCATTTCTATACTGGCAGCAAT
AGCAGCTACCTAAACTTCTTTTCAATACAATCTAGTTGATATTAAAAATAAGACTGGGGA
TTTTTTTTTACAATTTTTTTTTTAAGAAAAAATTTTAACTTTTGTTTCTAAAAGTAGACT
ATGACTATGAAGTGTTTTACAGTATGGTTTAGGGTAGTGTATAGCAGGCATACTGAACTC
TGGGGGAACATCAGTATGGCAACCCTAGACAAGAAACTTGGAAGCTTTAGCACATGTTTT
AGGCTATAGCTCTGTAGAGTCTTAAGGTGAAGCAGACACCTGCCCCATTACAGTGACTTT
CTTCCACCCAAGCACTAACAAGGCCCATCCTTCCTATCTACCAAGGTTGGAGGCACAGTC
AGGCTGTAGAACATTAGAATGGCTTTCTAATTTCCCGATGCACATGTTGGCAAGATTGAC
AGGGCTGGACACCTCTAAGTGACTGCAGGTGTTTCTAAACAGCAAAAAGGCAAGCAGGAT
ATGTCTACATACTCATCCTCTGGGGAGGCCTGGGAGTCATGGATCCCTTCCAGAGTATAA
TGGATTTGGATGGGCTTCATGCCCTGGTGACTTTTCTGTATACTTTTCTGAGTAACCTTG
CCCTGGAGGAGAACAAGCGAATCCATGGCAAGCCTCGGCAAGGACGCGCAGCCTGTGGCT
GTCATCGGGGATGTTTATTTGCCAACAAACCTGTAGCTGGGCGGGAAAACTTCAGTTCCT
TCCCCAAATGTACTTTAGATGTGACAAGCGGAGGTGCCTGAGCTCCGGTTTCAGCCCCAT
GAAGATGCTGCTCCTTGAAAATAAAACCTTACCCCGCACGACTGCTTTTTGATAGTTAAG
GACCCACCCTCAGCACTGATGAGCCATTGAATCAGATTTCTGTGTTTGGGTCAATTCATA
GTTAAGTGGGCAGAGAAGACGCTCTGCCACCACTGTGGAGTCTCAGATGTTTTGTCAACT
GAATGGTGGCTTAAGTTACCCTTCCCTGGCATGCTGATTAAGCCATTGCTGAGAACCTCT
TCTTCCTAGACACCAGGGGCTCCCTCTTTGAAAAGCTCCAGGGGCTTTGCATTGTCTCCC
GCAGCACCTTGAATCCTACTAAGCTACCATTGAAGGTCCCTGAAATCCTGTTTTCAAATT
ATCTTTCCTGTCCCATTATCCATCACATATCAGCCACTTTGATTGGGCTCTTCTAATCAG
GTTACACACCTGCCTTGACAGTAAGCATGACCTCTGTACCCCTTTTTACATAGCATCACC
CTCAAACCCTGTTTTTACACTAAACCCAAAAAGGCTTTTATGTCCTCAAAACTCTTCCAT
TGTTTGTTTAAATTAATATAATCTCTTTCTCTATTCACACTGTTGGTTATCTTTGAATGA
ACATCTCTCATTTTCTTTTTTCCATTTATTCACTTTACATCCCAATATCAGCACCCCCCT
CTCCTCCCAGTTCCCTGTCACACAGCTCCCCCCACCCCCGCCCTCCCCTCCCCTCCTCCT
CTACCACCATGAGTAACCATGAGGGGCCCTAGCTTATGGCCAGTAGATGACAAACCCTTT
CCGTACTACCAAGACTATAATGGCGCAAGCTTTTGGGTACATGGAATCAAACAACTCAAA
GTTGAGAATCCCTTTCTGATTGGCTGCTTCAGGGTGAATATATAAACATTCCTGTCCATA
TTTCTTAGAAAATTTGGGAAGGGCCAGCAACTCTAATGTTACGCAACAGCCAGGTGATAC
CTAGACACCACTGAAATGAACTTGGATTCTGACGTGATTTTCCCCAGTTGCATTGGGTGA
TGGAGCTGCTGATGTCACTGCTGGTAGTGTTGTTTCCACTCCCAATACAAAGAATTTTTG
ATCCTTAAGTTGACAGCAGAGGTTTTAAGGGTGATTGCTCTCCGGTCCCCCCTGGAGCTC
TTCACCTGTGTCTGTGACCTCAGTCCCATTCCCCTCTTCTCCTCTTCCTCCCCTCCTCCT
CCTCCTCTTCCTCCTTCCCTCCTCTTCCTCCCCTCCTCCTCCTCCTCCCCCTCCTCCTTC
CCTCCACTCCTATTTATGTGTTGATGTCCTTTCTGTTGCTTTTATACAGCGTAGTCCAGG
CTCCTGGGAGCCAGTGTTTACCTAGCTTTATGTGAATAACACAAAAAGCTGCCAGCATCC
TCGGCTAGTGCTGTGCATCTAATGCAAGTCTCCGCAAGATGAACCCTGGCAAGCCCAGCT
GATAGGCCTGAGGCTTTGGGGGTGGGCCCATTGCAGGAGACACTATTTAAATAAGAGACC
TGTTGGCAACTTTATTTCTGTAGCTCTGATCGGATAGAATGAGTAGGTGATGGAATAATT
GTTTCAAAGTGCCAGAGGGTGATCAGGCTTGGTACTCTAGAGGGCAGTTAAGCATCTGAA
GAAGGTTGGGTGAAACAGGGGAGTTTAAACTTTCTTCCAACCCTGAGCATGAGTGGATTC
CAAGCCCAGCTGTATCAATCCTCCTGATAGCACTGATAATCTGCTTCCCATGTGCTAGGC
ATTCTGCAGGCTTGTTCAGAGGAACAGTTGTTTACACATCACACTGATGAAAGAGTTTCC
AGAATGGGGCGGATCTAAGCCAAGACTATCAGTACTGTGTATTATGGAGGCAGAAGGCGC
TCCAGGGATGCGCTGAGCTGAGTCCTTTTCTAGTCTGTGAGCCCAGCTGCAAGGCCCTGG
AAGCTCCTCCCAGGAGACACCCCATGGGATCCCTTTCTTCTCACATCCATGCCTGATGTT
GCTCAGAACCCAGCACACAATAGTGTCCCAGTGAGCGCACAGGTTCCGATGCTCCCTAAT
GAGTGCGTCCTAGGCTCTGCACTGGACAAAGAAACCCCTCAGCTCCATGTGCCCTGTGTT
CTTTCTCTGTCGTATCACACAAAGACAAAGCCCCCTTGTTCCCGTCATCGGCCATCATAA
GGGAGCAGATGTTGGGCTCTCAGTGAGTCAGGTCCTATGCAGCAGGGCAGTTAATTTCTC
GGAGGGTGATGTGATGTTTCTTGACGTTCTCTTTCAGCAATGAGGTGGTGAGAAGTGATC
TGAAAAAGCTGCCAGCGCTACCCACCCAAGCCCTGAAGGAACACCCCTCCCTGGCCTACT
GGTAAGACCCCGTTTCAGAACCTTCACAGGGACAAGTCTCCCCTCCTCAAGGGCACAGTG
TTCATCTACCGCATGCCTCCTCCCCTCCCATGGCAAGTTACTTAGGAGTTCAGAACTGGT
TTCAGAGTCCGAGGTAGTGGTTTGTGCCTAAAATGCCAGGATTCTGGGAGGCTGAGGCAG
GAGGAGTGCAAGATCCAGGTTGGAATGCTGTCTCTGGGATGTGGGCGGTCTGCGGGCTTG
GAGAAACAGGGGCATTATTGCTTTGGGAGCAGAAAAAGGAGGTTGCTAGCTTTCTCCCTG
GTGTTGCCTATCTATCTCCTGATTTAGCCTCCGTTGTCACTTTATGCCATAGTCCACCTG
CAGAGCCCTGAATGGACCTGCATGGAGCTGGGCTCGAATTCCTGAGGAGTGTGTTAGAAT
CCTGCTGGGCACTTCTGTGCTGACCTCAAGTCTCACAAGGACAGAAACAGTTCCCTGGTG
TTTCTTCTGATGCCTTCTCAGAAAGCAATGTAGCTCCTGATTGTATAAGTCATAATCACG
GCAGGGCACTTGGTGATATTGGACCACAACCACAGATTCTCAGAGGGCTGAGGCAGGAGG
ATTGCAAATTGAAGGCCTCCCCAAGCTACAGAGTGAGCTCAAAGCCAACAACTTAGTGAG
ACCTTGTCTCAAAAAAAATTTTTTTAGGGGTTGAGATATAATTTAGTGGTACAAGTTTGC
CTAGTGTGTATGAGGCCCTCCATACAAGAAAGGGGGAGGGAAGGGGAGGGAAACAAAAAG
CACTGAAGAAGTTGGCTGTAGTAAACCACAACACAGAGCACACTGCACTCTTATAAATGC
ATTCTAAAATTTTTGAACTAGTATCCTACCCTGTCTAGACACTTCCAACAGTAAAGAAAC
CATCTATTCCCTTATTTAAGTAGACTTAAGTTGCCTTTCCATGGGACAGGTCAGGTAACA
CAGAGCTCTTTAGTGACATGAAAACACCTTTCTCTGAGAAGCCCCACTCCTAGAGAGCTG
GACTCAAAACTGTGAGCCCCTATCAGTATCCACCCTTCAGTTCATCACTGACCTAACCTA
GCATCCATCTTCATTTGGTAATGTAAATAAAGAGCAAGCTATACCAAGGACTCCCAATTC
AAAACCAATCTGGGTGAGTTGAAGGCCAGCCTGGGCTATATAGTGAAACATTGTCTGATT
TAAAGAGATGATGGGGGGCTGGTGAGATGACTCAGTGGTTAAGAGCACCGACTGCTCTTC
TGAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCGTAATGAG
ACCTGACGCCCTCTTCTGGAGTGTCTGAAGACAGCTACAGTGTACTTACATATAATAAAT
AAATAAATATTTAAAAAAAAAAAAGAGAGAGATGATGGGAACAACCTGAGAGGCTACAAG
TTCTCATGAGTTACATTTGCAAGCTGTGATGCTGGTAGACCGTCTGGAGTCAGGATCAGC
TTGGACCTAATTCATCCCTCAGTCCTGTCTTCATTTACTGTCTAACATGGTTAAACCAAC
CCCAAAGTCAATTGCTGAGTTCCCCCTTCCTCCCCCTCTTCTTACCATTCTTACATTGTC
TCCACCAGATCCTCTGTGTTCATGCTATTAGGAATACAGAAAGCCTTCCTCTTGGTTCTG
CTTTCTGCCTTTTATCAACTCGAACATCTCTACCTGAACAGTTTGCCCACAGCCTTCTTA
CCAGAACATCCTTTAGTCACATGACCAGGCCAGCCCTTCCCTAAGGCCTTACCCAGACAC
ACGTGTGTGCAGACAGCGGTCTAATGCACCACCGGCAGAATGCGGAAGCTGGGCACCCTC
TGTGCCACGCCTAGCCGCAAAGGAATCAGTAGCATGGACCATCCTGATGCTAAAAGAATC
CATGGCCTTTCCCTCTGCCCCAACCCTGATGCCTTGAACAGCTGCTTGTGGTTGTCTCTG
TCAACCTATTTCAGTGAATTTCTAAAAAGCAAAGACTTAAGTGGGGGAAGATGCCATTTG
TATAGATCTAGCACAAAAGAAGAAGCTAGAAGACAGAGCGTCTCTCTGCTCACCCAGCCT
CGCCACTCAGCATCACAGTTGACCGTGACCCCTGCTCCTTCTCCTCCATGCCATGCAGTC
TCCGGTGGCCCTCATCATTGATTAACCAAGGCTGTAGATTCCTCATTCCTCCTGGCTTTT
CATTCCCACTGGCACACAGAGATACAGCAACTGTCCTTTGTGCCAAGACCTTTTGCATGA
CATTCTGGAAAAGTTGTGGGTTTCATCACAGTACCAGACAGGTCTGTGAATTGTGAAGTT
ATAACTATCAAGCTAGCGTGTCTGTCTGTCTGTCTGTCTGTCTCTCTCTCTCTCTCTCTC
CCTCCCTCTCTCTCTCTCTCCTTTTGCACAATGGGAGTGACCACACCAAGCTACATTAGG
CTGTACTTAACAGAGTAAATAAGTTGCGCTGTAACTAGAAGGCATACAAGACTCACAAGC
ATACTGAGCCACGGGACCAGTCTCCTTTCCTCTACGCGGGGATGTCATGCTATGTGATGG
CATCCTATCAAAGAGGCATCTTAACAGGGTAAGGTGGTATGCCCAGCATTACAGAACAAA
GAGGCATTAGGGTCTGCCTGGCTTCTCCATCATGAGCTTGATTATAGATTGCCAGCATCC
CAATCACCTCTACAGTATATACACACATACTCTACAGTATATACACACATACTCTACAGT
ATATATACACCCTGTCTCTGTAGTCTGACAACTCCTCCAAGACAGGGAACCCCATCACCA
CTGCCCCTCCTGCCAGTCGTGGTGTTTCTGTGGCTCCTTATCTGCAGAGGAGTAATGTAA
TTTTCCAACAAGACCTAGCCAGTGCAAAGATGCTGGTCTGCCCTGGTGATGCACATTACA
TCATACCCTACAGCCAGCTCTTGGGGTTCAATTTTCTATAACAGTGAGTTTTCCGCTGTA
ATTCTGTCCAGTCTTTAAAAAGATCAGACATATTAGGGACACCATCTACAGATTGAGGAG
CACCTATCCCTTCCACAGGTTCAAAAGACAAGTGGGAACAAGATAGAGCAGGGCTGGGAC
ACGCTTGACGAGACTCACATGACAGGCCCCTGTTGGCTTAATGTAGAGAAAGAAGTGGAG
AAACCGGAGGTGAGAGGAGGTCACCTCTGTGGCTTACCAGATGGCTCCAGGCAGCAGGTA
GCTGGATGAGGCTGGGGGGCGGCAGCACTTCTTGCAGCTGTCAGGCCCCATGAGACCTTG
TGGTCCGGTCAGTAGAACAGCCGCCTGTCAGTGTTTGGGACTTTGTGCTGTGGATGTTTC
CCAAGCCTTGCTTACATTCACAACACTGTATTGACTTTCAGTCTCCCAACCCCACATCAA
GGATGCTCACTCCCAGAGCTAGAAAAGAAGTAGGCTTGAGTCTCCATTGGTTGGCTTGAC
CACAGATTTGGAAGTTGACCTCATCAAAATCACAGTTGTGTGATTGAAAGCATGCCACCA
TAGGTCATAAACTTACAAAATGAGGCATCCTAGAAGAGAACCTAGATAAGAAGGAAAACA
GAATAAATGTAAGAGAGGGTTCCACCTAAATTGTGGGAATTTATAGTGGACACCCAAGAT
CAACTAACGAAGTGTCAAGTATAACCCTTGTAACTCCCATATGCCCTGTCATGGAGCAAT
TACAGAAAACTAAAAGAGTGCCCTTGATGGTGGTTCTTCAACTGAATGAATCAGTGGGAT
TCATTGACTTCAACTTCAATGACTGAATCAGTGGGATTCAAAGTCAAAGCTATGGGAGAG
GGTATGGAGGATGAAACTTTTAGGGTTGTCCTTAGGAGGTGGGACACAAGGGCTTTTGCC
AACGACTATCTCCATTTCTTTCTGTAGGCTGGCTCTGTGGTCCCTGGGGCTATAGTGCGA
GCTGCCATTGTTCCCACCTATCTTGGTACCCGTCATGTGTCCCAGGAAGGCTGTGCTATT
ACCCCAACCACAGGCTATTCTGTCAAAGCAAATTTTGGCTAGCTGTTGTCACGAAGGAGC
CATCTAATTTCCTGTTAATTTTAGAAGTAAAACCTCAGAAGATAAATGCCCTGCAACCCT
GTTCTATTAGCTAGTGTGTTGTTCTCCCTGGGAATTTTATTAACCAGAGCCAAGCTCTGA
GTCCATGACTACTTAGAAAAGTTTGGCCTGAACATTGGGTAGGAGCAACAGACCTTCTGT
GGGCAGGACCTGTAAATGGGGATTGTCAGAGGGAGAGCTGAGCATGTTTAACCACAATGT
CTTCTGTGAGTGGTACCAACATTTTTCCATCTTTTCCTTTTCCATGGTATCTAGCAAAGA
GCACCCCCTCCACCCCCACTGCCAAGCCTGCATGCCAATCTTACCCAACTGACTAGCAGT
CTGAGATAAAGATAATGTGAGTCCTCTGGGGAGAAAGCAGGCTTTTCTATGTCCCACCAA
GTCTTTCAGATGTCACGTGAGCAACATTGAGAAATATCATTTCAGGACACAATTATTCTC
CAGAAGTTGCTTCCTCCGAGATTCTCGGGAGGATGGACATTACAATGTCTTAGTGCTGTG
TGTGGGTGGGATGCTCGTCTCTAATGCCAGAATCCTTTCCTCTAATTCTAGTGAAGACAG
AGTCATTGAGTACTACAAGAAGCTGAATGGCCAGACGAGGGGACAAGCAATCGTGAAGTA
AGTGACCCTTCTAAATGCTCACTACAATTGTGTTTGGGAAGTGGGAGGCTGCTCAGTCAG
TAAAGTACTTGCACTCTAGGCAGAAGGACCCCTGATTCAGATCCCTAGAAGCCACATAAA
AAAACCAGGCATGGCAATGTGCATTATATAATGCCAACACTGGGAAGGCAGAGGCAAGCA
GGTCCCTCACTAGACAGCCAGCCTAGCTCAGTCAGTGAGCTCCACACCACTGGGACCCCA
TTTCTGATGTGGAGAGTGATAGAGGAAGACATCCAACATCAGCTTACACATATGTGCACT
TGTCTATGCAGATGCACAGACCCATGAACACATACACACATATACACAACATGCACACAA
GACGATGTTTGAGTGTAATAGGCCATATATCGAGGCTATTGATTTCTACTTGGAAAGATA
TATAGGAAGAAGGAAGTATATACTAAATTCCAATTTAATATCCACTTCTGAACCTCATAG
CACACAGCAAAAGAATATGTATATGATAGCACTTGTGCTTACTAACCGTTATGTGCACTG
TTTGTGTGCTCTCTGCAGCTACATGAGTATCGTGGAGTCTCTGCCAACCTACGGTGTTCA
CTATTATGCAGTGAAAGTAAGTGAACTCATTCGCTGAAGCCTGTCCATCCTGTCCTGAAA
AAGCAAGCAAGCAAAGAGAAGATTCTCTTATTTTCTAACCTGAAGATTTTGAGGGGAATT
GGAGTTGACGGAGGTTGGCTTGGTCAGAAAGATTGCTTGCCAGGGGAAATTGAGCAACTG
AATTTTATCCCTAGTGTATTCCCACTTGATAGGGTAACCCTCCAATATTTTTTCCTTTTG
TGAAGCAATATAATAAATCTCTACTTTCTTTCGGTCTCAGAGGAGTCCTGGGAAGTCAGG
GCTTTGGGGTGTCTCACTAGAAAAGTTCTATCAAGTACAAGGAACTAGAACCCAAACACT
CGTGGCAGTCTATTGTGTTTCTCTTGGAGGTCTGATGCCACGCAGTCAGCTTTCCAAGAA
GGAGGACTGGGGCCATTGAAAAAGCCCGAGACTGTTTTCTTGAATGTGGCAATGTCAACT
GCAGTGTGACATCAGCTTCATTCTAAATTCTACTCTGTTCCATCCACGCTATGCCACACT
GCAAGCTCATTCTCACATGATAGACAAACATGCCTGCTTTTCTCAAGCCTAAGTTACAGT
GTCAAGAGCAGGGTGGCGTGGCCTCTGGGAACTTCTCTTCCAGATGAGAAAGGAGAATCA
CTTCAGAACCAGCCCATAGGAATGTTGTACAGGAGGGTGTGGCCCCTCACCCCAGAATGA
AGTACAGTACAAAAGGGGCTCAGCATCCTGGGCCAGAGCTCAGCACCCTGACCACTGTGT
CACTGGGTTTCCTCTTGTTTTACTCATGGAAGTCAGTGCCATTGCACAAGCACCTCCCAG
AGACAGCAACGGGGGTCAACATAATGACCTTATGCTACATATATGTCTGTCTGTCTGTCT
GTCTGTCTGTCTGTCTGTCTGTCTGTCTGTCTATCTATCTATCTATTTATCTAGAGAGGT
AGGTAGGTAGATAGATAGATAGGTGAGTAAATAGATGATAGATAGATAGATAGATAAATG
ATAGATATAGGAAATATAAGTATACACACACACACACACACACACACACACACACACACA
CTCCTAGCATGCACAAAGGCTCTGAGAGCAATCCTCAGTGCTGAAAATAAATTAATTAAT
TTTAAAAATAGGTTAATTTGCCGGGTGTGGTGGCACACACCTTTAATCCCAGCACTTGGG
AGGCAGAGGAAGTGGATTTCTGAGTTTGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAAG
ACAGCCAGGGCTACACAGAGAAACCCTGTCTCGAAAAAAAAAAGAGGTTAATTTTTTAAA
ATGGAGTTGGGTAGCTCAGTGCTAGAGTCCATATTTAATGTGTGAAGTCACAGATTCAAT
CCCCAACACACACACACACACACACACACACAAAGATTATTAAAAAAACTTACATATTCC
TGGAACTTCAAATAATCCTTTGTTTTCAAATTGTATTTCCCTTGTCTTTAATCTTTGTGG
TTACCTCTTTAAGAGGAAAAGGTGGGGGCTGGAGAAGTGATGCTTTATTGGACTCAATCG
TTAGGACCGGAGTTCAGGTCCCCAGCGCCCAAGTCAAATGTCCAGTGCTGATGGGCCAGA
AACAGAGGGGGCCCCGGGGCTCTCTAAGCAGCCAGTGCCAGCCTCTGGTCTCTTCACGTC
AGTCCATGCATGTGCATACACACCTGTATACACGCCAACAGGTATACATGCTTATACCAA
AGAAGTAAAGAAGTAATTAAGTTAGGGATACGGGTATCCTAGCTGTGATGCTGCTTAGAA
ACAGAGCCAACCACTCAGCTCAGGCTCGGTCCCCAGCACTGTTCACATAACTGAGCAAGC
ACCCGTGATGGAAACATCTGAGAAGATATAACGTAGAGATGAGTCCCTTCTATTCCAGAG
ACACTGCCTTTCCCCTTGTCGTCAGATGAGCCAGGAAATCCCCTCTTGGTCTTCATTGGC
CTTCTCCGGCCCCATGTTAACCTATACTTCTTTTGACACCCTAGGACAAGCAGGGGATAC
CATGGTGGCTGGGACTGAGCTACAAAGGAATTTTCCAGTATGACTACCATGATAAAGTGA
AGCCAAGGAAGGTAAGGGTCTCTCCTCTGTGGGTCTAAGGGTTCTCTTTTGAGAGCAGAA
AGGAATATATGGGAATTAACATTGTACAGCCTAAGGGCTCACCAACCCAGGCTAATGTGC
ATGTATATATAAATTACTCCACTGTAATCCTATCCGAGTTTCCTGGGTAAATATTTTTCT
CTCCCTGTCTCTAAGAAAATTTTAGGTGTTATAATTATCAAAGGTATGGCGTTTGGCTCC
ATTCTCCAAGAGCAGATGGGCAAACAGGCTCTGAGCGGCTGTCATGTATGTTCTTTTTCC
TGGGAGGCTACATGTTTTGGCAAAATGGAGGAACATTTTCTCTCTTGAATCCTAAGGCCA
ATCTGAGTTCTCCCTGGTGGTTTTTGGAATAAGGTCATAGGTCATAGGTCAAGGAGAAAT
GAAAAAAAAAAAAAAAAAACCTAAGTAAAGAGTAACAACTACCTTTTTGGCATCATAGAA
GTGAACAGAGACTAGAGTCACCTGCCCCAGAGAAAGGGAAGTAAGGTCACTGGGACGGTA
CTCGGGTTTGAATTTTATTTTCATTGACACACTTTCCCAAGGCCAGCGCAAACAGAAGAC
TTACAGTGGAGAAGTGCTCTGGGGGTGAGAATGGACCGCTGGTCCATTGCACACTCCCAG
ACTGCTACCCAAGCTTCTGTATCTGTGACTAGGACAGAAACTTATCTAGGCTGACCACAC
TCTATGCACATCTGGGCTGACCATACTTTATGAAGTTGGCACTTGTCCTGTTAGTTGCCT
TCTTCATTGAATTTATATGGGGAAATAGTGTGGTAGAAAGAATTTCACTCACTTGATCAG
TTCCGTTCCAAGGACAACGATGGAGGAGCTTTGTGTGGCAAGCTCCAAAACCTCTCTGTT
TTCCATTCACACACAAGAAATCAATGGTGCCCCAGCCCCAGCCTGCAATCCTGTACCCCA
TCCTCACTTTGTCTCTCCTGGTACTTTTCTCCGCCTGGCCTCTCTAATGCTTTCCCTGAG
TTTTCTTCTCCTTCACCCAACCCCTTCCTCTCCAGCCAGCCAGATGGATCCTTTATGTTT
TCTTTTACTTGGAAATGACAAACACACCCCCATCACCTTTCACAGACTCCTGGTTGCAAT
CTGTGCAGCTCTGCTTTGTCCTCTTTGGACACAGAAAGCTAGGGGGGCAGGGGGATGTAG
CTTTTGACATTGTCAGTAGTGTGCTTGATGGACACCCAAGGAACTGTAGTGAGTAGTAGG
CACTTAGGTATTCAGTTGGAGCTTAAGAGCATTGAGAATTTCCAAAGCTTAATTGAACCC
AGGCCAGCATGGCTGAGACCCACAGTAGAATTCAGTCTTGCCCTCTAAGCAGTCTGTCAA
CGGCTCTCAGCGTTGTGAGCTGTTCAGTTCACCATAGTCGTGTGCAGGAGAATTTTTTCT
TACTCTCTCTTAAGTGTAATTCTAATGAAAGTAATACAATAGCCCTTGATAAATGCAAAA
CACCAGAGAGACACATAACATGGGCTCAATAAATCTTTATTAGTAAGACCCGGTTTGGTT
TCCAGTGCTCACAGAAGGTTCTTAAAGAAAAAAAAAAAAAAAAGAGTTATCAGCAGAGCA
TCAGCGGAGAGGGAAAGACTGACAGTTGGATCCCAGAAAAGTCACCAGCATTCATAGAAA
TCCCTGGGAGACAGGCTGCTGATGATTGGGTGGTCTCAGGTACAATCTGGGGGTCCTTGG
GAAGTGAGTGCTGAGTATAAAGTTAGGGAAAGTACTTTCAAAACCCCATCAGGCCAAGTG
ACACCTCTTCTTCATCAGCTGTGTGTATGGTGTGTGTGTGTGGGGGGGGGGGGGGGGTTC
CATGTGTCTAAGATGTTCGTGGGGCTCAAGGGCCAAACTGAAGAGTGCACAAGAGCCATA
GTTGTGAAATCCTACCTACCAGGAGACTCGGGGAGGAGTCCTTTTCTTTTTACAGGACAT
CATTAGCATCACAAATCCTCTTTTTGTTGCTTGTAGGAAATATGAGAGGCTCTAAGCAAC
TCAGAGCTTTGGAACAAGTGCTAAAGATGCACACACCTGGCAGAGAGTTAGCATTGCATG
TTTGCATATAAAGCCATCCAAGTCCCTCCTTGGTGACTCCAGAGCACCGAGTGTCAGAAA
CTCTCTGGGTCCACCCTGCCTCTCTCTGACCTTCCACTATACATGTAGAAAGCATTGCAA
GGATACCCACAGGTGTCTGGAAATAGCCATGGTCTATCACGACACCCCACCCCCACCCCT
ACCCCCCACCCCCATCTCCATCCCCCCATACACCCCCCCATGCTTCCTGTACTCCAACTT
GTGAAAAGGTGGTCAGGCAGAGCAGGTGTGGCTGCATCCCTAGATACTGAGAGCTGGAGT
GTTCCCAAACACAAGAGGACGAGTGAGCTACAGGAGGGATGGCCTCCAGGTGGTAGCACG
CCCTTCTGGCACTGGGGCCAGGTACATCTTCACCACCTTAAACCTCCAGGGGTGCTCAGG
GGATGATCAGTGCCAAGATCTAAGTACCCAGGGGCATCTGTGGCAAGAACTGCCTCTCCT
GCCCAGGCAGCTCTACCCACCCAGCAGTAAACAGAAGCCCTCACTGACACTCTGACCGAC
TTACAGCAGCTGTCACGTGGCACCATCATACTGAGCGCCAGCCTTCAGGTTGAGGCAATG
GCGATGTTAGGCACTCCCTTTCTTTGAAGGGCTGAGGGCTCTCCCATGCCACCTGTGAGC
ATCCATACAGGCGCGTTCCCATAGGGCTCATGAAAAATGTCTCCCTAAACCCTGAGAGTC
CAGAGGTAATGGCCATCTCAAGTCAGACAGACAGTAGGTTGGTCCTAGTTCTCTGGGGGA
GATGCAGTTCACCGTTCTGGTTTCAGTATCTACCCTATGTCAGAGTCCCACTCTGAGTAG
CTTTGGAAAAGTGAACTGCAAAGTGGGAGGGGGAGGGGCAGCTAGGCTGGGGTAAAAGAA
AGAGCTATGCTTCCTGCTGTTCATAACCCACAATGCAGGACCTGGATCTCTCCAACAAGC
AGATTCTTCTCTTCCTAAGTACAGTTCTGAGCTTCATTTCAAAACGTTTCTGAAAAGCCA
GGTGGGTGCTGAGTCACAAGCCCATAACCCCAATACTCTGACTGCGCAGCTGTAGGTCAT
CCAGGGCCACATATCAAGATCCCATCTCAAAACAAAACAAAACACCCAAAAATAAAACAA
ACACAGAAAGCAAACAAAATTTAAATGTAAAGCAAAACAAAAACAAATTTCTTTTCTAGC
TTCCACTCCCCCAAGCACAGCCCTGGTGTGCTTTGTCGGAAACAGTAAGGCACGTCGGGG
CTTTTCAGACTTGTGTCTTGTCTTTCGAATGTGTTCAGAAAAAAATCAAAAGTTCTAAAT
GAAGACAGGGTAGGAGCCTGGAGGCAGGAACTGAAGTCGGGGAGCTGCTTACTGGCTTAT
TTTCCATGGCTTGCTCAGTGTTCCTTCCTATACACCAAGACCACCTGCCCAGGAGTGGAA
CAGCCCACAGTAAGCTGGGTGTTCCCATACGGCTCATTAATCAAGGAGGTGCCATAGGCA
ATTTGATGGAGGTGTGTTCTCATTCGAATGGTGTCTTCCCAAATGACCCTAGCTTGTGTG
AAGGTGACAAAAACCGCTCAGCACAAATGCTGTGCAGAGAAGACTCAACCCCCAAATGCC
CTAAAGTATCAGCAAATGGGATTTAAAAACAATGAAATCTGCCACGGGTGTGCATTCCCT
TCTGCAACGCTCCTTGCTTGTATGTATGAGGTCGTGTATAAAGACGAGGCAGAACCCCCA
AAAGTTGCCGAGAATACATTATAACATGTCCTGTGAGCTTTTGCAGACACCCTCCACCCA
CTCTCAGGAAATATTGCTTGCATCCTTGACCCAGTGAAATTTTCCCTTTTACCTTCCACC
AGCCTCGCAGATTTCAGCTCCTGCCAATCATCACATACCACATTCCAATAAGAAACATCC
CTTAGCTAATATCACTCTTGCCAATGGGCAGTTGTCCTGGATATCTTTGTTATGATGTAG
AATCAGAGGAGGGAATGACACACATACACACATGTACACACATGTACACATCTGTCTTGG
CTTAGCAATAAAAGTGAACAACGAGAGGATCATGGAGACCAAAGGTCACCCCGCCTCTCC
ATAGGTTATGGTCTCCTGCTTCCTCCCAGCTGCTAACCACCTTTAACATTTGTGTAGAAA
TAACTCACTGCCTAGGTTGCTCTTGACCTCCGGATTAATGAAATGGTACCCAGTGGACAT
TTGGCCCTGAGGGTCAATATCAGCCTACCTCTTAGTTTGCATTTGTGGTCAAGTACTGAG
ACTTTTAGCACATCAAAACCTGAAACCCGCCCAGCAGCAGTGACGCTGGCTGTCACAGCA
TTCTGCCAGTTATGCTAGTAGTAAAAGCAAGAGTATTTTTTTTCTTTCTTTCTTTTCTAA
AGCATGTGAATGCAAAAATAAATGCCATATTTCCGAATGGTCTTGTTGATTCAGCTGGCA
GCATCAAGGTCTTAGGGGGCATAAATAGGTCTGTCTCCCAAGGAGCTCCCTGTAAAGAAG
AGATCCTCACATTCCTTAGATCAAAGCCTGAGGGAACAACAGCTGCTTTAATCTCCGTGA
CCATCAGACCCTTCTGTGCAGCCCCAGTCACAGAGGTGTGGGTTAGTTGTGGCTAACGGC
TCAATTTCATTACCGGGATCAGGATTTGTGTGAAATCCTTCTGTTTTGCAACCATCAGAC
CTGTGGACAGACTGACCCTCTGGCCGTCAGAAGCCACGATAAGAAGAAAGCAGAAAATAC
TAACTCAGTGGGGCTTTGAGACAGCCCAGGGTGAAATGTGAGCCTCAACAGACACCTTCC
TATAGAGGCAGTGCTCATTAGCCACAGATCAGCACTTGCGATTCTATCCTTGCCATGTGT
ATTGAATGAAAGCTATCCTTTGGGAAGGGACTGGCCAGTCAGGCCTTGTTACATATTCAG
TAGACAGCATTTACTTATTTATTTGATGTGCACTTAGGGGGGCTTTTATGTCTGCTTAGA
TGCACAATTAGAAGCACTCCCAGGTCCCTTCCAAGGCATTAGGAGGAGGAATCCAAGTAT
CTGGAGCATCCGGAGCAGCCAGCGTGGCTTCCTAAGAGCCCTGAGAGTAGTTCAGAGACA
GGGCCGGTGGCTCCAGTATTTGATGGGTTCTTGTCACCTCCCCCAGATGAGTAAAGATTT
TTTTTTATTCTATTAGATGATGAGACAGGAAGCGAAAATAATATTTACAGGAAATATTCC
ATTAGCTATGAGCCGGCTCCCAGGGGGATGGCTCTGCTCAATGACTCAGAGCGATAAGGA
TGCTGCTCCTCGCTGACTTGGTCCAGCTTCTGTTTGGGCAGCTTTGACTCATTGCTGGCT
GCAGAGCCCTCTAACTTTGCCTGTCCCTGGCTAGGTGCCTTGCTTCTCCCAGCTTGTCTG
TTCTCCTTGGAAACCACACCTCTATACACACCAGAGGAAGCTCTAGTTAATGTGTTTAGC
ATTCTTTGCAGCCTTCCTCCTTCACGGTTCAGGATCAAAGAGCCACCCCTTGTCTATCGT
TGCTTAGATCATAATGCTAAGCTGAGTGGGCCTGCAAAGGCTCAGTGCCTATGGCTGACA
CTGGTCCTTGCAGTGGGTCAGCAGGGAGAGCTAGCCTTAAAGCTGTAGAGCAGGTACGTA
GAGGAGATGGATGGGGGAAGGACAGAAGTTACCAGAATGACTCCAATCCAGGAACAGTGG
CTCAGACCTGGAACCCCAGCACTTGGGAAGCGGAAACCTGGAGTTTCAGGCCAGCCTTGG
CTACAGAGCAAGACCCTGCCCCCATCAAGGGCTGGAATGTGGCTCAGAGGTTGTACGCTT
GTCTGGCATGGCCACATACACACACACACAAGTGCTTTTTAAACCAGCAACCTTTGCCAA
AGTGAATGATGGGAATTTGTTCACATCTGGTGTGGGGCTGGGGAGCTGTGGCTCATTAGC
CTCTACGCGTCCCTTTACTGTGACGTGGTAACTGAAAGGCACAGACAGGATGGATGTAAC
CCAGTTGTCTCCACCTTGAGTGAGTTCACTTCTCCAAGACTCTCCCACTGTCAAGATGAG
GGAGCATATACCCTTGGCACAGCAACCATCATTACAGTCTCATCTGCCCTTGGCTTAGCA
AGCATCATTACCATCTCTTTTATACTGAACCTGACAGGCAGACAGAAGCACAAACAATGC
CCCTTTGTTAAGGGGAGATTGCTTCCTCGGTTATTGAGTCTGGGAACCCAGGGTCCCTCT
GTTCCCACAGGTTACTGGGGAGCCTCTTCTGAGCATGCCCAGGGCACCAGCTCATGTTGC
ACTCTTCTGGGAAGAGTGTTCCTATCAGCCTGTTGCTACCTTTGAGAAAAACATTTGTCT
TTGAGCAGAGAAAAATCTCACATTGTCTCACATAGGTGGATAAGTTTGTTTTGTTTTGAG
ATAACAACTCACTAGATAACCAAGGCTGGATTTGAACTTACCATGTAGGCCAGGCTAGCC
TCAAACTCTAAATCATCCAGTCTCACCTGCCCATGTAGCTGTGACTACAAGCTTGTGCTA
CCTACCATACCTGGCTCCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCA
CCTGCACAGGTGTCAAAGGACAACCTCCAGGGTCATTCCTCAGACACTTAACCTTTTCCT
CTTGAGACAAACTCCCTCACTGCCCTAGAATTCCCTATGTAAGCTACACTGGCCATCCAG
CAAACCTGCCTGCTTTGCCTCCACGGTGCTGAAATAAAAACATACGACACTACCACACCC
TGCTCCCCCCATATGGGTTCTGGGGACCAAACTCAAGTCCTTATATCTGCAAGGGAAGCA
CATTAGCAACTGATCTATCTTTAGCCTGAGAACACCAATTTCTAGATAGATAACCCCATG
TCTACCTTAAACTGTTCTCTGTATGAACCAATGCCCAAGCCAGATCTGATTAGATGGCTA
GGGTAGTTTCCTTCCCCATCTGACATGTCTGTTGTGGCATGTGGTCTCCCTGGGTCCATA
AACTTCCTATTCCAATGCCTAGTCTCCTAGACATCTTGTCCTCCCTGGCCCTACAGCACG
TGCACCGACACCGAGAAAGACCATATAAATAGCCACATTGATGGTGTGGACAGTAGGGGT
CAAACAGGACACTGGGTATTTATAACACTCAAATAAACACCCAGACAGACAACATAGCAG
CGCCCATGAGACTGGCAAGCTTCTGAACTTTGCGGACAGATTCCCACTACTCTGGGAGCC
CTGTTGACCCTGGATGCAATTTGAAGGAAGCAAATTAAAACCAAGTGCTCCAGTTGGATC
CCAGATCGCTGCAGGGGAGCATTCAGTAGCCCCACTCGTGCCAAAAGAGCCACAAACCAG
TGGTAACTTCTAAACTGACTTTGTTTTTCTGGCTCCAAAACCAGTGACTTCTCATGGAAT
AACAAGAACATCTAACCCACTGGAACACCGCTCTTTTATCTCACACCGTTACTTGATGTG
TCTCTCCTTGCCCCTTGATAAAGCCACAGGCAGTCTTTTGGCTCCACTGGTAATCCCCAC
ATGGTCAAAGTCACACAGCCACATGAAGCAGCTAAACAAGTTTCTATGGAGACAGTAATT
GGTCGAGAGAGATGCTCCAGCAGTTAAGAGTGCTCGATGCTCTTGCCATTATCAACGTTC
AGTTCCCAGAGCTATGTCAGGTGGCTCACAAACCGCCTGTAACTTCAGCACCAGGAGATC
TGACAGCTGCTTCGCTTCCCCTGAGTACCTGTTCGGATATGCACATACATAAATCAAAGT
AAAATAGAGATTCTTTTAAAAATTAAATTATCATGTTCAGTCCCAAGAGATGCTAAAAGA
TTCCATGTTAGTCAGCTTTTGGGTGCTATAACAAAACACTTACAAAGATGAAGCCCTTTA
TACAATCGTTATACAAAGACCGAGCTCGTAGCTTTCGAGGTTCAGGCTGTGAGCAGTTGG
TGCTTTGGCTTTGAGGCCTGTTGCAAGATGAAAACCACAGTGGGAAGTGCATGGCAGAGC
AAACTCACTAACCTCAGCCACAAGACACAAAGCAGAGGAAGGGAGAGGGCCAGAGCCCCA
AAATCCTCTCCAGGGGCCTGCCTACTGCCAGTGACCTAATGTCTTCCCGTGTGTCTCCTT
CCTAAGGATCTCACAGCCAACTCTCAAAGGCGCCACCCTGGTGGCCAAGCCTTTAACACA
GGGGCCACTGAGGAACATTCAATATCCCAAGTGTAAAGGGGGGTGAGATGGCTTACTAGG
TAAAGGTGCTCCCAACCGATCCCCAAGACCCACATGGTAGGCAAAGAGCCCTGACTCTTG
CATAATTTGCTTTGAGCTTCACACAAACGCTGTGGCATATACAGGTCTCACACACACACA
CACACACACACACACACACACACACACGTGCATAAATAGGAACTAGATAAATAAATACAT
TAAAATTTTAAAACATACAGATCCAATGTATAGTAGTCGTAATGTGCAGTCTCTCCCCTG
TCTACTGAGTTCTGCCTGCTGTGCTGCAGTCTGTGAGTAAAGAATTGAAGGATCACCTGA
CCATAAGGCTTCAGGTGCATATGGAGAAAACCATCGGGCACCCCCACTGACATAGACATA
GAGTCTATGACATTGACATAGAGTGTCTTATTGGCCTGAAGCTCGCCAGCTAGGTAAGAC
TGGCTAGCCAGCAAACCTGCCTCCATCTCCCTAGACCCAGAATTTCAAGGGTGCACTACC
ACGCCTGGTATTTTGTGTGGGTGCTGGGGATTGAACTCAGGTCCTTGTGTTTTCAAGACA
AGCACTGCATTGACTGGACCGTCATTCTAGCCAGTAAGGTTTGTCAAACTTCTAACAGAC
TTCATATGACACAAGTGAGTGTGTTACAGCTTTCGTTGCACAGCTCAGCAGGGTTGAGTG
CGTTGACAGTGTGGTGCAACCCATCTTCAGAACTCTTTCTATAATACAGATCTGGAACTT
TTAACTGCAGTGCCCCGTTTCCCCACCCCACCCCCATATACTCCGCAGCCTCTGGTGGCC
ATCTTTCTGATTCTTGTATCTGTGAGTTTGACTCAACTAGTTGGCTGCCTATGTTTGTCT
TTGGGTAAACATATCCAATTCCAGGAAATATTTCAGAATGAGAAGGGTTCCTGAATAGGT
AATAATTATATAACCAGGTCAGATCCAGGGTCCATGTCACCCAATTGAGCCTGCTTTTTG
ACCTTTCTACCCAGTTCTTGGCCCCTGCTTGTGGCCTTTCCTGCCTGGTGGTCAAATCCC
AAGGCTCTCATGAAGGAATGTTCATCTTGAGATGTCACTCAAGACCTCTGTTTTACTTAT
CCTTGGATCTAACGTTCAGTGGCCAGGGTCACTGCAGACTGTAAAATCTACGACAAGTGA
GACAGACTACCTAACAGCCGAATTATTTTCTCCAGCATATCCAACAGGTGTTTCTGCTGC
CTAAAGTTCTCCACCTATCCTTTGCCCAATCTGAAGGGTGTATACTGGCATTTTATTAGC
CTATGTGCCCCTATGCCCACTGGCATGTGCACCCAGCTTGGTTGCCATGGCTTTTTTATG
TTCCAGCCTTTTAATGAGAGGGCAAAGTACCAGGAGGCCCCCGGACTCCGGGCTCCATAG
GTCCTCAGTTTGGATTGAAACCAAACACCAACCCTACCTTAGAGGCGGCACAGCTGAGCG
AGTTTCCTGTGCACCTGTGTGTTTCTAATCACATAATTGAGTTTATGGTTGACATTTGGA
AACTCATTAAAAAAGAAACCTGGTCACTGGCCAGGTTTCTCACCAGCAGAGTGAGAGGCT
TAAGCTGCTGAGAGCAATGAGCACCCAGAGGTGTGATTGCCCTGGTTGCTCATGTACTCA
AGGAATGGGGGCGGTAAGTTGTCATCCAGAAATGAGAGAAGGGGTTCCCACAGCAACAAG
GAGAGACTCCTATGGGAAACAGGTGCTGCTGAGAATAAAGGAGCTCCTCTTATAGCTGAG
CTGCCAGCTCCTTTTATGCAGTTAATCTTACTGAGGTGTGTTTGTTCCAGTACAGTGCAT
TAGACCTAGGGCTTTCTTTGTGCTAGGAACATATGCTAGCATGAGCCTCTGAGCTCCATT
TCCAGAATACATTCATTCATTCTTTCTCCTCCCTTCACCTCCCTATTTTTAGTATGGGTG
CTAGGGATATGAGCTTGGGTCCTCTTGCTTTCTCAGCTAGCACTTCATTATATCAAATGA
ACCATCTCCCTAAACCAGTAGTCTATCCCTTTTTATGGCAGAATAATATTCTTTGGCTGC
TGCTTCAGCCCCTTCTGCACTGGCATACAACAGACACACACATGCAGATGTTAATATCTG
CTCAGTCCCTCACAGAGCTCACAACTGACCACTTTTGTACTGATGCCAACCTTTCCCCAA
CCCTGCCTGCTTGTTTTACATTTGTCCTTGAGCCTCTTGTCCTGGCATCGACTGCCCTGT
GAGTAGTGAGTCAATTTCTTATTTGTTTATTTTTGCCTAATGAAAATGCACAGACCGCTT
CTATCCTTGCCTCATATGGTATATAAAAGATACTAAGCACCATGCTTGGCACACATCTAT
AATGCCAGAACTTAGGAAGTTGGGGCAGGAGGATTGCTGTGGGCTTAAAGCCAGCTTGAA
CTACATAGTACTGGCCCAGCCAGTGCTGTATGGCAAGATCCTGTTTGGGCAAAGACAAAC
AAACAAATAAACAAATAAAATGCAATTGGAGTAAAGTACCTAATAGTTGCAATCCAGTGC
CAATTTTAAAGAGATCCAAACATATATGTGTTCAGTAGCCTAAGGGACTTAAGTATAAAC
TGGATAACTCTCAAGGAAGGGTCTCAGGCACTCACACCACTGAAACACTGAGACATTTGC
AAGGGAGGGCGGAAAGGGAGCCCACAACGTTTTACCACTTATTTCTGCACGTAAAAAGAA
AGAGAGAAGAAAGGCGAGGGGACATTTAAAAATGGCTTCCATTTCGACTGACCTTTGGCT
TTGTTTTCTGACTATTGGACTAAAAAGAAATCAAGAGCTAGTGACAGTTGGCAATCAAGA
TTGCGCTCCTGGGATCCTTCAGGCCACCAGACACTTTCTCTTTTATAGAAGCGGAAAGTG
TTAGATTGGGAAACCCTGGTGTCAATCATCGAAGAGTGCAGCAGCTTACTGCTGATGAGC
TGTGCACTGCTGGAAAGATTTTTCTTAATCAGCATGGTTCACTGGGGAAAGCCAGGGTGC
CCCGACCTCCCTAAAAACTGCTAAACCTGTTTAACACCCATCCCCAGCACAGCTAGGACC
CAATAAATACAGTTTTCCTCACTAGGCAGAGTCTAAGCAACAGATCCTGCTAATCAGCCA
AGAATCTACTGCTGGGATCTGCCCTGCTCAGATTGTACTGAGAAGGAACCTTGAGCAGAC
AGGCAATTTCTACACACGATGAGCTGTTCAGTCCAAGCAGGAGGAGAATTCCAGGATTCT
GGGGTTATAGACATCCCTCGTTCTTTGGGGGATCACACTGAGTAGAAATAGGAAGCTGAG
TTCTTGACCACTCTTTCCTCTTGGTCTGGCTGTGACTGCCCCTTCCGCATGCCATGTGCA
GTTGAGGGAGGGTGGTCCTGTGTATACACATATGTGCGTATGGTGCATGTGCATGTGGAA
GTCAACATTGAATGTTGTTCCCCGGGTGCCTTCCATCTTGTTTTTTGAAAACATTGGACC
GGGGCTCACAGGTTCAGCTAGGCTGACTGACCAGCACATCCCAGAGCCTTCCCGACTCTA
GGATGGTACTTCCGTGCCAACATGCATAGGTTCCGAGGCTCAAATTCAGGTCTCCATCCT
TCCACACCAAACACTTTCCTGGCTGAGTTACCTTCCTAACCCTGGAAGTGCACCTTTAAT
GAAGCACCCGCCTTAATCGGTGTTCCCTACTTTGTGGAAGCCGCCTGAGTTGGAGCTCTA
GTGCACGTGGTGGTCACATGCCATCTTGCGACCTTGCACTGTGGTCACATGCCGTCTTGC
GACCTTGCGCTGTGGTCACATGCCGTCTTGCGACCTTGCACGTCTCTGAACTGGGTTTGC
CGTGACTCCTTCCTCCAGTTCTTTCTCTACTCACATACTCAGCCTACAGTTACTGGGTAG
CAGGTGAGAGACTGACTTGCCTCAAGCACTGTACATTCCCTAGGCTTGAGCGTGGCGGAG
ACATCTGAGTGAAAGGTCAGCTGCAGCAATGGATGCTGATGACTTAGGCAGAGGGGTGGG
TAGAGCTAGCTACCTGGGAGAACTACCCAGACCGGGCTGGGAAGCCTGTGATTACAGGAA
TATCCCTGATGAGAGGACATAGCTCAGGGCAGGCTGCTGAGCATGCTCGGTTGTTTTCCT
CTGCCCTCCCCAGCCCCTGTAAGTTCAGGAAATCTTCAAACTGACCCGACCACTTCAGAA
TTCCTCCTGGGGGAGGAGAAGGGGAATGGGATACCAGAGCTTGAACCCTAGGACCAGTCA
TTCTGGAATGACTGGAATATGGGAGTTGAAGTCTTCACTCCTAGAACTTAGCATCTTCTT
TCTGGAGAAGGCATGGCTCCAGCAGGGAAATCCATAAAAGAATAGCAACCAGGACCTCAG
CTACAGAGAGGGAGGCTCTGCCCAGGCCATTGCATGCCTCAGAAAAGCTGGGTGGTCAGA
TCTTGTAGCAAAAACCTCAGACCAAGCTGCCTACTTCCTGCCAGTGACAGGCATGGCTGC
TGAGCAGCCTGCACGACACAAAGGGTTCATCCTTTAGCTGGCCGGGAAGCAAGCCGGAGA
TCTGCTTCCTGCCACCAATGTAGCAGCCTCAAACCAGATCCCTGTCCAAGTGGAGAGGTC
TTGCACCTCAATTCTCAGCAGCATGTAAGGAGCCTCCCCCAGTTTCCACATAAACCAGGT
CCGGAGGAGCTAGGGATTGACTCAGTTGGTAGAGTGCTCACTAGCACTGCGTAGCTGTGC
ACAGTGTAACCCCAGCCCTTGAAAAGAAAAGGTAAGAGGATCGGCAATCAAGCCCATGCT
GGGCTACAAGTTTCAAGACAATAAAATAAAATCATGTTCTGAGTGGTGGAACACACCTTT
AGCCCTCGCACTGCGGAGACAGACAGGTGGATCCCTGAGTTCAAGGCCAGCCTGATCTAT
AGAGTGAGTTCCGGGGCAAATGGGGCTATACAGAAAAATCCTGTCTTGACAAACCAATAC
ACAAACAAGTAAATAAAATCAGCTCAACCGGTTTAGGAAGTACCTGTCCTTGTCATCAAG
AAGGGCAGTTCTTGAAGCACCAGGGGTGTGAATATACAAACAAGATGCTGTTAAATAATG
GTCCTTAAAGGGCCCTCGTTCCCTTGCTGCCTTTCTTTTCAGTCCACACGGGTGATGGGG
TGGATCACCTTTAAGGTGAGCAGCTATTCACTGGTAACTGTTGTCATCATCTTCTGCCTC
CCATCTCAGCTTTCCCCAGGGTCAGGTGACCTCCACCAAGGGGGTGAGGTTGTTGAAATG
ATGCCTCGCCCTTGGACCAAGCACCTCAGTACCCGAGTACTGACATGCTCGCCTCGAAAA
CAAATAGAAAAGTACAACTTTTTCCACACAAACTAACTCTGTCCTCCAAAGTACTCAAAC
ACTACATGGAAATGAACACTTTAGAACCCCTTACGGCTTCCTCAGTACAGGGACCAAGTC
CGGAGGTTGACACTTAGTCACCCCCTATCTTTTCTCGGCCAAGGATTAGTTACTCTTCCC
ACTGCTGCAGAGGCAGCTTGAAGAAGGACGGCTTTACTTGGCTTCACAGCCGGCGCCTGC
CAGCCGGAGCAGACCTTAACTGGTTACATCATGTCTAACTCTCAGGAAGACCCAAGAGAC
GACACTGGTACTTCGCTCGGCTTCTCCTTCCCATTTTATTATCCTGGACTTCAGTCAGAG
GAATTGTGGCTCCCACGTTCAGGGTGGGTTAACTTGGTTGAACTCCCTTAGAAACAACTA
GCAGGCATGCCAAGAGCTGTGTCTCCTAGGTGACTCTAAATCCAACCTGAATCACAATAG
TGACTGATTCTACCTACTAAGGAAAGTCTTTTTAAGGGAGGAACTGGTGTGCCACATAGC
ACTGGGGCATAGTGCTCACACGGAGGAAGTCTAGTTAAAGTGCATGTTTCACAATGCAGG
CACTGACCCCATCCCCCTAGAGCCATGCTCAACGAGGATGGGGGGGGGTTGGTGTGAGAG
TGGGGGATGGTAATTATATCTGGAAGAGAAAGGAAAACACAAACACAGTGCCTCCTGAAA
GTATTCATCCTTGCTGAAGCTTCTAAACTCTTTCTGCAAGAAAAAGCTGACATGGAGAGG
AGAAAGTCATCTAGAGACAGCTCCTCAGGGGAAGAAGACAACAAGAAATCAAATCTAGTG
GAGGAGGGGAGCAAATGGTCTGTTTCTCTCCAGGCTCTGTTAAGGATTGGCTGGCCTCCT
AATGATTCTTAAGCTAAATGAAACTAAAAGGTTTTTGATGGGTTAAAAAGAGGCCATCCA
TTAAAAGGTCCATGTTCCGCGCTCTGGGCATCTGTCACTGGGTTAACCATGTTAGTTTGG
AGTCCCTGGTGTCTGACAGTGAAAGGGGAGGGGAGACCAGGCTGAGTAAACACATTGAGT
CCATTAGATCTGGCTGTGGAGAAAAAGTAGCCATTGTTCTAGTTGCTGGGTGTGCAAGCA
TCTCCAAGAGGAAATAGATGCTTGTGAATGCTGAATAAAGTATGGAGGACATGTGCCTCT
ATTCACTGCCTGTGGTCATAGTTTGTTAATTTGGAAGGGCCTAATTTGGTCCCCATGGTG
TCTAACCTCACTAAGTTCTATTATAGGAGAACATTTGATTTTTCAGATCAATATTCTGAG
ATTAAATGTCATAGCAGGACAATGGTCAAGATGATCCCTGGTCACATTGCGATGGGATTG
GGGTTGTGGCTTGGTAGGGTGCTTGCCTAGTATGCATTGTAACATCACAAATCGATGCAA
TTTGGGGTGATTCATGTGATGGAGATGATATAAAGAGAGTTATATATACATCAGCAGGTG
ACAGAATCCGCTAGAAATGACTGGGACAAACAACTCAAAGAGAATATCTTGAACTCTGCC
CAAATAGAATGAAGAGCCTTGGGCTAGGCTCATGCTTACCATGTGAAAATTTCAGTTGAG
AAGATAAGATTTGGGGGATGGTAAAGGCACTTGTCACCCAGTCTGATAGCCTGAGTTCTA
TCTCTGGAACCCACAGAGTAGAAGAAGAGAAACAACGCCTACACTTTGTCCTCTGACCCA
CCCCCCGCCCCCCCTGCCCCAGACAGCCTTTCTCTGTCTCTGTCTCTGTCTCTCACACAC
TAAATAAATAAATAAATAAATAAATGTAAAACATGTAAGGAAAATATTTTAATACCCTTG
GTAACATATTCATCATCTTTCAAAAAAATTGTGCAAACTTGAACTTTAGCTGGTACATGA
GAAAACTAGAAGCAGCATTTTCATGTTTTACATTAGGAAGGAGAGTAGTGTGTACTGAGT
AACAAGAAACAGCCATCAGAATAGTGAGCAGTGGCTGAACGCTGACTAGACACTCTGTAT
CTACTGATGCATTAGTTCAGCAGCATTATAGGAAAGTATTGTTATTCATAGTATTAGTTC
TAAAATGAATAAAGACACAAAGTTTCTAAAGATACATAGCCATCAAATACTTGATAGATA
CTATGCCTTTGAATCCTGTGCTCTTAATGTCTATTATTTTGTTTTATTTTTGTTGTTGTT
ATTTGCTTATTGTTGTTGTTGTAATGAATCCAAGAGAATGGTATTGAGTTGTTTTGAATT
TGCAATGCCAGCTCTGACCTATATATGCACAGAATATATGACTATCTCATTTTAGAGATT
CGAATTTAAAAGGCTTTGCACGTTCAGGGCCAGAAGGGAGAACCTTTGACTGCCAGGCCA
AGGTTATCTTGTTGTTGTCTTTGTGTTGGCTAGGTTTTTGTCAACGTGGACATAAGCTAG
ACTCATCTGTCAATAGGGAACTTCAGCAAAGTAAATGCCTCTGTAAGACGAGCCTGCAAG
GTAGCCTGCCTGTGAGGCGTTTCCTTCATCAGTGATGGATGGTGAAGAGCCAGGCTCATT
ATGGGCAGTGCTATCCCTGGGAAAGTGATCCTGTTTGTGGGGAGGCAGTGGGGAGCTAGT
AGGCAGCATTCTTCCATGGCTCCTACTTCAGTCCCTGCTGCAAGATTCCTGCTTTGAGTT
CCTACCCTGAATTCCTTTGATGATGGAGTGACCTGAGAGTTGGCAATGGAAGCTGGCCTT
CATTGTCCACGGCGATTAGTTAGTTCCAGAGCCTTGGGTTAGTAAACCCCTTACATAAAA
TAATGCAGTATTTGCCTATGACCCATTATGATTGTCTCTATACTTTCACTTCTTTCAGTT
CTAGAAGCAGGGTTTCACTGTTTAACTGAGCCTGGCCTGGGACTCTCTACACTGTGCATC
CTAATCTGGATTCAAACTGCCAACAATCTTCTGCCTCAGCCCTTTGAGTACTAGGATTAT
AGATGGAAGCCAACATGTTCAGGTTCCCAAATACTTTAACTCATGTCTATCAGGTTTGTA
GTGCTTAATTCAGTAGAAATGCTATGGAAGTAGTTATGGTATGATATCCATTTGGGAATA
GTGACAAGATTTAAAATAACAAAAACAAAAAACAAAAAAACAGTGTTCAGTCCATATAAT
TTTTTTCAAATATTTTCAACCCCTGGGCGGAAGGACGAGCAGACGCATACACTGTGGGGT
GAAGGGATAGCTGTAGAAATACATGCTGGGGGCTGGTGAGATGGCTCAGTGGTTAAGAGC
ATCAACTGCTCTTCCAAAGGTCCCGAGTTCAGATCCCAGCAACCACATGTGGCTCACAAC
CATCTGTAACAAAAATCTGATGCCCTCTTCTGGAGTGTCTGAAGACAGCTACAGTGTACA
CACATATAATAAATAAATAAGTCTTAAAAAAAATACACGCTGGGTGTCGTGTTCTTCCTC
TTGCCCAGGAGCATAGCCAGTACCAAGCAGACATCCACAAATGCCAGTGGATAAAAGAGC
TTAGATTAGATGGAGATCTGTGGTCGACCACAATACCTCTGCCTCTCTTTTCTTTATAAA
TAGAGTAAACCATATTGGACGCCTACAAAAGTATTTGTGTCCATATTTAAAATGGACACA
AAGTCCCAACTCTTCTTCCTCATTCGGATGCCTGCTTCTGTCTTCTCCCATACATTCCCG
GGATGCACGAGACCAAGTCCCCTGCATGCACGACATTGGGAATTTTCTGTGGCACCTCTA
TTTGATGCCTCATTTTTTTAATGTCCTGATAGAAAGATAAACGCAGGGAGTCATGTGTGA
TGGTGTCTCAGGAAAGAGCAGAAGTGAAATTAGGAAGTGGGGTTTGTTTTTGTTTTTTAT
TTTGTTGTTTTGTTTTTGTCTTTCTGTCTTGTTCTGTGCTTGGGGACCATTACTATATGT
GTCCTCCTCTTTGAGAACTTGGGCGTGTTTGGAATGTACGCAACATCATGTGCCATCAGA
TGGCCAAAGCTAGTCTCTCTAGGATCTGAAGCATCATTGTTCTTGCTCTTCACTGGGGCT
TTGTGGCACAATAGAAAAAGACCAGGACAAGAAGTCACAAGCCAGGTCCCAACATCAATC
ACATACTTAACCTCTGGCGGCTCTGAGTCTCTGCCCACCAGAGCAACTTCATCTGGGAAA
GGAGGACGCGATCCAGATGGCTGATTGGATTCTGTATAATGGTCCCTCTGGATGAAGCAG
GAAGTTACTCACAGGGAGGTCATTTAGGGGCTCTATGACTCAGCCTCGGGGACAGGAGGA
AGACAAGGCTCCCTAAAGTCCTGGTGGAGAATCAGAGCCATTAGGCTGGGCTTCCTCTCA
AGTCGTTATTTCTACACCATCCTGACAGCCTGCCGCCTACTCCACATGCCAGCCCACAAT
GCTTCACAAGTGCTGGCTGGAGAGGAAGTCCAGTGGAGCCGAGGCCTCGTCCTCAGCCAT
GCACAGGATGTGTGAATCTAGTGGACTAATTGGAGCCAGGGTCTGGGAGGCCCCTGCTCA
TTAAGGATTTATAGAGCACCTTGTCATATTCAGGGCCCAAAGACAATAGTTATTAGCCAC
TTTTGTTTGCTCTCCATGGATAAATGTTTCCCTTCTTGGTTTTATACATGAGGGCACTTG
GGACCAGAATGAGACAGTAGAGGACCTGTGACCCTAGGAAGCCTAGGTCAAAGGCTGAGA
GCCCTTATCTGGGACCATTGGGGTTCCAATGATGGTAGCAAACACTGGTTTAGTAAAACC
CCTTCCTGATGGTTCCTCTAAGCCATCTTTAGAAACCTCTTAACTCGTACAATTACCACA
ATCCTTATTATCAGAGACAGGGACTTGATAGTATCTGAGGCTGATCCTCTTGCCTCAGCC
TTCTGAGTGATGGGCTCACAAGCAAGAGCCACCATGCTAGGTTAACGCTTTTATTTCCTA
CGCAAGCTCCAGTCATAACTAAGGCTATTGTTATATCCCCACGTCCATTCATAACTAAGA
CTATTGTCGTCTCTTAGTCTCTGACTGAGGCTGCTGAGTGTTGAGGCAGGTGCTCTGTAG
AGCCTGGATGAAGGTAGATCTACAAGAAAGGAGGACACATGTATTATTCGTATTATTATT
ATATTTATAGTGTGAAAGCAAAGCAGAGTGATCATGTCTGGGAGAACAAGCCTGGCTGGA
AGCCCCTTTCTCACAGCCGCCGCCTGGTTGCTCCTTTGTGAGAAAGCACTCCACTTGTAA
AGTTAACCACGCATCAGTGAGTGAGAGCTGTTCTCGCTAATTGGCGGGGTCCCGGGAACG
CAGCATAATTAGCAGCTGGAGTAATGGACCAGGTGCCTTGGACTTCTATTTCTGGTTCCT
TCGGAAACCAGTTGTGTGGCCCGAGGCAGTTTCCCCTCACTTCTTGTGTGCCTTGTTTCT
TTTCCTTCACCCTCAAGAAAATTTGCAGTTTTTCTTCACAAAGGGCAGGGAGGGGGCTGC
TCAGTGAGCAAGGAAACAAAAGTGTCTGTGGGGATTTGTGGAGATGCATAGCCAAAATGC
CCTGATTTAACAGGTATTGATCAGTAGAAACTCTGATTATTGATAGGACCACATAGTTGA
GTTTATAATTAGATTGTTGGGCATAGAAGTAGCTGAAGTCTTTAGGGAGCTAGCCCAGTC
ATTGCCACGACTGTCTGGTGTGTCTTTATGACACATCCCAAATCATAGTGCCAGGGATGG
GTTGTCGTCTCTGCAAACCAGGGCATGGGGGCTCCTCCTGAGCAGCCCCCAGGGATGGTG
CAGTACCAGCAGAGTGAGAGCTCATCCCCCGATATTTACAGGAAAACAGGAAACTGGACA
TCTCCCCTTTGCCTCTCTCCATATTGTCGGTTTTTATTGGTCTGTTTGGTTGCTTTTGTT
TTGTTTTGTTTTGGATTTTTGGTTTTGGTTGGTTGGTTCGTTTTGCAATGCCAGCCTTAA
AACTGAGTGTCCAGCAGCCAGGGGCTTTAACGTCATATGAACAAAAATGCCCCAGACCCC
CATGAAGAGCAGAGTGCCTTTAGCTTAAATGACATCCAGCCTTTCCTGCCAGCAGCAGCT
GTCTCTGCCCTCTCCACCCCTTCAGCCTTCTAGTTCCTGCTTCCCCCAACCTCGAGCAGC
TGGATGGGTCCCTAGCTCCACCCCTCTCCTAAGTGAGAAAAAAAAAAAAATCAGTAGCCA
GTGTTGTTGCCTGCCTGCCTATCCTCATCCAGTTCTGCAGGACACTTCCGATGTCCCCAA
GAAGATTAGAAGGTTTTCTAATCTAGAAAAACTGTCTACTCCCAGCTTTCCTTCTCAGTA
TTTACTTTGCAAAATAAAAACCAAAATAAAGTTGTGCTAAAACAGCTATCAGGGACTCTA
TTGCTTTGTCCCAGCTACGAAATTTTCTACAGAAAATGCATTACCCTGTGGACACACCCT
GAGAGCCATGACTCCAGTGTTCACCCTTCAGAGCAGCACTGAAGTGGAAGCCCCACCCCT
TTCCCTGGACAGCCACCCTGGCTAAAGATGAGGGGCTGCAGCACGCCCAGATGGTTCTAT
TTGGGCCTTTGGCAGACACACGGATCTCCACACTACACAGCAGCAGGGACCACTTAGAGG
AAAGGCATGGTTTGTGGTTTGGATTTTTTCAAGGAGCTGGGGAAGGAGGAGTTGCCAGGA
AACCAACCCTCAGAGGGTTGTGCTCCAGGGTTCTTTATCGGGCCTGGAGGCACTCCTGAA
AAAAATACACAAGTGGGGCTTTCTCCTGAGTGTTTGTGTCAGGTGTAACTTCCTTGCCTC
CCAGGGAGGGGTCTACTTTCTCTGATCTGTACATCAGATACAGATGGGGTCCTTAACTCC
CAACCCCTACTCCATGCTACCAAGACCAGGACCAGATATATCACTTGTAGGGCCCATGCC
AAATAGATCAAAACACATTGGAAATTTCAAGATGGCAGCAGCAAGCGAATGACCCTCTTG
AGCAAGGGGCACTTGAGTCACACATCCATAAAGCCAGTCCTGTACAGGGTCCACGTTGCT
TTGTTAGAGTTGGTACAGGGTAGGGTCTAAGAAGGACATATCTTTCTTTGGGGAGAAGTG
GTAAATAATCCTTTATACTTGCTGTAAGATATCTAGCACACACATAATCTAATTTAATTC
TTTAAGCTCCAAGTTAAGACGTGGGAGATTTTAGAGAAGAACTCTGGTGGTTGTGCAGTC
ACCCTCTCTCTTTTGCCAGGATCTAGAAGCTCTAGAGATCCATGACAGTGAGATCCATGT
CTGTTGATTACTTATTTCTATTCCCTTGCCCAGCCTGAGCCCAGGACCTGCTGTGGTTAA
GATCCATCTAGAGCCGAATTACTACAACTTACTTAGCTAGTGACGTGGAAGGAAGGGAGC
CTGGATTTAAACAGAAGCTTCTGACCGTAAAAACTCTGTGTCTTGCCATAGCATGCTACG
GTATGGCAAGTTATGCACGAAGCCAAGGTCATAGAGTCCAGTGGTTCTGCTGCCTGTATG
GCTGTGGTGAAGTCTAGTTGCGGTATCTATACCCAAGACGAAGGTAGCAGACTCAAAGTA
TCTACACTCAGGGATTCATGGTGGCAGAGCACCCACTGGCTGAGACATAGTTCTGTGTGT
TTAAGTGACCAAAAAATCCTTCTCAGACAGGATGGACCAGGAGCCATCTGAGCCAGCACA
AGATTTTAGAGCATTTGCTTTCTTTCCAATGTCCCTCCACCCACTTGCGACTGATCTCCA
GAGAGACAGGAAAGTCTCTAGTCTCTGGCTTCAGAGTAGAAGGCAGTGTGGATGAAGAGG
TAGCTCCTGAGTCAGAGCCACTCATCACCCCTTGCCCTTCCCATTACCCATGCAGACGGG
ATCATTTAGAATTCCATAGAGGAGAGTGTGAACGTGAAAGAATGCAGCCTCTCTCGAAAC
CAGTTTTAGTTGCTGCTCAGTTTTACTTGGGTGGTAAACATCCTGGGCCTGGAGAAAACG
GGGCTCACGGAATACTGGGAAATAATGGTCTTTGCGTGGGAAAGGTGGGTGCTGGAATAG
AGCTGGGACCTCAGTCTGGAGCAAAACCTAAAAAGCTGTGCTAAGCCTCCACATAGTAGA
CAGAGGGGGTTACAAGCAAAATCAGCCATTCTCACAGGAAAAACAAGAACCCTGCTTTAC
TCTGGAGCAAAGCAAACTCACATGCTAAGCATATAAAAGGAAATGGAAGCCGCGTGAATA
AAATAAATGCAAACTCCGGTACACAGAGCTTTAGCCCCTGGTGACGGTCCCCAGACCGCT
AAGTAACTTTCACTTTCATCCAGAAAAAGCCACCCGCTTCCTTGCTCCTAGGAAGCGGCT
CTAATTGCCTCCCGACTCCTCAAGATCAGCTTCTTTGACTCCTGGGGTTCCCTTGTCCTG
ACTCTGTGTCCCCACAGGACAGAACTCTTGCCCCCACCCACTCCGCTCCGCCCACCACGC
CTTTGTGCTGAGAAAGGAAAAAAAAAAGAATTACAAACACGCACTGTGATCATGACTCGC
CTGCCCCCAACTATGGTCGCACAGCCTCCGCCCTCCAGCGAGTGAGGATGTCTGAGGCTC
TTACACATTAACGGCAGGAAGTGGAGTACCGAAGGGAGGCTGGGAATTTGAACGCCTTCC
CATTTCAGCACTCGAGGGGAGGAAGCGCTGCTCAGCCCTCCGCGTGCACAGATGGCTACC
GCTCCCTCCTGAGCACTGTGTTCCCGGCTGCGATCCTCCTCCTCTCCCTCCTCTCAGCTC
CCCGCCCCCACCTCCTCTCCCTCTCCTTGGAGGGAAAAGTCTGCAGAGCTGAGAACTGTC
TTGGAGAATTCAACAAAGGCTCGAGCCAAAGGGGAGCAAACTTTAAAGAGAACTTGTTTT
GTGTCTGTTAAGGAACCTGCTGAAAAAATCCACACCTATTGGTGTGTGTGTTTCGAGCAC
TAGTAGTAGGCGGGCTACCGGGAGGAAGCACGGACAACTGTACGGTCTCTGCCTTGATAA
GGAAACTCTCAGCTGTTGAAAGGTTAATCAGAGAAGAAGGGACAGCGTGACCAGGGAACT
TACTACTCCTGAATTTAAACTACGTTGTTTTCCATCCAGATATTTCAATGGAGACAGTTG
GAGAATCTGTATTTCAGGGAAAAGAAGTTTTCCGTGGAAGTTCATGACCCTCGCAGGTAA
GCACAAGGAGCCCTTTTCTTTGGGGAATGCATGGCATGCCATTTGTACATTGATTTTGTG
TTGTGATGGTTTATGTCCATGACCAGGACAGAGTTCACATCAGACTGTAAAACTTTGTGG
TGATAAATGCAAAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTTTAGCAATTCTCACCTGTCTCTCTCTCTCTCTGTCTTTCTCTCTCTGTCTCTCTC
TGTGTCTCTCTCTGTCTCTCTGTCTCTCTCTGTCTCTGTCTCTCTCTCTGTCTCTGTCTG
TCTCTGTCTGTCTGTCTGTCTGTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGAT
GCTGGAGGAATAATTGTGGCACTTTGGAGCCACATTTGAGTCACATGGGGACATTTCCTC
TTAACAGACAGGAGACCAAAGGCTTCCTTGCCGGAGCTGCTAAGCCTACTTCAGGCAGGA
CGGTAGAGACTGAAAGGCATCTGTCAACCAAAGTGGTTAGGCTCATTTATTCTGGTTCTG
GGTGCTTATGGTTTTCTTTTTAATGTTAGTTTTATGGGTGGGTATGAAATAAATGCAGTT
CTTTTTCCTTCTTCCTATATTGCACCAGTCATTGGACTCGAGAACACCAGTCTTAAAAAC
CTAAAAACCTGTTCCAAGTTGGATGCTGAACAATAAATAGGGTTCTAGGTTGGGCTGCAG
AGAGCCCTGCAGGGAAGGAGCCTGGGCACCACCAACTTTAAGCTTTTCCTCTTTGTGTGC
TGGCAATTCTATAGTCGAAGGCAGCCCACTGCCAGCAACAGGGTTCCCTAAGAATAAATT
GCTGTGTGCAGGTCCAGATGCAGACTGACAAGAAAGTAGGCCCCAGACGATACTAAATAG
ATTATGTGCACTTGAGAAGCCAGAATGGGTTCAGGTCCTGGTGACCCCCAGCCCTGAGCT
TAGGAGGAAGTGCTAGCAGCGACCCTACCTTGCTTCTGAACAGACAGACAAGCAGCGGTG
CCCTCCAGGCAGCTGGGGACTTGGGATGAGACATTGCCTACAAGGAGAGGGCTGAGGTTT
GTGCAGAAGCCCTCGTGCCTGCTGCTGCTGCTGCTGCTGCTGATAACCCAGCTGGGTTGT
GTACCTCCTTGTAATCTACACAGAACAGCCTCCTACTGTAGGCGAGAGTTTATCCCTGCC
CCACAGTTACCATGAGACTAGCAACTAGAGAACAGAACGTTCTAGAAGCCAAGCCTCTGC
AGTCAGGTGCAGAGGATAATGTTAAGCAGAAGGATAGCTCATTCAGTGGTTCTCAGGACC
ATGGGATGCATTTCATGGTCTAAAGACCTCCTCCGCAGAACACAATCCGTATGCACAGGC
CACGGAGGGGCAAGCGGATGCCAAAAATAATAATCCAGCTGAGGAGAAACTCGCTGCTAT
TTTTCCAGGTGAACTTATGTCAGAGTAACATGGACATTCATGGACAGATGAGAGGGAAAG
AAGTCCAAGTGTAAGAAGGGTAAATCGAATTCTACACCATGATCATATACAGAGAAGGGG
ATGCCTGGCAGAGCAAACATTAAAAAAAGAAGAAAAAGGACCACCTGTGGGCCTGAGTGC
AGGGAATAGACAGAGGGAAAGAATTTACCCCAGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGGTATGTGTGGTATGTGTGTAGTGTGTATCTGTATGTGTGTGTAGTGTGTGTGTGT
ATAGTGTGTCTTTGTGTCTGTGTCTATGTTATATACACACACGTGTGTTCCTTCTGTGTC
TATGATCTCATCAGTGATATAATTACTAAATTCTTTTCCCTTTGCCAAGGTCTAGGAATA
TAGGAAAGACACCTAACATCATACCTTAGCATAGAGTGGGCTTTTGGCTTATTTAGCCAA
AGGGATCTATCTCATACATGTTTGGAGAATTTGCATTTTCTTCTATGGTAGATATGGAAG
GCTGAATCAGTGTTCTCTTCCATCAGGAACTGTTAGCAGAGTTGGGGACACCAGCGAAAG
AAATCATTGATGGAGTTTGCCAAGTGTAGGGACTGGTTTGAAACTTGCACATATGTGCTC
CCCAGATAGTTCCTTACTATGACCCAGGAAATAAATCAAGGCACAGACATGAATTGTGGG
TAGCTAGTATACGGTACAGGCTAGATTTGAACCCTAGAAGTCTGAGGCTAGAGCCCATGA
ACAGTGTACTGAGTGTCAAGTGATACAGACCAAAGTGCTGAATAATGTGGGCACCAAAGG
CCTCCCTGGTCATGTGGCCTTCCTGAGGAGGAGAGATCTGAGCTGGAACCCATGGGGTTA
CTAGGATCAAAGCCGGGGTGGGGGGTGGGGGTAGGCCCTCAGGCGATATGGACAACTGAA
GAAATGAGTGTTTTATGTGGACAGAAAAGCCCAAAGATGGCAGCCTGGGCTCAGAGTATG
ACCATTTACCTTGAGGAAAGGCAGCCCTGAATCCACCATGACAGGGACATCACCTGGGGC
CAAAATAACTTTCTGAGTGGAATGGGGCAGATCTAACCAGCACCTCTCCCTGTTGTGCCT
GCCCAGTAGAACACAGGTTCTGTGGTGGACTTTAGCCCCTCCCCATTGTCTCAGTTCTCA
ACTACCTTTGTCTCTGTCTTCCCCTGGGTTCAGCAAACACTGCTCCATTGCTGAGGTTTA
GGTAAAGCAGACGTTGAGGTGGGAAGGGCTGACAGGAGAGATGAGCAGAGGAGATAAGGT
CCTAATGGAGCAGGTGAAAAGCTGAGTATGTGATGTAGATCCCCGTGACACTGGCTTCCC
AGACCCCGTGAACCACGTAAGCCTTCCTTACTCTGTTACCTGGAGAGTTGTACACGGGAT
TTTACAGCTCAAGTTCATTTCAAGTTACTTTTCTACATACTTGAGCTTTCCTCGGGGTGG
GCGGTGGGGGTTCATTTACTCCCAGCCATACTGAGTTCAGATGGCAGCTTCTTGACTCCC
CAAAGATCTATGGGGGAAGCACTCCCCCTCCCTCTCTCCCTCTCCCTGTCCCCTCCCCCT
CTCTCTCTTCCCCCCCTTTTCAGTTTCTTTCCACAGAGCTGTTTTACTCATTGGTATTTT
TTTCTCCCTTAACTTTGTTTTAACCAGACTGGGAGTTGGAGAGTGACCCAACCTGCCTAG
TATCCGGTTTCTAATCACCAGATTTGAATTTCCCCTTAAATGTGGGTATGAAGAAGCCCC
ACTGTTTAATCTCTAGCTTACAGAATAGTACAGTAAAACCAGCATGAAATTTCAAAGGAA
ATTGAGGGGTGGAGAAAATGCTGTTATTCATAAGTCCCAATGAGTCTACAGTTCTTCCAA
ATTAGATATTTTCATCTCAAAATCATTGATATTTCTTCTGACACATGGATCAAGAGCCCC
ACTTACACCCCAACCAGCCAGCTCTTCCCGTTTTTTGTTGTTGTTGTTTTTGTTTTTGTT
TTTTTTTTTTTTTTTTTTGGTTTTTGGTATCCACAATGGTTTGTGAGTGGGAGCCACAGC
ACACATGTGGGGGTCAGAGGTCCTCATCTTCCACCTTGTGTGAGACAGGGTCTTGTGTTT
TTTGCTATTCACACAGACCAGGCTAGGTGGCACAAAAGCTTTCAGGGATTACTGTCCGGT
CCCTGCTTCCTGTCTCATCGTAAGCACACTGGGATCACAGATGTATACAGAGTCCAACTT
AATGAGTTCTCTGGAGAGCCAAGTTCAAGTCCACATACTTTGTAGGTTAAGTGCTTTGTG
CACTGAGCCATCTTCTCAGTCTCACTTTACTCACTCACTCTCTCTCTCTCTCTCTTTTCT
CTCTCTCTCTCACTTTCTCTTCTCTCTCCTCTCTCTCTCCTCCCTCCCCCACCACAAACA
CTTTAATTTATTCTAAGATTTTAAAATATTTAAAAATATCTAATTACATTTATTTGTGTA
TATGTGCATATGCACTGCCTTTGTCAGCATGGGTCTATGCACGTGTGTGTGTGTACATGT
GTTCATATGCATATATGTCTATGTAGCAGAAGTCAGAAGACAACTTGCAGGAGTCATTTC
TCTCCTTATATCCCGTGGTCCCAAAGGATCAAACTCAGGTTGTCAGGTCTGGCAGCAAGT
CATCTCTCTGACCAACTGTCAGACTCTATCAGTGCATCCTATAGAACGTATATCAGACTC
TATCAGTGTATCCTGTAGAACGTATGTCAGACTCGATCAGTGCATCCTATAGAACGTATA
TCAGACTCTATCAGTGCATCCTATAGAACGTATATCAGACTCTATCAGTGTATCCTGTAG
AACGTATGTCAGACTCGATCAGTGCATCCTGTAGAATGTATTTCACAGGTACTGGGCAAC
GCTGGTGCACACCTTTAATCCCAGCACTTGCAAGGCAGAGGCAGGCTGGTCTACAGAGTG
AATTTCAGGACAGCCAAGGAGAGATACACAGAGAACCCCTGTTTCAAAAGAACAAAATGA
AAACATAACAACAATAAAAAGAGTATACTTCAGTGAGGCTGTGGCCCTAGAACCCTTTTA
TCCCCCACCAAATACCATGCATGTTTTGAGACTGATGCATCCTGTTTCTATTTTTTAACT
CCACGTACCTTTCTCTACTCCATATATATTCCAATTAGAATTATACGTGTATACAGTTTA
GGGGAGTGGCTGGCTCCTCTTTCTCTGCCTTCCCTCTCCTGATTCTTAAGTACCTCTATG
TTCTGGGATGAAGCAGTAGTGAGTTAATCTGCTCTAAATTCTTTGGCGGGTGCGCACGGT
CCTCGCTACCCACCCTCATGTTTTGGATTTACGAATGAAAGACATATATATGTAGCCTTT
TATTTTAATATGTCTTAAACAGCACAATGGCTGGGCACTTCCAAACCTTCCCGAGGCTAA
CACACTCTGATATCCTGAGTTATTACTTACTAAAACCTATTTGCAGCCCTTGTGGGCCAT
GACTTCCAACCCTTACATCTTGGCAGTGTCTCTGTGTCGCTCTCTGTTCTTCACTCCTCA
GGCCGGAACCTTCTCCTGGAGTGGCCCAGCCATTGAGTTGCTTAGGGCGTATTAAATAAA
AATAAGGTCGGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTTTCATTCT
AAATCCAAAACATTGGAGTGGGTAGCAAAGAGCACACACACACACACACACACACACACA
CACACACACACACACACACACACCAGGGAGTTTAGAGCAGATTACTACTACCACTTCACT
GGGAATGTATCTGTACTGGATAAGCAGACCTTTCAGGGAACATCTGTCTACTTAGAGTGA
TGCAGGAAGTCTCCCCATGTAGGAAATGCTCTGGACTGTGGAGAGGAGGAAAGAATTCAC
CCATCTTCCCCACAGGCAGCATCGCCTGGTTAATGAAGAGCATTAAGAGCACTGTCAAAC
TTTTTTTCCTGACTCTGAAATCTGTCTTGGCTCCTTGCCAAGAATTGAAGATCAAAAAGG
ACCATCAGGTGACCTAGAGTGACCCATCTTGCCCAGGGGCTAAAGCATGAGGAGTCAGCT
TCTAGACACAGCATGGCCACGTGAACCCTTCAGTGTGTATGTACCTGTGTCCTTGTGTTT
CAGGGTGAACTCCCCTGTCCCCTTCTCGTAATAGGCTCTCACTTAAAGTTGTTTATTGAA
TGGTGTCTCCCCACCACCACAGGGACTGAATGAAGCTTGTACTCCTTGCTTTTGCAGGGC
TTCAGTGACCAGGAGGACTTTTGGGCACAGTGGCATTGCCGTGCACACCTGGTATGCGTG
TCCGGCATTGATCAAGTCCATTTGGGCGATGGCTATTAGCCAGCATCAGTTCTATCTGGA
CAGAAAGCAGAGTAAGGTAAGCCACCAGACCTTCTACCAGGCGGCTAACTGGGCCTCAAG
GCAGCAGTGTAGGGATGGAATTAGATGGGTAGAGGAGGAGGGAGGGGCTGTGTCCTTGGC
CTGAGACCTATCTGGGTAAGGCCTTGCCTCTTGGGGCTGCAGGTAGGAAGAACATCAGAA
AATCTTTAAGAGGCCATGCTGGGTGCTACCTAGCAGGGTACATACAACTCAGGGTACAAC
CCAGCCACCACCAGAGGTGCTTAAGCCTCAGGTACAGACCCAGGGAATTCTGAACATACT
TTCGGGGCCTCTGGAGACTCTCTTAATAAGTTCTCACACCCTTACCTATATTTAAACAGT
GGTATATTGTTTTCTTTGGGGTGAGAGTGCAGATAACCATCCCCACCACACCGACAGGAA
TAACCGCTCAGGGAAATTGCTGTGAAAAGCCCTCCAGCCTTTCCCACCTGCCAACTCTGT
TTTTAAAATGTAAAGCTGGAAAAGTGAAAAGGAAAACAAAACAGAAGCAACACCAGCTCT
GACTCCCTCTGGTAGACCTGGAGCCAGGGGCCTTGGGAGCCTGCCATCTCTGCACCCAGG
AGGTTCATCCACCCCCAGCCTGAAGGGCCAGCTGTGCTCTCTGGTGGGTGGGAGAACCAC
ACACTTTTGGTTCACATAGGGCTTACAACAACACACCAGCCCTCTTTCTCCACCTGGCTT
CCCTTCCTTCTTTTCCAGGGACCCCACAGGCCACTCCCACTCAGGGGATCTCCGAAGGGG
CCCTGATGTGGAGAAGGCTGTAAGCCTGCAGTAGGATTCTACAGGCTTCAGGTCATGGGA
ACACCGGGCAAGATCAGCCTTGGCCCCTCTGGTGGCTCCCAGCAGCCATAGAAGTTGCCT
CCCCCTGTTCCCAGGGGCAGGTGGCAGTTAATGCATCAGGGTGATTGGACTGGTGGTACC
CTCTGGGCTCTTGTTCCTTTGCTGTGGGGTTTCTCTTTCCTATGGAGAGAAAGCAGGAAT
TGAAAGTAACATAACTTGCAACTAGTAAAAGGAAACTGGCAGAAATGCCCCCCCCCCCCC
GCCCGGCCCAGTTCACTTCCAAATCATGGCCTGTCCCCATCACAGCCACCATCTGCTTTG
TAAAGAATTTATTGGGTTTTTTTTAGTCTTTCTGACCCCTTTATTTAGTCCCTTTTGGGG
TGACCAAGTCTGAAGGTGTGTGTGGTGTTCTTGTGGCTGGAAATCATGAGTGTATCCTAC
ACTCGTCTAGTGGCGACGGGCCTTAGCACAAGCCTGTGAAGCTTGGTTAGGTCAAAAGAA
ACAGGGCCACGGGGGTTTGACTCATGGTAGATGTTGAGACAGTGGGTGGGGGTTGGTGCC
TTGCTCTCTGGTAGATAGCATTAGAGGTCAACACCCACAAACATGGGTGGGTTATAACGG
TTGGAAGATGGAATGTTTCTCCTGAATTCCCAGTGTCCGTGACTCTTAAGGGTAGAATCC
TACCCCACCCTCAAATTCTAATGCCATAGTTTGCAATGGAGACAGGAAGTAGCCTATGTC
ACCCACAGGATAGTGTAGTGTCAGCGGCTGGCTTGGTCCTCTTCCCCAGGCTGGTGGTTT
TTGTTTTGGGGTTTTTTTGGTTGTTTTTTGTGTTTGTTTTCAGTTTCCTGAGTGTCTCAA
GTAGTCTATTCTTGGGGTTCTTTACACACACACACAAATGCCTATGAGAAGTCTTTAGTA
GACTTCCAGTTAGCCACAATGGATACAGTAAGCGAAGCCCAGGAAGAAATGATCACCAAT
CCTTTTTTAACAGGAAGCATTATTAAGAGACAAACCAAGGGCTGGAGAGATAGCTCAGTG
GTTAAGAACACTGGCAGCTCTTCCAGATCAGGGTTCAGTTCCCAGCACCTACATAGCACT
TCATAACTCCCTCTGACTCCAGTTCCAGGGCGTCTGACAATCTCACACAGATGTATATGC
AGGAAATAGAAGAATGCACATAAAATAAAAATAAATTATGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAGAGAGAGAGAGAGAAAGAGAGAGAGAGAGCAAGAGAGAGACCCAACTATAG
GAGGTGGCCCAAACCTGTAATTCTAGCTCTTGAGAGGCAAAGACAGGGAGACTGCTTCTT
CAGGGCAAGCCTAATCTATATAGAAAGTTCTAGACTAGCTAAGGTTACTTACTTAGTGAG
ACTGCCTAAAAAAAAAAAAAGACCAAAGGCCAAAAGCTTGAGGAAGCTCTCAGCTGTCCT
TTTCTGTTTACTCTGAAGGACAAGTAGCCGAAGTCCCAGAGGAATAGAATTTTACCAAGG
AATCTTTACATGGCCACAAGAGCCTTAGCTATGTATCAGGCAAGAAACATTTGTTTTCTT
GTGGTTTTAGGAACCTAAGATGTTATTGCTAAGCAAGTTCTCTACCACTGAGCTTTGTTT
TTAGCCCTTTGTGTCATTTAGGAGTCAATTCTTTAGCCTTACAGACAGGTGAGGACCAAG
CCCCTCCGTTTGGACATCAGATGACTATTTTCTAGCTCCGTGACCTGGGTAGGTGTCTTA
GGACACGGTTTTGCTTTCTCTAATTAGAGAACAGAAAAGGAACTTCCTGACCCAGATTAG
TAGTCAGTGAAGTGACATGATGTTTATGAAATTTCTTTAGGAAATAGTTTTACTTTAAGA
AAATTGTGTTTTATTAACATCACGATTAAGCTAACCCATTCCCTTGTCTAATGCTGCATG
GAGTTTAAACTTTCTGAGAAGCCCCACATTAAATCAGAGATGGCGAAACACTCGGTAGGA
ATTACATTGTGACATGGTTCATTTCTGAGATGTCATGTGGCCCATCTTTGGTGGGCACCA
TGGACTGTGCGAGTGAGTGTCAGCAGGTCTGGGATGGGAAGCTTCAGATATTTCTGGACA
GCCAGTGTGGGCTGGCATCCTGGCAAGGCTTGGCATTCTACTGTATGGGGCCATGCCAAC
CATTCCTTTCTCTGAAGAGCTCCCAGCATAGTTCAGGCCTCCCAAGTGATGTTTATCAAA
CCCAGAGAAACAAGTACTGTCTAGTGGTTTGAGTCAGCGTGAGCAGTAGCCAAGACAGCT
CACGGGTCTCCTCCCTGACATCAGCTTACTCTTCTTCAGAGTCAGTATGCAAATCACTTT
GAAAGCCTCCCCTCTCTCCCTCTGCTCTCTCTGCATTTCTTCCTTTCCCTTCCCTTCTTC
TTCCTCTTCTTCCTTTGGCTCCCCAGACATGTACAAGAAGGGAACATTCTACTGTCAAAG
GCAGAGTGGAGGGAAGCTGGCTCTGTAGACACTAATTATAATTGATCACGTATATCTGCT
GATGTTAAAGATCAGAGATGCTGTCAAAAGGATCCCGTGACCTTTGCATCCTGGAACCAA
AGAGTGTCTTATAGACTTTAGGGGAAAGTCTTTGAAAGCTCACATTGTTCAGAGGAACTG
ATGGATGCTTTTCCTCTGACCTCAGAGCGGTGCGCTCTGCGGTTAATGTGCAGACATCTT
TCCTCCTTAATCTTTTATTTTTTTAATCATTCTTCATCCAGTCTGTCATTTATTCCTTCT
AAAATAAATAGCATTATAGAACAAATTAAGGCTTCCTCACCGAACATCAGCACCTAATTG
AGTGGTCAGTTAGGATGTTTAGAGGCTCTGGGGCTGGCTCAGAGACCTTGCTATGCAAGA
AGAGAATCTCCAGGGAGTGTTAGGTCATTGTGATAGGCCCATTCCAGAAAGTTCTTAAAG
TTACCAGAATCTAGATTATATTAGAAAAAAACGGTCTGTTGTTGCTGCTTCTGTATTTTG
GTTTTCTGCCAGTGAGGTTGATATGTAAGGGGGCAGGGTGGACAGGAGAGTGGGGAGGTG
GGAAGGGAGCTAGTCTGAGGATTTCCATATCATTAATGGGATCCTTAAAATGTCAAGTAA
AGCCATCAATCTAACCTCATTCATAAAGTTACATCCAGATTCCGATTTATATCCCATTCC
TATTGCAATGGTCTTGATAGAGAGAATCTGGCATGGCCCTCATCCCAGCTCTGGTGTGAG
CTTGAAGATCCCCATGGTATAAACAGGCATCGGAGGATCAGAGAGGTGAAGGATCAGAGT
CTAACAGTGAGTGACCAGGAGGAGCTCCTGGGCCCTTGCCGCTGTGCGACATGGGTTTGG
TGAGGTGCTGCTCTGTAGTTGTTCAAGTGTGAGCTGCTTCTGTGAAAACACAGATCTTAG
TAATGAACAGTGCTGAAAGAGAGGAAGTAATGGATTGTGCTCGCCCTGCTCGCCTGAAGG
ATAAAGCACAACCAGATGGGTGCTGTAGATATGTAGAGTGCACATGAAATAGAAAGCCCT
TCCTGCTTCCTGCTACAGCCAGAAGGCTGCCAAGCCTGGCAGCCGGACTTGTTTATGAAC
AAGGGGGCCCTAACCTGAGGAAGTTGACCAGATTCTAAATGTAAGAAAGAGGAGGCCAAA
GTCAAAGCACCAATGTGGGAGAAGGAGGGGCGGAGGAAGACAGTTCACATCGGGTGAGCA
ACTCGAGAGCAAAAGTCTAGGGGCTTCTTCTGACCGGAAGTCACTGTCTTCCATCAGGAT
AGACAACAACAGGCCAGAGGAAGGGCAAGGCCTGAAGGGCCCAGATAGCCTCTGTGAGAC
AAATAACAGCCCCCGAGCAAAGGAGGAAGCCTGTAAATCAGGAAGAGGGGACAGTGGTGT
GCAGGCCTCACCAAGGCTGTCAGAATCTGTATGGAGCCTTGTGGGTATGGAAAGACCTGC
TCTCAGGCAGCAGGTCCCCACTGAGCACCTCAGCTCCACCACAGAGAGCCAGGGTCTGCT
TAGATTATAATTTGTAGTGGTTTTCATGATGTGTATGCTATCATAAAGACATTGATTTCT
AAAACAACAGCAACAAATTACAAAATGTTAAATAATGTCTATAGAAAGGAAATACAATGC
ATTTTCACATTGCAAAAGATGTCACTAACGTAGATGGCCTTCCTGGAAAAAAAAATCACT
TTTAGAGATGAAATTGTAAACTGGAAACAAAATGGTTTGTGGGCTCTGTTCATCAGCTAT
GACTATTAGCCCAGTAGGGTTAGTTGACCTGCATACAACATGGAATGGAATTTGAATTGC
AATATGAAGACTTTAGAATCTTCATAGATTTAATCAATGAAAATTGAAGCAAATCTGTGA
CAAAGCTTTTGGCAGGACCTGAGTATTCAAGAGCTTTCTGTCTTGTGTATACGGTCTTTA
CACATGTAGGATGCTAGTATCCTACCATCGAAACTTTCCCTGATCACATGGGTAATAACT
GAAGATGCTGAATAACTTCTAAACTTATTATTTTATGAATTTGTTTCACATATTTCATCT
GCCATTCATAAAGCTAGGAATTCATTTTCTCCTCCTTGCTTAAGCACAAATAAGTATAGT
CACAACTATTTGTATGTATGTGCATGCGTGTGCGTGTGCGTGCGTGCGTGCGTGCGTGCG
TGCGTGCGTGCGTGCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCATGTT
GCTAGGGGTTGAGCCTAGGATCTTGTACACACTAACAAAGTGCTCTACCATGACCTATAC
CTCTTCATTCTACTTTTTATGTTTAGAACAGGTATCTCACTAAGTCACCCGAACTGGCTT
TGAACTTGTTCATTGGCCCAGTCAGATTGTAAATTTATAATTTCCCTGCCTCAGCTCCCC
CAAGTAACTAGGATTACTGGCCTGACACAATTTTTCATTTGTTGCTCTGTCGAGCAGAGA
AGAAAGGGGAGGAAGGGGAAGGAATTAGAGGGAGGGGAGAGGATGCTGTGCACACAGCTT
GTCTCCTTGGCTCCAGTGCATCACTCTGTAGTAGGTGGTAACTTCCCTGGCTTATATTTA
GGAACAATAAGGCTCAATGAGATTAACTGCCTTTCCCAAAGACCACACTCTTCCCACTAT
GCTCTATAGCCCGTGCTCTCATGGGCTGTGAATTCCAGTTTGTGTAGCTTACGAGCCACC
TGGATTCGGGCTTACAAGTAGGCAAGTATTTTCTTCCATAACCTGTTCACCTCCCCTTTC
CAGTCCAAGATCCATGCGGCCCGAAGTCTGAGCGAGATCGCCATTGACCTGACGGAAACA
GGGACCCTGAAGACCTCAAAGCTGGCCAACATGGGGAGCAAGGGGAAGATCATCAGCGGG
AGCAGTGGGAGTCTGCTGTCCTCAGGTAGGGCCTGCGCCTGAGACACTGTCCACAGATGG
CTTCCTCCCAGGGACGTGGGGACACCATGCACAGGAGGCCACTGCATATGCTGTCCAGAA
GCTGGCTTTAGTCGTCAGACCAAAGTGTGAAGCCAAACATGGGTCTAAGAAATATTTCCC
AAGGGGCAGAGGGAGATGTGTGTAACTTCAGTGAGGCACAAATTGTCAGTGCCCTCTAAG
GGCACTCACTCATGGGGTTTTTTCGAATGCTGGCTGATGTAATCATTAACTATCATCCTG
AGTGTCAACTCCAAAGGCAGAGAGTAGGGTTTGCTTGTGTTCCCTTAAGAGGGAGGCTAT
CCTGGTCAAGGACATTCTGTTTCCAAGGAGACATCTGGGGCTTTACAGGGTAAACGAGTA
AATGAGACTTGCTGTCACAAAGGAATGGCCCTTGTCACCACCTGGTTTTACTCCCTAATT
CTTACACCTTCCCCTAACACAAGGTTGTTCTCTGCGACAGTCCTAGCTGTCCTGGAACTC
ACTTTGAAGACCAGGATGGCCTCCAACTCATAGAGATCCACCCGTCTCTGCCTCCCTAGT
GCTGGGCTCCAAGGTGTGCCCCACCACACCCAGCTCTCTACCATCTGTGCGCATCAGGCA
GGTCATTCTGGCATTAAAGATTAGGAGGTCCAGATCAAATTTATCTTGGCTTCAAGAGTG
GAGATCAAGGAAGTGGTTCATTGGTAGAGCACTTGCTTAGCGCACTCAAGGATCTGAGTT
CAACCCCCAGCCTCCAAATCAGTCAGAGTGGGGGATGCTGCTGTTTGCTTAAATGACATG
ACAGGCCTGGGTTTATATGAGGTCAGAGGGAGAAAGACAGAATGTTTTGTGAGCCAAATG
TGACTAGCCGATGCCTCCTTCCAAAGCTGTTTAAACCCTGTTGAATTTAGGTGGCTGTTC
TAGTCTGATTTCTAAAGTGTTAAACTGTGCTAAAACATTGTGACCAAAAGCAATGAGGAG
AAAAGGAGGGTTTGTTTCCTCTTACACTTCCAGTTAACCATTCACCACTGAGGGAAGTCA
GAGTGAGAAGCCAAGGCAGGAACTGAAACAGAGACCTCAGAGGAACTCGGCTTACTATTC
TGTTCTCCAGGCTGGCATTCAACGAGCTTTCTTATGCAGCCCAGACCCACCTGCCTAAGG
ATGGCAGTACATCTACAGTAGAGGGAGCCCTCCCTCATCAATCGCCAGTCAAGCCCACAA
AGACATGATCCCAGGCTGATCTGATCTGGGCAGTCCTCAGACACAGGCAGATGATCCTGT
GCTGTGTCAAGTTGACAGTTAAGCTAACGAGGATGGGAGCCATGTCACCTTGCCCCTCTG
AGCTAGGAAATGAAGAAGCCTTAAACTCCTGTCCTTTTCCAGGGCTAGAGCTATAAACAG
TGACTGCAAACAACTGTAACAACAGAAAAGGGAAAGATAAAAGAGGAAGATGAGCTAACC
CAAGTTAGCTTCTGGGCTAGTGTTGCCCACTCAAAAAGAGCTAAAGGCAGGAGAATGCAC
ACTAGCCTGGAATGAGACGTGGGTTTGCTATAGAGCAGACAGAGTGTGGATCAGGTCTCC
ATGTTGGACAGGCTACAACCCAGTGATATGTTCACATGCTTGTGAGCTTTATAATATGAC
ACGTTGCACATTGTTTGTTCTAAAGAAACTGTTAAAATTAGATAGGCTTCAGGTTCACAA
GAGCTGGATCTGTCTCTGCCAGACCTCCAGGACATTGACTCTAACTCTTAATTCTGCACC
TGCCTGAAATTCTTCAAAGCTGTTTCATATAAAAGATGTGCCAGGTGGCCACTGCTTCTG
AGGCTCAGAGGTTTGCAAGGAAGACTGTAAAAATCCTAAGGGTCTATCTGGAGTTACAGC
CCCACCCCCCCTCCCGGCCTCCCACTGAATGGGCAAAGCAGAACTAAAGGGAACGCTTTG
TCCTTTAGACACTGCATGCAATGAGTTCCCTAGTTCCTGTTAAGCCCAGTCTGAGGAAAA
AGCCTGGAGCTATATCCTACCTGCCTCCTATCTAGTTACAGAGAGTCCAGCCTTGCTCCG
CCCGGACTCTTCCAGCTGAGTGTCAGAGGATACAATATGATACAGCCTTGGCGCTCATCT
CCCAAGATGCTGTAAATCTTCATGAGCCCAAAATCAGTCTTTATTTCTACCAAGTTCCCA
GGTCACTCTGCTGCTGCTGCTGCTGGCCCAGGGACTGTGTTCTGGCGGACGCTCTTCTTG
CCAAAAAGAGGTTAAAGTGGGCATGTGGCTCAAGATAATAAAAGCCAGGCTTTTCCAATT
TGAGCCTATAACCTGATCTATCTTTCTGGGGCCCCCATACATCTGAGGCAAGCAAGCTCT
AAGGGCACCAAGACAGATGCCTATCAGAAGCTGTAGACGAAGTCCCTAAGGTGAGACTGA
CCCCTCCTAACCACTAGGAATACCATCTGAGCATCTTTGAAGCCAGAATACAATCCATTT
CTATTCTGCCATCAGATTGGCATTAATCCTCAATCCAGTGGGCTAAAAGAGAAGTCACAA
GAAAATCTTCCTGCCTGATCCATGCCTACATGTAATGTTTGAGCATCTTTCTCTCAAGAT
GGTGACGTGACTTTCAAATGTTATAGTGGGGCCCGGGTGAGGTGTTTAGAAAGCAACAGG
AGCCTCGAGGCCACATGCAGGTTGTACCTGTAAGTAGCTTCTATCCACTCAGCCCTTCTG
AGTTTGCTAAGCCAGAACAACTGTGGAAGGAAGAGAAAGTCCCATGAGGAGACCAAGGAA
CTTGTCAACCTCTACCAGGCCATACAAGTTTGAGCCTGAAAATTGTCTGTGAATGCCAGT
AGAGGCTCTTTGGGAATGCCCCACGCCCACCCTCATGACTTAGGAAAACAGCGGGGACAA
TGGAGGGAGGAACCAGAACAGGATGCCTGCCATCAGTGAACAAAGGGAATTTCTAGGGTA
CATGGTGTGGTCTTCCCTCCCACAGAGCCTGATGCCTGCTGCCAGTTGTGAGTGCTTGCT
CTGGGAGGAGGCAGCCTCCATCTAGGGAAAGCCAGCCTTCACCACAGGAAAGCCATTGAT
AGCACTGCCTATGATGGACCAGGTTCTTGTTCCCAGTATGGAGAAATTTAAGCTGCTGGT
CTAAAACTGGGGCAGCTGCCTAGTTTTCCTCCTCTGTCTTTCTGTCCTTTTGCCTGTAAC
ATGTTGTCACACGCTTGCTGTCACAGGACAGTTCTGTCTTTTTATTAACACTTGCCTGGT
CTTCCATGCTAAGAACATTCACTCATGAACAAGGCAACCAGCATCCATTTGCACAAACTG
TTTTTCCTCACTCCCTCTTTATCAAGCGGTTTCTAGTAAATGCATCTTAGAAGCATATTG
AGAACCTAGCCAGCACAAGCTCATTGTCCAGCCAATGGCCACTAGTAAAGTTGTTGATAA
ATTTTGTAGCATAGCAGTAAGGCCTGTGTCACCTGTTAAGAGTGTCCTTTCTGGGGACTG
CCAACACATCTTCCCTCACAGGTAAAATCAATACCACACTGATCGTTAGGAATGGCATCC
AAGCATCTTTAAACTAGACAGTGCATCTCTATCCTGCTGTCAAGTTGACCTTCTTTGTCA
CACTGGTGTTAGACCTTCTGAGGTCACTTGCATTGGCCCCTCAACCCTTGCTGCTTCTAT
TCATTTCTTCTGACACATCCCAGTAGTGCAACATCACGCATAACGGAACTGCATAACAAT
GCTGTTGTAGTTCTATAATGTAAACATTTACTTTAACTCCTAAGATATGTTCTGCTTTGA
TTTTGATCATAACTTTGGGGAACAACCCCCTCGATCACCACCCCCCAGGCATTGCCAAGG
AGTCGGTGCTGCCAGGGTTTGTTGATGCTGCACCGTAGAACCTTGAGTGCTACGAAAACT
CCTTCTGTTGAATGGATGTTTCTGAACTCAATTATGCAGCCAAAACTGGGGAGAGGGTTA
GTGTACGCCAGCCTTTAAAACATAAGAGTGCCTCTCTGAAAAGAGTTTGAGTATTGTCTG
TTGATGCAAAATGGAGATAAAATGGTTCTAAGCTATTAGCAGCTTTAAAGGAAGTTGTTT
CTATTTATGGCTGTATAACTACCTTTAAAGTCACTAAGAAGTCCAGTTATTGGTATCTGA
GGCCTCTAATGCCAAAGAAATGAAGGCGTGCCAGTGTTGAACATTCCAAAAACCAGAAGC
TTATCCACATGGACGCCCTGAGTCGGACAGAGGTGGGCACTAGCATTTCCAAATGAAAAG
GGCATATGGTTCCGCATTGACTAAGCTTGACCTGCGTCAAGACATTTCACATAGGAGCTC
CCATGAGGAGACTGACAGAGTTATATCCTAAGTCAGAGTATGGGCCTATGTTGGGCAAAA
CCTACCTGTATAAGAGTTCAGGAAATCTGCTAACTGACCTCCCAAAAGGGAGGGAATAAG
CAGAGACATTTAGTCACAGTGGTCTGGAAGGGCCTGGAAATTTCCTCCCCATTTGGAGAT
AGCTTTGGCCATGGAGATTTGGTCACATAGGCTTTAAGTAACAAATTGTTAGGATGCTCA
GATTCAATTTGAGAGATCAAGTGTAAGTGCAAGCCATCCAGCTGCGCTGTTTTAGAGCGT
GTTCCTTCTCTCCCCGCCAGCCCGGCTTCTCTTTCTACACGAGCTAGGTTACAGCTTACT
GGGCAGTACATTTGCCTATATCCTTCAATCTAATCCCCAGCTCCATCAAAAAAGAAAGAA
AAGCAGAAGATCCAAGTCATGTGCAGGATCTTCAAAGGGTTTATTTCTTCTCTCCCTTCC
CCCATGACTCGAAGGGATTGTGGAGGAGGCGTAAGAAAACACAGACAGCCGTCCTTGTCC
TTGTAGCTGAAGACAGTTGGCTTCCATAGCTTCTCTGGAAGTGAGTCTAAGATTCGGGTC
AGTATTGTTTTAAGGATCTGTCCTCACGGGACAGTCAGGATTTCAGGGAGAGCTTGGGGA
GCTGTCAGAGATGTGATTTTGCTCTCAGGCTATTTAAAACAAATGGCACAAACCCACTTA
GAAAATACCCAGGGTTCTGCAGGGCCCCGTGGCTTGCTGTATTAGCCACCCAAACCAACC
AAACCAATTATGTGAGTGGGGGGGGGGGGCGGGAAGAGGGAGATAAATTATAAATTTATG
ATTTGGCTATGTGGTTAGTTTGAAGGCAGCTGAGTCGTCTTGGCTGTATGGTTAATTTGA
TGGCAGCCAAGTCTCCTTCCATTTGATCAAGCAGGGACATGAAGACTATGGTGATGGATC
TGTGGTTTTAAAAAAGTAAAGCCACACCCAAACCTGCATTCAGCCATAATTCCATGGCTC
TGACACTTTTCATTCTAGGAAAAACATATTGTGTTCAACCCTGACCCCAGCCTTCCCTGG
GACGGGTCCACCTTCTTTACTCAACAATTCCTACATTCTCCTCCTCTGAATGCAACCACT
TCCTCCCATTGTGAGGATGCTTATTAATAACTCGTGTAAAAATGATGATGCCATATGTAG
CAGAAGATGGCTTAGTCGGCCATCACTAGTAAGAGAGGCCCCTTGGTATTGCAAACTTTA
TATGCCTCAGTACAGGGGAATGCCAGGGCCAAGAAGTGGGAGTGGGTGGGTAGGGGAGCA
GGGCGGGGGGAGGGTATAGGGAACTTTCAGGATAGCATTTGAAGTGTATATAAAGAAAAT
ATCTAATAAAAAATAATGACGATGCCAGCTATCTGACATCTCTCCCCATGAGAGGTGATG
TAGCGCCTACTGGCTGTGCACTGGGAACTGTACCCAGCCCACACCACACGAAGCACTGCA
TAAATCGTGCAGTGACTCTTTTTAGTGATCTTCCTTTTGTGCTCTTCTCTTTTTTATCAC
CAGGAAGAAGTCTGTCTTCTTCCTAGATCTCTCTCTGGCCGTTCAGAGTTTTCTATTGGC
TGTGTGGTGCCTCTCCTTTTAGGTCCAAGATGAACTGCATTCCAGAGGCCTTAAATTTGG
TCATAACCTCGGCTTTGCTGTTGGGCACAACCTCCCAGGCATTGCCAAAGAGGTTGTTTA
TGCTGGACTGTGAAACTGGGCAGGCTGCAAAGGCGCTGTCTGCAGAATGGATGTTTCTGG
ACTCATCTGAGCAGGTCTGGCCTGAGTTGAAAAGGAGAGGAAAATGGAAGGTGGTCTCTT
CCACTTCTATTTGGTGGAGGGCGGAGGTAACAAACTCACTCCTATGGGTGTCCAAGGGTG
ATACTAGGATAGATATATGTACCTGTGGAAGAGAACTAAGACTGACACTGTATAGTCTGA
GTAAACGACTTTGGTGGTAAGGTTTTAACATCAGAAGAGAGATCTCCCTGCCCTCTTCCA
GACACATCAGTATTTCTACTTAGCCAAGCTCTGTGTCAACTTCCTCATCTTTGCTGAGAG
CACAGAAGAAAGATCATGGAGATTTGCATTTCATCTCCAAACCTCCATATTACAATAGAG
CAAGAGCCCTGGGACAGCAGGATCAGCTCCCGGGGTTCCTGAGCCAAGGAACAGTGCGCC
TATGCCTTACCCACAAGTAATGGTTTCAATTAGATAATCTATCAGATGCTGTTAATGTTT
AAACACAGATTGTCTCTCTATTCACCTCCTTCCCTCCTTCTTAGCATGGAGTGCCCTCTT
CAAGTGACATTTGTGTATTTCCCTTTTGGCAAAAAGTGCCACTTAATCTCCCCCAAGAGC
AAGCCACCCCGAAGACTCCCAGACACCCCCAAAAGATGCTTGCTTTTCAAAGAACTTCCA
CTTCACTACTTACTGAACTAATGATTCCATTTGTAAAGTCTCCAAGCATGTGTTGTTCGT
GTTGGAAATCACACTGAACTTGCAGAGATGGCCCCTGGAGATGGCACACTGATCCTGCCA
TCTGCAACGTGGCATTATACCACAGGGTCTCTAGGACGTCTCTGATGTAAGGAATTCATC
CTTGAGAACTTCTCTGGGAAATAAATATCTCGTTGTCATAAAGGGGAGTCTAACCCCTTT
CTCCATATTCACTCCTGGGTATCTGCCAAGCCTCTCCCTCCCAGCTTCTACAGATCTGTT
GGGACTTGGCTGTCTTCATTTGCTTGTCTTAACTTTTCATTTTCCCCTTAGAGGCCAAAC
AGGCAGTCATTTCCTTCCCTCGATTTTACAGACAACAGATTTCTTTCTTGCTGGGGGTGG
AGATGGGGGATATTACTATTTGTGTTATATTTCCCTTCCTTCCAAAGAGGAAAGCTCCCC
TTCCACCTTCTGGATTGAGGGTGGGAGCAGGGGGCCTGCTCATCTGCATCTGTCTGTGAA
AACAGATGCACAGGTCTCTGCGAATCCTCAGCAGGATGCAAACTCATATCCGGTGCCGAC
TGGCTTGGGATCTTTGGAATGACTGCAACAAATTCTCCATTGCAGCTGAGTGAGGAGAGC
CTTCCATATGGTCACAGGGAGAGGGCTTCTGTTTGCTCTGTGGCCCCTCCACATGTGGTC
TCTTCACATACAGCTGCCACCAGCCCGGTCTAGGTTCCCCAGCTGGAAAATGGAAAATGG
GTCCCAAGTCCACAGTAATATCTGTGATGCCATCTGGTTTCCCCTGAAGATCCCCAAATG
CCCACTGAAAATGACTTTCTTTGCCTAGCCATGTTTGGATAATAATCATCTTCCTAGGGC
TGGGAATGTAGCTCCCTTGGTGGAATCCTTACCTGGCGTACTTAAAGCCCCAAATTCAAT
CCCAGCACCATATAAACGACTGGTGCTCATATTTACCTCTTTAATGGCAGAACTCAATAA
GTAGAGGCAGGAAAATCAGGGTCAAGGTCATATATATGGAGGTCAAGGTCAGCCTGAGCT
AGAGACCTTGTCTCCAAAAATACACCTATAACCAACTGTCTTCTTCACCATCAGCTCTTC
CTCCCTCCCTCCAGTGACCTCGTTCAGTAGAAGCCTTTGGGTTAGGAGTGTAATATGATC
GTGAACTCTAGCCTAGAATCCAAGTAGAGATCTCACTAACTCAGGAAAGGTTTTCTGGAG
AACTCAGCTGATGGTAGGTTTTCCTGGCTGTCATCAGAGGGAGGCTGAACCACCTCAATG
AAGTGATCATTCAGAAACCAAGCCAGTCCCCTAGCTGGCCCCTGTGTTGTGGTGCTTCCG
GGCAACGATTGTGCCCTCCATCCTCATTGTTTGCTTGTCTCCGATTCCTCCAGTGGGTGG
AACTGAGGGCTGAGACTATGTCTCCCCCATATTACCTTGCACATGGAAGGGACTCCAAAA
ACCTCTGTTGTCGCACCAGGAGATCTGAAGACCGCCACTGGCTTCCTGTCCTTTGGCCTT
CTCTTGAGTTTTGAGATCAGCGTATGTGGCATGTGGTCCTGCCAGGAAGGAAGATGCAAG
CAGATGCAACCCACAGGGTGTTGTTGCCTTGACACCAGAGTAGTGAGACAGAATGTTCCC
CCTCTCACCGAGTTTCCATTCAAAGGATAAGCAGGCCACACAGAACAGAGCTTGTGCCCC
ACCTCTGCCTCCCTGTGCCAGCCACCATGACCTCTGTGGTAAGAGTAGAGGTAACGCTTC
TCTGAGGACTCAATGAATTGTAGCATGTAAGAATCCCTGCTGAGTTCTATTAAACAATCA
AACAAACAAACAAAACCCACTTTTCCCCCTCTGCCCGCAAGCTTCCTGAACTGACAGGGC
CAGCCACACCAGCCACCACTCCTCATTTTCTTGCCTGTCCACTCAGGGCTCTTCCTTTTT
TTTCCCAACATGAATCGTTCTGAAATGGAGATGCCAACACCCTAATAAAAGCGAGGAAAG
ATTTCTAAGAACAATGACTAGTATTCACATGGCATTTAGCATGTTCTGAGTTATCTTTTA
GCATCGCCCAAATGTTATCCTGCTTCATTCTCCCAATATTTGTAGAGCCCTGTTTTCATT
GCCCAGTTCACAGGAAACAGAGACCTAGGAAAGTTCTAGAACCTGCCACCTCCCATCCCA
GATCCACTCAGAAGCTAAGCTGAAACATACACACAGACCCAATAACCCTAGACCCCAGAC
TGCAGGCTCCAGCTTTAGGAGGGCGCTATACCAGTTTGTTTCCCAGACTATCCTTTTCTG
TACATCTGAGTACCCTCTCTAGAAGGATATTCATGTATTATCAATTACCTTTCAGAAATA
TTCATCTCACCTGCTTTTCACTGGCTCCTACACCAACCCGCTATTCCTTCCATCCCTTCC
CGGGCAGCGCCTGGCTACTGTTTTTTTTCCATGTATCAATTTTGAAATTTCACTCTTCCA
GGTACAGTAGAGATGACACATCTATCTTCTTATTTCATCTTACAGACAGCTCCAGTTTAA
GACTATTTAGTATTCAGGATCAGGAAGAGATAAACCCTTTAGGCTCTTGTTGGTAATTAG
ACATCCATCCCCTCCTCCCTGCCCCCACCCCTCCACCCCTGCCTGCCTCTGTCAGGAGGC
AGGGTTGGGAGAGTGCCATTCCTAGAGGTTTGGGTAGTGAAGGAAGGAGGTCATACTGTC
TATAACATTCCTTTGGTAAAACTTGAAGAAATGAAGGCTAATGGCTGAGAAGGAATGGCC
TAAGTTGGTTGTTTATTGGGTAATCAGTGTTTCAAGTTCGGAGACATTTTAGAAGGTGGT
CACTTTCTAGGTAGGACCAGGATGGTTCTCAAGAAGGTGAAATGCCAGCCAGGCGAGGTG
GCACACGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGCGGGTTTCTGAGTTCGAGG
CCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGCAGAGAAACCCTGTCGGGGGTGGGGGG
GGGATTCACATATAACCCTGAGGGGTCTTGCATGTGCAATATGTATTGGTTCAAACAATT
GATAACAGACTAATTATAGTGCCAGACTTCCCCAAGGCCAGATACAGACTATGAAATTAT
GTTTGTCAGCTGGGTGTGGTCATGCAGGCCTTTAATCCCAGCACAGAAGTAGAGGCAAGT
GATCACTGAGAGTTCAAGGCCAGCCTGGTCTACAGACAAACAAACCAACCCAGATGGACA
GGGTAAAGTATCATGTATTTGTGTCCTGAACTTATAGTGGGAGAAATTCCCACTGGGCTA
AGTTTCTAATTCTGTTTCTGCTATTGAAGTGGTCAATGCAGAGAGCTTCTTTACCTTTTG
ATTTCAGCCAGTGTTGCTTCCTTTCTTTAACCCTTTAAGAAGGCAAGCATCTCATTCAGG
GACCACCTAGAGGTCATTCGTGAGGACGAGCAGCCTCACAGAGAACTATGGGCCTCTTCT
TGGGATGTTCTTTGAGAGGCTCTCAGTGGACTTGTCCCGAGGCACTTGGCCATCTCTTCT
CTGGGTGGCCATGCATCCTTAGCTACTGGTCACAGCCCACAGGCTTAGAACATGCAAGCT
CTTACATAGAGAAGCCATCAGATTGCTTGCCTCAAATTAATTGATTACCCTTCAACACAG
AAGGCAGTGGGATCTCTTTTCAAATGCAACAGGTTCCCCCCCCCCCCCCAAGACAGGGTT
TTGCTTACTCCTGGCCATCCTGGAACTCCCTCTGAAAACCTAGCTGGCCCCAAACTCAGC
TTCACCTGCCTCTCCCTCCCACGTGTTGGGATTAAAGGCGTTGCACCACAATTGGCAAAG
GTACCAGGTTTATGTGGAGCTGCCTTGAGCTTGTGAAATGTGGGATGGAGACCCACAGCC
CACTAAGTATCCCAACCACACTCCCCACTCTATCTGAAGTAGCCCCTGAGGCAGATCTGC
AGTCTTGGTGCTTAGGAAACATGGTTTGAAAATACTGCCTGTTATTGCTTCTTTCTGTAG
CTGGAGCTCTGGACTGCTCATTCTTCTAAATCATTGGGTGACGTTCTTATCTTTGACTGA
TACCTCATTAAGAAAGAGCAGTTCATTTCAATGATTTCTCTGATTCTACCCCACTAAGGT
AAATCAAACCGTATGTGAAGGATTGGCCTAGCCCAGGCACAGTGCTAAGTATTTTATATG
CCTTATCTCATTCGTTCTTTACTACCGAGATAGGAGAGCAAATGCCTTGCTCAAGAACCA
CCCATCTAATGAATGGCTTAGACTTTATCAAATCCAGATGTTTCTCATCTACCAGGCTGT
CCAGTTACCATTAAAATGTGGGTATCCTGGTTCAGTTACTTACTTGCAGGAGTATATCCT
AGTTCCAGGCTCTGTATTCTTCGTGAAGGAATTTCCAGACTCCCAGTGTGCAGTGGAGCC
AGCTAGCATTTGGGGTGCCAGCTATACACAGGCAGACTCAGGAGCTATCAGGCCTGCCAA
GGCTCTCTATCCCATTGAATGTGGGTTGATGTTTAAGTTAATTATTAGAAATAATAATTT
AGGTAGCCATAATGAGCCCCACTACTCAAGGCCAAATCTTTACTAATCCTATAAGAGCAG
ACCAATCATCCACAAATTGTATGCTTGCTTCCTAAAATTTAATGTTGTGGTGAGTTTTGC
TGTTCCCAACTATCTAGGGCTCTTAGATTTGACTCAATAAATCACCCTTTCCTATTGAGA
GGTCAGGCAGGGGTGAAGGGAATACAATGAATTTTTCACTCATGCTAGAAATTCCTTAAT
CTTTTTTAACTCAAGTTTTCCCCAGGCCTGTTTTTAAAGTCTGACTTCCTTCCAGTATTA
TTTTACATCCTTATTAATTTTTTAGATGACAGAGCAGAGAATGCCTCATTAAATTTTCCT
ATCTTCAAAAGGGATTGGAGGTGGGTACTAAGAGACCCAATTAAGAGTCATAATGATTTT
TTCAGGTTCCATTAGATGGACATAGCCCAGAGAGGTTTAGAGCCGATAAGCACATGGTAG
TGAACTTAGGGATGTGAAAAACGTTAACCAACAGCAAACAAGGGTGCCTGCAATAAGATC
CAGTGGTGTGATACCCGAGAAAGGCACATCTGGACTGAGTCTATAAGGACCATGAGGTAA
TGGAGTCTCAGCAAGGATCAAGCGTTTGCTGAGTTTGCTATTGAATTTGGACACCTGCAA
CTAAAGCATGTCAGAAACTCAGGAAAGAGTTATAGCATGGTCCAAAGCTTGGCAGGTAGC
TTCCATAACGGAATGATATACAAGCAGTACACTATTACTCCTTTTTTTTCCACTAAGATG
AGATACAATTTAATTATAGCACCCAAGTATACAACTGACAATATTTATTTGTTCCTGGGA
AAGCATAAAGATGGTTTGTTCTTACAGTGACAGATGTCTTCAATTTCAAGCTCAAATGGG
CCAGAAAAGGGAGAGAATGTAGCCTAAGTCATAGTCAAATTGTACGTAGACACTGAGAAT
TCTTCATTACTAGGATCTCAGGGATCTGGGAGAATGGAAATCAAGGGAATATGGGCTTCC
TGACCAGAGACCTTGAAGAATAGGATGGTATGCTTAGAGGTCTGCTTTGAGTCTAGCAGA
GCTGTTCAATGCAAAGACACAGAAGTCGGCATTCTGAGACATCTCCTTTACAATTGAGAT
AGCCTCCAATCCATTGCCTGGTCCTGGAACCATCCAAACATTCAGTTGTCTCTTAAGGAA
ATACAGTCCCCGGCCCGCACCCCACCACCACTACAAAGACCTTTGGGGATTTTTATTAGG
ATTGCTTTTTCTTATATTGTTTAATTCATGGCAAATTGGCATCTTTAAAACAATAACATC
TGGATCCAGGTCTACAGTAGTCGCCTCTGTTTATTTATATCTCTAGTTGTTTCCAGCAAG
GAGTTACACTTTTCGTAGTAGGATGCTCATCTTTACCTACACTAACCTAAGTCCCTGAAA
TGGCTTCTGGTAGGCCAGGCTGGTTTTGAACTTGCATTCCTCCTGCCTTGGCATTTGAGA
AACCAAAGTTACAGACATAGATCCAGCTCTCTAGGGATGCGAGAGTTGGTGGTGGTGAAG
TCTGAGCCCCCTGGATGCATACTCGGTGCTATCTGTTGATTTCTAACGGTTCAGCTAGTA
TGAATGAGAGAAGGAATGCAGCCATTAGCCTGGCTACATCTAGGGAAGCCATCAATACAC
TCTATAACCCATCAATGTAGAAAGAGCTACCAAGCTCAGTATAAGAAACCTGCTCCAGGA
GCCAGACACTGCAACCTAGAAATTAATCTTTTGGTTTAAGCTAAATTCCTCCAGTTGGTA
TCTTCAACAGTTGCCTCCTATCTAGAAGCCTGCTGTTTGAATCATGCAGACGTGCTAGCC
AGGAAAGCAAGGAATGTACATTTACGTCTCTTGAAAACTAACTATGCATCACTCTATATT
GTATTCTTTCCATTAGGAGAAACGTTTTCTCAGCATATAGCACTCAGATAAAATAGAACA
AAATTCTAGTTGGTATGTGTGTTCATGTGTATTATTATATTACCTGTGATATGTAATTAT
TATTATACCTGTCTATATTTTCATATATTTTTCAAAGAACAGATATTATATATGCAATAA
GCAAAAACCAGCATATTTCAGTAGACAAGAGAAAATTTAAGTCATGATTGAAATTACTAA
TATTAACTTAAACTTTATTCTCCCCCTCCCTTTGTAAAGCATATAAAAATTGGCTGGTGT
GACATGTCTTAAGACAATCAGAAATGACAGTGTTCTTGTTCAGGAGAGTCCACTCCCCTG
ACCGTCCTTCATGAAGCTATACCATTTCCACATGGTATTTGAAAATTCACTCCTCACGCT
TGGAACACTGCACACCTGTCTCATTTCACGCTCCTTGATTCCCGGGGTAAATCCCATATC
CGAGTTGCGAGCTCTGGTGGATTTCATTAGTGGTCCAGATGTGTGTCCCTTGTCAGCCGC
CTAGTAACCCCGCTGTTTATCAACAGGTTCTCAGGAATCAGATAGCTCGCAGTCGGCCAA
GAAAGACATGTTGGCTGCCTTGAAATCCAGGCAGGAAGCTCTGGAGGAGACGCTGCGCCA
GAGGCTGGAGGAACTGAAGAGATTGTGTCTCCGGGAAGCTGTAAGCAATTAAGTCTGTGT
TGTTTGTCATACATCTTCACTATGAACAGAAGACAGGGTGGAGACAATAGGACTGACTTT
CAGGAAAACATGTACTGTCCCTCCCCAGTGCTGGAAACGCCCACCCTCTGTGATATCCTT
TGTTAGAAACTAGGTATTGAGGAAACACCATACCAGTTAAAACCCTCTCTACTGAATCTT
ACATGACACATACACCCTGAAGCTAAATGACGAGTCCCTCTAACAGTCCCCAAACCATGC
ATGCATGGCACACCACACAGGACATGTCCTCACAGGACACTACCTCATTCTATATAATGT
CCTACCACATCTTGCTTTCCAGAAGTTTCTGCCTGCTCATTGCTGGGAAAGCTTTTGCTT
CTTCTGAGTTTGTCGTTGGTTTGTCATTGGGTACAATGTAGCATCACTGCAGGCCAACAA
AGACACCAGGGTGGCACCTGAAATACACAGTAATCCATTAAACCTGCAGGTCCACTGTTT
CTTTAGATCTTTCTTTTCGAAATGGAATCTTTGCCTAGTTTGTGGTGGCTGCTGCTGCTG
CTGCTGCTGTTGGTTTGTCAGTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTT
GTTGGTTTTGTTTCTGCACCTTTGGGGATTGAACCTATGGCCTCACGTATGCCAGGCTAG
CGTTCTTCCACCGAGCTATATACCCAGCATAGTAATTCTTGTAAGCTTGATGTAAAACAA
TGTTGCATTGGGCTGGAAAGATGGCTCACTTTGCCAGTGTGAGGACTAGAAGTGAATCCC
AAGACTCTAGATAAAAGCCTAGCAGAGTAGAACACGCCTACCATCTCTTTGAGGAGATGG
GAGGGAGGGAGCAGCTAGTCTAGCATACTCAGAGACAAGCAACAAAAGGGACCTTGTCTC
AAACAAGGCAGAAGATGAAAGCCGATACCCAAGGGTTGTCCTGTGCCCTCCACGTACCAC
CACAAGTATACTCCACCCCCACCCCCCCACACACACACACCACTCCCACAGACAACGTCT
TCTTCAGCCTGTTTCAGTGCTAGTCCCAATAGCAATATATATGGTGAGACTCCCTCAATC
CACTTTGACATTTATTAAAATGTCCATTCTTCCCTTGTAGACTTCATTTCTTAGTGTAAC
ACATACAGTCATGTGCATGTGTGTGTTGTGTGTGCAAACACACATGTGCGTGTGCTTCAC
ATGACCACCATGTTGCTCTCCTGGGAGTGGTTGTACTCCACAGACCCTGACCCAAAGCTC
CGTGGGTAAACAGTTCCGGATGGGAAGTGTGGAGAGTGCCCCTAACTAAATCCAGGAGGA
GCACCCCCTCCCCCACACAATAATGCTTTGCAGCAGGAAGAGCGAACCAGTGGGCCTGAG
AGTGAGATCACATTACATTTCAACTTGGCTTAATTATGTCTGGATTGATTTAAACCGGAG
CTTGCTCAAGGCAGAACCACGTTAGCACAAATCCATTGCAAATCAGGAAAGCCAGGGGCC
TGTCTGGGGGGAGGGGGGTGTGCTATGTGATACTGTAAATATTAGCGGCTTTTTTTTATA
AAGACTATGCTTGAACAAGAGGGGGGGAAAAGTGGGTCCTTGGTGTCTGCCTCTCATAAA
TTTGTAAAGCCTTGTTTTGTGTTTAATAAAAGAAGTCACTAAACCAAGCAAAGACCATAC
ATTACAGCACGTAAGGAACATGTCAAGGCGAGGCTGGCACGTACCATAAAAGTTTCACAA
AGGCAATGTAAAGAAAACAAAAGCTCCCACTTCCTCTGACTTTGAGAACAGAAAATATAA
CTTAGGTAGAAACAACCCAAAAGCCAGCCCCTTGTCCACGTGTGTTAACGTCCACCAGAG
TCTCCTGACACATGTGCGATAAAGGGATCCAGCAGCCTCCGTGCTAATTCCCGGCTCACA
GATCCTCCAGACTCAAGGAGCAAGCAACACTGTTTGACCCCTTGGGAGGAGAGCAGCCAC
TCGAGGCAGAGTGGGAACCATGGGTGTTCCACAGCGAGAGGGCCCACTGCCATGCATTCA
ATTACGTCTCCACCATGGGGCTCTGGTGAAATCAGATTTGTAGATGGAGAATCAAGACCT
TGACTTGACCTGGGTACTTTCAAGCCGTAGCCGCGTTTTAAAAATATAGACTGAAACCAC
AAACACTTAGGAGTTATAAATCCATGGAAGAGGTTAACAGCCTCTTCTGCCACATCTCAG
AAAGGAAGTCCTGACAGTGTGCTGTTTACACATATATTAAAATAACAATCTTAACAGGCT
GTTGTTTGTAGAAGGCCTAAAAGGGAAGCAGATAGGAATTCACAGATTAAGCAAGTGTCT
CAGAGACACTTGTGAATCTTTTTTAAAGAGAGAATATTCCAGAATAGCAAACAGTGGGCT
ATCCTGCTCTAAAATTCTAGAATGCTTACATAAGGAATAAAAGAACACAGAGGAGAAGAG
GCCCAGGATGTGGGGAGGAGGGTGCTTGTGCACACACAGACCACATAGACACACACAGAC
ACACATACCCATTTAGTCTGCCTGCCACAACGAGAAGGGCTTTCAGCGGTCCTTCCTGTT
GACCTGACTTTGCCTGCTATGGGCACTCAGACCTGGGTTGCCCAGCATGACAGCTGTCTG
TTCGAGCTTCAAGAGGATACTTCTAAGCTTGTCCTCGCCACAGACATCCATTGGGCCATT
GTGTAGCATCTGCACTGATCGTGGGTCAGAAAGCCAGAACTGGTGTCTGCCCAAATGGGC
CTGCCAAATGCACAGAGTGGGGTCCCCAGCCTCTCCGGTGCCTCTCTGCAGTCTCAGAGA
GACGTCTTGCAGTCTTGCCTGGCTTCCATAGTCTTGGTCAGCTGCAGACTTAAACCAGGC
CTCATTCAGCCTAGTGTGGTACACTCGTGCAGGCAGGGCCTTCTAATTCTGAGACATTCC
TCAGATGCTCTGTGCTGGCCCAGAGTCACTGTGCAATCTGCACTCTGCTTGTTGTCATGG
TGCCCTTAACACTTAGGTTCCCAGAGCCCCAGATGTACACACACCAGAATTTCTGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTACCTCCTCTGTTAATGTTTAGTTTTTACTA
AAACTCTCACACAGAAGTTAGTGTCTTTTTTTTTTTAAGACAAAGTTTCACTATGTAGCC
ATGGCTGGCCTTGAACTCGTGGCCTTGGTGAGGCTTGCAATAGCACACCTATTGGTCTTT
GAGGTCAGCCTTCTGCTGTTGAATGCAGAGCTGGAGCTAAATGATGATCAGTCTCTTCTA
GGCAATGCAGTTGCCTGGCATTTGACATCCAGATAACACTCCCCATAGGAAGACTCATGT
GGGCAAAGACATACAAGCAAGCGACGACAACAACAACAACAAACACTTAAGTTTCCAAGT
GGGAGTAACAGATGCAAGTGAAAAGAATCAGTTGTGTTGATTGCTGCTCACTGACTGTGT
GGCATTTCTTCACACATAGTAGGCTCACAGGAAATGCTCACTAGATCAACAAATGAATGA
AAATGGACCATAGTGAAGTCCAAGAGAAGTTCTATTTGCTTAACCAAAAAAAAAAAAAAA
AAAAAAAAATGGGTGGGGGAATAAAACTCCAAAGTGCATCTGTTCTGTAGCTAGGGAGTG
TTAGCATTCATTTTTTTTTTTTTTTTGTAGAGGTTAAATTTCATAATGTGAACTATTCCT
CCTACCCTCTGCCCCCCAATACTGGGGAGTGAACTCAGGGCTTCATGCAGGCTGGGCAAG
CGCACTGCCTCTGAACTCTATCTGCAAATCATTTTTAGAGGAGGTCGTTTTATGGAGGTC
TTCTGAGATGGCTTCATTAGTTAGCTCATTAGTGGTCTTAACTTTGTGATCCTCCCCCGT
CAGCCTCCTGAGTAGCTAGCTGGGCTGCAGATCTGTACTGTCAAGCTATCCCATGAAGCC
TCATTTAAGCATAGTGCTTAATGCTAATGGGTCTTAGGTATGCATTGGACCTCTGCATCA
GTTTGTGTGTCCTAGCTAAAAGGTAAGCATGTCCTCTGAGCTACATGATATACAACCTCT
CTGAACTGCTCTTTTGCGCATGCAGGAACTCACAGGAAAATTGCCTGTGGAATATCCCCT
GGATCCAGGCGAGGAACCACCTATTGTTCGGAGGAGAATTGGAACAGCCTTCAAGCTGGA
TGAACAAAAAATCCTGCCTAAAGGAGAGGTATGCTCCTCTCTCACTGGAGTCTTTCCCGT
TGTCCCACTTGTATTATCCTTGTTTGTCCTTGTTGGGGTTGGTAGGGTCTCTGTAATTTC
TTCATTGTTTCTAAATTCCCATATTTTCCCTTTTACCGTGTTTGGGTCAGCTGGCTAGTT
GCTATCTGGTTTTCCTTGACAGGCTGAGTTTGCTTGCCTGAGTGTACATAGTTGGGTCTC
TGTTGAGGTTGTTTATCTAATACTATAGTCTATTTGCAGGTGGTCAGTTACGGTTAGGGA
GAACATCCCACTAGCATGCAAGTATCCATCTTAGTAGTGGCCTTTGATACTCCTGATCTT
GCCTGATATCACACAGCCTCCATCGGCTTTGGAAAGGCTTACATGGAAGAAGGGAATTTC
CAGCCACAGTTCTCATTGGCTGGGGAAGGACAGGAAGGACCTGCCCTCTACCATCTTAAG
TCACATGGCTACTAACATCACAGCATGGACATGCAGCCTATGATTGTTCTGCCATGGCCT
CAGCTGTCTCTATTTGGAAAAGCCATATTTCAACATGATTTTTATCTTCTTTGGATGGAA
TACTGGTGAGGGCTGAGACTGGAGAATTATATTGGAGGATAATCAAAGCTCTGCTGAGCA
TAGTGGCGCACACCTTTAATCCCAGCACTCGGAAGGCAGAGGTAGGCAGATCTTTGTGAG
TTTCAGGCCATCCTAGTCTACATAGTGAGTTCCAGGACAGCCAGAAATATACAGTGAGAT
ACTATGTCAAAAAAAAACAAAAACAAAAACAAAAAAGATATACAAACAAAAAGTATCCTG
CCCTTGTGCAAGAGAAACAAAAGTCCAGGTTAACCTTCAGGCCTCTAGGTCTCCCCAAAT
TTCTTCTGACTAGAGCGACTCATTCATGCTGTGGTACACAGAAGACTCAAGAACACTTCA
AGACACAGCCTAGCACGTTAGTTATTCTTGTTGCTGAAACAAAATGTCCTGACAAAAGCA
GAAGGGGGAGGGGTCTCAGGGGAGGGTTGGTTTACTTTAGCTCACAGTTTGAGGATGCAG
TTGCCTTGGTGGGCAGAGTGTGGGGCCGCAGGTTCACACTGCAGGGAGAGATGAATGCTG
TCACTCAGCTCACTTCCTCCATCTCACAGAATGACATCACCCACACTTCCGGAGGTCTTC
TCACTTCAATTACCTTAGTCTTGAAAATCTCTTGAGGACATTTGACAATTAAGAGTAACC
ACCACCAAGGGAAAGAAAAGCAAGGAAGGTATGTTTAGCCTTTAGAGAAAGACATTTTCC
AAAGTCAGGTCAGTGGGAAGATAGAGGGCATGCTGAGGCCCGTGCCCGAGGCCCATGCCT
TAGGCCTGCAGTCACAGACCCCTGCAAGGCTACCAGGCACCCAGAGCACTTCATCCAAAG
TGATACCTAATCACGTCACTGCCTCTTCCATATGTTCAAGTTTGACTCTGACTTCGCTGG
GTTATCACTAGGAATAAATGAGCTAGACAATCATTTCCCTGGACACTTACACATGCCTGA
TGCTCAGCAGACAACCGCTGGACGTAGAGATGTCAGAAGAGGCTTAGAGCACTGTGTGGT
CAGGTGTCTGTCTTCCAGAGCTGGCTCCACTTCACAACCTAAGCTTTGAAAAGCATCCCA
TGTTTAGTGAGTGTCCTTTCATGCCTGGCTCGGGTTCCTGTGGTTGTAGTGTTTTCTACT
TTTCAAGAAAGCCAACCCTAGGGCTCTGAGGATTCCTTGCCGGCCCCATTGCATCTTTCC
GAACTTCATAACAGGAAGCAGATAGACTTCTGCAGCACTTCCTCCCAATGGAAAGAGTCT
CACTCTTGTTCTGGGCTGCCCCAGTGCTCCTGGATGCTGGCTTTGCTTTCCTGGCCATAC
GACTATTTCTACAGACAATCCATTCAGTCTCATCCTTGATACTCCTGATCTTGCCTGATA
TCACACAGCTCCCATCGGCTTTGGAAAGATAGTCGTTGGACTATCAAGACTTGTTCTAGA
CGCCTGTAAACCTCAGGGTCAATGTCTTGGACCAAAGCTATCATACCCACCCGAGAACAG
CTGCTTCAGGGAGCCCAGATTCACAGACTAGTCTTTGTCCCCGACTCACGGCTCTGGGCA
GGAGTCCATATTGATATCCTTCTTCCTCTGAGCAAGCAAGTGCGGCCAGCACTGGAAGGA
TCTGGAAGGATTACTGTCTCTAAGTGGCCCTTTTCCTCCCACTCCTCCTTCCTGCTGCTT
CTAGACTTGAAGTGCTCAAAAGCCAATGAAATCAGGCAGAGTGTTTGCCTTAGTAGGCCT
CCCTACCCCACTCCACCCCGAGCTTGGCCTGTTGTGCTGAGAAGCATATTATTGGACCAC
CGTAATAGCAAGACATGTGGAATCCAGCAAACACAACAGTCTCTGCTTCCTTAGCTTTGT
CATTCTCTGCCAAACCTTAATGTAACTGCAAATCACCTAGCACAAGATATGTGTTCTCTA
ATGGCTCTGTTGGGTACTGAGAAAAGAGAAGCCACTGTGTGGTTGTTATACATTTATGTA
GTGTGGGCTTTATCTCCTATGAGTTCCTAGAACATGCCCAGGCTGCTAGCCCTTGCACTC
ACCCAATCAATACTCAAATTCTGGAATAATAACTGTTGCTGCTTAGAGCTAGCTGCAATG
AAATGGTTTCCCTAGTTAGTCAGCTTACTTTTTCGTTACTATGACAGAATACCTGGCAAA
TGCAACTTAAAATAGAAAAAGGATTTGTTCGGACTCCTGCTCTCAGGGACTAGGATTTCA
CTCTGGAGCAGAGCCTGGAGGCGGGGCCTGTGGTGAGGGAGCAGAGCCTGGAGGCGGGGC
TTGTGGTGAGGGAGCAGAGCCTGGAGGCGGGGCCTGTGGTGAGGGAGCAGAAACTAGAGG
CGGGGCTTGGGGGCGAGGCTTGTTAAATCTTGGCATCAGAACAGGAACAGAGCTTGAGCA
GGAGGCTGAGTTATCAACGCTAACCCTTCCCACCGTAACACATTCCAAGCCATCTCCTTC
CAGCTAGGACTCACTTCCTAAAGGTTACCAAACTTCCCAAAACAGTACCAGCAACTGGTA
GCCAAACGTGAGGGTTAGTTTACATCCAAAGCATACAAACCAGGGAAGAGACAAATCAAA
GAAATGACTGCTTGATGCTTAAGGGGATTCTGCATTCAAGTACAAATCCTAACACACACA
CACACACACACACACATGCTCTTCCATGTGAGACTCATCTTGGTAAAAGGGCCAAAGGAA
TCAGTAGAGCTAGGAGGGAGTTACACAGGAAGGGGAAAGGGAGAGTCTGCAGCCTATCCA
AGGAGAAGAGGTGGGGGAACTGGTTCTACCACCCACATCATCCTTGCCCCCTAGAGGGCC
TAGAAGGGCCTTTATGAACATACAAGTGTGAAAAGAACAGTTAGGGCTTGCAGAAAGAGC
TGCCAAAAGACACATAGGTGTGTGGGTGTGCATCCTAACACGAGGCACACAAAGATGTAG
GACAGAGGGGGATATGTGGGAGGATCGGGAGATGTACATGTATGAACAACTCCCAGAGGA
CAGTGACATGATCCAGAGATCATGCTCCAAGTAGAAAAAGAAAATGATAGCTACTAGCAA
CGGTTCTGACTTTCCTCTAAGGCTTGGTCTTCATCAGCTCTTTTGTAGAGAAAGAAAGCC
CCAAAAGTCTGTGGGCTGAGGCCTGGGCTAGAGGTGGGCAAGGTCGAGTCTCCTTGGGCA
GCAGCATCTTCAGAAGGTGTAAGCATTGGTCTTCCCTCCCACAGGAAGCTGAGCTGGAAC
GCCTGGAACGAGAGTTTGCGATTCAGTCCCAGATCACAGAGGCCGCCCGCCGTCTAGCCA
GTGACCCCAATGTCAGCAAAAAACTGAAGAAGCAAAGGAAGACCTCTTATTTGAATGCAC
TGAAGAAGCTGCAGGAGATTGAAAATGCAATCAACGAGAACCGCATCAAGTCAGGGAAGA
AACCCACCCAGAGGGCTTCACTTGTCATCGATGGTCAGTGCCACCCACAAGCTCCTGCCC
CGCTCCCAGACAACCAGGTCCTGTTAGGTCCTCCTCTGGATCCTTGCAGGCTCTAAGTAG
CCTCTTACCCACACACCTTATGGTTTAATCCCTGGAAAGGGATGGGTAATGATGGGTGAT
TCATCATTAGGACGTTCCATCCTAAAGATGAATTGCAACTGGAGGAACAAATGAAAGGGT
CCATACACAGAACCCCAATGTCACTTATGACACCTCTCTGGGGAACCTAGAATGAGCCAA
CTCTCTTCTTCGATGTCACCATGAACTAAGGAGGTTACTGTGATAGTCCAGCTGAGCCTC
AAGATAGCGAAGGCTCTGCAGTTCTCAGAGACCTAGCCTCCTTTCCTAAGACTGGAAGGC
AAAGTGCGTAGCCAGTGTATTGGAGTTAAGTCCTTCAGGCCACCATTCCGTACCCAGTCT
CCTTCCCTCGGGCTGGTTCTACTACCAAGAGCTTCCTATCCCAAGCACTGTGGCCTGAAG
GATTGGGCGGTACCTCGTGGATTGTCTGGAGTACGTGCTCTTATCCCAGCTCAGGGCTTC
GGTGATGATGGAAAACCAGAATTCCCGCAAATCCACCCCAAGCATCAGGTCTCTCCCATG
GTTACCATCTTTTCTTTTTCTCCAAGTCATTGAATTCTTGGTAATATATGTTAGAATTAT
CCGGAGGGCATGAATATTGAGAATACCACCTTAGTTCTAAGACAGAAACTGATATAGAGG
TTTTCAGGCTCTTTCTGTGTCTCTGTGTCTGTCTGTCTGTCTCTCTGTCTGTGTCTGTCT
GTCTGTCTCTGTCTCTGTGTGTGTCTGTGTCTGCCTGTCTGTTTCTTTCTTTTTTTTTTT
TTCAAGACAAGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACCAGG
CTAGCCTTGAACTCAGAAATTCGCCTGCCTCTGCCTCCCAAGTGCTGGGATTAAAGGCAT
GTGCCACCACGCCCGGCTGCCTGTCTGTTTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGTGTTTGTGTGTGTTTCATAATGGGTGCAAGGTTTCAGTCTGGGAA
ATGAAAGCCCCGTCCAAACAGAGGATGTGTGGTGTGGTTGTATAACCATGTTGCTGTACT
TAAGTCCCATGAACACTTAAAAGGGATGAAAATGATAACCGATGTTATGTATATTGTAAA
TATATTGATACAGATCTGTCCCCTAGAAATGTGGGTATACTAAAGAACCAGTGGTGGGCT
GGAGATTACAAGATACCAAGGCCTGTCTCCTTGCAGTTCACCTATCAAACAATAGGGAAA
AGATGGGTTCACAGTTGGGAGGGACAGGGCTGACCATCAACTGATGGTCACTCTAGGTCC
TTTCACTCTAGGATGTGCCTGCCGCCATTCTGTGTCTTACTCTGCTGCCCTTTGCCCCAC
TTTCTAGCAGGGCTACAGTGAGTCGGTCCCTCTTCCTCATCGCCTCCTTTGGGGCCTCCT
TGAAGGCATTTGAACCTCCCTGTTCTGTAGAATCACCTAGAAGCAGCGTCAGAGCTATGT
CTGGGAAGAGCAGCCTGGGGCGGGAGGGGGGGGGGGGCTGTCTCACCAGGTGGCCTCGGG
GCGCCCATTCACAGGCCTGCCCGAGTGACGGCTATTTTCTTGGGTCTGCTGGCAGGCAGC
ACTGGCTTATAAATCATCATTTGTGCCAGTTTCGGCTTTCTTCCACGCAAGCCTCCAGCC
ATTTTTGTTAACTGCTCGAGAATCTGCCTTGCCGCCACAGTGAAGTAAAGTCTTCATCAC
AGAGGCCTGTCTGTGTTAGGAGTGAGCAAGCTCCTTAGGGCCTCAGAAAAGCCTGAACTC
AGCATCTGAAGGACTTGGACCTTTGCTAACATCTCCCAATGAACAGGATTGTTTCAGACA
AACCCATCTTTCCTGGGAGTACCTCAGTTTGCCCAGTGGGAGGGAGGATCCTTTTACTGT
CTCTCTCTCCAGCATGTTCCTAATTGAATGGTGACTATAAAAATAAGCTTCAGAGAGATG
GAGTCTGTGTCTAGCAGGCTTGTTTTCTCTCCTAATCACTTAAGTTCATTGGGAAACCAT
TTATAACCATGTGGGCAAAACTGAGTTCCCTCCCCTGGTTTCGGATCTGTTGAATAACAG
CTGCTCCCTTCTCTGGTTTGGCTGGTACTTGCCCTGAGTTTGTTCTAGAACAATGGCGTG
GTTTAGCTGGATCCTACCTCCTTTCTAGGACAGACTAAGCCATAGCATCTGGTGACCAAG
AGCCTAAGAACACAAAGACAAGGGACCATTGCAGAGCCAGGGCCCACTGCAGAGCCAGGG
TGGGGAGGATGGCCCTCCTCCACCAGACTGTCAAGGGAAACACCCAACAGCATCTTTATG
TTTCAGGGCTTCTTCCTTACTGATGCAAAAGAGATGGGAGGGTGTGGCCAGGATTGGGGG
GAAGGTCACGATTCCTTTCCTACACATTGGGCTGTGTTCCCAAAACACGTTAACCCTGTA
GACTTTCACTTTTTATCTTCTAGATGGAAATATCGCCAGCGAAGACAGCTCTCTCTCGGA
TGCCCTCGTTCTGGAAGATGGTAGGTTTTCCCATTCTCTGCTCTTGTACGTGGAATCCAG
ATTAAACCCAGGTCATTCCATATGCTGCCTGGGAATGGCCTTGTAGGCAGGAAAGAGGCA
GGCTGGGCCGGGGACTGGATGGATTCCTTGTAGGCTCATTTTTTCCCCTGAGTCACTGTT
GAGCCCACGGTGGTCTACATTTACACTGGTTTTCCAGGGATGGCCAGTCTGCAGCCTTTG
TATTCTAATAGCATAGAAAATAAACATGTATGCTCTGATAGCCCATGGGTATGGGTTGGA
CACTCTTGGGATAGATGGCCTAGAGAATTATTCTTGGCCCACATAAGCCAAAAGAATAGA
TTATATTCTTGAAGTGATATCTTGTCTCTGTAATACTCAAAGCACTTTTTTGGCTGGCAT
GGTAGCTTTAATCCTGTAATCTCAGCACATGAGAGTTAGAAACTGAGGCAGGATGATCAA
AAGTTCAAGGTAACCAAAACTATATTGCAAGACCCAGTGTCAAAACCAAACAAGGACCTG
GGAGTTTATGTGAGAACACTTGCCTAGCGTATGCAAGGCCCCAAGTTCTACTCTTGGGCC
AAAATAAAACAAAACAGAAAAGAAAAAAAAAGAAAAATTTGAAGTAAAGAGTCTGCGTTA
TATGTGTCTTCCTTTGGGTAGTTCTCGTTTGTTCTCTCTCTCTCTCTCTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCACACACACACACACACACACACACACACATGCACACAC
ACACACACTGGGAAAGAGGCAGACATTTATTTGGGTTACACAGCAAAGTTTGGGCCCTAC
TGGAAGGGTCTGAGTTATAGGAAGGACTTGGTCTATCCTCTGCTCCTGAGACAAGAGTGA
GAATGTCCCTTTAGCAACACAGACAGTCTTGGAAACTGTTATTGTTTTATTTCCTGTTGA
ATTCTCAAACCTGGCAACTGCCAAGGGATATTTTCTTGGTCGGTCTTAGAAAAGGAGTTG
GAAGCCCCTCCCACCCCTACAGAAGCAGGCGGTCGAGACTTAGACATTTCTGAAGCTCTC
CCTATGGTTGCTAAACCAATACATTGGACAAGGAGAACACTAATTATATGGAAATCTATT
ACCTGGTAGTTAATTATTTTTGCCCTCTAGGAAAACCTCAGGCACCCAGTGGTAAGTGGC
TATTCAGACAGAAAACATGAAAGGCCTACCCAAGTCACAGTAATAATGATAATTGCCGTA
ATAATAATAATTGCTCTTGATGTGGGAAAACCTAGGGAATAGCTACCCAGTTGTCTTGCC
CTTGCTATTAGAAATCAGATTGTTGAGTTTGACTGTCTGCTGCATTAAGTGGGTGGGGAG
GCCGTGGTGTTCCATGAGAACACAGAGGCCTGTTTGGAATATGAGGCCCTCCCTGGCCTA
GCATTGATCAATGTCACCCTGGTCTGCCAAGGAAGGAACAAGCTAGTGGTGTCCCCTTGT
ACTAGGAGTTCCCAGGGTTATATGTAGTCATTAGCTAGTTTTGAGACATCATGATAACAG
TTTTGCCCAACGTCCTGGGCCTCCGACCTCCTGAGAGCTAGGAGTGCCTCCTCCAATGTC
CTGTGTTCCTACTTGCGGTTCTCCTCTCACCTCCTAGAGACTCCTCCTGTCTGATTTGAA
GGAGTAGCAGGCATAGACCAGAACATATATATCTGACCTTTGAATTTTGGTGACTGAGAA
TTAAGCTATGAAAATCCGAAAAGTTGAAAATGGATGTAGGATTCCATGAGTGGTTGGTGG
TGAAATTTCCCTCTAGCCCTCCTCCCCCTCCCTGTGAACACTGGGCATTTCCTCTCTTCC
CAAAGCCACCTACCACCAAATCTCTTCATTAAACCCTCCTCCTGTCTGTTGTTGATTTTC
CCAGGGTCAAAACTGCAAGAATAACAGTTCTAAAACAGGATTTTCACCCTGGCACATCTA
TGCTTATGTTAAGAAAGTTTTCTTGTAGCTTTCAGGTCAAATCTCAACTCCCTGTCTGGA
ATTCAAGGTCCCACACTATCTAGGCACGCTCCGAATTTCTCCTCCCTCCCCTTGTCTCTC
TGCCCTCTCCTCCGCTGTGTAGAAGAACCTGCTACTACACCTAGCCCCTCACCTCTAGAT
TTCTACTCAGTTTCTGTCCTTCTCTGCCCCATAGTTCATTGCTTCCAGATAGCGCCTCTG
GGGCTTGGTTGAGGATTGATGTTTATGATTGGACCAGGTCCCAAGGAACTCAGTATGGTA
TTAAACCCACTGTATAACAGAAGTTGGCCTTGAACTGCCGATCTGCCTGACTCTGTCTAC
CAAGGGCTAGAATTACAGGCAAGAGTCACTGTGCCTTATGAGACATCTGCCTTCTTTGGC
TAAATGGGTTTGCTTCCTTTGGAAGCCATCCAGCATACAGATGTGCGAAATTGCACTCCA
GAGATGGTGGAGGTAGGGTACTATTTTGACTGTGCTGCTGGGTACTTGGGGGATAGGGGC
AGGGCATATTGCTTGTGCACTAGCTGGACTGGGGGAGGGAAGCTTAGCCTGGTGGAGGTG
AGTGCAGTGCTGGCAATGATCACATTCTGGAAGAGAACCGTGAGGTTTATGGGGGTGGGG
TGGCTACTTATGCCTCTGGGGAGGTAGCCAGGGTCTCTGGGGTGAGGTCTGTGTGGCCTG
TACCAGTGACCAGGACAGGGGTGTTAGAAGATGCTTCATTTATATACTCAGGTGTTGGGG
GAGGGGGACTTATAAGGTCAAACAAGGAGTGAAGGCTGATAACTGTCAGGATAATAAATT
CTTACTAGGGTTGTTGTGGCCGGAGCTGGCTTTATGGCTCCAGGTTGAGACTGGGGAGAT
AGCCAACCCCTGCTGGCCTACCTTTGAGGTATCCAGGTTTGAGGCTCCCTGGACCCTTCT
TCCTCTGTAACCCTGGGCCATCAGGGTCCCAAAGGACTGGGACCCTCTTCCTCTAAAACA
CCTTGAGCCGAGCTGAGGCTATAGCTCAGTGGAGAGCCTCACAAGAGGCTCTGGGCTCCA
CTCCGACATCACAGATTAAATATGCCAGGATAGATTATAGGAAATTTAAGAAGCTTGTGA
GGGAAGCATGGATGGTAGAAGGCGGATCTGTCAGCACTTAATCATACCTCACAGATATAC
TTCCAATTCAGGTTTTTCCTCCAACAAATATTTATTGAGTACCTACTGAATGCCAGCTGT
CATTTTAACCCTGAGGACACAGGGATTAACAGAGCAGATAAAATCCTCAAGAAGGTTAAC
TCCCCTCCCCCCAGAGCAAAGGAGATCTGTTTAGTGTCTCTCCAAACATACGTCATGGCA
TAGCTCCATGATAGAGCACTCGCTTAGCATGTCTGAGGCCCTGGGCTCATTTCTTAGCAC
CAAATTTAAAAAGGAAAAGTTAGAACGTAATACTTCATTTGCCTGATTAATATGAAGCAA
TCACTTGTTGGTGACACCAAATCCAACTCAGACTTTATTCGCACTTAACCAGACGTGACA
GCGGTGCCCTTCACATTCAGTTAAGCCTGCAGTCTGGGCTCTGCCTTGACCTGGATTGAC
CCCAGTGTGGGAGGGTCACAGAGCCCTGGCACATATGTGAAGTGTAGCTCCAAGGCACTG
ACATGGTGTGTTTGGGCAAAGGCTCCATCTCTTGTGGAAATAATGTCTCTGATGAGTTCT
TCCTCCTCCTGTCCATGCAGAAGACTCTCAGGTTACCAGCACAATATCCCCCTTACAGTC
GCCACACAAGGGACTCCCTCCTCGGCCACCTTCATCACACAACAGGCCTCCTCCCCCACA
GTCCCTGGAGGGACTCAGGCAGCTGCACTATCACCGTACCGACTATGACAAGTCACCCTT
AAAGCCCAAAATGTGGAGCGAGTCATCTTTAGATGAGCCTTATGAGAAGGTGAAGAAACG
CTCCTCCCACGGCCATTCCAGGTGAGCTACATTGGGACACCCAAATGAGGTCCCCGGATA
TGCTCAAACAGAATCAAAGGCTTGCCCCACATTAGAACCTACAAATATTGCCAAAGGATA
CTCTTTTCCTTCCTGGAACTCACAGTTCAGCTTTGCGCACAAAGCCCTCTGCTGGCAAAC
CCCCAGAAGTACAGATTTGTCATCTGAAGGTAGGGAGGGGGGAAGAGGGGAGGAAAGGGT
TTGGCTCATAGTCAACCTGTTGGCAGATGGATTTAATGCTGTTACATTTCACAGGAATTA
ATTAGGAAATTGTAGCCAGCAGCATTCCAGAATGGCAAAGGAGAGCCGGATCTGAGGATC
CTCAGGGTGGTATAGAACCCTATACGATCTTCCCGCAGAGTTCTGGAGCCAAGCAGCTGA
AATGCAAGCTGCACACATTATCAGCTCATTGCTTGGTTAATATCAACGTCGTAGAGAGGA
TTATCTGGAAGACATTTAGGCCCGCTTCTGTTTTCCTCATGTTCCTTAATTAGCTCCAGA
GGGTACCCTAGCAGGTACTGTATCTTGTAAAACAATGCTTGTTAAGGATGAAGGCTCCAG
AGAATAGTCACCCTGTGCTTAACTTCGAGGAGTGGAGGGGGGGAGGTGGGATAGTGAGAG
CTGGAGTCCCGGGCAAGCTCTCCCTGCAATTAGATCTACTGTCCCAAGCTAGTCAGCCCC
TACCAACGCTGCCACATGGTATTCGTGTGATCAGCATGGCTTCCCTCTTCTCGCTTGCAG
CAGCCACAAGCGCTTCCCCAGCACAGGAAGCTGTACCGAGGCAGGAGTAAGCAGCTCCTT
GCAGAACAGTCCCATCCGAAGCCTCCCACATTGGAATTCCCAGTCTAGCATGCCATCCAC
CCCAGACCTGCGCGTCCGGAGTCCCCACTATGTTCATTCCACAAGGTGAGTCTGCTGGGC
CTTTAGGCCACCTGCCTTTCTGGGCCAGACCCTGGTGTAGTAAGACATCATTGGCTCCAA
TCTAGCCCAGTTAACAGGGGAGCTAAGGTCCACTTTACCCTGGACACTCAATATAGTCAA
CTCTATCCATATCCAGGGACTTGTGGGGCCAGAGAGCCCCAGCCTTCTGAAGACAGGTAA
CAAGGATCCTAGTAGGAGTGGAAACAGGAAAACTAGCCCAGTTAAGGTGGGAGAGTGCAG
CAGCCATAGACACCCCAGGCTAACCTTTGCTCTACCCTCCGTTCCTCATATATCTTTCTC
ATGAGGTCTAAAATCTATTCTGGACCCACTTTAATGCCTCAAGGTGTACATTTATAGTAA
CCAAAAGAAATGAACCGAAAAATAGACTTCCCTGAATCATATCCCTTCTCTAAGAGGTAA
AGCTGCATCACAGAAGGTCACTGGTGAGGGTGATGTAGTACACTTCTGCCTGGATGTGGC
CAAGAGTCGCTAGGAATTTGCATAAGACCTCCTATTGCTGGGTTCTATCACCTTCCTCTT
GTTGATATTGATGGATTGGAGGCAAAGTCTTGGTACTACTGGTAGATAAGTGTATCGTTC
ATGTTTAGGGGTTCCATGTTTCACCAACCCTCCATTTTAGAATACTCACAAGAAACAGCC
ATTTAGGTACGTTGGCTTTCATTTCAGAGGAGTCTTTGGTTCAATCACGAGAGGACCTCT
GTTAGACCTTTTGGTTGTTAGTTTTGTTTTTGTTTTTTTGTTTTTTATTACCTACAATCA
CTATTTTAAAGGGGTTAGTGTAATGCTTAGAACATAGGAATTTGCTTCTCTATCAATAGC
ATCATTTTCTTAAGAAGCAAAAGCCCTCAGACATTGGTCAACACATTTCATCCACTCCCT
AGGTGCCACGTGGATTCCAGAGATTCTTAGCTCCCTTCCTCACCTGGTACCTAGGGAAGA
ACCTGGCTTTCCAGGGGCAACCTTGCTGGGCTCTCCCATTGGTAGAGGCCCTGAGCCTGG
CCTGTGGCTTTTGTGGGACCCTTTGATCCAGGACTCTAAGACCAATCCTGTCTCCCCAAC
AGGTCAGTGGACATCAGCCCCACGAGACTGCACAGCCTTGCACTGCACTTTAGGCATCGA
AGCTCCAGCCTGGAGTCCCAGGGCAAGCTCCTGGGCTCGGAGAACGACACCGGAAGCCCC
GACTTCTACACCCCGAGGACTCGTAGCAGCAATGGCTCAGACCCCATGGACGACTGCTCG
TCCTGCACCAGCCACTCGAGCTCAGAGCACTACTACCCAGCACAGATGAACGCCAACTAC
TCAACGCTGGCTGAGGACTCGCCGTCCAAGGCGCGGCAGCGACAGCGGCAGAGGCAGCGG
GCAGCAGGCGCCCTGGGCTCAGCCAGCTCTGGCAGCATGCCCAACCTGGCGGCCCGCAGC
GGGGCTGCAAGCACTGGAGGTGGCGTGTACCTGCACAGCCAGAGCCAGCCCAGCTCTCAG
TACCGCATCAAGGAGTACCCACTATATATCGAGGGCAGTGCCACACCCGTGGTGGTACGC
AGCCTGGAGAGCGACCAGGAGGGCCACTACAGCGTCAAAGCGCAGTTTAAGACCTCCAAC
TCTTACACAGCTGGCGGCCTGTTCAAAGAGAGCTGGCGCGGGGGTGGCGACGAGGGGGAT
GCAGGCCGCCTTACACCATCTCGGTCTCAGATCCTGCGGACTCCTTCGTTGGGGCGTGAC
GGCGCCCACGACAAAGGCTCCGGCCGTGCCGCCGTGTCTGATGAGCTGCGCCAGTGGTAC
CAGCGCTCCACAGCCTCGCATAAGGAGCACAGCCGTCTGTCACACACCAGCTCCACCTCC
TCGGACAGCGGCTCTCAGTACAGCACCTCTTCCCAGAGCACCTTCGTGGCGCACAGCAGG
GTCACCAGGATGCCCCAGATGTGCAAGGCCACGTCAGGTGAGAAGGTGGTGGGAGGCAGG
TGACCTGGGTAGGCTGAAGGTTGCCTAGACTTCACAGTCAAGAAAAGGAGTCACTTATTC
TGGAGGCCTTGCTGTGAAATGTGGGAAGCCATGGTCCTTATCCCAACCCAGGTCTGTCTT
CCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTTCCTCCCTC
CCTCCCTCCCTCCCTCCCTCCCTCCCTCCCTCTCTCCCTCCCTCCCTCCTTCCCTTAACA
CTCTTCCTTCGCGTAGAGTGAGCATTTCTTTTAGCTTTTCCAGTTAAGGACAGAAAGCCA
TGTGAAGTCAGGTCAGAGGGTTTATCCTGCCAAGGGTGCAAGAAAGATTCTAGTAGGTTA
GAGTCCCAAGTTCTAACCTTGCCAAGAAAGGTTGGGATGAAAGGTCGGGCTTGGATCTTG
AGGCCCTGGGAAAAGAAGTGTTTGCTCTCTGAACCTGAGAGCTGCATCTGCTTAGGTAAC
CTGGCTGCTCCTGGCTTTTCTGCTGCTACTTTCAGGGTCTTTGATGCTGTGTCACACTGA
GGTTTGAACCTAGACGTTCTCTATGAAATGATAATGCTCATAACTGATGTTAGTTGAGCA
TTTACCTTTGCTAGATCAGTGGTGGTCATCTGTAACTCATACCACTCAGAGAGTAATTAA
CAAAACTACAGCCTTCTACTGTAGGTAGAAGAAACGAGGGAGGGTAGAGGAAAACAAGAA
TGAAGGCAAAAGTGAAAACCAGTGAAATTTTACTAAAAAGCCAGGCTCTGGAGACGAGAG
CCCCTAAGAAGTTCAGCCCAGGAGAGCAGCTGCTCATTGGGCCTCCATGTCCCTACTGCT
CTCTTCCCTCGGGCGCATGCTGAGCAAGCCCCAGAGATTAGACTACAAACAAACCGGCAG
TCCTGGGCGTCCCTCCTTGAACTCCATGGTCCTACAACCTTTCTCCTGCTCTGCTTTTAT
CCGTAAACTTACCCACTGGCATCCCAGCAGGATTCAGAGAATGAATACATCTAACGTGTG
CCCTCTGAAGGTCATGAGCGGCTCTAGTCCTCTCAGATCCGATGGTTAAGTACCAAGGGC
AAAAAGATAGGAGTGGTTCATTCTCTCAGAATTGCCGTGTTTGTGTGCATTTGTTTTATT
AAATAGCAGGAAGGTATTACTAAGATTTTAGTAAATTGTACCCCACCCACCCTGCCACCA
CCAAAAGTGCACACGAAGCACCTCAGACAGATGTACTCGGTGCTAAATTCTCCTGGCTCC
ATCTAGTCACATTTGCAGTAACGCTATGGTACATATAAGCTGTTAAAAGTGCTGTTCACT
TGCAGGATTACTGAAGGAGCAGATGGTAAAGTCTGGAGGCCCTTCCAACAATACAGCATG
GTCCTCACATAGAAGCCACATCTAAAACGCCCCAGGGCAGCCCTCTGTGCTCAGGTCTCT
ACAACAGAAACATGAGGGCTTCCTATTCTATGCAGTTATAGAAACCATCCTGAGGCCAGA
GTGGAGGGACAAAGTTAAGACAAAATACAGTTGGGGAAACAAAGGTATTTCCCACGGAAT
GCCTTGGGGTCACCAAGACCCTGTCCTTCATGTCTGACATTGGTCACACCTGCCACTGGG
TCTGTCATTGACTTACGAGCTCCATGCTGGTCTGACCTGGCTTCTCCCTGCTTTTCCCAC
ACTGACTACATATAGCTGCCTTACCTCAAAGCCAGAGAAGCTCAACACCGTCCAGTGAAA
TTGGAGCCACCCCACCAAGCAGCCCCCACCACATCCTGACCTGGCAGACTGGGTGAGTTG
TCCTGTGAACTCGTTGACTTAGTTCTTCTGGGCTCAAAATGGAGTTAGCCAGGAAGGACA
TCAGCAGTACTGAGCTCCCAGCAATGGGAGGATGTATCAGCAAATGGTGCCAAGAATCAA
AGCAATGCCTGGGCTATCACCTTCTCCCCAGCTGGCCTACTGTTTTTGATGGGGATGAAT
TCTGTGTGTTCTACTTAAACGTAGGTAGTGATTCCTGGGCTGAAACAAAGAAGTGGATTC
AATTCTGGGCGGCATTTGATTTTTCTGCAAAAATGTCAGGGGTAGGAGAAAGAACCCTGA
GTCAGATATTACACAGGCTTCTCAGTGTGGTTGCTGTCTTAATATTGGGGTGCATCCAAA
AAAAAGAGGGCTCCCGTCTTGGCTAAACAGTTGTTCTGGGTGCATCAGCAAAGGGGAAAC
TGTACCTTGAGACCTTTAGGTAGAGGTTGCCCACAGCAAGATACGGAAACTGGAAGTGAG
CTTTAAGTGTGGACTTAGGGCCAGTTAGGATGTTCCAATCTGCTGAAGGGTCAAGCAGAC
ACAAGTGTTTTATTATCACATGCTGGCACTTTCTACCCAGCTCCTCTCTTCTCTTGCTGC
TTCTTAGATGGTCCATTCTGTTAACACCTGTTGGTTACTGGAAATGGGCCCCATATCCAG
CTTAATCCCCAGCTTTGGCTTTGCTGAGCGCTGGTGAGCGTGTCTGGGAAAATCTGACAG
CTGCAGGCTGAATTATAAGACCATCACAGACCCACAGTTGGTTCCACTGCCTGTGTCCAG
GCTCCCACGCTTGGCATCCTTAGTCCTCCACATTTATCTGCAGTGACTTGACACCAGGAA
ACTTCATTTTTGGTGGAGAAGATGGGGAGCCAATGCTTATTGAGTACTTAAAACACAAAG
GCTGACGGCTTCTTTGAACATAAGTGAGTTTCGTGGAAGCCTGTCTGCTCCCCGGCAAGG
GAAGTAGCTAGATATTTTGGATTCATAAGTGAGACAGAGAACACAAGTCACTCACTCCAT
ACTTTTCTGATAAGTCCTAAAATGTGGGCCCTAGATCAGCACTTTGGGCTTCACCTGGGA
TCTTCTTGGGCCTACCCAAAACTACTAACTCGGAAGCTCTGGGGTAGGCCCAGTGGGCGT
CCTTAAATGAACCCTTGGGTCATTAGGATCCGTGGTTGGACACTCACCGAACCACCCCAC
ACTGCTTCTTTCCTCTTTTCAAATTAAGGAAACATAGTCTGTACAGTGTTTCTCATGTCT
ACGGCTAGGGTAGCTTTTGCCAGTAGCTGCTACCCCTCTCTTTTATTATAAACCACTGCC
ACTTGTCCATACCAGCGCCAGCCTCTAAATCCAGACAGCTTCTTGGCTTAGGGTTTGAGA
ATCTCTCGGGACTAATTCATACAAGAGCCACACATCTGTATACCTCTATAGGGTAAATGG
TATCGTCCAACCAGGACACTTGGGATCCTCTGTGGGCCATGCCCAGTTTCATCTGATCTG
ACCATATGACTGCGTCATTTGACTGATAGACAGGCTCTGAAGTTTACAAGCAGCCCTCCC
ATGCCTACTCACTCGAGTTACCTCCATTACCGCATGTAGCCAGTAAGGCTCACAACCAAC
TGGAAACAGAAGGTTATTGTCCCTGAAGGGCAGCGTTCTTCCAGATTGAGGATTACTCAA
GAATAATAATGTGATAGAGAACAGGACAGTGGGTAAAAATTGCCACTGTCTGCCTTCCTA
ACAGAACTACTGAGGTCCTGCTGCTCAGAGATGGAGCCTGAGTGTTCTGTATGATTCTTA
CTGTGTCACAGACACATGGGTATATATATATAGTCATTGGGTTAAGCTACTACTAATCAC
GTGTGTCCACTCTCCTGTGTAACACAACCTTTCTTCTCTTCTCCTTCCGCTTTCCTTTGT
TCAGAGAAGCAACAGAAAACTCTCCCATCATGGATGGGTCTGAGTCTCCAACACACCAAA
GTACTGATGAATAGAGGTATTGTAAGGGAACGTTTTGTTCTTACTGCCCACGTGTGTGAT
CCAGATGTCCTGCATATGTGCTGCCTCTGCCCATGTCATAGTTTCCAGGAGGAAATGTCT
GAATAGTGTGGAAGCTATTATTCTTATGTTTTCTTTCTAGCTACATGTGGCGCTGTATGT
TCGAATGTGTGTTTTTACATCAGATGTAGGCTAGTCCATGCTCCTTCCTGGAAGACACCC
CCTAACCCCCAATATATTTAGACTTTCTAGGCTTTAAGTACAAAAAAAACCCTTGCAGTG
GTTGGGTATTGTTTACCAGCTTGGGCCACACTCTCCGTGAGCACTGAGCCAGTACTGTTC
TAAATAGCCCAGTACTCTAACTCATTATCCTACCACTTTTCAGTGATATTTGCATGCAAC
ACCAGATGTCATAGAGTCCTGCTTTTCAAAATGTGGCCTGTAAATTACCACCGCCACCTG
GAGCTCAGAATGACTCCTGGAAGCCACGCTGGCTGCTGAGTGAACTGCATGCTGCAAGCT
GCAAAGTGCTGCTCTCCCAAGTACAAAATAGTGGGACCTGAGAGTCTAAGTAACCAACTG
CGTAGTGCTGACGCTGAGAAGCACGTCAGGGACCACTAAAGTGACAGGGGACCATGCAGA
AGTGGGAAAAGGGCCTTAGTTAGAAAACAACAACCTAATCAGGCTCTGAGTAAGAAAGAG
ACAGCCACACCAAAGTGCTGGGCACTCCACAACTCAAATGATCAAAACGCTAAAAGGGTT
CAGAGAGGAGAAATGCCCTTTAGTTCTGACACACACCTCGTGAGCCTGGCTTTAAAGAAC
GGCAGTGAAGCAGGGAGGCAAGAGGGAAACACACAGGTGTTTCCACCCTGGCTCTATGGC
CACTGACCTACAGCACTATCCACAGCCAGTTGACTGGGTAAGTGAAACCCCATTCTCAGT
TCACTGTGGAATAGGGAGAAAAGGCATCACTCACTCTTTAAAAGACGATCCAACATACAA
TTGATTCGAATATGTCCTATGGCATTAAGCAAGCATGTGTTTTGTGAGTGTGAATAGTGG
ATACCCTGTCCAGGTGAAACAAAGTAACAGCTCTGAAGGGCTGAGTCCTCAAACTCCCCG
TTCCTTTCGTTTCCTCGGAGCACTTCGCCTCTAGAAGCACCTGATGGTGGGACTCCCTAT
AGTCAATGTTGCAATCAGGAAAATGTCCCTAGGAGACCCACATCACAAGTGAATTGGAAA
ACAAGCTTCTCTAAGATTCTAGCAAGTCGTACCAGTATTTGGGAAGCTGAGGCAAAGCAA
GGGCCAGAGCTTGCTAATTGTTTGTGTCCACAGTGAGGAATAAATCATCCTCATGCTGTC
AGAGCTCCTTGGCCAGGGCCAAGCTCCCATGGAGCCAGTGACCGTGGCTGGAGAGCTAAC
TGGCAGCCCTTGGTCACGTGTTCCCTTTGATCAGAGTAATAGGGAGGCAGGAACTTTTCC
GCAGGAGTATTGCACGTTTGCAGCAGAGTCCAACCACCTTTCCCAATCAAAGTTCTTGGT
TCTTCTGGCACAATTTACAAAAGCCAGTTTCACAATGGGGAGACGATGTAAATTACGTGT
AACCGAATCATCGACTTATTTACCCCTGACAAACAGATACATACAAAGACACCCATGGCC
AGTGACGTAACTAAGGGCCTTCACTCCTAAGCCACATAGAACTAACCTCGGGTACTTCCA
ATGCTCCAAGCACAAGACTGTCCTAGTGGTTTACCCAAATAGTCAAGAATACTTGGGATC
CCTCTAGCTCCTGTGGACTTCGCTAGGTCAGAGGAGGGACGTTTACAAAGCAGTGAATCC
TCACTGGATGAATTCCTGGAGAGGTCGGCAAGTGAGACGGGGGAGTAAGGGAGCTGATTG
TCCTCACAGTGCCCTGACAGCTCTAAGATACTCTTTAAAATGGTCCAGCCCCAACGGGTG
CTCCTGGCACTAGGCATGGAAACGGAAGGGTAGCTTAGGGACAGTTAGTCGCCTTGAGTA
GAGCTACTGCCACTCATCTGTGTGAATACCTGCTGATACTTGGGACTCACTCCCATCTAA
CCTACTAGAAATACTTACCTGATGAAATGTCTGTTTTCTTATGTATGTTTTTCTATGTAG
AGACACATACATTTTTATTATATATTATGTTTTGGAGCTGAAGTGCTAGTCATGCTTTCT
ACCACGGAGCTACAGGCCCGGTCCCAACTCTATGTTTTTTTTAAAAAAAATACTTTTATA
AAATCACAACAGTATTAATCTAAAAAAGCATTAAAAACTCAATCTAGAGCATCACTTTAG
TGTTACTCTAGGGAAGGCTCACGTTTTTACTGTTCTTCCAGGACAGTGATAATTTACCAC
AGAAGCGTTAGCCCTTAGGTCTGCTGTAAAGCAAGCCCCTGGCTGTCATGTAGGAAGTCA
CCCCGAGGTGTACACCCCTGGCTGTCATGTAGGAAGTCACCCCGAGGTGTACAGTTCCAC
GGGCTTCTCAGCCTGGGCTGCATCTGAAAATCCTGTGGGACTGGGAAGGGCCCCCAAGCA
AATAGCAGCAGGCCCTGACTCGGGCCTGGACGTGAGCATTTCTGAGGTTCCCACATGACC
CTGAGGACGACTGTATCGAGCGTTAACTTGCATTGCCGAGGTTTCAGGAGGTCCCTTTTG
TGCTACTCTTATGGTCTCTGGACGCCTTTCGTATACCAAACGTAATGGAGATTGGCAAGC
CTCACCTATGTGGGGCAGGGAAGACAGCTCATCTGTAGAGAGCATGTGACTCATGCATCC
TAACATTCATTCTGTAGTACTCTAACTCTGGTTCTCTCTCTCTCTCTCTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCGGATCCACAGGAGCTACAGTGACAGCTGCTTCCTGGAT
TCCTCCCTCTATCCAGAGCTAGCTGATGTCCAATGGTACGGGCAGGAAAAAGCCAAGCCC
GGGACCCTCGTGTGAGCCGGCCAGGCTGGATGTGACCACCGCCACGCCATTCCAAGTCAC
CTCACTGCCTCTCATTTGCCTTACCCAGATGCACTGTCACCTGCACCAGCTTCGGCCCTC
AGCACTTTTCTTCTCCTGTCTCCACATCCCTTTCACCCTCAAAAACCTGACTGAGGAGAC
ATTCTGGAAGGTTCCGAACCCACTGTGTGTCCCCTGGCTCTCTTGCCCAGAGAGCCAGAC
AACAATCCTCAATGGCACCTTGGTGGTTTCCGTCTGCCATGATACCCAGGCCACAAACTG
TCAGGAAAGCCAACACATGCAATTCCTGTAGAAGAGAACAAGAAAAAAGCTAGCCCTGCC
TGCAGATACTGAAGCTGTTTCTGGCTGCCACCCTATAGGCCGGCCGAGTGCTTCTAGAGG
AGAGTGCTCAGGGGATATCAGTTTACACCTGAAATAAATCTGCCATAGTGAGACAGCCAG
CAAGAGCTCCTAAGGGGACGTGTGAGAAAGAAGACTGGTGCTTCAGAGACGCATCAGAGG
ATCACAGTTGGTTCTATGCTGCCAAAGATTAGACACATTCAACAATGAACAGATAGGAGG
GGCCAAGAGGAACACACTTTTTCTGCAGCGAAATTTCAATTCTAAACTGCTCCTACGCAG
CACAAGTGAAAGTCAACCATCTTAGACCACGTCCTGTCGTGACCCTTCTCCTGGAGCACT
CCTGAGAGCTGGGAACAAACCCAACGGGACAGTGAAGATGAAGGAGGCTCGGCTGGCCTG
GCAGACTCGGACTCTATCTGTCTGGACATGGGAGGAGCAGGGTACCATTAGGACTGCCCT
ATGCAGGGGCTTCAGCCTACGCCCCCAAAGCTTCCTTCCTTTTGGGATGGGGAGGAAGCC
AACGGTGACCATAGCCAAAAGCAGTTCTCTCGTTAAAACCACCAGTAAAAGTGTAACCTT
TCTGTTTTGTACAAGGCCTTTCAGTTTTTGTTTTTGGGAAACCAAGGGAAAAAGCACATT
GCAATCTACTCAAGTGTTTTACCGTTGTGGTTCATTTTATGTTTGTTAACACTTGTGTGC
ACTCGGACAGACCTCGCCTGTGTGTCGCTTAGTCAGAGAACTCACGTACGCCCTTAGGTA
GGAAGACTTTTTACACACGTCTACCAGTTGGCAGGCAGAGCAGAGTTGCAACAACTCAGC
TCCCAAAGGGCCCAGACCCCTCCAGCAGTATCTGTGACCTCGATACACCACCTCCGTCCA
CAGATACCAAGAGGATAAAAGGCAAAAAACATAAAAGCACGCGTGCAAGCTGCTTGTTTA
CATGTGTTTTGAGCTATGCTTAACACACAACCAAAAAGCCATCAATCTCCAAAGGCCTCA
GAACCACTTCTATACTAACTAACCAGTGCACAGTCTTAGTGGGGCATGGCACTAACGATG
GCACAAGAGTCTCTGTGGAGGTAGTGTGGCTTGCAGGGGTTACCTTGTCATGACTTCCTG
TGGGGAAGACATCTAGGACCAGGAGCCAGGGTGGGAAGAAAGCAAATCTAAAAGTTGGCT
GTGGCATCAAAAGAAAAAAACTTCCTCATGTATTTAAATCCAAGAATAACAATAGACATT
ACCAGACTGGGAAGGTAAGAAATGAACAGCAGAAAGGACTGACCCTCACTTTGCAGTGGC
TTGGAAACCTCTGGAAGTCAAGTGGGAGCATTCATCCCATGTGGCCTGAGGCCTTTTCTC
TCCCATTCAAGGCTGGGTACCCCAGAGCTGGGCATGGTTGGCGTGATGAGCCCAGCTTCC
AGAAGCAGTACTCTTCCCAGACACTTGAGGGATAACCCTGTAGGGTGAGTGGGGACGGGA
TATGATGGTACAAAATGACCCTGGGGCTCCGTGGAGACGGGGCTACCTTTCTTGCTCCTA
GTATGATAGTCGGAGCTACATAAAGCAGGTTTATTTGGGGACTATTTCTTCCTTCCTTAG
CTAATGGAAATGTGACACATTGTGCCCCATTTTCTTTCTTCCAAAAGGAGATGCCTGAAT
AATTTGCCTGAACAGAAAACGTCCAAAAGGAAACAAAGAACAAGACAAGGTTACATGGTT
ACAGGTTATAACAGAGACAGCAGTTTGAAAATTGATTCTGAAGTCCTTCGGATCTATGAG
AGATGCAGAAAGAATCTAAATGTAATAGATTTGGGGAGCAGAGGGAAACGGAATGGGAGC
TGTGAACACCATCACGATAGTCTGGCAGTAAGGACAGAGATTTAAGTAAAACAGGTTTTA
CTGTTTAGCTGTGTTCGGTTAATACACTGTACATAATATAATACGCATTAGTCCTTTGAG
ACTGACATAATAAATGGTCGCTGTGGTTGGTGATGAACGCTCTAGGTATTGTATCCAAGC
ACCTGCAGATTCTTTACACATCCCTGTTTCTTTTAAGGGAGATGAAGTCCCCAGTTTAAA
GCCCCTATTGGATTCGTTGGATACATGTAAGAAATTGCTTGTTTCAGCCAGAAGACTATG
TTGTGAGCCAGGTTGGTTTATTTTGTTATATGCAGGTGAGTGTTGGAGTGTTCAAAGCCC
AATTTGTTTTCATCCAGTATTAGTTTAGTTCTAAATATAGCAAGCCTCACCCAGGTGCTA
TCAGATGACCAATTACTGCTTAGTTAACTAGGTGTAAAGTTTTACATATCCATTCATGTC
AATAGTTTATTACAAGTTGTGTAAAACGGACTCTAGTTTAATAATTGGGGGGGTGGTAAG
ATTAGGTTGCTCCTGAAACTGACTGTAGAGCATGTAAAATGATTTTACTGGATTCTGTTC
AACTGTAATCAATGACAAAGATGTATGTTGTAGACAAAGTTGCAGAATTAAAAAAAAAAG
GAAATCTGCTTTTAATTTATTCTTTTTGTATTAAGAATTTGTATAGTACCTTTACATTTT
GCAGAACAGTGTTGTCAACACTTATTAAAGCATTTTCAAAATGAAAACACCCCAGTTGCC
TCTTGGACACTTTGTTTCTAAACGATAAACATGTAACCACGCTCCAGAAATCTACATATC
AAGAAGATAATGAACTTTTTTTTTTTCCATAAACATCAGCCTACCTATGGCATACCTTTT
GGGTTTGGCTTGTTCTTTAAAACAGTCTCATTCTGCACAACAGCTTTAAAATCACAATCT
TTTTGCCTCCAGCCCAAGTGCGGGCGCACACCACCACACACACCCAAGTACACCTGGTAT
TGTTGCCGTGGTAGAGAGGCCAGTTCTTTGCTATAAATCATCTACCCTCTAAATCATATC
ACCTGGACAATAGCCAGTTACAGTTACAAAAGTCCCCCAATTACAGCATACGGCTACTGG
CATGCATTAGCAGATCACTGCAATTGTATCCCTGGCCTGTTGTCACCTGACAGACAGCTC
TTTCCTAAGCATACGGCTACTGGCATGCATTAGCAGATCACTGCAATTGTATCCCTGGCC
TGTTGTCACCTGACAGACAGCTCTTTCCTAAGCATACGGCTACTGGCATGCATTAGCAGA
TCACTGCAATTGTATCCCTGGCCTGTTGTCACCTGACAGACAGCTCTTTCCTAGCAGGAA
ACTGAAAGGCTAGCCTCCAGGAACACCCTACATGGAAAGCCCTTCCTGACAAGGGGCTAG
AGCCTGCCAATAAGAGCAACGATGCACGAAGAAGCTGGACCTGTCTGAAAGTAAGCAGAT
AGAACAGTGTTTCCTACTTCCTGAACTCTGGCAACTGTCTGGGAAACTGCTTAGGGCACT
ATCACACTGTCCCAAAATAATCTATACTTGAAACAAAAAAGGCCTCTTGTAAACATGTTA
TACATAAAGATGCCAAAATGAGCCTGTGCTCTAAGATCCGTCAAAGGAAAGCAACTGGAA
TTTAGCTTCACTCACACACACACACACTCACACACACACACTCACACACACACACACACA
CACACACACACACACTCACACACACACACACACACACACACACACACACACACACACACT
CACACACACACACACACACTCACACACACACACACACACACACACTCACACACACCCCTA
CTTCTGCCTCTCACATAATGTCAACATAATAACTCTCATTTTTATCTTGATTCCTGGAGA
ACACAAAGTAAACACCCTGATCCTGTAGAAAATATTAAAAATATTCAGTCCCTGACTTCC
CAGAATAACTGTTAAAAGACACACAAAACTCTCCCCAGAGTGTACAGATCCACTTGAAGG
CTGTGAGCAGCCAGTGGCCTCTGTCAAGGCCCTGCACACTTGGTACAGAATCCGTGTGCT
CAGTCTTAGGTGCTTGTGAATCAGAAAAAGCAGCACAGGATAGAGATTTAAAGGGTGAGG
AACTCTAGCAGCATTAAACTGGGAGGAGCTTAAGCCAATTCCCAAGGACACTAACATACA
GGGGCTCTCACTCAGACCTTGCGCAAGGAGTTGGCCTCTCTGAGATGACAGCCACTGAGG
TATAATATATAACTGCCTGGTTTACACTAAGTCACACTGCCAGCAAAGTCACTTCTATTC
AGCCAAGGCAATAGTGTAGATAATAATTGGTATTCTAGAATAATTGGTGTACACGCACAT
GCACGCACATGGGTGTTTTTTATTCTTCGTAGAAGCACATTTTATAAGATGTTATCCTTA
TAAGCCAGTAGTAGGTTACTTTTGCTTCTCTTTCTGGTACCCATTTTCCCTAAAACTCAC
TCCAGTCATGCACTCCTCCCCTCCGCTTCACCTAGCCGAGTCATCAAGATGGACGCCTTG
TGATGCCAACAGCTCCCTTTTGTCATTTTATGCAGCTTACCATCAGGCACTGAATGTAGA
CAGTGTTCCTTACTCTACTGAGATAACTTCTTCACACCACTATGTTTGTTTGGACTCTCT
TACTCTTGGCTCCCTGTATTTTCTCATCACTATTATAAAGTACCTGAGAGAAACCACCTC
AGGGAAGGTTTTATTTGACTCTGGTTTAGCAGGCAAAGGGTAGTACCAGGTCCTTGCAAG
TAAACGTACCCTGATTCTTGGCTGACCAGAACACAAAACGCAAAACTGGAACAAGAGGCA
CATATAAACTTCAAAGATCACTCCCTAGTGAACTACTTATATCACAAAGGCCCCACATCC
CAAAGATCCCACAGAGCATAGCCATCTAGGGACCACGTGTTCAAACACACAAGCCTCCTG
AGAACATTTCCGATTCCAACCATAACACACTGCTCTCCTGGTTTGCTGTGTCACCTTTCT
GCTGGCGACACCAGCACTTTCCATCCATTCTGGGGCTCTTCTTTCAATCTGTACTTCCTA
TTGCCTCTTCAACAGCGAGATGTCAAAAACCTAACTCTTGATTTCCCCCTCCAAACATGC
TCCAATGGCCACCCTCAACTTAGAGGAAGTGCCATCTTCCTAGGGCTCAGGTCAAAGATC
TTGTAATTATCCCTGATGGCTCTTTTTCTTCCCACATCTGCAGTAAACAAAACAGATATG
AATGTCCATCCTTGTGAGATTTATACTGCATTGTGGGAAAGAGGAAGAAAATAAAAACTG
AATCATTTACCAGAGAGGGGCAGGAAAGCAGGCACAGTAGAAGATTTAGCCCGAGACGGA
AAGAGTAATGCCATTTCCACCACGTCTGCTAAGGAAGAATGCTGGTACACTTACAGTGCT
TAAGAGTGCTTCCAAATTCAACTAGTGTGAGAATAAGGTTAAGGCCACAGCTACATGAGA
CAGGAAAAGGGGAGTCAGGATGCAGCAACCTCAAAGCTTCATACAAGAGTCCCAGAATCA
GAGAGAGACTGCTCACAGGAGTAGGAAGTGCTCTTCTGCCTTCACTAATGTGCATAGGCG
TGCAAGCTCCCACACACGTGAGCTTACGTCACAGACACACAAATACAAATGAACGAATAC
GTAACGAAACACTAGGATTTTACAGAAAGTGCAAAAATTCAGTTCCCTTCTCTGAAATCC
CATGCTTGTAGGAATGCCACTATGATGACACCGTTAAAGAAAGAGAAAAAAAGTTTCATT
AAAATTGGCATACAGGCTGGGATGAGTCAGTGATTAAGAGCGCTTGGTGCTCTTACAAAG
GACCCAGATTCACTTCCCAGCACCCACGCAGCAACTCAAACCATCTGTACCTCTACTTCC
CTGGGATCAGATACTGTTCTGACTTCCATAAGCACTGCCCAAGTGCAGTAAGCTTAACTA
CATGCTGGAAAAATACTCATGGACATAAAAATAAGTCTATAAATGTTTTTAAAAGATTAC
CAAATGAAATGATTTTTTAATGGGGTCCCTACTCAAAGATAGCTGAAAAGATTATATCAA
TATCCAAGCTGGGCATGAGATTTGTTCCTTCCCATTAACAATTAGCACAACAATTGGCCT
CAGCCATAGTACAACATCTATGTCCATAAGAATGTATACATAAGTATAAACTAGCAAGAG
GGGCTGGAGAGATGGCTCAGTGGTTAAGGGCATTGACTACTCTTCCAGAGGTCCTGAGTT
CAATTTTCAGCAACCACATGGTGGCTCACAACTGTCTGTAATTGGATCCAATGCCCTCTT
CTGGTGTATCTGAGGACAGCTATAGTGTACTCATATACATAAAATAAATAATTCTTTAAT
AAAAATTAAATAAATTCAATTTTTAAATGAATTTAAAAATTCATTTAAGCAAGAAAATGT
ACAAAACTCAACAGGAGACAACAGGCATGAAGTCTGTCTTGATTAGAGCCTTCCTAAAAG
GAAATGTACAGTAGAGGTGTTTCAACTGGGTTATCATCGGGTGAACACAAACTAAGTCCA
CAATGTAACCCTGCTAAAGCAAAGGTTTCAGAAGACACTTCAAATATGAGCAGATGTAGA
CAAACTAAACTCTCAAGTCCCCAAAGCAGGCGTGTGACTAGTATACGCCCCATGGGAACT
CCTAGAGATGAAAGTATGCTTACCTTACTCTAGCTATAATAATCTATATTCACCAAGAAA
GGCATAAATAAGGTTCATGCAAAGTGGCACAACCCGTACGAACCACAGCTATGCACAAGA
GTGACTCCCAGAAACCTAAACTTCCACTGAACACGGCACATAAGAAAGTCAAGCACACTG
ATTTCCAAATTGGGAAAACACACAAACACAGAATCAAGCAAGCCTAACTTACCTGCTACA
TACTTAAGGAAGTACACAGGACTTTATAATATGCTAAATTTCTTACCAACCATAAGGGCC
AAGTGTCACCTGTATATTAAAGAGGATTCAACTCCTTATGCTTTGACTTCTTTCAATAAG
TCATTTCCTTCCTTAACCCAGCTAGTAATTCCCTTATAATCAGAAGTTTTCATGATATAT
TAAAAGGTTGTCGACTGAGAGGGTCACAACCAGCGTATTCTTTAAAGAAAACATACAGGC
TGCAGAGGTGGGTCAGTAGGTGAGAGCACTTGACGTACAATCGTGAGGGCCTGAGTGGGA
GAGTCCACGTGAAAGACGGACATACAGTAATGCCAGTAATTACAGCCTTTCTTCAAGAGG
ATGGGAAGTGTACAGAAGCCCCAGAGCCTTGTGTACCAGCTAGCCTAGAGGATGCAGAGC
CTTGTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGGAGGATG
GAGAGCCTTGTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGTACCAGCTAGCCTAG
AGGATGCAGAGCCTTGTGTACCAGCTAATCTGGAGGATGCAGAGCCTTGTGTGTCAGCTA
ACCTGGAGGATGCAGCCTTGTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGTCA
GCTAACCTGGAAGATGCAGAGCCTTGTGTGTCAGCTAGCCTAGAGGATGCAGAGCCTTGT
GTGCCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGGAGGATGCAGAG
CCTTGTGTCAGCTAGCCTAGAGGATGCAGAGCCTTGTGTGCCAGCTAGCCTGGAGAATGC
AGAGCCTTGTGTGCCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGTCAGGTAACCTGGA
GGATGCAGAGCCTTGTGTGTCAGCTAGCCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAA
CCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGGAAGATGCAGAGCCTTGTGTGTC
AGCTAGCCTAGAGGATGCAGAGCCTTGTGTGCCAGCTAGCCTAGAGGATGCAGAGCCTTG
TGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGCCAGCTAGCCTAGAGGATGCAGAGC
CTTGTGTGTCAGCTAACCTGGAGGATGCAGAGCCTTGTGTGTCAGCTAACCTGGAAGATG
CAGAGCCTTGTGTGTCAGCTAGCCTAGAGGATGCAGAGCCTTGTGTGCCAGCTAACCTGG
AGGATGCAGAGCCTTGTGTGCCAGCTAACCTGGAGGATGCAGAGCCTTGTGTCAGCTAGC
CTAGAGGATGCAGAGCCTTGTGTGCCAGCTAGCCTGGAGAATGCAGAGCCTTGTGTGCCA
GCTAACCTGGAGGATGCAGAGCCTTGTGTGTCAGGTAACCTGGAGGATGCAGAGCCTTGT
GTGTCAGCTAGCCTGGAGGATGCAGAGCCTTGTGTGCCAGCTAGCCTAGAGGATGCAGAG
CCTTGTGTGCCAGCTAGCCTAGAGGATGCAGAGCCTTGTGTACCAGCTAATCTGGAGGAT
GTGGAGGCAAAACAACGGGCATCCCATTGTCTCAAGCAGGATGGAAGATGAGGCCTGAGG
TCTGACATCTTCACATGTTGGAATGTGTGCACACACCACCATCACCAATAACAACAAACA
AACAATACAAAACCCAGCAAATAAAAGCCAGAATAGGAACACATGCTGCCTCAGACATGG
CCAGGCAGTGTTTGTTTCGGTCCTCTGCGTGGGTGGATATGTGATGCAGGGTCTAGAGCA
TTCACCATTCACGGTAACCATCAGGGACACTCACATGTACAACTTGAACTCTTTCACAGT
GGGCAGTCTCAGCCAAGCTCAGGCTGCAATACCCATAGGTCATAGTGTTTCTAAGTCTTC
AAAGAAAAGCATGCTTAATGCAAAGGCAACTTGGTTTTGACAGGTTGTAAAACTGCAGCT
GAAAGCCTGTGGGACTGACTTAGCTGCCATGAAGGAAGCCCAATGAATGAAGCTGAGGTC
ACCAATAACACCCAAAAAGAAAGTGGAAACTCCCCAGTGGCGGCTGTCCTTTGCTGTCCT
TTGAAGTATGCATTAAGCTTGGCCACTGGGGGTGGGGGTGGGCAGCTAACAGTTATTTCA
GAGCAGGGCTTAGGGATAAGGAAGAAACTAGACAAAGGACGTGGCCTAGCTAAAATACAG
TCATATGCTGTGCTAAAGTATCCCAGTTTAAAATGTGAAAAATACACAAATAGTCAACGT
TTTAATAGTAAACTATTTTGGCCAATGTATAAACCTTATTCTTTTTGTAATGAGCACAAC
TCCAAAATTTTGGCTAGGGTCAGCTCACGTCCAGCCTTTGCTGCTAGCCAGCCACAGGGC
ACTCCCTAGTTACTCTACACCACCAGAAACTGTTTTTAAACTTTCAAAAGACTTTATGTT
ATTGTTAACCATTTAAGTTCCAGGGGTTAAAATTCAGCCAATGCAGCTGCAGAGTCTATG
ATAAAAACCAGTTACCACAGCAGTTTTCCAAAGGGACCCTCTAGAGACTTGTGCTGGCCT
CAGCTCTCTGGACAGCTGGAAACTCTTCCATCAGTAAACCGTGAGAAAGTGCTTTTCGGT
TCAAGACTCCCAATATGATGCCATACCATAAATTTCTAGAGGATAAAGTTATGCTTTCAG
GGGTTGTGTGGGAGAAAACTGCAACAGGGAGGAGGTACGATCCATTCAGTTATCTACTCA
AGATGCTCAGACAAAAGAAACGTAAAGTTCGAGACTCCCTTTCATTCTGGCCTCCCTTCT
GTGGTGAGCAGCACTCGTGGGGACTGCGTGCCAGGAATGGAACCAGACACCAACTCCCAA
AGCCAAGCCTCCCAAAGACTGGGAAAACATTTCTCGCCTTTCTCAGGCTGTTCAGTTTCA
GAATTCCCTTTCAACAGCAATAACCAAGGTTTGCATTCCTAAATGATTTACTGTGCTCCA
ACTCCAGCATAGTTAAAGCGCTGGACTAGGTTAAATCACACCACAGTTACAAGTCCTGTC
TGCTTACTTCCCAGGCCTTGCGGGTCTACGCGTGATTGCCAAGTTCCATTTGTGACCCCT
GCCTGCCTCATTCTGTTCTCCCAGGGCTGTCTCCCTTCTCATACAGAATCCAGACAAATC
TTAGGCCACTGCTGTATTTCCCTGATCCCCACCCTCCAACACTGAAATTACTGCCATTCT
AGACTGCCTGCTATAGGCCATTAAACAGTGAAAGATCCATTCACTTGACAGTGACACTCC
TAGAAAATGAGACAGTCTCCTTACGACCACTCACCTTCTATTAAATGAAATCAGTAAGCA
CTCAGTAGAAACGGCACCCTGGAACAGGAACTTGGGGGTCTCTTCCAGGGCTAGCCACTC
ACAGTTCAACCCTCTCTTGATGCTGGGTAGTGGTCTCTCCACAGTGAGCTATCAAACTTG
ATCCTCAGAGAAAATAACTGTCACTCATCCAAAGCAGCTACACCACTTTCAAAATAGTCC
ATGGACTTGGAAGGCTCTACTATACAAAGCAGCTGTGCTGGACGGCTTTGCCTAGCAACA
GGCTAATGGATGGGTTCCTAGCACTTAAAGCAGCCTAAGTCAAGCCAATCATTAGGGGCA
TTTGATGCATTTCTGATGTACTCTATGTTCACCATACATACATACATACATACATACATA
CATACATGCATACATGCATACATACATATTCAGATGTACTCTATGTCAGGATGAATCCCG
CAATGAATCAAGCAGCACCTGTATTGATTTCTAAGGAAAGGGTTTTTTACTAAATGTGAA
TACAGAGAATCCCAGTTCTTGTGATGGAAGGATGGGGAGGAGAGAAACGGACACAGTCAA
TAGAGTTGTAACTTGTTTAAAAGAAATCTTTGTTGTTTTAAAAACAATCTTGAAACAAAA
ATATATAGTATAGGCAAAAGTAAAATTTCCATTTAATGAAAGAAAGGTCATCTTCCTACA
TATCCCAGGAGTTTCTATGTAGCTTCTTTAATTTGTACATAGCTTTTTAATTTCGGTTAT
GAAAAACTTGACTGAGAGCCACATTCGTGAACATGCTTCTCTCCACCCAGCTTCAGAATG
GCCACAGTCCCAGTCCTGGAGAATACGAATTCCCCTGCAGACAAAGCAAGCTCAAAAAAC
AAACAGACAAACAAACAAATAACAAAACAAAACCCCAGCCCACACAGATCAATTTTAGGA
AGTACTGATGTCATATGATATAGTTTCTTCTTTATGTGGAATTTTTAAAAAAAGATTTTA
TTTATTTTTTTATGTATATGAGTACATTGTAGCTGTCTTCAGACACACCAGAAGAGGGCA
TCAGATTCCATTACAGATGGTTATGAGCCACCATGTGATTGCTGGGTATTGAACTCAGGA
CCTCAGGAAGAAGAGTCAGTGCTCTTACCCGCTGAGCCATTTCTCCAGCCCCTTTATGTG
GAATATTAACAAGAGAAGACAACATAAAATGACTTACCATGCTGTGTGGCCTAACAGTGG
ATGAAGAATGAGTGATTTGGGCATTTCTGATAGTATTTATAAAGAAGACTTTTATGACCA
AACCACATGTCACAGTAGGGATTTGCTGCACATCTTATGAGAGTTTCTTCTTTGTCAAGT
AAGTCCCAAGGTACACCTGCTTTCATCTTAGGAAAAGGCTTCAGCTGGAGTGCAAGGGAA
CACTGATTCAACCCAAGACAGCCACCACCCTGCAAACAACTGGCAGAAGCTATCCTATCT
ATGCATGCCTTGGACCTTAAGGAGCCCAAAGTGGCTTTCTCAGGAGGGGCCAGCATAAGC
AACTGTGAATCTGAGCCACCTACAGCAGCCCCCAGGTCCTGTTCTCTGCACTCCTAAACT
TGGACCTGACTGAAAGTAAAGATGGGGGGCGGGGGGTAGAGAAACCTAATAATGACTCCT
TCACTTACTATTGCTGCTAACTCAGTTGTTGTTGTTGTTGTTACATGAGTACATACTATC
CCAGGGTAGCCACAGGGCCCCGTAAAGGCCCTGGGTCTACACTGTAATAAGCAATAATAA
TGATCTCTTATCATCTGCCAGGCAGCAGACTCAGCATCTTACACAATATCGATGTGAGGT
ATGGACTCTTAGCATCAATGTCAGACAAAGAAGCCAAAGCTCAGCGAGATGGACCCACAT
GCCCAAAGCTGTAGTTAGATCGAGCATGTCCTTGAGAAGCTGTCAGTCCTGGTTTGGCCC
ACTCCCTCTTCCTTCTCTGACACCACACCCAACCCATCTGCACACATCAGTGAACTAGTC
CAGACCTCTCAGCATTGCAGCACAGAGTGGTCACGGTGACCAAAGCTCCATTCTGTAAGC
CCTAGAGCAAGTCATGTTGTGAGGCGAGTGAGGACCAAGTGAGGCACAGGGAAGCCAGGA
ACGCCACAACTCTCCGGCATCCAGTCCCGAGGCTGCCACTCTCAGCTGGATCCACGGCCA
CTTCCTCACCCTGTCCTTGATATGCTGGTGTTCTGAACTTAGGCTGGTATAACAGCCATC
TTTCGACCTTCTATCTCCTATCAATTCATCTGTCCAGAAAGATGACAACCATACTCTGCT
TAGAAAGAAAAGCAAGTCTGAAACACAAGACAAATAACACTTAACAGCAACATTCCACAC
ACTCTATTACAAGATGGCAGAAGGTCCAAGACCACAGAAAACTCTAAAGGAGCATTCAAT
GACCCATACTTTTGCTGAAATATAAAAAATATTTTCTATAAATACCACATAGAAAAATGT
GCAAATCACAATAATTTACAGAAAGTTCAAAGCCACCTTCAAATGTTCCTAAGTATCAAC
GACACACTGGGATCTTGACAATGGTCATTTCCAACCCCCTTTCCTGAGTGGTGGTTGTCT
ACACACTTAAACTACGGATAATATCTTTACAACTTAATTTTTCAACTCATTAAAATGAAA
TCAAGACACAAAAATTAGTTTGCAGTCCAGTTCCATGTGAAAGCCAACACAGTTCTTAAA
GTCAACAAGAACTGCACCAGGAAGACCCCACGGTGGAGCTCTTCCCTCGTAGCTGTGGTA
AGGCCGGAGTCCTCATGCTGCGAGGGATCGAGCGAGCGGAGGCTTCCTGACACACACACT
GTGTGCAGATCTCATAGTGCATTATACTCCACACATTTTGACGGATCTGTAGGAAAGTGC
TTCTGGCAAATTGTCATTAACCTCTTCAGTCCCTAGGAACACAAAATAAAAGTTCATTAT
GACATGGCTGGACTATCTCTACCTACCTTTCTCTGCAGTACTCAGAAATGTGGCACTTTC
AGCAATGCCACTCAGAAGTACAGGTAGAAGTACAGGTAGGACACTCAGTGTCCATTCATG
GGTTCTGCTCGTCACAACATCGTTGATCAATTTAAAAAATAAGTATTCTATAGGGCTGTG
TATTCTATATAGCCATTCTGAGTTTGGGTGGAGAGAAACACGTTCAAAGATGTGGTTCTC
TCAGAAAAGCTTTCCCTCTCTCCAAAGTTAAAGAAGCTAAGAAGAAAGTCCCGGGACACA
CAGGAAGGTGATCTCTGCCCCTCCAGCCAGGGAAATTTTACCTCTGTATATAAGACATAT
TTTTGTTTGAAACTTTTTAAAACAAAAGTAACTACAAGGAGAAAAGAATCCCAGAAATAA
TATAATTTTCATCCACGTTTGAATACATGAACATACACACTTTCACAAATAGAGTATTTA
GAGCATAGATAATAACTGGCTCTCCTCAACCAGGCTGCCAGAGAGAAGTGAGCCCTAAAT
GACCAAGAAAACCATTCAAGGTGACAATGCCTCTCTCAGTTTGACCTTTTAAAATTCTTA
GCTGGCCAGGACTTTTTTTCTTAGCTTTCTCACTCATCACTAGTCTTTGGGGGGGAAAAA
AAAGGCTTTCAAGTCTTTATGCAAATTCTTTGTATCCTTACAAACAGGCCAGGCCAAAGT
AGAAACTTGCAGAAAGCCACTGTAGATTTCTCTTGAAGATAAAAATCTGCAATCAGAAAA
GAATCCTACGGATTGTTTAATCCATTTCCAAATTTCTCTGATTACAAGGAATGTCTGTTA
AATGCCTTACTGAAATCTTTGTAATATTATTGACTAGTTAGCTATTAAAACAACAGGGAA
CAGCAGTGCTTAACTTCACTGATCCTAAACCATACCAATTTTTAGCACAAATTATTTTAA
GGTGTTTTCAATCTTAAGTTTACAAAAATTAAAACCTCGTAATTCTCATCACAGTAAGAA
CAATAATGAAATTTAGGCCTAGAATAATAATATGGGCTATAAAAGAACATGTAGCATATT
GCCTGATACTTTTAGTGTTCAACTCCTTTTCTCCCCTCAAAATGACACAGAGGGCGTCTT
TAAACAAGAGATTCATGACCCGGTGGAAAGAACTACAGGGCTGCAGTTATACAAACAGTA
ACTGAAGAACTCATGAGGAAATTCAGGGAGATAGCATTAAAAATGGCCTCAGATACATAA
AAATCCATTATTTAGAACTTTGTTTGTTTGTTTGTTTTGGTTTTTCAAAACAGGGTTTCT
CTGTATATCCTGGATGTCCTGGAACTCACCCTGTAGGCCAGGCTGGCCTTGAACTCAGAA
ATCTGCCTGCCTCTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCACCACCACTGCCTGGC
TATTTAGAACTTTTAAACTCTAAATATTCAAACAGCTTTTTTATTTTTGTTTTTTGTGTA
TAATTTTAGACAGGCTGTCTGGCACTCACACACATTCAGAAGTGGGATTACATGTTTGCT
GCTGTGCTCAGATCAAGTAATTCTCAGACCCAATGAGACCGTGAAAACACAATCAGTTAG
CTTCCTAGTAAAACTGATAACATAAATATCAACTACTGTGGAAGGAGCTATGGTCGACTA
GATTCAACATCGCTGAAACGTGATGTGGAGACAGTTTAAGAGTCCTTCCCAGATCCAAAT
GTGGCCCACACTGAGCTCCCAAAGGCTCGGGTGGGGAGGGGTTATCTTTCAGTGCGGAGG
GACGCATGTAATTGACTTTGCTCCTCACAGTTCTTCCGCTAACCAGGTATCTGCTTTATG
ATAAAGAACTTCTCTTTCATACTCAACTGCCCTGCTGTTGAGTTCTGATCATTTTCCCAC
CACTCTGTGTGAGGCTCTGCTGTGTCTGGCCACACTGTAAACGCCCCACAAGAGCCCTTG
GTGGTGGTTCTTGCAAATCATGTACTGACTTCTGACTAAGAAGCTGGGAGGATTCTATGG
GCCTTTGTCATGCCCATCGGCCGCACACATGTACATACACTAGGTATTTTCTTCCTCATC
CCCCTAAACCATGGTTGTAAGTGAAAGCCATTCAAAGTTAATCTCCTAAAGGTTACACAC
GTTCTCTATGCAAATCTACACTGTGTTATTCTAATCACTCCATTTTTAACAGTCTTTAAA
AATCATAATTTGTGTAAAAGTTTTCCCAAAAACTAGGCTAAAGTGTTTCCTCTCTATTTG
GCAGAAATGAGCCATCCTTGAAGCTTCTACCAGTAATTTAAACCTAACAAGTAGACTTAG
GTAAGTTAATAAGCTATATAGCTTTTGTTTGATCTATCTGGTTAGGAAACTCCCCGTGGT
GTATTTAATTTTGTGAGGAACAGAACACTTCAACTTCACAGCTGAAGTCTACAGAAGTTT
GCATAAAAGCCAGAGGATGAAATCATGTTTCAGCAAACAGTCTCTTGAACTGTTTCAAGT
ACATTCATAGAACATGTTATACCAGTATTTCAAATAAAAATAGGAGTCATGTCACTCTAA
GTTTTCATTTATGTAATGTCCAGTAACAGGCAGAACTAGAAAACACTTAGTCAAGAGCAG
CACTGACTACGGCTGAGGAGATGTAAGAGTGCTGCCTACGCTTGCAGAGGTCCTAAGTTC
AGTTCCCAGCACCCACATGACAGTTCAGAGCTGGAATTCACAGACATAAAATATATTGAA
TAAGTGTTTACAAACGAAGAGTAACACTGACTGATGGGAGAGAACATAGAAACAAGACAG
TGTGAAGGAATACGCTCTACCCAGATCTTAGCTTTTAATGTGGCACGTATTACTCAGAAT
CCCTGGGCTATATACGACTAAAGCCATACACTTCTAACACTAAAGCATTTCTTGATGTGT
TATTTTAAAAGAAGTAATTATTACATAATTTCCAAATCTCCTTAGCAAGTATCTTCACGT
AGAAGAGGTCTGAGTTACACATCTGCCAGAGGTTGCAAACTGATCCACAATATCACTTTA
CCCTTAGCAGTGTCTCTGGAACACAGCTGCTGCTGCTGGCTCACAGGAAGTGCAGGCCTA
AGATGCTTACTATTGTTTGCTTTGGGTTTTTGAGATTTGTTTATGCATAGAGTACACTGT
CGCTGTCCTCAAACACACCAGAGGGCATCGGATCCCATTACACATGGCTGTGAGCCACCA
TGTGGTTGCTGGGAATTGAACTCAGGAAGAGCAGTCAGTGCTCTTAACCTCTGTGCCATC
TCTTCAGTCCAATGTTTACCGTCTTAAAAAATAAAATAAAAAGGTTTGAACTTCAGGTAT
CATGTTGAAAATGGCCCTCTCAGAACATACCTCAAATCAACCTCACCAAGAGACCAAAAA
GGTCGTTACATACAATGGAAATCAAGCCTTTTACAAACTAATGCAATGCCTGGCAGTCTT
TTGCCTGAGCCGCAGCGTGGACTTCAGGATAAACAACACAGTGACTCTGTGCTTAATTTC
ATACAATGCTAATTTAAAAAGAAAAAAACAAAACAAAACAAAAAACCCCGTGGCAACATT
TTCAAAATCAGAGTGTTTTTTAAGAAGAAAAAGATTTTGGATTCTTAAAAGAGATTGAGT
ACCAAGGAACACTGGATGTCCATTTCTACAAGGCAAGGCTGACCAAAATGACAGCTAGCT
ACCAAAGAGACTGAGCACCAAGGCCGCTCCCATTGTACACTCACAGTCTACTTCCTTATA
GCAGAAGGAGAAGAAAAACGTACAGCTCTTTTGTTTTACATGCAAGAAAATGCAGGACGA
GAGGCCAGGCAGGAGGCCAAGATCGGAACACTCAGCCCCCTTGTTGTTGAAGGCCTGCAA
CAGGCAGAGCAATGGCCTCTAGGAGAAATGGCAGAGAAGACTTCAGACAGATGTGCATGC
AACTGTTAACTCAATGCTTGCAAACACTGCCACCCTCCTCCCAACTGTGGGCCAATTCTG
CCTACTATTAAAATCTGTTTCGGGCTAGAAAGATGGCTCAGCGGTTAAGAGCACTGACTG
CTCTTCCAGAAGACCTGAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACCATCTGA
AATGGGATCCAATGCCCTCTTATGGTGCATCTGAAGATAGATATAGTGTACTCATATAAA
TAAAATAAATAATTTTTAAAAATCTGTTTCATACTGGTTTTTTTTTGCAACTTCTTGTGA
CTTTCAAATAAGAAGTTTAAAAAAAGATTTTCCTAATACTAAAATTCAAACTTTACATAA
CTTATTTGGCCCTTCACTGCAGAGAACAAAGCACCCTCCTTCTACCATTCTGCACTACCT
TATCTAGGAGTGTCTCATAAAGACTGCCATCAACAGTCTCCATCCCTACCGACTAGACAA
GACCAAGACTATGAACCACAGAGGCGCCCATCCAACCACAAAGTATTTATTGAGCACTAT
TACCAGGTGCTGCTGTGGAGTCTGAGGACAACAGTAAACTATGCTGTCACCCCAGCACTA
GGTCATCACCAGCTGTACCACACTCACTCCTGTGAACTGCAGTCCCAGTCCACTGTCTCA
CTGCTGCTCAGACTGTGTACTTGACAGAGTGGGCTGCTGGGTCCAAGGTTTTATTGTCTT
CCTTACTATCAGAAACTGTCCTCTGTGCCAATATGTCAAGAACTTCTGGAATGTCTACTT
CTTTTGCATGTGACTATACCACTCCATAATTTGTCCCTGTCTTGACCTCAGAGACTAAAC
TTGTGACAGACGTCACAGAAAATTAACACTATGCCTTGAGACCAGTCAAGGCTTTGGACT
CAGCCCGCCATCTTCCTGTGCGCTCTTAAACTGTGTGTAAGTTTAGCCTGCCTTTGTGAG
ACACAGAGCCAACCTTACTACGCCCTAGATTTCCCATGCTGTAAGTAAGCGTTTACATGA
AGGCACATGCATAGCTTCCATGCTAAGTTACACACTCCATGCCCCTGACCATGAAGGTGT
GTGCGTATGCTTATGCTGACAAATCTCCACTGCCAACAGTGTGAGGATGCAGCCGTCTGT
GGTGCTGTGCGCCACTCAGTCAGCTGGGTCAGTGAAGCAGTTTCCTCCCTAGCAAACACT
GTTAAGATAGCGGTAAAGAATCCTCGCCAATCCCCCCGGCCTCCCCCCGCCCCCCCCGCC
ATGTTTCCTGTGCTGTCCAAGCCTTTATTACAGAGAAGCATGGCACACAGGAACAGACAC
AGACAGATCATACACACAAAACAGGCCAACCCGTAAAGACTACAAACAGCAACAAGACTG
AGCTAAATGGAGAGTTCAAATTTGGACTTGTTCTTCATAAATGAACCCAAGGGGCCCAAT
GTGATCATCATGGTATGCACTTTCTAAAACAGTGGTTCCCAACACGTGGGTTGTGGCCCC
TTTGGCAAGCCTCTATATCCAAATATATTTACATTATGACTTATGACAGTAGCAAAATTA
CAGTTATGAAGAAGTCACAAAAACAGTTTTATGGTTGAGATTACCACAGCATGAGAAACT
GTATTAAGGGTCATAGCATTAGGAGGGTTGAGAACCACTGTTTAAAGCCTTTGAAACTGA
GCCGAATAATCCCTCTCAGATTTTGTTATCCAGGCTAACACATCATCCAAGTCAATGAGA
AAAAGACTAGAAAGTCACTAACATGTCCCTAGCATCTGCTCAAGGAGAGACTCCAATCCC
TTATTTAGTACTCAAGGCTTCCTCATTCAACAGGCTGACGCCCATCGTGTCCTCTCCACA
GCAGAGGCAGCTGCTGTCTCAAACAGCACTCACTCTCCCTAACCATCTATAGGATGCCAT
CCAACTCTCCCTAACCATCTGACCTTGACTATTTAGCCCAGGCTATTCTTAACTCGAGAT
ACCCTGTGACTCATCCCAAACCTTCCAATCCTCCCCCTTCCAATCCTCCCCAGCCTCCAA
GTGACGAAACTACAGCCATCAAACCTGGCTGGAAAGTAGAGTTAAGCAAGAAAAAATGAT
AGCTTATTCTGAAGTGCTTGCTGCCCACGCAAGAGAACGAGAGTCTAGAACTCAGTAGAG
TCAGGCACAGTGGTGTGCAGGCTGGCGAGACCGACTAGGGAGATGGCTCAACGATTAAGA
CACTCACTGCTCTTACAGAAGACACAGGTTAGGTTCCCAGGAGCTGGGGTGGCTCACAAT
TCTAACTTCAGTTCCAGGGGCTCAAACACTCTTTCTGGCCTCCCTGGGTACAAGGCACAC
ATGATACACTTAAACATATGCAAGCAAAACATTCATACGCACAACATAGAAATACTTCCT
TTTCTAAAGGTAGCCATCCTGAGAAACAACTCTGAGGTTAGCTTCTGGCCTCCAACCGCC
CAGTGCACATCCAGGCACACGCACCTCCCACACATAAACACCCACCCACGTGGCACTCAT
GCACACACACTTTTTTTTTGAAAGAATATTTTTTAAAATAGAAAACTATAGTAGTTTTAT
TTTATTACTATTTTTAAATGTATGAGTGCTCTATTTGCATGTACATCTGTGTGCCCAAAG
AAGGCACTGGATCCCATTGCAGATGGTTTTGAGCCACCATGTGGTTGCTGGGAATTGAAC
TCAGGACCTCTGGAAGAGCAGCCAGTACTTTTAACCACTGAGCCACCTCTCCAGCTCCCC
CCCCCCCACTTTTAATATATAAATAAACTAGAAATCCTCTTAAATAAATTACATATGTAT
ATAAAAACTAGTCTAGGAGGAAGTAGAAACCACACATTGTCTACAAGAAATGTTGTCTTT
AAAATTATCTAATTGTATAAACGTTTAAACAGTGTAATTTACCCATAGTATAAATGAGCA
TGATTAACAAATTTAACCCTTGGAAATTATAATCAATTATCAAAGGAAAAAAACCTACTC
TTTTCTAATTCAAAGCGTTAGCCTTTCCTACAGTCATCTGTGGTTTTAAGAAATGAAAAT
CGAGCCAGTGAGATGTTCTGCTGGTAAAGGCTTGCAGCCAAGCCTAATGACCTGAGTTCG
ATCCCTGGAACCTGCAAAGGTAGAGGAGAACCAGGGCTCGGGCCTGTATATGTGCACCAT
TGCACAGCACACATGCCACCCCTCACTCACAATAAAAACATTAATAGAATCCTGAAAATT
AAAAACGGAAAGTCTTCGAATTTACCCAAGTATATGTGAACTGTACAAACTGCACAATCA
ACACTAGGGAGTCAGGCTGAGATGTTTATAATGCTAATGAATGTGAATAAGGCACAAAGT
ATGTCATACAAATGACCAGTCAGCAATTGGAACTAAGATACAAACAAAGATAATTCATGA
GTGGTGACCATTCTCTAGCTTAGCATCTGAATGTAATTTTATGCATTTAAGAAAATTTTA
AGTAAATTTCCAGAACTCATCTTCAGGTTTAAGAGCCGCCACCTGGCAAGCCGTTCCATA
CAATTTGGGATCTGTAAGAGTTTGCTAAAGATAGATCATAGTTGGTTCTTTTTTTTATTC
ACATCAAGGTTTCAATACAAACAAGTTTGTATGAGGCATATATAATTTCAAAAAAACAAG
TACAAATACTTCAGACTTAGTTGCATAATTTAAAAAACATTTTCATATGCTACTTAAAAA
TAACTATAAACATTGAAGCCAATACTTCACTTTCCATACCTTCTTAGGTTACCATACACT
AAATCCATATTCCAAGTCATATTATCATAAAATACTCTAAACTGGTTGTCCTAATTAAGC
CCTGTATTTCTCTTATGTACCCAATCTGTAATTTCTTTGTTAGAAGCAAGTTGGATATGA
TTCATACCTGGACTATATATATAAGAAGACTCTGTTTCAAAACAAAAAAAAAATTCCAAG
AGTTTTGTTTTAGTCCTAAGCAAATTAAGAGCCTCATGACTTCCCCTCCCTTCCATCAGG
TATGGAAGTCGTGGTGTCCTTTACTCTGTGAGGCTGAGAGGGAACTTCCCTGTAACCTCC
TCACTGCCCCACTCACTGCGAAGTCACTGCCCTTCTCTGGGGTTTCACTCTCCACACTTC
CAGTTACCTCAGTCAACTGTTCTCACAGCTTGACGATGCTTCCACAGGATCTCTAGAAGC
TCAGCAGGAGCCTCCAGCACCGCAGCACCACCTCCAGCAGCAGCCTCACTTCATCCCCTT
CTGCAGAAACTGTACCTCATGGCAGCGCAGAGGCGAGAGCACCACGTTGCCCGGGAGGCC
ATACTCACACAATTTTCATTACAGAATATCGTTACAACTGCCCTTTTTTATAACCAGTTA
TTAACAACCCCTCCTCTGTCCCTCCTACCCCTGTGTATTATGATTATCTGAGACATGATC
TCCCTCTTTATTCCAAGCTGGCTCAGAACAAGGTTCTCCTGACTCCACCAATGAAGTGCT
GGAATACAGGTGCATGCCACCATGTCTACTCAGCCTAATTAATAAACCAAATTTTACCAT
AGTCGAGTAAGTATCTGGGCTCAGTACTATCTAGTATTTCTGGTGTCCACTAGAGGCTGT
TGAATGCACTCCCTGCAGAGAAGGGTTAGCATAAGCATTCTTTCACTTTAGAGTTCTATG
TTTGGAGAATTAAAGAACGTTTAGTAACAGCAACTGCTGTACAAACCTGATGACCTGAGT
TGAATTCTCAGAACACACACAAATGTAGGTGAGAACTAACTCCACAAAGTTGTCCTCTGA
TGCCTATATGCATGCCCAGGCATGTGTGCCTGCGGGCGCGCGTGTGAACAAATACACACA
TACACACCCATTATTTTAAAAAGAAAAGGACTGTTAGAGCAAATCTTGTCCTGCTTACCT
GAATGTATTTCCGTTGGGTTTCATCATTTAAAACATGCGCAACATGCTTGGAAAAGATCT
TCTCCCTGCCAGTTCTGGCATGGATACCAACCATGGTGACACCGATAGGCCAGGGGGCAT
TGCCAATGGCCATCTGAAGGTAAGCATCATTCGCCTGAAACAAAAGTTTAAAGAAATCAA
AAAGGCAAAAATATATTGGTTCAAATGTGTACTTCCAGTACTGCATAGCCCCCCCTTCCT
GACCGACATTTTATCTACCTCTTGGCAAAGATATTATGTTCCATTGCTCTAATCAAGAAT
TAAAGTTTGGGGTGACTTACAGCCTGCCCAGAAACACAAATGCCCATGAAAACACAAGTC
AATACTAATGAGGAAGACAAACACCCCTTTCTAGCCTTTGTGCATGGAAAACAATGCATT
TCAGACTGGAACAGCAGGCAGTTCATTTCACGTGCTAACAGATACTCTATTTTGGATTCA
GTCTCCAACACATGGAGCTGGAAGGCGGACAGTAGCTAGCTAGCCTTTCACCACCCAACC
TGCCATCATATTCACTGTCCACACAGCACTGTGGGGCTCTGGAAGCAGTGGAGGGCGGGG
CGATGCTTTATCTGCTGGGGCAACCACATAGGGTCCCCAACAGATGGACACACAAGCCTG
GACACTGGCTCACGGGTCACACAGCTGAAGCACATGAGCATGGGAACTTTCCACCTTGAC
TCCCAAGACTCCTACTTGTCCAGAGCCTAAAATAAAAGCTATGAAAATCAAGACAGAAGC
CAGTGAACACAAAGGGCTTGGTTTACAGTCAAGTCTGGCTAGCTGAGAGAAAGGAGGGAA
AACAGAACAAAACACGGGAACTTCTAAAGCTCCACAAAGACAGCAAGCAGGCTGCACACA
AGCCCTCGGTTAACTGGGAGGTCACATCCACCCTAGGGATACCTGTCACCTCGCTCTGCA
GCACATCTTAAGGGTTTAATTTTAAAGGGAATTCTGTGTGGTTTTGGTCACTGGCTCTCA
TATGTAACTTCCACACAGGATTTCAACTGATACAACTTCCAATTTCCCACATCTCTAAAA
CCCAAAGAGAATTCCCCAACACATTAAAATGTACTAGTTCTCACCGTCATTTATACAAAG
TAAGCTTTCACCTGATTTTGATATACATTGTGAGAAAAATAATGACAAAGGCATCGGCTA
GAGCAGGCAGTGATTAGTGCCATCTGCCATGACCAACTGTGCCATGGATTGCCATACACT
GCCATGCAGTCATCCTTACTAAACACTATGAAGGGGAGGGGAACAATGATCAAAACACGC
ATGCTCAGAGAACTAAAACAAGCAAAACAAAAGACTCATGCAACTAGCAGAAACTAAGAA
TGAAAAGCTACCTCTACTGGAACAACTGGCTTTAATAATAAATCCCTCCATGACCCAATG
CTCTCATCAAGTCACCATGTCATCTGAGAATGCTAGCAGTTCCCTCTTCCCCTCTCTAGT
GCTCTAGCACTGCCTCTGGGATTCAAAGACCTTCACTCCAGGCTTCGTGGGCACCTCAGT
GTCATATTTTCAGTATCCAGAAGGCTTCTCTCCCTTCTACAACTGCCTTCCCTCCAATGC
CCGCATCTAAGCTCTCCCCAATAGTCCTGGATCCTAGAGTGCATTCCAACAGCTCTCCTG
AGAGCTAAGGCATTGGCGTGAACAGCAACCACCCTCCTAGCAAGCAGTCTGCTACCTCCA
CAGTACTGTAGGGGGGGGTGAGTCCCAGCAGCCTTCCATGAGCAACTGCCGAACATAGAA
ACAACCACAATGCATACGTAAGGTCCTCGGAATCAGCCAGGACAACAGCTCAGCTATGTT
ACCAATTAACTAAGCTTTGCAGTGGTCTGAAGAAGCTTGCTTGTAGGGGAGGATCTGTTC
CATGCCGTGATGAACTATTTATACACTCTGATATTCAATCCCACCCATAGACGAGCATGC
CTATATATCGCACATGCTCTGAAGAACCTCTTAACCGGCTTTTAAAATGACTAAGACACA
AAGATGAGGTCTCAAGTTTGTTACTCAATGCCAAGAGAACAAAAAGACTTTCTCCTCCTA
CCTGCTTCATGCTTCATACTCATTCTTAAATGTACTATGTAAAATTCTCCCCATTCCATA
ATGGTTACAGCAACTGTAACACATAGTATAATTTACCTTCACGTACTCTCTCTGCAACAT
GAACTTAATAATATCTGTTATTGATTCTTTAATATCAGCAGGAAGATTCTAAAAAGAGAA
AAAACATAACTAGTTTTAGAAGCTACCATATGTAGTGAAAACTACTTATTCTATATATTC
TGATTTAAACAAACAAAAATATGAGTTTAGAAAGAATCTTCCAGAAGCCTCACCCTTTTC
CGGAGCTTTCTGAAAAGCGGTCTGAGGTAGGACTCCGTCTGCTTCTGGGTAGCACTGTTC
AGTTTGCCCTGCACACTGCGTTTCACGTAGTCCTCTCTGGCATTCAGTTCTTTAGCCCAA
ACACCAAGAAGAAACTGTTGGGAAAAAAAAAGTTAAGGCTGCAGTGCCCCCCAGTGGTGT
GTGTGGAGAAGCTCTCAACACGGACAGTCAGCACAGAATCGTCCTTATCACTGCTTGAGT
AAGCTGTCATCTACTAAGATTTAATTAACAAACAACTTGTTTGTTTCATCATGTGCTTCA
AAGTCAAGACACCCAATTATGTACATGATGAAGATGGACCACTTCCGAAAAAAGAGCTAT
CAAATTCCTCAATGACTGGATTGAAATAAACTCACTATATTTTTATTTGTACCTATTATG
CACAATTCAACTAATCCGGGTTTATCATATATATGCACTTTGATATCCGATCAGTGTTTG
AAGTATGTTATATACTATTTAGATAGATAGATAGATAGATAGATAGATAAGTAAGTAAAA
CTCAAACTGCAATCCATGCCGAGTTCTCAGCCTGGCAAAGGAACCCAGAGCCCCTTGGGT
GTAATTGCAGACTCTTTCCAGGGACAGGTGGCAATGAAGGCTGAAGTGAGGACAGACCAT
CAAAGAGAAGGGCAGCTCCATGCACAGTCTAGATCTATGCTGTGTAGCCTGGGGATACAC
AGAACCCTGACAACTACAGCATTCAAGACATAAATACTTTAAAATTCTAAATAACAAAGT
AAAAGAAAATGTAAATACAAATAAAAGCAGTCCTTGGTCTCCCAGTCTGCAGACAAGTAT
TTAAATGAATTTAGGATCTGACCTTGTTCTCCCTAGATAAGGAAAGAGACAGCAAATACA
GAACTAGTCAAGACGGAAGCCCAGTACTCAGGAAGCCGACCTTGCTCCTGATCCTAGCTC
TGCTCACTCTGCTCGAGGCCCTGCCCTAGCTCCCTCTCTCCGCCCACCACCTCCCTGGCA
CAGCTCTCTAGAGTATCTGAGGCGAACGAACAGGAACTCCGAATGCTGTGGCCACTCTAT
GCTGCAATCACTGTCCCTGGCTTTTGGGCAAAGCCCACACAGAAAGCAGACACACACTTC
CATCCATTATCCAGCACACATAGGGTGAGAGGCTCCAGCAGCCTAGCACTTAGCAGCAGG
CACTCACATGGCAAGTACAAACGCTGGGGAAGTACCCTCCCCAGGATATTCCCCGTGTAG
GAGAGTTTCCTACACATCCGCAATGGTCTCCGGCCCTTCCCTACAGCACTCACCTTCAGG
AACTTGGTGATGATGTCCATGTCCTTATGATCGTCACCTTTCCCTAAGGACTCCCCCAGT
GCCTCAAGAGGAAAAAGAAAACATGCCTGTTCACTAACACATAGCAATTTAAAAAGAAGG
TGTACAAGTGTGTGCATGTGACCAGCAATATGTTAAAAAGGCTTTACTAATGCATAGACA
AGTTAGGAAAAACTGCACATTCTATGTAGAGATGCGCTACGTCTTATGCATGGAGAGGTA
AAAGTCAGCAAAGTGGCTCAAGGGTAGAGGCGAGTGCTGCCTGCAGAGAGAGGCAGACTG
GACAGCCTGAGCTCAATCCAGGTAAAGGCGGAGAGAGGACCAGGCCTGCACAGGCACAAT
CTGCACTCCACACACATGCACACAGCACACATACACACAGTAATAACTCAAAATACTTTA
CACACTGTTACTGCCTTTTGCTACATATCTGTGTTTGGACGTGTGTGTGTGTGTGTGTGT
GTGTGTGTGTGTGTGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGTGA
GTACGGGAGCTTAGAGCCCGGAGCTGCAGTGTGAGCCGTTCAGCATGGGTGCTGGGAACC
AAGCTGGAGAGAGCAGTGCACGGTGTCTATCACAGTTGAGCCACCTCAGGCCCCAATTTT
GCAAATTTAACATAAAACATCAATGAAAACATCTGTTAACAGAGCTGGGCACTTCTCCTA
GATGGATAAAATGGCCTAAAATCAGATTATGCTGGTGACAACACCCTGTGGATATATATC
ATGAGCCACTCAACTGTATACTTGATTTTGGTAAATTATATTGCATGCAAATATCTTAAG
AGAGTTCAAAAAAATAAGGAAGAAAGAGAGGAGGACTAGAGGGAGGGTTAACAGGACAGA
GGGAGGGAACAAGCCTGAGTGACAATCGATAGCTCACTCAAATTATTTAGTAAAAGTTAC
AGAGCATCCCAAAGAGGAGCTGGAAGGGAGTGCAGTAAAATGGCGTCCTTAGCTGCTACC
TCACTCTAGAGATCCCTACATTTTCAGAAACCAGAGACTAAAGCAAGGACAGGTGACAGC
TTAACATAAAGCTTTGTGTTAAACATAAAGCAAACAAAGAACTCTGACCTGTACTTATTA
CATGCTGGATACTTACATGATACTGTTGTTTCAATAAGATTACACATATCATTCACATGC
ATCACGGTGCCAGAATCAGGAGGCTATACAGTGCCAAGTGCTAGCAGAAATGTAAGGACA
CGCCCCTCATGTGCTGCTAGAGGGACAGCCCTGAGACAACCATGCCACAGACGGAGCAGT
TTGTTAGTACTCAAATTGAATATGTGTGTATAAGCCCCACAATTCTGTTCCAGTCCATGT
CCATGGCTAAGGAGGAGCTGAGAGCAAGTGTGGATCTTAAACACAGTGTGAATTGGGGAA
AAGGAATAAAATAAAGATTACCACAACACACAATATTACTTTACATGAACATAAAAACTG
CAGCGCCGCCAGCAAATAAAAGGATGCAAATACTACAGTGATCACTTCTGAAGGTAGGAA
ATGTGAGTGAACGAGAAAAGCCAGTGCCTGCATGCCAAGGATGGCGTGCGCTGTGCAGGA
ACACGGCTCAACTCAGTGACCTGCTCCTCAGGAGGAAGGGATGCAGGGGAGCGGGTTCAG
GGCGGGTAGACTACCTCTAATTCTTCAATGGTGGTGTTTTCCTCGTGAACTTTCAGGTCA
TTCTGGGTGTCCTCCTCTCCAGGTTCCTGACCACCCACAATCTCATTCAAGTACTGCTGG
TCAATCTTGTCCAAAGCTGCTTTCAGATCATTCCTTAAGCCCTAGGGTGAGAACAAGCAG
CACCAGTTAGGAAGTGTCACCGTGTGTGTGTTTGTGTGTGCGCGCGCGTGTGCGCGATCT
GTGCTCGTTCATTCTCATCAAGTACATTGCAGGTTGAGATGTAGCTCAGTCAGCAAGCGC
TCGCCTAGCGTGCACAAAGCCACCTAGGACCGAGAAATTGGTCATGGTAGAACAAACCTA
TAGTCACAGCACTTGGAGGTAGAGGCAAGAAGACCAGATGGTTCGGTTTGAGGCCAGCCT
GGGCTACATGACCTTATCTCAACCTTCCCTTCCCAAATCCACGCCAAGAAGTACATGTCA
TGCTAAGGCCTTGTCAAAACTAGGGAATGAAGCAAATCATTGTGCTACTCACTTTAAAAT
TTTTTTGTTTTTGTTTTTGTTTTTCAAGACAGGGTTTCTCTGTGCAGGCCTAACTGTCTT
GGAACTCACTCTGTAGACCAGGCTGGCTTCGGAAATCTGCCTGCCTCTGCCTCCCAAGTG
TTGGTATTAAAGGCAGAAAATAATTCTTATAAAAATAGTGGAAAGAATATATGCACACTG
TCCAGTCTACTGCTAAGAAAAAGAAAACAGACATGTTAGAAATCTAAAAATCCTCATCAA
AACCATATTGTTTTTCTAATAATAAAACTTAGTGAACGTGACCAAGTTTCATTCGAGGTC
CCCAATCCATTTTCCCAGGTCACATACATGTTTAACCTCATTTCAATTGCTCTGAACTCC
TTATGTCAATGAAAAAACAACAACAACAACAACAAAAAAAACAACCACTACCCAGTGTCT
CTTTAAGCCAGGCTCTAAACTTTGTTTCTACCAAAGATACACTCAATGTATCTCTAGGCT
TGAATATTTAATTTAGAAGAAGAGAACAGGCTCCCTTAGCACAAGCTATGAGACAAAGAG
CCAGGGAGCAGGGCTGGGGATGCTGAGCAGAAGAGCCAGGGAGCAGGGCTGGGGATGCTG
AGCAGAAGAGCCAGGGAGCAGGGCTGGGGATGCTGTTACAAATCTAAAAATCCAAGGAGC
TAAGGAGCAGAGTAGGAGATGTTATGTGGCAGGGCTTGAGAGCAAAGGTAGACTTGGTTC
AGAACTATGCTGCATGGGAGTTCTTGAGCAACTTACTTACCTTTATGCTTTGGCTGCCTC
ATCTGTAAAATAGGATTTATTCTACCCAATATGTAGAGTTGTCACAAGAAGTCATTGTTG
GTCTATTTTACATTTACTATGTGCTAGGGCTGTTCTCAAACGCTAACATAGTTCCTTTCT
GAGCTAATAAAGGCAGTGTGCACCCTCAATGCTCACTGCATCCTACCATCCACCCATCCT
AGCATCAACACACACACTTGAGTTGGAATATTCAACTCAAACACTTTTAATTTAGCAAAC
ATTGATGGCTTGCTCTATGTAATGTACAGACCAGGTTCCCAATGGTTACCGCATTTAATT
CTCAAGACAGCCCAGTGAGCAGAAGGTTCCACCATCTCTATTTCACAAGTGAGGCCTGGA
GTAGATTACAAGACTTGCCACTGGTCACACAGCTAATGATTAGCATCCAGGAATAGACCC
CAGATCCTTCAGACCTATGCTCTTTCCTCAGAACCGTTAGATGTGTGATCTAGGCCACAA
ATACAAAGACAAAACACCCCTGGCCCCAGAATAGGATAAATACACCCCAAACTCTGCCAC
TAGTGAAATACACTATGTGCATCTGCAGAGGTTAATTATGGGAACACAAAGAAGGAAGCA
ACTAATTCTTTCTGATGGGGACTGTGATTAGGTTAAAAAAAAAAGTAATTTTTGCATTGT
GTCTAGAAGAATAGACAATATTTTCAAAGGCTTTTTAGAGAAAGACACTGCAAGCACATC
ATTAAAGACAAAGAAGAGCACAAATATCCCAGGAGCTTGGTACCACAGGGCTGGACGGGC
ACTGCTGAGATTCAATGCAGAAAGAGGTCTGGAAAGAAGGAAAGCAGACAGAAAGCACTA
ACTAGCAAACAGAACACATGGAGCAAGACCCCTAGCCAGCCCCCAGCTATTCCCACCACT
CCAACCGAGACAGTAAGCCTGTGCGTAAAGATAGGACCAGGCCGAGGGTTGGGAGAAGGC
TCCTCACACAGGCAACCATTTCCCTTGGATTGCAATCACACAAAGACTTTATGTAAAGGT
CTGCCTAGCTTAGACCAATCAAATGATAGAACTGAGTTTTTCTGGTGTCATTAAAGTCAC
AAATAACCAAGAATACTTAATATTACTAAACTGCTTCACAGCACCAAGTTTTGGGACGGA
ATGTTAAAAGCCAAAGAAAATCATACCCATCTTTCAGTATTTAACAGAGTGAATTGATAA
AAGGCTAACGAAGCCACAGAGGAGCTGAGCAAGCACTGCCCTAACACCTGCAGAACAAAC
ATCTAAACCCAAACCACGTTCCTTTCAGCCGCCACAGACCAGACCAGATGCTGGCCACTA
ACACATAACCAGAGCCTCTACGTAAAATACAACTGTTCCTTCTAGAAGAAAACACAAACA
TCTCTTCAAGTCCTTGGCATAAGCAAAGAATTCTCAAGCAGAACACAAAACCAACAACTA
TTGAGAAAATTAAATTAAAATAGATAAATAAAAACTAAGAAAGAATTTGTTAACTGGGAC
TCCATTAAGAAAATAAGTGGGCTGGTGAGATGGCTCAGTGGGTAAGAGCACCGGACTGCT
CTTCCGAAGGTCCGGAGTTCAAATCCCAGCAACCACATGGTAGCTCACAACCATCCATAA
CGAGATCTGACTCCGTCTTCTGGAGTGTCTGAAAACAGCTACAGTGCACTTACATATAAT
AAATAAATAAAATCTTTAAAAAAAAAGATTTTAAAAAGAAAATAAGTAATATACCATCGA
GGACCAAACGAGTCAAAAACCCTACCTGTGCTCCTCACAAAGGGCTCATCTGCAGCACAT
ATATGGAACTTCTAACTCATTAATAAAGGACAGACCAATTAAAAGATGAACACAGGGCTC
TCATAAGCCTGTGATGGTTGCTCTCACCTGTGGGACTTATGGAGACAGATCTCCCGGGTA
GCTATGATTCCTGGGACTGGGATAACTCAGTCTGGATACCTGCACTAAGTGTAGGGGTCC
CATCCCATGGCCTGTGGTCCCAGACAGAATGAAGAGAAAAAGAGCCAAACACCAGCTATA
GGATCCCATTCTTTGCCAATTAGAGCCCTTACTTTAACTGTCGACACACTCTGAGGCTGA
GACTTGAATTTTCGCTGTAGTTCAGCCAACCTTACAATGAGAGTTTCCGTTTGATTTTCT
GCAACTTGAGCTCTATTGCTACAAGAGAGAAGATTCTCCTCAAGGACACACTTAGCAACT
TTTAGATCCTTTACTTGTGTCTGGAGCCTTTCGATTTTATCACACAACTCCTTCCTTTCA
TTCATCATTTTTTCCACAGATACTAAGAGCAGCCAGCCAGTAAAATCATTTTCCGATTTT
TTTTCCCATCTTGTAGAAAGCTTTGTGCACTGAATCACCTAATTCATTAAGAAAATCAAG
GGCATTAGCTTCTTTAAGTTCGGAATATAGTTTCAACCATGGGTCTTCAAAATTCTCTGA
GCTCCCAGGAAGGAGGGAATCTGGAGAGGTTTCAATAGTTGAAAGTGCTGGTGGATCAAC
AAGTCAATTCCACTATTTTAAAAGATTCATCCTTGTACTTCTGTTACTCTAGGTGTTACT
CTAAGTGTAGGGGTCCCATCCCATGGCCTGTGGTCCCAGACAGAATGAAGAGAAAAAGAG
CCAAACACCAGCACAGATCCTCTGTTCCTGTGTGTGCAATGTGACCGAAAACCCCCTGCC
TTCCCTGCTCTGGGGACCGTATCCCTTCAAAGTGTCACCAAAATAAACCATTAACCTTCC
TTGTTTTGTGAGGTTCCTTGTCACAGCAATGAAACAGTACAAACACTGGACACAGGAAGG
TAAGTATGAAAAGATGTTCACTCATCTTCACATCAGGGACATGAATAAAATCATGAGGTT
CTACACATACAAGAAAGAGAATGGTTTAATTCCCAAGACTAACAGCCCACAGGTTGGTCT
TTCGGCATGCCCCCTTAGAAAGCACACATTTACTCCTTTCATGCGGCAATGCTGCCCGTG
CTCGTTCCCTCAGAAGTAGAGTGGGGGCACTCTTGACCTCCTCCCTGAGATACAAGTGTT
CCTGACAGCAGTGGTCCCACCCCAGAAACAAACTGTGGCCTGTTCATGGTAGCACAGTAA
CTGAGCAGTAACAGGAAACAGAGAGTGCACGGATGGCACTTTCAGAAATGCCACGCTGAG
TCGATGGAGCTGTGTCTATCCACATGAAATGTAAAAATGCTAACACCAAAACAGCAAGTA
GAACTTAATTCACAGTGTCTTCAGTCAGAAGAAAGGTAGCTGCCTGGGACAGAAGTGACA
CAGAACTGGGTGACAACAATATCTTTTACCATTAGACTGTGCTGCTAATGCGCTCACGTG
CTATTTATCAAAACAGATGAATTATGCGTAAGGCACAGCCTTCCCTTAGAAGCAGAACAC
TTACTATGATGCTAACAGTCAAACCCCATGCTGCCCAGCTTCCGTGCGACTACCCTGTCT
TCAGGTTTGGTCTTACCTTGTTAACTTCTGGTGTAAGAATCTCTATCTTCCTTAAACGCT
GGAAAGCATCATAGTCGGTTTCCCCAAACAGTCTAATCGGCTCTCCTCTTTCTCTCAGTC
TTCTGATGACCTAGGAAGAGAAACAAACACCTGGGAGACTTCAGAGAGGAAAAAAACCCT
CATAAACATCTCAAAATAATGTCATGTTTATCTTAAACTAAAACCTAAGTTTAATAAATA
TAATTTAATTATCCAAACAGGAGTTTCCGAATGAAATATAAAATCCTTCAAACTTTTTGA
AAGAGTGTATTTGGGTGGGCAGTGAACCATGAGGTGTGTGCAGAAGTTGGAGAAAAACTT
AGAGGAGTCGGTTCTCTCCTTCTACCATCTGGGCCCCGGGATTCAATGTAGCAAGGCCAC
TGTGCACTGAGTGACAGCACAGGATTTAATAGATACAACTTTAATAGATACACCTGTGAC
TCAAAGGGGGAAAGTACTTTACACCAACACTATTTGACACAAATATCTCACAAACTGTTG
TTTCTCTGAATAATTCCTATCAAATAGTCTGACATATGAATCTGTAATGGAAATCTAAAG
CAAGCCCTTAATGGAAACCATAGCATAGACACCAATACACAAACACTGTCAGACATAACA
CAAGGGCCACATAAAGAATAACTAAAAAACTAAAAGTATACATACTTATATATATAAGTA
TTATATATATATGCATGTACATATATATATATATGTATGTATATATACATATATATATAC
ACACACACACAAAGTGTCTGTCCTACAAACCATGCTCCTAGAACTTTTTCAAGGGACATA
ATCATAATTAGGCATGAAATAATGTCTCAGAAGTGGTTCATACTATCATTCACAAGGAAA
TGCTGACGCAATCTAAAGACAATGAAATAGGAACAGTTTAAAAGCATAGCAGAAAAAAAA
ACAAAAAACAAAAAACAAGACCTAGGAAGGGGAGGCAGGAAAATAAACACTATGAGGCAG
ACTACAGTACATAGCAAATTTCAGTCCAGCCTGGGCTATACAAAACTCTGTCTCAAAAAA
ACAAGAAAGAAAAAATTAAGGTACAAATACATAGTGAGAAATTATACAGACAGGAAAAAC
TATGTAGCACTAAAAAGGGGGGGGGGACTTATACAGATCTTTTGTGTTTTAATCTGAAAA
ACAGAAAAACAAAAAAACAAAAAATAAGAGATGTAAACAGCAAAACAGTAGTACTTAAAC
CATTTTAGACAATAACGTAAGTATAATTACTTAGGATGTGTAAGTTTATACATATGTTTG
TTTAAACTTATACCATTGTTAGGAAAGAAAGACTACTGGGTGGTAGGGGAGGCTTATTAA
TGGAAGGCATTTGCTGCATAGCCCGGTGACCTGGGTTTGATGCCTGAAACCCATGGAAAG
GCTGAAGGAGAAAACTGACTGCACAGTGCTGTCATCTCACCCCACATGTGTGTCCTGACA
CGTGTGTGCCCACACACATCATGCACTCACACAATCATGTTAACTATGTCTGGGGTGGGG
GTGGGGAGGGAGTGCGTTACACGTGCATTTTCCCTGCATTTAGGTCTGGTGCCCAAAGAG
GCCAGGAGAGGGCACTGGATCCCCTGAAACTGGAAAGACAGGCAGTTGGGAGCCACCCCC
CATGTGTGTGCTGGGAATCCAACTCCACTCCTCTTGAAAAGAAGCCACTGCTCTAAGCTC
TGGCTCCGGCTTGTTGTTGTTACTGTGGTTTTTTTACAGTAAGAATGCTATCAAAGGAAA
AGATTTCCAAGTTCATGGAAAACAAAAACTCTGACCACATAAGATTTTTAAGTCAAATCA
TCTCACTTCAGAAATAACTTACCCAAGTCTAGTGTAAATTTTTCTTTCTGACTACAAAAT
AAACAGAACCTTACCTCTTGCCTAGAAAGAGTCATAGGAAGTTTTTCCTCTGCTAGTTCA
AGTTCCAGCACTGGATTTGACGATGTTAGTGGTTTCTGGTCATCCTCTTTTGGCTGTATC
TATTAACAGGCCAAAGAAATGAAATTCAAACTTACCAACATGTATTTCTATTCACCATCT
AATCACCTTAGCCATCGCAGACACGAGTGTTCCTGCTGAAGGAAGGGCTGCAGAGTAACT
GTGCATGCTTCCAAGAGCTGACCAAGCACCCACTCAGGAGCATGACACGTGGAGAGCATG
CACACAGCAGAGCACGTTCTTGCTATAAAGAGTCACATATGTACGGTGCTTTCCAAAATA
AAGAAACTCAATGGTGCCTAAATATGAACTTAATTTCTCCCCAGACACTGAAACAGCCCA
CATTCTCTCTTTTTTTGTTTTGTTTTTGTTTGTTTGTTTTTGGTTTTATTTTTGTTTTTT
GACACAGGGTTTCCCTATGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACCAGGCTG
GCCTCGAACTCAGAAATCCGCCTGCCTCTGCCTCCCAGGTGCTGGGATCAAAGGCCATGA
CCGCCCAGCCCACATTCTCTCTTGAAAACAATCAATTTGCCTCTGTGAGAAAACTGTCTT
CAAGGGTTATCCAACTGTGGTTCACCTTTACAGAGACTAAAGAACCAGTTCCCATTTAGC
TGCTTCAGACATAGTATTCCAACCTTGGATAAACTAGGCATGAAGATGAACACTCAGAGC
TGTGTACAACTGGACTAAGAACCTTTAAGAGAAGGAATGAAGGGTGACTGCCCCAGGAAA
TACAGATTCTCACTCGTGATCCTGCACTCGAAAATGCCTTCAGCCCTTCCTTCATATCTG
GGCAGGTCAGTCACAGACTGAGAAAACTGAGTCCAGCAATTTAAAAGTCTGACTGTGTAG
TCTGGAAATATACTGAAGTGTGGCTCCCATCCACCCACAAGATAAGTTTAAAATTCAGAA
GTAGGAATAGATTCAAAGAAACAGGAAGAACTGTTTTAAGAAACTACTGTCTCATTAAGA
AAATCTGCACAATAAAAATTATGCAATTCATGATTCTATAGGCTATGGTTAAAGGTAAAA
TAAAATAGAGACAAAAACCTAATGTTTTGAATACTTACACAGGTAAAATCAGCACCAAGC
TTTACAAATGGGGGCTAGCTCCTACAAAGGAGTAAAGCAACCATATTATACTGTCACTAC
TCCAAGGAGGGAGGGTTGTCAAAGAGCAACAAAATGCAGGTATTTATTCAATCTAACGTA
CTTTTACATCATATGTATTCATATATAAATAGACAGCTGACAGCTCTGGGACAAAGATCT
ACGCGGTATTTTGCCAGCTGGATTTAGCAGTGTCACATCAACAACAGGATCTACAGAACG
CAAAGGGCACACTACACTAGGCTACTACATGACACTAGTTTCCTACCTTCTCAGAGGGGA
GCAACGGTCCACACTCACAAAGGCTGAGACAGCAGAGAAGGTGCAGGAGAAAGGATTCTG
ACCCCAGGTCAAGCCTAGGCACCATGCTGGGCGAGCAGGACATGCTGTCTACACAGCTAG
TCACTGCTTATTTATATAATAAAATGTCTTTTACTTTTCTAAACTAGAAGTAAATGAAGC
TGGTGTCTTTAAAGAAACCTATTAAAATACAACGATAAACTTTTCAGCATCTATCTTTAA
AATACTCCTTCAATACTTGCCTTTCCAACAGTAAAAAATAAAGCCAAAGGCACACATACA
GCAGTTACATTCTTCGTGCTTTCCTCTAGAAATGCTAACCCACACAAATTAATTTCCAGA
ATTTTCCCCAGTCCATGCACAGGAGTATTACCCAGCATGTTTTGATGGAACCTGTTAGCT
GAGTATTAAACTATGTCTGCTTTGAAAACAACTGAAACAGCTTCTCCACCTAAGCCTCAA
CCCCTCCCAGTGTCGTCGTCAACGCGACAATGTGAAAGGTCATCTCAGGCATGCAACTCA
AGCACGAACGTGAAGCCTTTCACACAGCTCGTGGATTTAAACTCTTCTTCTAACTAACGG
ACTACACAAATGCTGTCCATGTTGAAAGCAAACTAAAGCATACAGAGGCTATGGACTCTA
TTTCAAGCAGGACTGGGCCCAGAAGGAATTATGGACAGCATAACATAAAGCCAGCGTCTT
AAGGTAGGCAGGAAGCAGAGACCACACCACTTGCTGCTAAAACAGTCAAGGCTGCATGAG
TAGAGTGTTTTGAGCTCTTTCAAAACACACTTTTATTGGGAGAGGTAGGGGAGAGAGTGG
TGGGAGAGATGAAGATAAGGAATATCAGAACCGGGACTTAATTAAAAAAAAAAAAAATCC
AAGCTCTGATCTCAAGCCGTTCATGCTGTCCACAGAAAGCCAAACCATTCCAAGCCAGAG
GTCATGCACGTACTTTCCTGAATTCAAGATCTGGGTTTTTTTTTTTTTTTTTAAAAGCCA
AATCAAAACCAAAAACTCATACCTCTCCAGAAGGCTTCTCACTTACAGGCTAATGTATAA
CATTGATAAATTGAACAGAGATCAACAGTTTTGTTATTTAACAACAGCTGTAAAAAATGT
GAACTCAGAAATATATGACTCAACCTGAAAGCTGGAGCTTTCTTACCTTGTAGCCACATC
TTTCGTAATACGCTTCCTCTTCTTTTCTCGCCAGTTCACTCCGCTTGAAGTATTTTTTAT
TTTCCTAGCAAAGACAAGCAGTGCATTACTAATGTGCCCTTGGCAGAAGTTCCTGCCTCA
GTTATCAAGTACCCTTAGGAACCTTTTAAAACCACTTCTCAGTTTCTCAAAAATGTAATA
TTTTTAGCCCTGAAGATAATCCCACTGAGTACCCCCCACCCCCTGCATGGTGGCCCCCTC
CTCCAGAGCAGACCTGTGTTTGGATATGTGATAAACTCAAGTATTTTATTTGACTGAAGT
AGGAGTTCTAGCAGCAAAGAGAATAATATACCAACAGCATTTTCAAAATGTTTTTTCAGT
TTCCTAACAACTAAGTTCAAAGATCATTTCTACAGACAGATTTACTTTGAACCACACAGA
GATCTCTTTTTGTTGTTTTCTCCAAATCAAAACAGAAACTGTGGCAGATAGTTCTGGAAA
TCTCATCAATAGGAGCATTCCAAAGGAACGTGTGAGGTCTCATCATTTGGAATCTTAGCA
ACCCTAGCATAGCAATTCTGGGTTCTGTTATTTTATAGCTCCTCCTTTGGGGCAAATGAA
CATCTGATTCCAAACATCCTTAAGATGCCCAGTATTTCATAAACGCCCGTGAGCCCGTAG
AAGACAGTGCCACTACAATATGCTCAAACGTCTCCGGCAGGAAGAATGGCCAGCCCGCAG
GCCAAACAGCCGCCTAATTTTAAGACGTTGCTCAACTGCTTTCCAACTCGTTACACTGTT
TTAATCTCCCAATCAGAAAACACAGAAAATGATAATCATTAAAAACTTCACATGTGGGCT
GGCGAGATGGCTCAGCAGGTAAGAGCACTGACTGCTCTTCTGAGGGTCCTGAGTTCAAAT
CCTAGCAACCACGTGGCGGCTCACAACCACCGGTAATGAGATCTGACACCCTCTTCTGGT
GTGTCTGAAGTCAGCTACAGTGTACTTACTTACAATAATAAAATCTTTAAAACAAAACAA
AACTTCACATGCTGGGTAGTGGTGGTGCATGCCTTTAATCCCAACACTTGGGAGGCAGAG
GCAGGAGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCTAGGACATACA
GAGCTATACAGAGAAACCCTGTCTCGAAAACCAAACCAAACAAAAACAAAAACAAAACAA
ACAAAAAAACCCTTCACACACTGACGCTAGATACACCGCTGTAGTCCCAAGCCAACCTGG
ATGACACAGTAGGAGTACATAGTAAGTACTGAAAGAAAGGGAGAGGGAGGAGCAGGGTGA
AGAAAAAAACCAACTGTGCTCTATTAAAAAAAAAAAAAAAATCAAAAGCTGGTGGTGATT
TCAAAATGGCTGAACTGAGCAATGCTAATTGGGCAGTGGCTGTGGGAAAGGTCTACAGGA
CCAGAGGATCTACAAGCTCACACAGCAGCCTCCAGGTTCACCCTGGACACCATGATGAAC
TGTTTTTTCAGAAGCTGCCACCAGCAGCTACAAGATTCATCAACAGTTTCAATACTTGTA
TCAGTCACAGCCTGAGATGCCGCAGAAGATGTAAGGCACACTCATGGACCAGCTGCGGGG
AAGTCTGGAAGGAAGTCTCAGAAATCAAAGAAGAAGGGGCCTAGATGCTTTCACAAACTG
CTTGGAGAAGGCTAAAGACCACAGGGAGAACCTTGGAGACCAGCTGCAATCCCATGGTTC
CCTAGTCCCTGCAGCTCTGGGCATTCAGCAGTGTCTTGTACAGGACAGGAGGAGACCAAG
CACCAATAGTTGGCTGAGGCCATCCTGGCTGGGCCCACCAGCACCTAACAGGCTATATAG
AGAACAAAGGAGTAACTGGCTAATATTATCCTGGCTGGGGCTACGCAGGTCCAGGTCTAC
CAGCATCTGACATGCTATACTGGGAGAGGAAGGGACTTGCAGTCAGCACTAGAGTGAGAA
GATGACTGGGAACCAGAGCAGAGGTCAGTCAGAAGTTGAGGCCTTCGGTCAACATGCTGG
GCCTGGGAGAGTATTTCTGGGTATAGCTGAAATAGTGTGTAGGGTTCCAGTGCCTAACTG
TAATAGAGGCCTCACCACTGGCTCTGTGCTGCTGGAGACATGAACACACACACACACACA
CACACACACACAATAGAGGCCTCACCACTGGCTCTGTGCTGCTGGAGACATGAACACACA
CACACACACACACACACACAAACACAAACACACACACACCATTCCTCAGATTCCATCTGG
AGGATTGTGACCTTTCCCAAACTTTGTCTCCTAGAGCTTTAACTAGCATCTCTGTTCATC
TCTCTGGTTCCTCACCATCCCCATGCAAACCCTATGTAGTTGTTTCTAATCTATACTGAT
TGTCTTGTCATTGACAAGCCCAAGGGTCCCTGCCATGCTCTCCCCCAATCCATAAATATA
AACACACACACACACACACACAGAGCTTTTATTCCTCAAAAGGCACTATTATTGATATCC
AGAAAACATACTTATCAAAGAAGATGGTGGGATACATAAAGGAGTCCAGAGAATTAATAA
CGAACGTAATTTAAAGTATGGAGAATAACTAACCTAATTTAAAGTCCGGAGAACTAATAA
CTAGCCTAATTTAAGTTTGCAAGCAGTTTTAACACTTCACAAAAAAATATGTAAGTATCT
AAAAAAAAAAAAGTCACACATGAATTACTTAAATTATCAAGAAGATGAGATTTAGAACCA
TACAGAAACCTCTCCACCAAAAAGACAGGCAACATAAACCGCGGGCAACAGTGCAGACTA
GCCAGCCTCTGACATAGCTCATAGATGTGCAACATTTTGAATGACTTAGGCATGCATGTA
CTCTGTAACCCTGCGGTTCCAAAGGGATAGGGCTCAGAATCTGCTCAACCAATTCTGAGA
AACAGCTCAAACACTCATCCCTAGGAGAATGGGTAACCAGATCTACTCAGACAACAGAAT
ACAATTTCAGAAAATTAATACATACATACATACACACACACACACACACACACACATACA
TACACACACACAGCAAAGTAATACCCCGAACATTCTAATCAAACGAAGCTCCATATGAAA
ATGTACATCCTATTGATGTGACATTCTAGAGCAGGCAAAACTGAGGTATAAATAAGTTGC
TTCGGTGGGTAATCCACGCAGGGACTGGAAAGTGGACATTGCTATTTTATCTCCTCATGG
AGAATGGGTTACACAGGTGTTTGCACTTGTCAAAAGTCACTGACTAATAAACAAGATTTT
TACACACACGCACACAAAGAGGAACAAACTCTGCACTCTATGGCGTGTGCCAGATCGCTT
AGGAATAAAGCCGACTAACTCTGCAACATGCTTTGGAATTGACAATGACTAGTATGCTGT
TTTATCACTCTGCCTGCGGCGGATACTGGTTAGGACAGCAAGCGCCGCCGAAGTGAGCCA
GACTAGGCTTGACATCCATACTCTGCCCCTTGCTAAGCCCTGGGCCAGCAGCTTGCCCGG
GACAGTGGCGGATCTGTCAGCCCCGTGCCCGCCCCAGACCCTCTCAGGACCATCACCCTC
CCGCCAACACCGCAAGCACAGTCCACCACCCTCAAGCCCGAACCACAGCTCCGGGACTCA
CCACCAGCAGGTTCCTGTCCTCCACCAGCTGCCGCTTCCGCAGAATCTCGGATTTCAGGA
TGTCCATCTCGCTCCCAGGGTCTAAGTGTCTTCACTTTGACTCCCCAGCTCCTCGGCGGT
AACCTCACCCGCCAGGGGAGGGGGAAGAGGACAAACCACGAAGCAACCAGAGCCCAATTA
TCGGAAAACAACAACTGCCGGAGCCGCTTCCGGCGGAAATCAGGATGAACGAAAGGAAGG
TAGGGAGCGCCCCTCGGCGCGAACGCGGCCAAAACCGCTGAGTATTGTTGCCCCCTAGCG
GAACCCTCCAGATACACACTTGTGATTTCAGTAACAGGTAGAAAAGAACAAAAGGCCGGG
CAAAGGTAGCACAGGCCTTTAATCCCAGCACTTGGGAGGCAGAGGCAGGCAGATTTCTGA
GTTGTCTCAAAAAAAAAAAAAAAACAACTGTTTGTCTCTTTAAATGGTTATTGTGCCCGA
TTGAACCAGCTTGTATACTCCTAAAGTTTGCTTCATAGTTCCTCAATTTACTTATTTGCC
AAGAGTGCTAACATACTAGAGAATGAGAAATACATAAATAATACAAGTTTTAAAATGGCA
GTGTTTATTAATTGCCTATTCAACACCCTGTAAATTTATTGTGTTTTCTGGTTATGCAAT
CAGCAATGAAGATTTTCAATGATGATTGGGAATATAATCATTCTTTCTTATAACCTAGCC
CAAGAAAAAATATGTTGAAATTCTACTTTGATTTGTTTTTATTTTTATTGTGATTCAGGC
ACTCACTGTGTTGCCTGGGCAGGTCTCAAACTCTTGCTATCAAAGTAATCCTCCTGCCCC
AACCGCAGAGTGGACCTCCATACTTGGCAGAGTTTTGGTTTTGTTTTGTTTTTTTTAATC
TTAGAACCATTTATAACATATCTATTCTTGGTTCCATGCCATGAAAGCATCTTTGTTTTT
AGTTGTCATAATTCAACAATATTTTATGTTACATTTTTCTATTCTAGAAGTAGTGAAATA
ACATTCAATTCAAACTCAAGTGTAGGTAAGATGGTTTATCAAAATAAAAACTGAAAGGAT
TGCTCATTAGAAAGTTTTATACTGGGGCTGGTGAGATGGCTCAGCGGTTAAGAGCACTGA
CTGCTCTTCTAAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATC
TGTAATGAGATCTGATGCCCTCTTCTGGGGTGTCTGAAGACAACTACAGTGTACTTACAT
ATAATAAATAAACAAATTTAAAAAAGAAAAGAAAGTTTTATACTGTGTGTGTGTGTCTGT
GTGTGAAATAGGATATTTCATCTAAAAGATATCTGAGGACCAAAAAGATGGCTGAACAGC
TAAAAATAGTTGCTGCCAAGACTGATGACCTGAGTGCAGTCCCTGGGAACCCACATGGTG
GAAAGAAAAAGTAGATTCTCAAAGTCATCCTCTAACCACAACCACACCACCACATACACA
CACGTATACACACGCACGTTCACAACCACACCACCACATACACACACGTATACACACGCA
CGTTCACAACCACACCACCACATACACACACGTATACACACGCACGTTCACAACCACACC
ACCACATACACACACGTATACACACGCACGTTCACAACCACACCACCACATACACACACG
TATACACACGCACGTTCACAACCACACCACCACATACACACACGTATACGCACACACGTT
CACACATGCAACTGAAGAATAAATGACTAAATGTGGTAACTTTTTTAAAAAGTAAAAGAT
GCCTAACTTCTGTCCTTGGATGAAGCATGCTGACATTCTTATGTGAATAGTTGTTACCAG
GGTCAAACCATTTACCCACATCCTTCTGATTTAGGAACTAGAGATGATGACCCCCAAACC
TGAAGTGTTGGCATAGCTTATACAGTTCACAGAGAACCAGATGGGACACTATCAGGGTAA
ACTCAGAAAAGGCTATCTCCTCTTCAATTCCCATCTTTGACTTCTATGTTTATGCAAAGC
GCATTAAATCATGATGAGGGTCTCAGATCAAAGAACGAAAAAGACGAATACCCGAGGGAG
CAAATGGATGAGCAATTTAAACTACAGAAGAGGGGCACAGTGGGGAAGAGGACCAGCAGA
GTTTAAAACAGATCAATCCTGCTATCCAGAAAATGTGTACACCATTTCATCACAAATATT
ATTTAAGAGTGAGATATTAGCTATAAATCAAAGGTCCTAAATTGAGGAATAGCTAAATTA
TAGGTCATACATACAACTGAATAGCACGAAACTACATTTGAAAAAAAATTCTCAACAATA
GCAATGTTTATAATAGGCTTTCTTTTAAAAGTAAAATAATGAATGCATAAGTATAGCGTG
CAAGGCCAACAAAGGGCTCAGTAGGTGGGTGCGCTTGTGCATGGGCCAAATGACCAGGCT
CTGAACCCTAGAACGTGACAGAGGAGAACCTACTCTAGAGAGCCATGCTCTGACCACCAC
ACACACACACACACACACACACACACACACACACACCATGGCACACACTTGCCCTTTCAC
AAACACACAAATAAATATCTTTAAATGTAAGTAAATACAGCAATAATATCTATTGTATAA
TTAAAACATAGAAACAAAGAACTTACTACAAGGAAATAGACCAAAATGAAGTTGTTAAAT
AGACACAGACCCACTGGTAAATATTAGTGTCTTCTTTAGCCCAGATTTTGATTCAAAGTC
CATGATTTGGAAAAAAAATTCAGTTATCAGTCATTTCATATTTTATATCACTGAAACTTT
TAATAGTCTAGACCTACTTATCTACTCTTGAAATTAAACATGATAAATCTTAAATGACTC
CTATACAAGTGTAACGGTTTGTATATGCTTGGGAGTGGAACTATGAGAAGTTGTGACCCT
GTTGGAGAAGGCATGGCCTTGTTGGAGTAGGTGTGTCACTGTGGGGGGGGGGTATAAGAC
CCTCACCCTAGCTGCCTGGAAGCCAGTCTTCTGGCAGCCTTCAGATGAAGATGTAGACCT
CTCAGCTCTGCCTGCGCCACGCCTGCCTGGATGCTACCATGCTTGATGATAACGGACTGA
ACCTCTGAACCTGTAAGCCAGCCCCAGTGAAATGCTGTCCTTCATAAGAGTTGCCTTGGT
CATGGTACCTGTTCACAGCAGTAAAACCCTAACTAAGACAAGAATGCAAAGGTTAAGGGG
AATAATATTTAAAGTTCTCATGATCATCCACTTGAACACTCCAGCGTCTGACATGACCTC
TTCAGTCCTTTAAGTGCTGGCTCAAACCAAGCTCCAGAGCAGGGTTCCTATGGGATCAGT
GAGCTCGGGAGGCACAGGGTTGTCCCCCAAAAGCTTAACTAGTATTAAATTATATGATTG
GTGGTGTATCTGAGACACAGTATTCACAGAAGTTAAAAGCAGTCATCTTCTGAAAGATGA
AGAAATGTAAATCAATACACAGATTATAAGATTATCCCTTTGGAGGAGTAATGCATCCTA
AAACATTATCTGTCAGTTCTGGAGACTGGAGGGCAATACCAAATGTTATCAAGGTAACCT
GAATTTATTTTGTTGTAATCCTAATGAATAAAAAAAAGAAGAGAGATAACCATACATAGT
GGGTCTCAATCTTTAGCCTCAGAAGAGTCTGTTGGTTGATTTTAATGATAAAGTTGCTGG
TTCCCACATCCCAGAATTTCCAAGTGAGGCAGCTGCTGCTGCTGACTATGGAGCATTTTG
AGACCTGATGGTCTATTATCACAGAATCTCACTGTAGGAAAGGGGTAAATCAGAAACACA
GGCTGTGTCATATCAAGAGTCAGAGGACAATAGGAGGCATGTGTCTATGTGTCTATCTAT
TTGCATCATTGTCATGGGTGTCATATTAGGATGCCTATCTCTTCTCCAATGAGATTTCTG
AGGATCTGATGGGAAGTAGGCAGGCTCCCTTTGGGTCCAGCCACATTTACATGGATGATT
TGTTAAATGTAACTGTGGGCAGATACAAAATCCAATCCAGTCAGAGACCCTTCTCCCTTC
CTTGAGAAACTGAAACTGGAATGGCATAAGTCTCGCCAAGACACAGGACATAAACATGTG
AGTTTGAGAATGGTAGGCAGCCATGTCATTGGCAGGCTAAAAGCAGACTGGCTGACAGCA
ACCCACAGAGATCGCTAAAGGACTCTGTGAGTCAGTTGCTTACTTATGGTTTTACTCTTT
GTGCTGTTGGGTTTGTGACATCTGTACCTTTGAGATGAGAGGTCACTTAGTAGTGCGGGA
CTGCACATTTCTGACCAACCCCTTGCTTGTCCATAATGTTAGTAGTTTGAGATCAATGAT
AGAGACTGGGCCTCCTGAAGAACAGAACCATCAGGATATGTACAGATATAACAGTTTTCT
TCTAATTACAAGAAGGTTGTATCCCAATAAACCCATTGTATTAGATGTTTTTCTTGTTCC
TATAACCATCAATCTAAGAAGAAGCAATTTATGGAAGATAGATTTTATTTTGCCTCACAC
TTTGAGGGGATACAGCCCACTATGGTGTGGAGAGCATACCAGCAAAAGCATGAAACATCT
GGTGACATGATATCTGTAGGGCATGGGGCTGATGCTAAGGTCCTGTTCACCAATTGGTTC
TTGATCTGTCAATAAAGATGCTAGTAGCCAATGAGCTGGGAAAAATAGGTGGGACTTCCA
GGTCTCACCACCACCTATGTGGGAAGCCACATGTGCCGTTGCAGAGTGGCACTGACTACT
GCTGGCCACCACGCATAAGTTTGGACAAACAACCAATGTGTACATATGCAGTAAAGTTTT
TTGCAAAGACACTGCCTGGCCCGGGCATGATAATGAGGTTCTGTAAGGTACTGAGAGTAT
AACCAATCAGATGTGAGACATGCAAATGAGGTATGATAATGAGGTTCTGTAAGGTACTGA
GAGTATAACCAATCAGATGTGAGACATGCAAATGAGGTATGATAATGAGGTTCTGTAAGG
TACTGAGAGTAACCAATCAGATGTGAGACATGCAAATGAGGTATGATAATGAGGCTCTGT
GAGGTACTGAGAGAGAGTAGCCAATCAGATGAGGAACATGCAAATGAGGCATAGTGCATA
ACCAATCCGGGTGTAAGACACGCCTCTCCTAGGCCTATAAAAGCAGCACCAGTTCTGGGC
TCAGGGTCTCTTCGCCTCTACAATCAAGCTCTTCCAATAAACGTGTGCAGAAGGATCCTG
TTGCAGCATCGTTCTTCCTGGCCAGTCGAGCGCGCGCAAGACACCACCACCACCACCACC
ACCACCACCACCATTAACAACAACAATAACCCTCCACACCCTGCAGGCAAAGCTAGCAGA
TTCAGGAGAAAGAGGGAAAAAAGGAGTGTTCACCATGCTTTGGAGGGAGAAAAGCTAACC
AGCCATGTGAGATCTCGGGCAGAGCAGCCACAGGTGGAGGTGGGATGTAGTGATGGGACT
GAAGGTGGCTGAGCCACTCAAGTTGAGGGCAGGTTGAGAAGTAGATTGGAGGTGTCCAGC
AGTTGAGCCAATAGTGCTGGTTGAAATTAATTAAATGTGTGTGTGTTTCATCTGGGAACC
TGGATGGGCGCTGGTAGTGTGGCCTGTTCCTGGAGCTTAGGCCAGGTAGCAAAAGCTACA
TGCAGCAGTGTCTGGCTCATTTTCTCCTTTCATTCAGTACCACAGCCCATTGGGGTGACT
CTGCCCACATCTTATACCTGTTCATTTAACCCTTTGTGGATGCACCCAGAGATGCATTTC
CATGATGATTATGAATCTAATAGAGTAGACAACGAAGAGTAAGAATCACAGTCATCAAGA
GTATCATAATTTGAAAATACATAATTTTACTATACCTAATGTCATAAACACCTGCTTAGC
CACAGTAAGTACACTGTAGAAAACTGACCGCCACCCAAAAGCTCAAGGTACTTTTCTTAC
CAAGTATCACTAAGAAGATCAAAATCCCAAGTATTACTTCTACTGCATGTGCATTGCTTT
AACATTACTATCAAAAGTGGCTACGTGTAACCACTGATGCTATACAAGGAACTGGTTTTA
CATTATGGCAATCTGAAAGTTTGACTGCCATCTGCAAACTGAAAACTAGGAGAGCCAGTA
TTGTAATTCAGTCTGGAGTTCTGAGAATTTGGGTGGAGCAATAAAATGGTATGCTTATTA
AGCCCTGAAGTCTCAAAACTGAAGGGCCAGGAACTCCCATGTCCAAGAGTGTAAGATGTT
CATGGAGAGCCCATAGAAAAGCTACAAATAATGATTCACAGGCTGTTTGGGCATCTCGTA
GGTCAGGCACATTGTATGTACACTCCATCTTACATCTTGTTGATGATATAAACTTCTATA
AACTATGGATATGTCTCAGAAAATAAGGTGGAGAGTGAGAGAAAGATACCCGACATTGAA
CTAACTCTCCACACAAGTGCCCTCTTACACCCATGTATGCAAAAATACAGCTATAATATT
AATAGTGCAGGCTAAGATTGCTCAACCTTGGGCAACTCTTCACCAGGGAAGGGCCCTTAC
TCAGTGGATCAGTAGCAGCCTCTTCTCTATTTGTGACAAACAGAAATGTCCTGACCATTG
CTAACCATTGCCTGGGGAGCCAATCTCTCTGTAGTGGAGAATCATCAATATAAAATAAGT
TAAACCCCACAGAATCTGTATCCATCACTTATAAACAGGACAAAAACCTTAAAGAAACAT
TCTTTAGGACATTTTAAGACCTCTGTCTGATGCAATGGCCTCTCATGTCATTGACAAATA
AGTGTAGCTCTGACATACATCTTCATTGTCTCACTTCTGTCTCATTCATTAATCTAAACA
AAAATATCACCAGGAATTTGTGTGAGAGCTGGCTTTGTTCATCATTTACAACCATATGAC
AGTTCAGGACACAGAGTTCTGTAAAAATCAATGGAAACGTTCTGTGAGAATCAATTAGAT
ATATTGTTAATTTCTAAGGATGTAGTTGCTAGGAAACTGTAAACAGTTTTGCTAGGGCAA
GGTTGGAATGCCACGAAGAGTAAGATGGATTTGCAAGAAGAAATTTGAATGGCCGGCAGT
GAAGAGCAAGTCCCAGGGCCTCCAGGCTGCTAATTTTCTACTCTGAACTTTCTAGACTAT
GGCTTGCTCTGGTTTTCTAGAACCACAACTAAGTCTTCATGCTGCAGGGTTTCTGAAACC
AGGGTGCATCCTGTAACTGATGTGGTTGCCGTAAGTATAGTGGTATTTTACCCTGAGTCT
CTCTTCAGATCAAAGTATCCCTCTTCCACGTACTGGGAATATGGCTCCTGAAGGTGCAAG
CAGCATCCCTTCCAGAGTGTGGCCCTGGCCCTCAGGCACCCTCTTCATCACACAGCCCAT
CCTAGCCAATATCTCATGTGGAGATTTAGAGGTCTTAATTCACTGCTTCAATCTAAGGAT
CACAGATCTCATCACACCCTCGTTATCCTCTGCCAAATTCTGCAGATTTGGAAATTTCTC
ATTTCCTTACTGAGGTACTTCAAGAACACTTCCGAAGCAAAGGACAGCCACTTACAAGCA
ACACGAAGAAAACACTTTGACCAAAAGACACAGGAAATTAATAAACAGGCATTCTAGTTT
TTAGATCAGTCATGTTTGTAAGGATTGTTAGAATTATTCTAGAGCCTGACCCGAGGCTGG
TAACAGAACTGATTTTGAGACTGTTTAAGATTGTTGGAAGTTGAGAAGCAGGTCTTGGGC
AGGAGGGGCTGGGAGAGTCTACAGATATCAGTCTTCCGTTTGAAGCCCATGCTGAGACAC
CTGTTAAGAACCCGACTGCCATGTTTTCTTGACTTTTCCAAAAGGTCAGATGAGAGGCCA
CCTGTAGGTCGCTGAGCGTCCTGCCCTTGCTTGACAGTTCGTGTCCACTGCTGTCTTCTC
TACTCTTCACCTGAAGCGTTTACAATGGTTCCTAGCAGTATCTCCGCAATTAAAAAGAAA
GTTTCAGAGAGGAAACCTCAAGGTCAGGAAGAGGAAAGAAGCAGTAGCCAGGCCTTCTAA
CAGACTGGAAGTATCTCCTGCAGCCTACTGGTCATGAGCCTGAAAACCTCGGAGAGGTGG
GGGATTTCCTGCCAGAAATTTAAGTTATGAAAGTGACCAAACAACTCCAACATAAGAGTG
ATGCAGGGGACCCCATTTACAAAGGCATCATGTTCGAATCTCTTGCTATTGAGAATGACA
TGTTCTTCAAAAGGTCACCTTAGCTTTATGTAAGTCATAATTCATTTATAAAATACCATA
ACAAACATACTACATATTAGTATAAACGTGCTTTTTGAGAAATAACATTTTCAAAAACTC
AAATGAACATAGTAGCATTATTTTATGTTGTTTAAAACCTTTTTAATGTCTAATACAAAA
TTTCTTTCATGTCTACTTCTGCATTCAATTGAATGTAATATCTTTAGTATGTTCTTATGA
CAACTCTCTCTGTTAACATACCCCAAATTAAGCAGCAATAGTTTTTCAAAAGTTAATTAT
CAGGCTGCAGAGATAGTCCTGTCTATAAAGCGCTTGGCATGAAAGCAAGAAGACCTGAAT
TCAAACCCTTAAGCATCCCACCCCCATCCTTTTTAAAGCTGGGCATGGTGGTACACATTG
TACTCCCAGTGGAGACAGACCCATCCCTGTGTCGGCTTAAGTTTTTCAAAACCTACTTTT
AATAAGAGTTCTCAAAAGTTTCAACCCTCCTTCTATTTTACCATACAAAGACAGGGGAGA
AAAGACAGTAAATAGGACAAGGGGATGTGGACCTGTTTAGAAGTAGTTCTTTGAGGTGAT
TCCAATTTCTGTTTGTCAGGATAGCAAACATGAGTCAGCAGCGGTGGATGACCCAGCAGA
AACAGCCAGGCCTCCGCTGAATCTGGGCTGAATCTGCATGAGTCAGAGAGAGCAACCAGA
ACCAGCAGGGATGCCAGGAGTCCTTTGCCATGCCTCTCTCAAGGGAGTGAAAAATCAGTG
AAGGCATGAGACCAACAAAGCATTGCAAAGCTAGCTATGGAAGTGAGCCTGTCACTGTCC
ATTGGGTCCTATTTATACTCTCTCCAAACATTACCTGTCCTGCCATGGTCTTGCCTCGGC
AAAACACCACATGAGTCTGCATCACAAGACCCAACCAGAAACTTCCACTTCGTCCCTGAA
GCCCACAGGCCAGCCAGCTGAATTTCTTTGGAGACATCCATCCATGTCAGAAAGAGATCC
TATCTTTCACAGAAAAGTGTATGGCACCTAAACAATGACACTCAGTGTTGCCTGCTGGCC
TCCACATGTGACACACACACACACACACACACACACACACACACACACACACTCCTACTC
AATCAGTATTACTTCTGAAACTATGCTGATGAACAGTTCATTCTCTTACATTAAAAACCC
ACTTGTTCATCTTGAGCTTTGAATAATTTTTTTTCTCATTTGTAATTTTGTGACATCATA
ACTGGTCATTTGGAAAATATTGGTTCATTGATATATGTATATCTCACAAATTTTGTCACT
TTTACTAGGCAGTATTTTAAAACCCCACTCATTAATATCACCATGTCTCATCAATGACAT
AGACTGATGTGGCTGGCTGGGAACTCATTGTGTACCTAAGGCTGAGCTGGAACTTCTGAG
CTTCTGGCTTCCACCTCCCAAGAGCTGGGGCTGCACTATCAGTTTCACACATAGCTGGAC
ATGGAACCCAGGGCTTTGAGCATGCTGGACAAGCACTCTACCAACTGAGTCTCATCCCCA
GCCCCAGAAAACCCCTTTAATGACGAGGAAGGGATCAAACTCTTGATGACAGATAAAATT
TTCCAGAATGCTCATTTTCACTGCTGGTTCACATTCCACCAGGAGTTACAAATGCTGGTA
GATGCTTAGGGACCAGACCCAGCTCTTTACAAGAAAACATTTGCCAAATATGCAAGTGTG
GGAGCTATAGTTCTGAACTGGTCCCTTCACTAAGCACCTGACTCTCTCGATGCATCCATT
CTCTAAGGGCTCCCATAATACCCTGTGTAGGTACTTCATGCTTCATCATACAGAATATTG
AAAATGATATCTACTCAAGTGTCAAGATTTGATAAAATGTCTAAATCTTGCTGCTTTGCC
AAAGCTGTTTATGTGCAGCTAGATTTTGTCTTCCTTTCATACATGGCAGAGAAGAGTGAG
GGGATTGGTGAGTCCTGTGTGGTGGTTGCTCTCATGTCTTCCCCATGAATGGCACCAGAA
AGGGCACATGGTGTCCATTATTGTAAAAATAGCATTAACTTCAGCTGTCCTCTAAGTTGG
TCACGCTTTGAAAATCACTGGTCTGAGAAATCTCCCAGATGATAAAAATTTTTTTGGCAA
TTACTCTGTTGCACTTTATGAAACAATTATAAACTTAACCCTGAAAACTGGCCACATGAG
CAAGAAGGATGCTGTGCTGTGGCTGCACTTATGGATGGAGATTAGAAAGCTGCTTCTGAG
ATATTAGCATAGGAAATTTAGCAGTATATAAAAGCACACCAAGAATTTATTACAGAATAT
CTAACTAAAAGTGAATTACATGAACAAATTAAAAGAGAAATAACAAGTAATTATATATAT
TTAAAGCCCCAAGAAGGCACCTAATACAATTTAGTGCCTGTTGTTAATAAAAACTTGAAG
TAAAATAAATAGAAGGGAAATCATGTAAGCATGATAGAGATTTAACAGCAGACATAATTG
TAGGTGGTGAGATGGCAAGGCACACATCATCACTGTCATAATTCAACCTTTTTGGTGTTG
TATGAAAGAAATAAAACAAATCATGGGTGTTGTGTTGTCAGTTTCTATGCCTAAGGCTCA
AGGAACATTCCAGAAATGGGGCAGGGAGATTGTAGAAGCAGAGGACCAGGATATCTGCTA
GGAGATAGTCTTCCATATATGACAAGGAGCTGCATTCATGAAGTAGTAACAATATGGCCA
CCCAAACAAGACCTGTGCAGTGATGTGGTTGATATACCAAAGTGGATGGAGGAAACCTCA
CAAAGCACCCACCCATAGATAAAGGGCTATAGTCAACTCATTGTTCCTATGAGAGAGGTA
AAACTGTTTTTTTCTAGGGGTGAGACCCCTGAACATCCAATCCCAAGATGTCCCATATAT
ATATACATACACAGAGAGAGAGAGAGAGAGAGAGTGGGAGGAACCTGTGTGTGTGTGATG
TGTGTACATAATTATGGGGTGGGTATGTAACAATGTTAATTAAAGTGTTGCAATGAAGTT
GAGATGCAGGGGGCATGGGGCATGGGAGCCATTGAAGGAGGAAAGTACAGAGTGGGGGTT
ACATAAATACAGTATTCATGTATGAAATTATCAAAAATATAAAATAAGTGTATATTGGAA
AGAGTCTGAGTAAAGACTTACACGAGATTGGTGAAGAATAGAGAAAAAGACCCAAGAAAG
GAACTGGCAAAAGACAGTCTCTGTAAAGTCAATTTCAGAGACAGTAATTGTCTTAGTTAG
GGTTTACTGCTACCATGACCAAGGCAACTCTTATAAGGACAACATTTAATTGGGGCTGGC
TTACAGGTTGAGAGTTCAGTCCATTATCATTAACACAAGAAACACAGAAGCATCCAGTCA
GTCATGGCACTGAAGGAGCTGAGAGTTCTACATCTTCATCCAAAGGAAGCCAGGAGGAGC
AAACATCACAGTAACAAAGTGCATGCTTCACTCTAATGTTATGGAATAAAGTTTCAAAAT
AGAAGAAAATAATCTTCAAATTCATATAGAAGGGGAGGCAAGAGAGATGGCTTAGCAATG
AATAGCACTTGTGGCTCTCCCAGAGGACATAGGTTCCATACCCAGCACTCACAGGATAAC
TCACAACCATCTGTAACTCCAGTTCTGGGGGACTCAATGTTTTCTTCTGTCCACCACAGG
CACCAGGTGCTCACATAGTACACATACTACATACAGGCAAAATACCACACTTGCACATAT
AAAAAGTAGACAACTCTGTAAAACTCATACATAACACACACACACACACACACACACACA
CACACACACACACATAGGCTATTCCTGGTTGTCAACTTGACTATATTTGGAATGAACTAC
AATCCAGAATTGGAAGGTTCACCAGTAACCCTTATCTGGAGGCTGGGAGATAGAAGTTTC
TGATCTGGATCTTGAGGCATAGTGGCTATGGATTCCAGAAGATTAAGACAGGGAGATCTC
TGAGTTCAAGGTCATCTGGGATTAAAGGTGTGGTGGAACACACCTTTAATCTGGGCTACA
CCTTCTGCTGGAGACCATATAAGGACATTGGAAGAAGGGAGTCTCGCTCTCGCTCCTTCG
CCTGCTTGCCGTGTGGGACTGAGTAACTGCTAGATCCTTGGACTTCCATTCATAGCTACT
ACTGAACCATTGTTGGGAATTGGACTGCAGACTGTAAGTCATCAATAAATTCCTTTACTA
TATAGAGACTATCCATAAGTTCTGTGACTCGAGAGAACCCTGACTAATAATATATATATA
TATATATATATATATATATATATATATATATATATATATATAATTCCAAAAGATTACGAG
AAAGCATGACTCTTTTTCTAAATACTGAGAATTGAACCCTGGGCCTTGAATGTGCCCCAC
CACTGAGCTATGTCCCCAGACCTTCTTTAATATTTTATTTTGAGACAGGGTCTCACTGAG
TTGTCCAAGTTGGTCTCAAATTTTTAGTCTTCCTGTCTCATCCTCCCAAGTAGCTGGGCC
ACAGGACATGGATTTTTAATACATAGCACACTGCCAACTACAAGAACCCATCATAAATAG
CAGTAGGGGAGGAATAAGAGAAAGGCAGATGGGTGGGCAGACATAACATAAAAAGACATG
AAACAAATATTTCCACTCTGTGACAAGCAGCAAGACTATAGATCCCCAAGAGAGAAGCTA
TGATGGGTGAGGCCTCACCCTGAATTACTGCCAAGGCAATTTGCAGAATCCAACACATGT
AGAGTCCAGTTGTGATTAATCTTAAGGGGACTACATTTTGAGGAAAAGAGAGGGTGCGAT
TTCCACAATTGTTTAAACAATTGGCTGAATTTTGATCTGTATATTTGTGTATAACCCCTC
CCACCCCCCATACAGCAGTAATGCAAACAAAACCCAGAACTTACACATGGGAGATAAACA
CCAGGTTTAGGAAAGAGTCCTCAAAAAGAACTTATCCAAGCAGTTGGGGCTAAATTATCC
TGAAACTGTGGGGGGTTCTAGCTCACCCTACTCAAGCTTAAAGGCTTCAAAATAGTCAAG
CTGACGGTGTGTGACTTGACAGCCTGTTAGATAAAGGGCTGGTGTTTTATGTATTTATTT
TTGTGTATGGGATTTTTTGAGGACGTGCATGTCTGTGCACTACACGCACGGCTGGTACCC
ATGGGGACCAGAAGAGGACATCAGATCCCCTAGAGCAGGACTTACTGAGAGTGGCTGAAA
GCCAATATATGGGTGCTAGAAACCGAACCTAGGTCTCAGCCATCTCGCCAGCCTCCAAGG
ACAATGTTTCTACATGGATACAACACAATCCACTACTTAACACTATTTAAAAAAAACAAA
ACAAAACTGTGATGTCCTGCGATACAAACAAAATTATCAGGTGGGCAAGAAAATATAGTC
TATAAAGAGAAATTTTTAAAAATCAAATAAATGACAAGGATGGTGAATAGGAAGCCTCTG
AAGCGGTAGGTACACATGTGTCTCTGATGCTCCAGTGGCACATGCATGTCTCTGATGCTC
CAGGGGCACATGCATGTCTCTGATGCTCCAGGGGCACATGCATGTCTCTGATGCTCTAGT
GGCACATGCATGTCTCTGATGCTCCAGGGGCACATGCATGTCCCTGATGCTCCAGGGGCA
CATGCATGTCTCTGATGCTCTACTGGCACATGCATGTCTCTGATGCTCTAGTGGCACATG
CATGTCTCTGATGCTCTAGTGGCACATGCATGTCTCTGATGCTCCAGGGGCATATGCATG
TCTCTGATGCTCTAGTGGCACATGCATGTCTCTGATGCTCTAGTGGCACATGCATGTCTC
TGATGCTCCAGGGACATATGCATGTCTCTGATGCTCTAGTGGCACATGCATGTCTCTGAT
GCTCCAGGGGCACATGCATGTCTCTGATGCTCCAGTGGCACATGCATGTCTCTGATGCTC
CAGGGGCACATGCATGTCTCTGATGCTCCAGGGGCATATGCATGTCTCTGATGCTCTAGT
GGCACATGCATGTCTCTGATGCTCCAGGGGCACATGCATGTCTCTGATGCTCCAGCGGCA
CATGCATGTCTCTGATGCTCTAGTGGCTCATGCATGTCTCTGATGCTCTAGTGGCTCATG
CATGTCTCTGATGCTCTAGTGGCTCATGCATGTCTCTGATGCTCCAGGGGCACATGCATG
TCTCTGACGCTCCAGCGGCACAAGCATGTCTCTGACGCTCCAGCGGCACATGCATGTCTC
TGACGCTCCAGCGGCACATGCATGTCTCTGACGCTCCAGCGACACATGCATGTCTCTGAT
GCTCCAGCGGCACATGCATGTCTCTGACGCTCGAGATGTAGAGGATGTAATCTAGGCAAT
GAATGCTGACCATAAGTGTGCTTAGTGTGAGTAAACATAGGTATAATGTCAATTAAAGGT
TATTAAATATTAAAAAGAGTCTTCAAAACCATGATGCATAGAAAAATGAAAGAAAACCGA
ATATAACACAGATTTGCAAATATCATCTATGAGGTAAAAGTGACCCGGGGTATGCTAGTA
ACAGCACATAAAAAGTAGAAGAAGAAAATACAAATGAATTTGAAGACAGAGTTGTTGGTA
CAAATGATCCTAAAGAAGAATAGAAAAAAAAAAAAAAAAGAGGCTGCAAACAGTAAATAT
GAGGGCATCATTGACTAGTGAACAGGATCAAGCGTCTGACTTATCTGTAATAGGAGTCCC
ATTCGGGACATTTTGAGAAATATAGCCAATTTTTCCAAAAGTGATGAAAGTTAAAAGAAA
CACAGATCCACAAAACTTCTGAACCCAGTAGGAAAAACATTAAGGCAGATCGTAATTAAC
TTCCCGAGAAGCCAGGGATGAAGCCAGCAGCTCAGTGGTGCCTTCAAGAAATCATCACAG
GAGTAGGAACAAAGGAGAGCTGTGCTCTTCCTCTCAGCACGCACGACACAAGACAGAGGA
GTGACATTGTGAGGGTGGTGAAGAAAAAGACCCTGTCATCCTAGAATTCTATTCTCAGCA
AAAAACCAAAAAAAAAAAGGAAGGTGAACCAAAGAGTGCTTCTTTCAGACGAAAGTCAAA
GGTATTCATTACCATCAAAACTGTACTGTAAGAGATGTGAAAGACGGGTCTTAGAACAGA
AGAGAAAGCACGAAAAAGCAGGAGAACCAAAAACATGCTAAAGATACAGACAAACAGAAA
TAAAGCTCCACGGTTTTTTGGTTTCTCTAACAGCGAATTTGCTACTTACATCAGTAAGGA
TGTAGAATGAACGTTCCCAGCAGGTGCTGTGGTGAACTCTCATAACCCCCGCACACAGAA
GTGAGAAGGAGCTTGAAATCAGCCTGGTACATAAACACACACACACACACACACACACAC
ACAAATGTAAATAAAGTCTGCTCAAAAAAGCAAATTGCTTAAATAGAGCATCCAAGTGAG
TTTATGAAATAGAGCTATCAGCACAGTCTACAAGAACACTATCTAGGATATAAAGAAAAA
TATCGCGAATTAAAGGTAAAAGGATCGGTAAGTAAGACCAGCGTCTATAACCCCCTCAGG
AAGCCACTAATGCAGATTTAGAATGATTATATTAATTTAAACAAAGTGGCAAGTGCCACT
GTCCCCCGGAACAGTATGCTGTCAGCTATGGTTAATCTTAGCATTTTCTTTAACAGCGCT
ATTGATCAGCCCTTAAGCTGTGTCTCCTTTGAGCTGTTTGCAGACAAATGTCCAAACACC
ACAGACAACTTTCATGCTGTATATGGTGATTTGAATAAGTTCAGCCCCCATAGCCTCATG
TGTTGGAATCTTGACCCACAGCAAGTGGCACTGTTAGCAGGTATGGCCTTTGTTAGGAGT
AGGTGTGGCCTTTTTGGAGGAAGTGTATCACTGTGTAGTTGGGCTTTGAGGTCTCATATG
CCTAAGCACTGCCCAGTGTGGAATCAGAGCCTCCTTCTAGTTGCCTGCAGAAGACAATCT
ACTCTTTGCTCCCTATGGGTCAAGATGTAGAACACTTGGTTCCTCCAGCACCATGTCTGC
CTGCAAGCTGCCATGCTTCCTGCCACGATGATAATGGACTGAACTTCTAGAATGATAAGC
TGGCTCCAATTAAACATTTTCCTTTATAAGAGTTGCCTTGGTCATAGAGTCTCTTCATGG
CAATAAAACCCTAACTAAGACACCATGAGTACGAGAGAGAGAAGGGGGCATGGGGATTTG
GTTACAAGGATTTCTGCTTTCACACACTCATTCACAACAATTTTCACAATAATTATACTG
TGATACAATATTCACATATTATATCACAGGATTCATATGCCAGGTTGGTGACTTCATACA
CCATAAAACAGCATTAGCAGCAAGTCTATCTATGGGAGAAATCTGAGGATGAGAACTTCA
TCTTGAAGTTGGTATCTTGTCTGTGACAAATACAGGACAAAACAGAAATTGTTTTTTTTT
TTTTTTTCCTCTCATTCATTTAATCTCACTGAGCGGTTCAAGGACAAGCCTGTGTAATCA
GGGAGGGTAAAGGGTACTGTTAGCAGCCTTGAAACCAGGGAGAGCTTTGGGTCCAGAAAG
TGCAAGGCCAGCAAGACCATTGCTGTTGCCAATGGTGGACAGCTCAGAGATTTTTGACTT
GTATACACCCTCACCACCAGACTGTCCCTTCCATAGCTCGGGAACATGCACTAAGGCAGG
TTTTGGGGAATATTAAAAATATTAATAATGAATGGAGAGATGACTTACCTGTTAAAGGAT
AGGTTCACAACCAAAATATTAATCTATTAATAAATCAAAAGGAATTAAAATTATGCAATG
TATGATGTCTAACAACAATGAAATTAATATACAAGCCACAGCAAAGCATCTATAAAAGCA
TGCCAGTATCTGGAAATTTAAATAATAGCTTCTAAAAAATCCCAGAGAGTAAGAAAAGAA
GTCACAATTGGGCTCAATTATATACATTCAGTCCCAGCACTTGGAGGAGCACTGAGGCAG
GAGGATCTCTAGTTCAAGGAGACTTGACTTCTAGTTCAAGTTGCACAACTTGCAATCCTA
AGTAAACAAACTGGAAAGAAGAGAGGGAGGGAAGAGATCGGGAGAAGGGATAGGGAACGG
GATCGATGATTTCAAACTGAATAAATCAGGAAACAAACTCTGTAGGATGGAAGCAGAAAT
TTCCAGGACCTGAGAAAGGGCCCAACATTCAGGCGAATATTGATGCTGATTCTGTAGTTT
CGTCCAGGAAGCTGAAGAGGGGACACTTTCCAACTCATTGTTTGAGGCAAGTCTTCCCCT
GACACAGACAACAGACAAGGGCAGTTTAGAAAAAGAAAACTGCAGATCACCATCTCGTGA
ACTTATACATAAACTGTCTCAACTGCACACTGGGTAGAGGACACACAGGAGCTGCTTTGG
TTTGCAACGGTCCGTCAGCGGAGATGAGCCAAGCTGAAACCAGAGTCCTCAGATCCAGCT
CTGCGCCCGAGTCTCGATGTTCTGTTTGAAGTGCTCGGGCAGGAGTCGCCTGATACCTTT
GATACCTTTAGATGAGTCTCAGAAGTTATAAACAGGAAGAGATTAAAAAGTGGTTAAAGT
AAGATCAGGTCCCACCACCAGCAGGTGCCACCAAAATCAGACAACACCCAAGGTGGCCTT
ACCCTTGGCTGGTGCAGGAAGTGGGGCTGACTCATTAGTGCTTGAAATTAGGTGACCAGC
CATAGTGATGTTATGAAATCCAGGACTGCGCCTGTATCACCAGCAGGCAAACCCAGCACT
GACATGACTGTCCTACTGTATTTCAGTTCCTTCATCTATAGTACGGGAAATCCTAGTGCC
CGTGGGATGGAATTAGTGTGTTGATTTAAGATACTGTCGGGTGTGCAGAGAAATCACGCC
TCCAATCTCAGCACCTGGGAGACAGAGGCAGGCCGATCTCTGAGTCAGGCCAGCCAGAGT
GAGTTCCAGGATAGCCAGAGTGAGACCACATCTTGTAAAACAAAACAAAACAATATAAAT
AAATTGTGCATATAAATGAATAAAACAAGATTGAATATGGAGTATGCATTGTACAGGTTT
TACATGTCAGTTCAGCTCTTTTCCTGTTTCTAATTCAACCATCCATTCTTGTATTCTTCC
AACAAACACTCATTTAGCACTTCTGCTGGCAGCCTAGTTGATGGCATTTTGTTATTGCTA
CTTTTATCTTTTTTTAAAAAAGATTTATTACTAAGTACACTTTAGCTGTCTTCAGACACA
CCAGAAGAGAGCATCAGATCTCATTATACATGGTTGTGAGTCACCATGTGGTTGCTGGGA
TTTGAACTAAGGACCTCTGGAAGATCAGTTACTGCTCTTAACCACTGAGCCATCTCTCCA
GCCCCCTACTTTTATCTTTTTAATTCCCTTAAAAATGGCCGGTGCCAATTTCCCAATCAC
CCTTACTTGTCCTTTCTTCTGTCTTATTTTTATTCCATAAGCATTCCAGTCAACCAATGA
GTTCAAAGTAGGGCTAGAGACTTACATCAAAGAAGTGACATTGACCTGTCATGTAATAAA
CATGGGCCTGCCAACAGTAATCTAGAAAAAATACAGAAGACTGGATAGAAGAGAAATACG
AGGTGGTGTTTTCACTGATGAGCATACAAGACCTGAAATTTGCAAAGGATGTATTTAAGA
TAGCAATTTTGAAAGAAACTTAAGAGACAGAAATGTGTCAAAATGCAGAAATACATTCTA
AACTGTAAATCATAGTATAGTATCAAAAATAACGTGCTTCCTACATGGATTACTGAAGAG
TTTCATAATTAAATACATTTGCAGGGCTGGAGAGATGGCTCAGTGGATAAAGATGCTGGC
TGCACATGCCTGACAACATGACTTGAATCCTTGGTACCCACAAAAAGCATAGATGTGATG
GGCTGCGTCTGCAATCCTTCATTTCTATAGTGAGATAGGAGGCAGAAGCAGGAGAGCCGA
CAAGAAGCTGGAAGGCCAACCAGCCTACAATTCATTGTGAGAAACGTTACGATCCCCCGC
TCAGTACGGAGGAAGGAGAGAACTGTTTCCAAAGCTGTCCTCTGACTTCCGTGTGTGCGT
CTCAGCACATGCACATGCATGCCACACAAAGAAGAAATAAAGTAATTTTGTACATTCTTA
CATAATTATTTCTTACTTATGAACCCCTAAATTTCAGTCTTAGGATTCTTGAACATTCTG
AAGGGCAGAAATCATGTATTGTTTCAAGTTTAGATTTCATTTTTAATTCCATTGGGTTGG
AGAATTATCTAAGATTTAGTAATAGGTATAGTGATTGGTAGGTTTAGACTTGCATTTTCT
CTTTGATTTCTAAGCCCCTTCATCTTTCACAGGGGAAAACATTCACAAAGACCAGAGTTT
CTCAGGCCTAGCTGTTCACTAATGTTAACTGAGCATATGTGAAAACTGTTGATTCCAAGA
CCTAACCCCCAGTCTCTGAATGAAGAGGCCAGGCATCAATAGTTTGCAAGGCTGCCCTGG
GATGCAGGGATGCATCCAAGTGTTGAGAATCACTGGTAGAAAACGAAAGGTTGGCCGTGC
TGAACGTCACACAGGTACTCCGTGTACTGCTTAGCTTAGCCTTCGTCCGCAGTGACTGAG
TGGCTGCCTCTTGTAACACACAGTACTAAATGTCAAATGTCACGCTGCCCTTCGAGTACA
GCACTCTGATGTCCACTTTCCTGGCTGTGGTTAATCAAGTAGCTTGTTTTAGAGCTATTT
CTGTTTGTTTGGGTTTTTCATTCTTGAAATTTGGTCTTGCTAATATAGCTGGTATCAGCA
TTGAAATCCTCCATTCTCCTCCTAAGTTCAGGAATTACAGGCTTGGACACGGCTGTAGTA
ATTATTTAATCTCAATTGGGGGTTCATGCCCCGCCTTTTATTGTTCAGTTCCCAGATAAA
AGACACAAAATCTTAATATTTACAATAAGTCTTTAAAGCACTAGAGCTGGACAGATATCT
ACCCTCCATGTTTTTAAAATCTACTCCCCATCAATAACCCTGTTTTGACTTGCCATGTTT
CATCTGGGCTGCTCTTAACTCCAACTAGCCAGGCTCACAGCCATGTTTTCATGACTTACC
TGCCCCCATCTTGTCTTCTCCTCTCTCCACCTTCTTCTCGCCTTGGTGGTCTATCCTCAA
ACCCCAAGCCCAGGAACTGAGATCCATCTACCTCTCTTCTGCACAACTGTAAGATGTAGG
CATCTTAACTCAACCAAAGTCTTAAATTAAGGAGCTAGGTTACATAATAACACTTCCTCA
TCCCTGGGGGCAACCAGACCTTGGGGGGAGGGCAGTATTTAGCATTACAATACATAGCAA
CAGACCAAAAAAAAAAAAAAAAACCCAACATGACACCATGCCTTCTGACTTAAAATATTT
TGTGTTTATTTAAGCTGTCTAAAAAAAAAAAAAAAAAAAAAAAAGTCCTTTCTTGGGCTG
GGGCTGGAGAGAAGGCTCGTGGGGAAAAGCCATTGCTGCTCAGTTCTGAGGGCCAGAGCC
CAGCCCCCACAGTCAGGCTGCCCACAGATGCTTATAACTCCAGCTCCAAGAGATTGGATA
ACCTTGTCTAGGCTCTGTGGGATACACAAATACCCATGCATGCACACAGACACATACACA
TGCATAGATATTTTTTAAAGAATATTTTTTTCTTTTTGGCCAACACCCACTTATTAGTGA
GTACATACCATGCATGTCCTTTTGGATATTATCTCACGCAGGATATTTTCTAGTTCCATT
CATTTGCCTGCAAAACTCAGGATGTCCTCGTTCTTAATAGGTGAGTAGTACTCCATTGTG
TAAATGAACCACATTCTCTGTATCCATTCTTCTGTCATGGACATCTGGGTTGTTTCCAGC
TTCTGGATATTATAAATAAGGCTGCTATGAATGTACTGGAGCACATGCCCCCCACCCCCC
GGCATGGTGGGGCATCTTTTGGGTATATTCCCAAGAGTGGTATAGCTAGGTCTTCAGGTA
GATCTATTTCCAATTTTCTGAGGAACCTCCAGATTGATTTCCAGAGTGGTTGTACAGTTT
GCAATCCCACCAGCAATAGAGGAATGTTCCTCTTTCTCCACATCCTCTTCAATATGTGTT
GTCATCTGTGGTTTTGATCTTAGCCATTCTGATTGGTGTAAAGTGGAATCTCAGGGTCAT
TTTGATTTGCATTTCTCTGATCACTAAGGACTTTGAACATTTCTTTAGGTGCTTCTCAGC
CATTTGATATTCCTCGGTTGTGAAATTACAGAGGCTATGGAGCACTCACAAAAAGGGACC
TAACATGACCACACTCTGGAAGACCCAACAAACAGCTGAAAGAGTCAGATGCAGATATTT
GCACCCAACCAATGGACAGAAGCAGCTGACCCCTGTTGTTGAATTGGGGAAGGCTGAAAG
AAGCTGAGAAGAGCGACCCTGTAGGAGGACTAGCAGTCTTAATTAACCTGGACCCCTTAG
ATCTTTCAAACACTGGACCACCAAACAGATAGCATACACCAGCTGATATGAGGTCCCCAA
CACACAGTAGAGGACTGCCAGGTCTGTGTTCATTCAGAGGTGATGCACCTAACCCTCAAG
AGACTGAAGGCCCCAGGGAATTTAGAGGTCAGGTGGGGTGGGGGATGGGGACATCCATGT
GGAGACAGGGGGTAGGGAGGAGGTATGGGATATTGAACAGTTGGAGGGTAGATGTGGGGG
AGCAATAAAATATGGAGTGTAAAAAAATAAATAATTAAAAAATTTTAAAGTGGATATTAG
CTCAGAAGCTCAGAATACACAAGATACAATTTGCAAAACACATGAAACTCAAGAAGAAGG
AAGACCAAAGTGTGGACACTTTGATCCTTCTTAGAAGGGGGAACAAAATACCTCCCAAAA
TCTGGGAGGAGTTACAGATACAAAGTGCGGAGCAGAGACTAAAGGATGGACAGAGACTGC
CCCACCTGGGGATCCATCCCATAAACAACCACCAAACCCAGACACTATTGCAGATGCCAA
CAAGAGCTTGCTGACAGGAGCCTGATATAACTGTCTCCTGAGAGGCTCTGCCAGTGCCTG
ACTAATACAGAAGTGGATGCCCACAGTCATCCATTAGATGGCGCATAGGGTCCCCAATGA
AGGAGCTAGAGAAAGGACCCAAGGAGCTGCAGGGGTTTGCAGCCCCATAGGAAGAGGAAC
AATATGAACTAACCAGTACCCCCAGAGCTCCCGGGGACTAAACTACTAACCAAAGAAAAC
ACATGGTGGAACTCGTGGCTCTAGCTGCATATGTAGCAGAGGATGGCCTAGTCAGTCATC
AGTGAGAGGAGAGGCCCTTGGTCCTGTGAAGGTTCTATGCCCCAGGGCCAGGAAGCAGAA
GTGGGTGGGTTGGGGAGCAGGGAGAGGGGAGAGGATAGGGGATTTTTGGAGAGGAAACTA
GGTAAGGGGATAACATTTGAAATGTAAATAAAGAAAATATCTAATCAAAAAAGACTATTG
AAGCCAGGCGTGGTGGCACACGCTTTAATCCCAGCACTCAGGAGGCAGAGGCCAGCAGAT
TTCTGAGTTCAAGGCTGTCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTATACAG
TGAAACCCTGTCTCGAAAAACCAAAAAAAGAAAAAAAAAAAAAAAAAGACTATTGAAAGA
GACTTAGGAAGAACAGGGGTGTGCTGATAAAACTTTGAAGGAGCCTATGTTTCAGAAAAA
AAAAAAGAATATTTTTTCTTGAATGCAAAACAAAAAATCTACTTGGACAGCTTCTAGTGG
CATTCATTTGCTGTCTCTTTAATAGCATCTTGTAGTAGCAATTTTGGAATTTCTTTAAAA
TATTATAAGCATGTGCTTTCAATATAATTCCAGGAGTGGGATATGGTACTTCAGACTGTT
TGCAATAGCTGACTATGATTTGCCTCATGCTCTAGAAGAGGCTTGGTTTTGCCAGCTGCA
ATAGTTTCTGCAATTGTGTGATGTTTGTGATTCTGGGAACTTCTCAGAGGGTGCATAAAT
TCATATTTACCTGGAAGGCCAGGTTGGTGGTTGGTGATCAGTTGGGGTTTAGTCAAGGTT
TATTAGTAGAAAGGAAGGGAAAGAAATTAGACTTGGGGATTTTTCTTGCTCTCCTGCTCC
CCTATCCTTCTAGTAATGGGGGTGAAACTGGGGAGATAAAAGATGGGAAAAGAACACACA
AAGAAGCAAAGACCAGCTCCAGCCTCCCTCACAATCTGGCCTTGGCATGACCCTGTATCT
CTCTGCCAAGCCTGCTGAACAACTGTGAACAACACATCCATTCTTTCTCCTCCTCATCCC
TCACCTGAACACTTTCTTTTCTTCATGGAACTCCATTTACCAACCATGCCCGTCGTTTCT
AGGGTTCTGTTCCCCCATGTGCTACTTGAGCAACTTCCATCCCTGAATTTCACCCTTTCC
TTGTTCCCCTCCTCATACTCCATCTTATCACCTTTCTGCTAAATCCCCATAGATGGGAAT
GACGTTCCTGAAAAGACTCCATTACCCATTGTTGCTGTTATAAAACACCATGGCCAAGAG
TGCCTTTCGGAAAACAGAGCTTATTTTAGCTCACAGTTCCAGAAGGGAGAGTACACACTA
CAAGGGAGGCGTGGAGCAGAAACTGAAAGATCACATCTTCAACCACAAACAGAAAGCACA
AACTGGAAGCTATTATCCTCATAAAGTCTGCACCCAGTGATGTACCACCTCCAGCAAGGG
TGCACCCCACCTCCCCAAACAGAACCACCAACTGGGAACTGAGTGTTCAATACCTGACCC
AATGGAGGACATTTCTCACTCAAACCACCACAGCCATGAAATCTGCTATGCTGTTGCGTG
TAGTTTTACTCTACTGACTTTACTCTGAGAGGTGTCTGCCCTACCAGCCCCCACCCAGTT
TGCCTTTAATCTTCGGATAAAACACACATACACACAGTTTGTTCCTTTTCAACTTGCCTT
AGGGCACAATTGTTGGGTGTTACTATCTCCTGCCAGGAAAACTGGCCCTTAATATTTTTA
TCTCTGCTCCTCCCACCTGCCCTAAACTTCAGTGGCTAGTCCCACCTAGTCCCTGCCAAA
CATCCATGACCTGCCCCCTGTAGTAGTGACCACAGGTCCCAGTTCGTCCTGAGACCTCAA
TGGCTGCTCCCCTCTTCTCCCTCCAAAGCATGGCAGAAACCAGGCAAGTGGAAAAGAAAC
AAAATGTGTATGCATGTCATTTATCTGAGGATTAAAGGGAAGCCGTGTGGGGACTGAGAG
ATCATCGGCCACCTCCCAGAGCTAAAGTCGGGCAGAGTAAAACAGAAGCTCGGTGGGGGC
TGGGAGTATGGACACCTCCCAGAACAAAGGCGGTAGCAGAAAACAACACGCAACACTAGA
CCATTAAAGAGCATAGCCTCCAACCAGTGTCAGGTAAAGTGGTTGAGGGAGACATGGATC
ATTTGTGGGAAGACAACTTAATTGTTCCACAATTGCAAGCAGGGTGACAGATTAATAAAG
ACAGTAAGAGCCACTGTCAAAATACCAAGGAGAAGAGTTGGGTCAAGCATATCCATAAGT
TCCTGGATCCATCAAGAAGAAAAAGCTTAGAGTCAAGGACAGAGAGAAACACAGAAAACA
AAACACAGAGATCAGGTCCATGAGTGACATAGACTATGCACTATTAATAGCCAACTGCAT
TTATCAGCACACTATGCTGGCTTTTTTTTTTATTTTGTTTGGGTTATTGTTGTTGTTCTT
TTGTTTTTGTTTTTGTATTTTGTTTTGTGGTGGGTTTTTTTTTGGTGTTTGTTTGGATTT
GTTTTTGTTTTTTCAAGATAGGGTTTCTCTGTGTAGCCCTGAACATCCTGGAACTCTGTA
GACTAGGCTGGCCTCAAACTCAAGAGATCCATCTGCCTCTGCCTTCCCAGTACAGGCATT
AAAGGCATTCATCCACCACTGCCGCCTGGCACAAGAGACCTCTTTCATGATGTCACTGGA
TCAAAGCTTTGTGAGACAGAAGAAGTAAGCTTGCTATGGTGATACTGTCCTGATAGCACC
GTGGACTTGCAAATTATTGTACTATATTCAATGCTGATTAACATGGCCAGGGTGAAAGTT
CATGCCATAGAAGGCAATGCCAGATTTCACAAGGGATGATAGGATGTACCAGAAAGAAAC
ATTGGCTCAGAAAGCTGAAACAAGAGGTAACCTGAAGAGCACATCAAGATGCTCTGAACA
AAAATAAGAATCTGTCCTTAAAGGACAGCAACTAGAAGGATGAAGTAAGTACAGAGGCAT
AGAAAGGGGGTCAATAGGTCAATAGTGGTCAAATGATGCCAAAGCAAATAGGACCAGAAA
TCCTTTGTGAGACAAAGTGAAATCATTAAATAAACATTTTATATTGTAGGCTGTACACTA
CACATCAGACGAAGAGTCTACAATGAGCTTTGAGTATATGTTCTAGGAGTAACTGGCCAG
TTTAGAGATAGAGAGAGGGTCAGGTAATCTTCCATATATCCCTTCTTTCAGATAGGATAA
GTCCAGTGTCCCATCGGGATTTTCTTATACAAATACAGTTACTCTCCAAGGAATAGGCCA
GTTGTGCCAAGGCAGATGCTCTCAATCTGTGGGTGGTAAACCCTTTGTGTGTGTGTGTGT
GGGGGGGTGGTTGTAGAACTCTTTCATAGGGGTCACATATCGATATTAATATTACAATTC
ACTAACAGTAGGAAAGTTACAGTTATGAAGTAGCAACAAAATAATTTTATGGTTGGGATC
ACCATAATGTAAGAACTTATATTAAAAGGTCGGAGCATTAGGAAGGTTGAGAATCGCTAC
TCTAAGAGCATCCTTCAGTCTATGCTTGTCCTACCAAGCTACAGTAGGCCTTGTGGTTGC
AAGCAAGGTCAACTTGATTTGTTATTTTCTTGAAGACACACTTGAGATGGCTGAAGTGAT
AATCTCCTAACTGCATGACAGAGGACAGGTGCTAAAATTTGGGGGCAGAATAACAATACA
GAAAATGACTCTGAGAAGCAGTAAGAACTTCTGAACTTTGTCAATTACTCTCTGGCACCG
ACAGCTGCTAAACAGAAGAGAGAGACAACGAGAGACAGAGAGAGACAGAGAGAGACAGAG
AGAGACAGAGAGAGACAGAGAGAGAGTCAGAGAGAGACAGAGAGAGACAGAGAGAGAGAC
GGCCTCAGGTGAGATCCTGCTCTCCTTCCTAGTCAGCTCTTACTGACCACAGCCTTTTAT
TTATTACAGTGTCTTTTATGTGGCTGGGGGGGTGTCCTTCATGTGATCCAGGGAAAGCTG
GTCTCCTCCACATTCTTTTTTTTTAATGCAATATACAGACTTTCTTTAGCAAAAGTAACA
GGTAGAGGCATTTACATTAAGAAAAGACTCCAAGAAAGCTCATCTTGAACAACTTAAAAC
AACTCACTTGCAGTTGCATTTGCCTGGGCTCTGTTGCCGTGACGAACACAGCGCGTGCAC
AGGCATGGACGAAAGGTTTGTACACTTTCAAGTATTCACTGAATACCACGTGATATACAC
AGATACATTGAATTTGAGAAAGATTAGATGACCCCAACTGTATTTCATTTTTCTTATTCT
TTTGGAAGAGGTCGTCTAAAGAGAAGTATATGTGCTTCTTGCTCATGACCCATGTAATAA
ACTGAGTTCATACCACTTCAAAGCCCAAATAAGAACAGTGTTAGGGCCAGGTGGTGGTGG
CGTATGCCTTTAATCCTAGCACTTGGGAGGCAGAAGCAGGCGGATTTCTGGGTTCGAGGC
CAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGACTACACAGAGAAACCCTGTCTC
GAAAAAAACAAAAAATAAAATAAATAAACAAAACAAAACAAAACAAAAGAACAGTATTAG
GGGGACAAAAATTTTCCTGTGCACTGGACAGTAGTTGAGGCTTATTGATTTACCATTAAT
GCTGTCACAGCCAACAGGTTTTTAGACAATAGACAATGTGACAACTGCATATATATTTTG
TATCTTACTTTTAAGAGTGACACTGCATCTATTACTTAACATGTACTTTCTTCTTTTTAT
GCATAGCCTCTGAAGTAGTTTGTGTAGTTCATATTTCATTATGTGGTCTTTATTTAAATT
ATTTCCTTCACTATTGGATATTTAGGTAACTGAAAGCTTTTGCTATTATAAATTATTCTT
CAATGAACATCTTTATGCAAATAGTACCTTAATTACATAAAAGTGTAATTCATCATTTCT
TATGGTCACTACCTAGGCCAGGCCTTACGCATCATATATCTCAATTAATGGATTAGCATG
CTAGCCAGTCTCTTCTCCTTTATCTATCCTGTATAATACTTGGGGATGGGTCATCCGATA
GGCCATTTTCATCATGCCATCTTCTTAGGATGTCACGGTGCTTATCTGCCCGTCTTTCAT
ATGGTATGGTAGCCGTGCAATCTGGGCCCTAAGTGAAAAGGGAATTAAGTAGAGCCAAGA
GGACTGAATTTAGAACACTCCATCCCAGACGTGAATACCAGGGCTCAAGATGTGTGTCCT
AGCTTCCATCAGAGAAACAACAACAAAAGCCCTAGGTCCAGTTCTAGTTGTAGCTACCTG
GCTCTCTCCAGTAAATGAGGGCACTGTGTCACTAGTCACTGAGCATTGATGGCACACATA
GGCAGGAATAACAAGAGTCAGAACCCAAGAGAAGGTTATCCCAGATGAATAGGAATGTGT
TGTGTCAGCTGCTGTGGGGCAAAGAGCCAGCGAGAACTAGATAGGATCACAGTCCAAATA
CTCATGCCCAAGTGTGTGGCCAGGGCAGAAGCATAGCTGTGCGAGTGAGGTCTACATGTA
AGCAGTGGGAAGTTTTCTAAGAAGTCATTATTTAAGGAATTACCATATTAACGTTCTAGT
GTCAAGTAATAAGCAGGACCTGGAATTAGTGGACCTGGTTTCTTAACTTTCTACCCGCAT
GGTGAGCAAATCCATTAGCCAGGGTCTGTGTGCTCTGTGTGCAGCTGGCACAGACTGATC
CCTAAAAAGGCCCTCTAGCTGAAAAAAAATGAATAAAGAACAAAAACAAAACAAAAACAA
AAACCCCCAAACCCATAAATATACATCAAATCAAAAGCACATACATGTTAGCTAAACTCC
TTGAACGCAGTTCCTTTCTTTTGACTTGAAGCCATCATCATTGACAAAAGGTACATTAAG
CAATATGAGCTTAGAAGATTTGGGTTGAAGGCTAGGAAGAGGCAACGGGTTTCAGAGGTG
ATAATGGACAGTTAGACCTTATATTAGTCAGGATTGCCAGAGAAACAGGACGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTATTTTTAAACTTTCTTAAAATATCTGCTTAAACTC
TATGATGGCCACACTTGTTTGTCTTGACAACATCAGGAACTGAAACCTAAGAGTGCAGGG
GACTCTGTGAAGGATTTGTTGTTGTTGTTGTTGTTTAATTTGATCCACTTATAATCAGGA
TCTCTGAGATGGAAAGACACAGTTCCAATCCAGACCTTTTGATGTGAAAAGACCCACCTC
TAATTTGGGCCATGCCTTCTGCTGGGAGCCTATATAGGGGCATGGAAGAAGGAAGAAGCT
TTTCTCCTTTGCCTGCTTGCCCTCACCTCGCTAGTAGGTCCACTTCTCCACTGACATTAG
ACCCTAGTTCTTTGGGATCCAGTGTATACAGAAGAACAGCCTTGTGGACTGAGCAACTAC
TGGATTCTTGGACTTTTCATTCACAGACAGCCATTGCTGGATTAGCTGGACTGTAGTCTA
TAAGTCAGTCTATTAATTCATATATATATATGTGTGTGTGTGTGTGTGTGTGTGTTCAAA
TATAGAGAAAAAAGAATCATTCCATAAATTCTATTACTCTAGAGAACACTAATACAAACT
CTCAATATAAATTTCATATATATATATATATATATATATATATTGAGAGAGAGAGAGAGA
GAGAGAGAGAGGGAGAGGGAGAGAGACAGAGAGAAAGACAGGGAGAGAAAGATAATACAT
AGTTGGAGAGAGAAAGAAAGGAAAAGAGAGAGAGGCAGAGACAGAGGGAGAGAGGAAGTT
TTAAGAAGACTGTGATGGTTTGTCTATTCTTGGACCAGGGAGTGGCACCATTTGGAGGTG
TGGCCTTGTTGGAATAGGTGTGACCTGGTTGGAGTAGGTGTGTCACTGTGGGTGTGGGCT
CAAGACTCTAACCTAGTTGCCTGGAAGTCAGTCTTCCACTAGCAGCCTTTGGATGAAGAC
ATAGAACTCTCAGCTCTGCCTGTGCCATGCCTGCCTGCATACTGCCATGCTCCTACCTTG
GTGATAATGGACTGAATCTTTAAGCCTGTAAACCAGCCCCAAGTAAATGTTGCTTTTTTT
TTTTTTAATAAGACTTGCCTTGGTCATGGTATCTGTTCACAGCAGTAAAACCCTAAGACA
GAAGTTAGTACTGGAGGTCTGGGGTATTGCTGTGATAGGCCTGACCATGCTTTTATTTGA
AAGAATGTGGATTTTTGGACTTTGGATTTGAAACTCAGTGGAATGCTTTAAATGGGGCTT
AATGGGTCATCCTAGTAGGAATATGGAAGACTTTGTTGCTGGGAGTAATTTGAACTGTGT
TGACCTGGCCCAAGAGATTTCAAAGGAGAAGAATTTCAGTATGTGGCATAAAGACTGTTT
TTGTGGAATTTTGGTGAAGAATGTGGCTACTTTTTACCCTTGTTTGAAAAGTCTGCCTGA
GGCTAAGGTGAAGAGACTTGGATTAATTGCATTAATTGCATTGACAAAGGAAGTTTCAAA
AAAGCCCAGCGAGACTTTGTTCTCTGGTTAAGTCTCACAAAGAGAAGTTTGAACAAGCAT
AGCAAGCTTAGAAAGGCAAAATATAAAATATATGGTTTGAGTATTAAAGGCATACCAGGA
AGTGAAATGGAGCAAAATCCTGTGTTCTAGGAAATAACAGATTAAGGGAGTGGGATCTTG
GGACAAGATCCTACCCTGCTGAATTTAGATCCAGGCATGGACTAAATGCATTTGCATTAT
GCTATGTTTAAGTATGGCCCCCATAGACTCATGTTTTTGAACAAGTCTAAGTGGGCCAGG
GATAGCCCTCTCTACCAACTTCTGTCTTAGTTAGGGTTTTACTGCTGTGAACAGACACCA
TGACCGAGGCAAGGCTTATAAAAAAAACAAAACAAAACAAAAAACATTTACTTGGGGCTG
GCTTACAGGCTTAGAGGTTCAGTCTGTTATCACCAAGGTGGGAACATGGCAATATGCAGG
CAGGCATGGCACAGGCAGAGCTGAGAGTTCTATGTCTTCTTCATCCAAAGGTTGCTAGTG
GAAGACTGGACTTCCAGGCAATTGAGTCTTAAACCCACACCCACAGCGACACACCTACTC
CAACCAGGTCACACCTTTCATCCCATGAGACAGGCATGCTCATCTCTTCATTCAAGGTCA
ATCTACAGAGCAATAACCAGGATAGCCAAGCCCAGGCAGTGAAGGATTTAGAAAACATAA
AGCCAGTGGTAATGTAATAGTACAAGGGGATCATGTTCTAGTTCCTGTAAGCAGCAGAAC
TCGGCAGCTTCAACCATGTGGCTCTGGCTCTAGAAATAAGAATGGAAGGAACTACTGGGA
CAATTGATGCTGGTTAGCTTGAGCTAAGACATTAGTAATGATTAAGAAGAGACCAACATC
ATTGAATTGAAATCTGGGAGTTGTTTTCTGGGAGCACAAAGAAGCTGTGTTCCAGAGATA
GCCAAGGCTGTACCTTGTGCTGCAGCTGGACTTGGTAATGTGTACGAGTCACCCAGGTGG
TACTGGTTTTGAAGGCATGAAGGTGTCATGAAGAACAGCTGAGGCTTGGAACTGTGAGAG
GTCATGGAAGGCCACTGGAGAAGGTGTAGCCTCAGCTGTAGTTGATGGCCAAGGACTGAA
GAGGTCAGGCAAAGGATTTGATGTTTGGCACCATGAAGAGAGCCTATGAGAGGCTATTGG
TGAAGCCTAGTTGGAGTGGAACCACCCCAGTGTATTGGAGATGTCAGTACCATGGGATGA
TCACCAAGAACAGCAGCCGTAGTGGAGTGGATCAACCTGAGCTTAGAGTGCTACAGAGGG
CAGAGATGGAAAAGTGATGCCAGCCCTTAGGAGGAGTCCAAAAGATCAAGTGGAATCCCA
GACACTGAAACAAGAAGCTGTAACATTGAAATTGCCTTGGAGACTCAAAGATGTTAAAGA
TGCCAGAGCCATGGGATACATGATGAGGAAAGCTGCTAACAGGGAGTGGAACTAGCCCAG
GAGAAAGCAGTTTGTTGCAATCAACAAAGATGAAAAAGGAATGGAGATCTGAAGACTGCT
TTGACATCAGCCATGGAGATGCAGAGTTTGGAGTTTGCCCAGCTGGTTTCCTGCCTTGCT
TTGGAGATTACAGTTAATTAGCTGGATGAATCTCAGAAGAGCCCTTGAACTTTGGACTTT
TAACATTGTTGAGACTGCTATAGACTATGAGGACTTTGAAAGTTGGACTAAATGCATTTG
CATTATGCTATGTTTAAGTATGGCTCCCATAGACTCATGTTTTTGAATAAGTCTATGAGG
GCCAGGGATAGCCCTCTCTGCCAACTTCTGTTTTAGTTAGGGTTTTACTGCTGTGAACAG
ACACCATGACCAAGGCAAGTCTTATAAAAAAACCATTTACTTGGGGCTGGCTTACAGGTT
CAGAGGTTCAGTCCATTATCACCAAGGTGGGAGCATGGCAGTATGCAGGCAGGCATGGCA
CAGGCAGAGCTGAGAGTTCTATGTCTTCATCCAAAGGCTGCTAGTGGAAGACTGATTTTC
AGGCAACTGGGGTGAGAGTCTTGAGCCCACACCCACAGTGACACACCTACTCCAACCAGG
TCACACCTATTCCAACAAGGCCACACCTCCAAATGGTGCCACTCCCTGGTCCAAGAATAG
ACAAACCATCACAAAGACCCATGGACCTAGCAAAGCTAAAATCTGCAAGGCAGCCTGCAG
GCTGTAGAGCAAGAGAAAAGGTAACTTTGGAAACAAGAATGACATAACTTGGAGGCAGAA
TTCTGCTTTTTTTCAAGCACCTGGGTGTTGCGGCCGCCAGCAGCTCGCAACATGAACGGT
TCGACTGAGAAGGCCACTCGAGCTGTAAGAGAGGAATCTAGATGGGGCGAAAGAAGAAAC
GGAGCTAAGACAAATTCATTCTGATCAAAGCTCAAATTTTATTGTTGCGACACTAGTTAT
AAAGGAAGGGGGAGGGGACCCGACTCCCGCCGAATAATCTCTGGTCCAGTAGAAAGGTGC
ACGTGTGTGGCTCCGCAGGTTCTAGCAGTGGGCGTGGCAGAACGAATGAGCAGGAAGCTC
CACCCCTGAGCAAGCAGGTTTCAGGCTGGGGGAGGGGAGACTACACCTGGGCCCTTTTCT
CTGAAGGTCCACCTGCAATACGGTAGTATACTTTCCCTTGTTCATTCTTATTTGGCTATT
AGTCATATCCAAGAATTAACTTCACAGCACTATAGCCAAAATCTGGCACACAGAATTACC
TCACACACAAAACAATTCGGAACCTCCAAGCATGGAGAAAAGTTAGGGACAAATGGTTTT
GCAGGACTTTCCCACCTAATACAACCAAATCCAGAGTTCTCATACTGAGTTTCTCATCTC
TCCCAGGTCTTGAAGACAAGCCTCCACTCTCAGAATCTGCTGCTTTTCCTGTTTGCTGGT
GTCCACCCTCCAATCATGGTAGACCTTGGCTATCATGGATCCTGGCCTTCTGCTCAGTCT
AGACTGCCTGCTTCACTCAGGAAAATGCACATATAATGATTCTTCCCAACCAAGTGATGT
GTGGGCCCAGATCTTTCCAAAAAAGACACAATGAGATGTCAAGGGAAGGCACACAGGGAG
ATACCACAGAGAAAGCCTCCCCTGAGGAAATACCTCCATGAGATCCAGCTGTAAGGCATT
TTCTCAATTAGTGATCAAGGGTAATAGGGCCCATTGTGAGTGATGCTGGGCTAGTAGTTC
TGGATTCTATAAGAAAGCTGAGGAAGCCAGGGGAAGCAAGCCAGTAATTAACATCCCTCC
ATGGCCTCTGCATCAGATCCTGACCTGCTTGAGTTCTACTCCTGGCTTCCTTTGTTGAAC
AACAGCAATGTGGAAGTGTAAGCTGAATAAGCCCTTTCCTCCCCAACTTGCTTCTTGGTC
ATGATGTTTGTGTAGGAATAGAAATCCTGACTAAGACAAGATGAAACCTGGGACAGTGGC
AGCCTCCCCTGCTTCACCCCCCGCCCCTACATTAACTAACCTCGAAGAGGATGAATGGTG
CTAAAGAATACACTCAAGAGAGCTATTCACCACCTGCTTGACGTGCTTAAGAATACAGCA
GCGACAATTTCTTCTCAAAGTCAAAACATTGATGTCTCTCTGCTCTTCTCCTCCTTTTAG
GTGTCCAGTATCACATCAAGTTTTGACTATAACTAAGTTGGGCAACAGTTGATAATAAAG
AGTTGGTTGTTACTATTGAGCTAAAATTTACATGTAAGGGAATGTAAGTATGGAAGTTTA
AAGGAGAAATGTTCCCCATAGGCTCAAGTATTTGGAAATTTGATTTCCAGTTGGTGGCAC
AGTTTGGGAAGACTTGTGGGGGCGTGGCCTTGATGAAGGAGTACATCAATTGGGGTGCGA
TTTGAGATTATAAAGCCTCACCCTATTTCCAATTCTCTTAACCAGCTTTGTGTTTGTGGT
GAAAAATAAGCTCTCTCAGCTTGCTGCCACACATTGTCTCTGGCAGTACGTATGCTAATT
TTCTGGAACCATAAGCCAAAATAAACTCTTTTTTATTCTATAAGTTGTACTGATCATGGT
TATCAGAGCAACAGAAAAGTAACTAATAAATTCATATATGTAGAAATGTATTAAGTGCAC
AAATGAGTTTTGGTGAATATACGCATATATTCACTGACTCACTATATAAATTCATATTAC
TTACATAGTCAAGACATGTAGTCTACTGCCTGGTCCTCAGAGCATTTATTTTGATATTTC
TTCTTAGTTAAAATTTTAGTTTAAAAGTCTAAATTTAGAACAACTTTGGGTTCTATGAAT
CCCCGATACCCTCTCTCCTGCTCTCCTTTAACTTACATCTCTCATTAGTGTAGTTAATTT
GTTATAAGTGCTAAGTTGATATACATACATTATAACTAAACTGTTTCTTAATGGTTTTTG
GCAAATGTATCACATAACCAAATATTGTGGATAGCCCTGGGGCTAATTATATTTGATGTT
AATCTGTTCTCCCTTGAGTGGTTGCGAACAAGGAATAAGTCAGCACTCAGGTGACTTCCT
GTAAACCTGGTTCCCACCTTAATTTGTAAAATAAAGGAGAGCTGATGATTGGGCAGATAA
AGGGAAGGTGGAGCAGAAGGTGAGGGAGAAGAAGGAGAAAATGGAAGAAGGAGAGGACAG
AGAGGAGGAAGAAGGAGGAAAGCAGAGCAGAAGCACATGGCCTGGAGAAACTGAAGGTCT
AAGGAGTCTCATAGAAGGGGAAGATGGTAGTGTTGCAGTAGATCTGCCCAATCTAGGCAC
ACAGCATGTACTCATATTAACTGTGTTGTGTTTTCATTGCTGAGGCATATTTGGGAGGAG
ATTTACTGCAACACCTAAAGCTACATACAAAATAGTTTCGCTGCCCTAACATTCTCCAGT
CCCCACCCTATTCATCCCTCTTTCTTTCTCCCCTGATTTTCTTACTGGCTCACCTTTTGC
CTTTTGTATTGTGTCACATAATTAGAATCATACAGTATGTGGCCTTTCCAGATCGAACTT
AGCAATATGCAGTTAAGGTTATTTCATGTCCTTTTTGTGCCTTGAAATCACATTTCTTTC
AATTACTAAAAATCCTGTTGTGTGGCTACATCACAGTGAGTGTATACGCTCATCTATTGA
AGGACATCTTGTTACTTCTAAGTTGGGACAACTATTAAGAAAGCTACCAAAAACATTGTG
TGTGGGTTTTCTGTCTTCCCCCCTGCCCCTTGATATTTTTGCAGTACTGAAAATGGAACC
ATGGGTCTCTTGAATGTTAGGCAAGTAAGTACTCTACCATTGAATCACATCCCCAGGTAT
AAGTGCAGGCTTCTGCATGGATGTAAGTTTTTTTTTGTTGTTGTTCCCCCCCCCCCCACC
ACCACCACCACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACC
AGGCTGGCCTTGAACTCAGAAATCTGCCTGCCTCTGCCTCCCAAGTGCTGGGATTAAAGG
CGTGCGCCACCACGCCTCGCGGATGTAAGTTTTCCACTGTGTTTAGTTTTGTAAGGAACA
ATCCAACTGTCTTTTAAGTCAGTGTATTATTCTGAACTCTAAGGAACATTGGATGGGCGT
TCCCATTTCTCCATATCCTCATTAGCATTTGCCCTTGTCAGTGCTTTGAATTTTAGCCAT
TAAAGCAGACAGTGAGGAATAACTTACTATTGTTTTGTTCCATAATTCCTCAATGGTATG
TATGCTTTGAGCATCTCATCATGTGCTCATTATATGCCATCCTTGTCTGCTTTGGTAAAG
TATCTGCTCAGTCCTTCCTTCCTTTCCTTTGTGCTGTTTTCTTAAGTCAAGTTTTCACAT
TTTACATACTAGATTTTTCATAGGATAAAAGCTGTAAACATTTTTCTCTCTGTATTTACA
CTACTGTTTTTATAAAATTGTGTTTTTCATAGAGCACAAAGCAACTTGGAAGAATTTGCT
TTTGGTGTTATATCTGAAAAGTTATTACCAAACCTTCTCAATTTTCTCTGTATGATTTCT
GGAAATCATACAGTTGGGTATTTTAAAGCTTAAGGTTTGAGTAAACCAGTATGAAATGTA
TTTAAAATGACATTTTTATATTAATGTCCAGTTGTTCCAATACCATCTGTAGAAAAAGCT
AATTTTTTTGTCTGTCTTAGTTCTTTTTGACAAAGATCAATATAGCTATCATGTGTGGAT
TCCATTCTGCACTTTTTGTATTCTTTGGAAATGCACTGAGTCTACAGAGTAAGCAGAAAG
AAATGGCCATTTGACCGTGTAGGTCCTCCTATTTATGTGCACAGAAATTTCACTTTAAGA
TACTGTCGTAGGTTCTCTGTATTTGATGAACCTCACTTGTTGAGTGGATAATTATGTCAT
CTGTGCATGGGCGCAGTTATACTTCTTTTCCTATCTGCCTTCATTTCACTGTCATACAGA
GTATGAAAGACTTTAAATTGAATAGGAAGGAATAACAAAGTCAGACACTTCGGTCCTCTT
GATTTCTGTGGGGAACATTAGGTATTTAATTAACGTATTTAATTAAATCATTAGGTATTT
AATTAAGAACTATAGATGTCCTTTATCAAATGGAAGAAACACTTTTGTTTTCCTACTTTG
TTGAGATTTAGAAAAAAATTAGGTTGTGTTGTATGTGTTGAGTGTTTTGCCAAGGGCAGT
GGTAGCTCACGACTTTAATTCCAGCCCTCAGGAGACAGAAGCAGATGAATCCCTGTGAGT
TCAAGGCTAGCCTGGTCTACAGTGAGTTCCAGGGTTAATTCTATCTTAAAAAACCAACCA
ACCAACATACATACATACATACATACATACACACAAAGACTGAGTGATTTGCCAGCATAT
ATGTATGTACAACATGCATGCCTGGTGCTCAAGGCAGTCAGAACAGGGCATCAAATCCAG
TCACATTGGAGTTACAGATGGCTGTGAACCACTATGTGGGTGCTGGGACCTGAACCTGAG
TCCTCTGCAAGAACCTTAAGCCATAGCTTCAGATTCTATTAAGATTTTTTAATCTTGAAA
CTTTCTCAAGATTATATATATCTTTTGATATGATTGTGTTTTTCAAATTAATATGCTTAC
ATTGATTTTACAATTGCATTTCTAGGAGACACCTCATCTGTAATGATCCACACAACATTT
GACACTTGCTAATAATTTTTTATGCTTACTTTATAAGGATAGTGATTTTTAAAAATATAC
TTCCTTTGGTATTGGTATTAGGATAATGGTATTACTTCTTCCTTAAATATTTGCTAAGGA
ATTCACTATTGAAATTTTCTGTATATAAAATTTTCCTTCTAGAAAGATTATTTATTTATT
TATTCACAACCCCCAATTATCCCGATCACAACCCCCTCCCTCCTATCTTCCCAGTTCCAA
CCTCACCCCCTCCCCCAGCCCCATCTTTTTGTCCCGCATGGGTTCCAACCTGCCGTGACA
TATCAAACTGTACCAGGACTAAGAGCATGCTATCCCACTGAGGCCAGACAAAGCAGCCCA
GCGAGGGTAAAGGGATCCAAAGGCAGACAACTGAGACAGTCCCCAGCTCAATTGTTAGGG
GACTCTCATGAAGACCAAGCTAAACATGGGCTATATATGTGTAGGGGGACCTAGGACCAG
CCCCTGTATGCTCTTTGGTTGGTGGCTCACTCTCTGTGAGCCCCAATGGGCTCAGGTTAG
TGGACTCTTAGGACTTTTTGTGATATCCCTGATCCCTCCAGTACCCCCAATCCTTCTGTC
CACTCTTCCACAAGACTCAACAGTTCCATCTAATGTTTGACTGTGGGCCTCTTCTTCTGT
TTCCATCAGCTGCTGGATGAAGCCTCTCAGGAGACAGTTATACTAGGCTCCTGTCTGCAA
GTATGGCAGATATCATTAATAGTGTCAGGAGTTGGTTTTCTCCCATGCGATGGGGTCTCA
GGTTGGGCCAGTCATTGGTTGGCCATTCCCTTAATCTCTACTCCATCTTTATCCTGTACA
TCTTGTAGGCAAGACAAATTTTTGGTGGGAGGTTTTGTGGGTGGCTTGGTGTACCCCTAC
CTCTATTGGATGTTCCACCTGGCTACAGCAGGTAGCCACTTCAGGCTTCATACTCCATGC
TAGGAATCTCAGCTAGGGTCACCTCCATAGATTCTTGAGAGCCTCCCCATTCCAGGTATC
TGGCTTGTCCCAGAGATGCACCCCCCATCAATTTCCATTTTCTCCCCACATCTTTCCCCT
GACCCTACATCTGACTCCCTATCTCCTTTCCCCCTTTCCACCCCCTCTCCCACATAGTTC
ACTCCCTCCATCCACCTCAAATGTCTATTTTATTTCTCCTTCTGGGTGAGATTCCAGCAC
CCTCCCTTGAGTCCTCCTTGTTACTTATCTTCTTTGAGCTTGTGGATGGTTACATAGTTA
TCCTGAACGTTATGGCTAATGTCCACTTATTAGTGAGTACATACCATGAGTGTCTTTCTG
GGTCTGGAATACTTCAATCAAGACAATATTTTCTAGTTCTATCCATTTGTCTGCAAATTT
AATGATGTCCTTGATTTTTAAATAGCTGAGTAGTATTCTGTTATGTAGATCTACCACATT
TTCTTTATCCATTCTTCCGTTGAGAAATATCTAGATTGTTTCCAGTTTCTGACTATTATA
AATAAAGCTGCTATAAACATAGTTGAGCAAGTGTCCTTGTGGTATGGTAGAACATCTTTT
GTGTGTATGTCCAAGATTGATATAGCCAGATCTTAGGTAGACTATTTCTAATCTTCTAAG
AAAATGCTAAATTGATTTCCAAAGTGGTTGTACAAGTTTGTACTCTGTGATGGTTTGAAT
AAGCATGGGCCATAGGAAGTGGTACTGTCAGGAGGTGTAGCCGCTAAGGGTTTGGAGATT
TCCTTCTATGCTCAGGTTCCACACATTTAGGAAAAGAGCTTCCTCCTAGCTGCCTGAGGA
GCCAGTCTTCTCCTGGCTGCCCTTGGATCAAGATGTAGAACCCAGCTCCTTCTCCAGCAC
CATGTCTGCCTGCATGCTGCCATGCTTCCCACCATGGTGATAATAGACTGAACCTCTGAA
ATGTAAGCCAGCCCCAATTAAATATTGTCCTTTATAAGTGTTGCCTTGGTCATGTCTCTT
TACAGCTATGGAAACCCCAAGACACACTTCCACCAACAATAGAGGAATTTTCCCTTGCTC
CACATCCTCACCAGCATGTGCTGTCACTTGAGTTTTTAATCATAGACATTCTGATTGGTG
TAAGAGGGAATCTCAGAGTCATTTTGATTTGCATTTTCCTGATGACTAAGGACATTCAAT
ATTTCTTTAATTGTTTCTTGGCCATTGGAGAGTCCTCTCTTGAGAAGTCTCTGTTTAGCT
CTGTACTGTATTTTTAAAACTGGGTTATTTGGTTTACTGCTGTCTAATTTCTTGAGTTTA
TATATTTTGCATATTTGCCCTCTTTTGGATCTAGAGTTGGTGGAGGTCTTTTCCCACTTT
GTAGGCTGCTGTTTTGTCCTATTGATGGTGTCCTTTCCTTTACATAAGCCTTTCAGTGTC
ATGAGGTCCCATTTATTAATTGTTAATCTTATTGCCTGAGCTTTTGGTGTTCTGTTCAGG
AAGTTGTCTCCTATACTAATGTATTCAAGGCTACTCCCCAGATTCTGTTCTATTGGACTT
AGAAGATCTGTTTTTGTGTCTTTGATCCTCTTGGACTTGAGTTTTGTGCAAGGTGATAGA
TATGGATCTATTTGCTTTCTTCTATATGCAGACATCCAGTTAGACCAGCACCATTTGTTG
AAGACACCTTTTTTTTTCCCCAATTGTATGGTTTTGGTCTTTTTGTCAAAAAATCAAGTG
TCCATAGGTGTGTGGGTTTATTTCTGGGTCTCCAGTTTTATTCCATTGACCAACCTGTCT
GCTTTTATGCCAATATCATGCAGTTTTTTATTACTACTGCTATGTAGTACAGCTTGAGAT
GATGGATGGCGCTTGATCTCAGATGTTCTTTTATTGTTCAGGATTGTTTTTGTTATCCTG
GGCCTTTTATTTTTCCATATAAAGTTGTGAATTTCTCTTTCAAGGTCTGTAAAGAATTGT
GTTGGAATTTTGGTGGCAACTGCTTTGCATTTGTAGATTGATTTTGGTAAGATGGCCAGT
TTTACTATGTTAATCCTACCCATCCATTAGCATGGCACATCTTTTCATCTTCCATAATTT
CTTTCTTCAGAGACATGAAGTTCTTGCCATGCAGGTATTTCACTTGCTTGATTAGAGTTA
CATCAAGATAGTTTATATTATTTGTGGCTATTGTGAAGTGTACTGTTTCTCTAATATTTT
TCTCAGCCTCTTTATTGTTTGTATTAAGGAGGGATAGTAACTTTTGTATCCAGCCACTTT
ACTGGAGGTGTGTTTATCAGCTGAGGTTCTCTGGTAGAATATTGCTGGTCACTGCGTCTA
TTATCATATCATCTGCAGATAGCAATACTTTGACTTCTTCCTTCCCAAACTGTATCCCCT
TTAGTTGTCTGACTGCTATAGCTAGAACTTTAAAGTACTGTATTGAATAGGTATGAAGAG
TGTGGGCAGCCTTGTCTTGTCCTTGATTTTAGTGGAATTGCTTTAAGTTCCTCTCCAATT
ATTTGATATTGATAATTGGCTTGCTGTGTATTGCCTTATTGTGTTTAAGTATACATTCTA
TATTCCTGATCTCTCCAGGACTTTTAACATGAAGGGGTACTGAATTTTTGTCAAGGGCCT
TTTCAGTATCTAATACAGTGATCATGGGTTTTTTCTTTCAGTTTGTTTATATGGTTGATT
ATATTAATGGATTTTTGTATATTAAACCATCCCTGCATCCCTGGGATGAAGCCTACTTCA
TCATGGTCCATGATGGTTTGATGTGGTTTTTTAATTTGGTTTGCAAGGTTTGTTTTGTTT
TGTTTGGTTTGGTTTGGTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGCTATCCTGG
AACTCACTCTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCCCCGCCTCTGACTCCCAA
GTGCTGGGATTAAAGGCGTGTGCCACCATGCAACTATTTTATTGTGTATTTTTGCATCAA
TGTTCATGAAAGAAACTGGTCTAAAATTCTGTTTCATTGTTGAGTTCTTATGTGGTTTAG
GTGTCATGGTGATGGTGGCCTCATAGAAGAAGGTTGGCAATATTCCCTCTGTTCCTTTTT
TTTTTTTTAAAGATTTATTTATTTATTATATGTAAGTATACTGTAGCTGTCTTCAGATAT
TCCAGAAGAGGGTGTCAGATCTTGTTATGGATGGTTGTGCGCCACCATGTGGTTGCTGGG
ATTTGAACTCAGGATGTTCGGAAGAACAGTTAGTGCTCTTACCCGCTGAGCCATCTCTCC
AGCCCCCCTCTGTTTCTTTTTTGTGGAATATTTTTATGAGTATTGGTATTAGTTCTTCTT
TCAATGTCTGGTAGAATTCTGTACTAAAACCATCTGGACCTGGGCTTTTTAGGGTTAGGA
GACTTTTAATGATGGTTTCTACTTCTTTAAGGGCTGCAGTACTACTTAAATTGTTTACCT
AATCTTGATTTAACTTTCATAAATGATATCTATCAAGAAAACCAGCCATTTCCTTTAGAT
TTTTCAATTTTGTGCCGTATAAGCTTTTGAAGTAAGACATAATGATTCTTTGAATTTCCT
CAGTTTCTGTAATTATATCTTCCTTTTCATTTCTGATTTTGTTAATTTGAGTACTTTTTC
TCTGCCTTTTATTTAGTTTGGCTAAGGGTTTGTCTATCTTGTTGATTTTCTCAAACAAAC
AAATAGCTATTGGTTTCATTGATTCTTTGATTTGTTATCTTTGTTCCTAATTTCAGCCCT
GGGTTTATTTTCTGATATCTACTCATATTGGGTGTGTTTGCTTCTTTTTGTTCTATAGAG
TTCAGAGCTACTGTTAAGTTGCTAGTATGCAATCTCTCCAGTTCTTTTATGAGGGAACTT
AGTGCTATGAACTTTCCTTAGTACTGCTTTCATTGTGTCCCATACATTTGTGTATGTTGT
GCCTTCATTTTCATTGAATTCTAGAAAATCTTTATTTCTTTATTTCTTCCCTGACCCAGT
GGTAATTGAGTAGAGAGTTGTTCAGTCTCCATGAATTTGTAGGCTTCTTGTTGCCCTTGT
TGTTGTTCAAGTCCAGCTTTAATCCATGGTGATCTGACAAGTGGTTATTTCAATTTTCTT
GTATATGTTGAGGTTTGCTTTGTGACCAACTATATGGTCAGTTTTTTGAGATGGTTCTGT
GAGGTGTTGAGAAAAGGTATATTCTTTTGTGTTAAGATGAAATGTTCTGTAGATATCTGT
TAGGTCCATTTGATTCATAATGTCTACTTGTTTCATTATTTCTCTTTTTAGTTTCTGTCT
TGATGACCTGTCCATTGGTGAGGGAGGGGTGTCAAAGTCTCCTATTTATTAATGTGGGGG
GTTCATCGTGTGATTTTAGCTTTAGTAATCTTTCTTTTATGAATATAAGTGCCCTTAGAT
TTGGGGCATACATGTTTGGAATTGAGATGTCTTCTTCGTGGATTTTCCCTTTGATGAATA
TGAAGTATTCTTCCCCATCTCTTTTGATTACTTTTGGTTGAAATTCTATTTTTTTAGGTA
TGAGAATGGCTACTCCAGCTTCCTTCTTGGGTCCGTTTGCTTATAAAACAGTTTTCCAGC
CCTTTACTCTTAGGTAATGCCTATCTTTGTTGCTGAGGTGTGTTTCTTGTATGCAGCAGA
ATGAGGGATCCTGTTTTTACATCCATTCTGTTAGCCTGTGGTTTTTTTATTCGGGAATTG
AGTCTATTGATATTGAGAGATATTAATGGCCAATGATTACAACCATTATTAATCCTGGTG
ATAGTGATGGTGGTACTCTGTGTGTGTGTGTATGTGTGTGTTTACAGGTGTGAAGTTATT
TATTTCCTATGGTTTTTTTTTGGATGTACTTAACCTCCTTGGGTTAGAGTTTTCCTTCTA
GTATCCTCTGTAGGACTGGATTTGTGGATAGTTTAAATTTGATTTTGTCATAGAATATCT
TGGTTTCTCCATCTATGGTGATTAAAAGTTTTGCTGTGTATAGTAGTCTGGGCTGACATC
TGCCCAGGCCCTTCTGGCTTTCAGAGTCTCTGTTGAGAAGTGAGGTATAATTCTCATAGG
TCTACCTTTATATGTTATTTAACCTTTATTCCTTGCAGCTTTTAGTATTTATTCTTTCAT
TGTTTTGTAAATTTAGTGTTTTGATTATTATGTGGCAGGAGGATTTTCATTTTGGTTAAA
CCTACTTGGTGTTTTGTAAGCTTCTTGTGTGTTTATAGGCATGTCTTTCTTTAGGTTAGG
GAAATTTTCTTCTATGATTTTGTTTCAAATATTTTCTGGGCCTTAGATCTGGAAGTCTTC
TCCTTCTTCTATTCCTATTATTCTTAGGTTTGGTCTTTTCAGTGTCCCAAATTTCTTAGA
TGTTTTGTGTCAGGAACTTTGTAGATTTAGTATTTTCTTTGACTAATGTATCAATTTCTT
CTATAGTATATTGTACATCTGAGATTCTCTGATCTGTCTCTGGTATTTTGTTGGTGATGC
TTACATCTGTAGTTCCTGTTCTCTTCCCTAGGTTTTCCATCTCCAGAATTCACTCAGTTT
ATGTTTTCTTTATTGCTTCTCTTTCCATTTTCAGATCTTGAACAGTTTTATTCATTTCCT
TCACCTGTCTGATTGTATTTCCCTGTATTTATTTCCTCTTTAAAGACCTCTATCATCTTT
ATAAAATTGGATTTAAAGTCATCTTCATGTGCTTTGGCTGTGTTAGTATATCCAGGATAT
GTGGTAGGATATCTGGGCTCTGATAGTGCCCTGCCTCTTGTTGATTATGTTGTTAAGCCA
GCCTTTACCCATCTGCCACTAGTGTTAGATGGATGTTTCTGATGCAGGCAGGACTCCTTG
AAGAGTCAGGCAGAAAGGTGGACTGACAGTGGAGCTCAGGGACCAGCATGCTGTTCACTT
CTGCTGGCTGTGCTCCAAGAGGACCTGAACGTCCCTGAGCCCCTGCATGCCTCCTCTGAG
AAGGCAGGCGTAGCCATGGGCCTGAGAATGGATCTCAGGGGACAGCATTCAGCTCACCTT
TGCTCCTATAAAGATTTTAAATGGCAAATTCAGTTTGTTTAATATAGCATTGCTTAGTTA
TTTTTCTTATTTTTCCCAACTTTGGAAATTTTTGTTTTTTAAAGAATATATATAGTTTAC
CCCCACATAATCAATATATTGGTTTAAAATTGTTCCTTTAAAATTTTTATTAGATTTACA
CATTTTGTGTGTTTTCCATGCATGTCTGTATGTACACCATATGAATGCTTGGTGCCCTAA
GAGGTTAGCAGATGTCCTCTGGGGCATCAGATCCCCTATAGCTGAAGTTAGGATGGTTGT
AAACACCTTGTCGGTGATGGGAATCAATCCTGCAAGAGCAATTAGTGTTCTGAACCACTG
AACCATCTCTCCAGCCCTAAAATAGTTCTTAACATTTTTTGTTTGATGTCTGTAAGATCT
ATAGGAATAGCTCTTCTCTCACCTCTGATATTAGTAATTACTATATTTTCCTCCCCTTTG
AGCATAATAGTTCTAGATTTCATTAAACTTTTCATTAATTAGACTTTTAGATAGATTATT
TTAAGCTTTACTTCCTTCCTAAAATAAGCATCTTGATATAAATTTCCATTAAGGTTGTTA
TATTTTTCTTTGCTTCATGTGTTATTTTAATGAATCTTGATTGATTCCAAATATATGGGA
TTTTTCTGTTACTGATTTCTAGTAGAATTTCACTTTGGTCCAAAAAACCACTCTCCTTAA
TCTAATCTTAATCCAAAATTTACTGACACATATTTAATAATGCAGTATTAAGTCTTACTA
TGTCAACATTCTACTTGTTCTTAAAAAGATTGAATTTTCCAGTTATGGAAGTATTCTAAA
AATATTATTTAGGTTAATTTTATTAATGTTATCTGTAAGAATTTACTTAGCTCTGATTCT
CCTAGTTACTGAGAGACATGTTCAAATCTTCAGTGATTCTGAATTTGTTTTTGCTCGCTT
TCTGATGGTATTCCTTCGTATATTTTGAAGTCTCTAGGTAGCATACAGCCCTTTATAATC
ACTTGGTCTTCCTGGTGCATTTCCACTCACTGTCATCACACATTGTGTCTCCTCCTGCTC
ACGCTCCTTCTCTCCAGTTCAGAATTGTTATATACTTACGCTACACTGGATGCTTTTGCT
CTTCATGGCGTATCTTTTTCCACTTCCTGCTTTCAACTATTGGTACATTTGAACTTGTAT
TGTGAAAATGTGATTCTTGTGAAGAGCATGTAACTAAGTCTTGATTTTAAATCCCATCTA
ACACTTTGCACCATTTAGTTGGGGTGTTTAGTTAATGTTCATTTAATATACTTATTTGTA
AGGTTCCTTTGTTATACGTTTCGCTATTTGTTTGGGCTCATCCAACTTACATTTTCTCCC
TTTCTTACCTCCCTTTGGATTTTTCAAAACTATTTTGTAAATATGTTTAATTCTCTAGTG
GCTGTTTAGCTACTGGCCTTGTAGTATAACAGTTGTGTTGTGATGGTATGTGTGGTGTCT
GTATATGTAGGCAAATGTGGACATGAACACGAGTTCACTATCAGGTGCTTTCTCAATCTC
TGTCTGTTTTTGAGACAGTCTCTCATTGAACTAGGTTAGGTGCTCACTGGTTGGTTAGAC
TGTCTGCCTAGCAAACCTCAGAGGCTCTCCAGTCCTACAAGTGCTGGGATTACAAACATA
TTTACATAGGTGCTAGGAACTGAAACGCAGCACTTTGCTCACTAAACCATCTCCCCAGTC
ACTTCATCTTATTTTTTAATAGTTGCTTTAAGGATCTAATATACATCCTATAACTATCTC
TGAATTTACCTTGTATTAGCTCACTGAAAAAGCAGGAATCTTACTCATTTTATTATCTCT
TCTAAATTTTATGGAATTTCTATCATATTTATTACTATTTGCTGTACCCTACAATAAAGA
GTTCCATTATATAATGCTATCATTTTTCAAGACATTGCATATAGTCTTACAGTTATCCAG
TATTTACTACTTCCTTTGTTCTGTATTCTTCCATTGGATCCCAGTTATCAACTTGCAGAA
TTCCATTTAGTTATCATGTAGCACAAGTCTCCTGGGGACACATGCTCTCAGCTTTTGTTC
ATCTGAAAACATCTATTTTATGTTCTTCTATGAAAGATAATTTTGCTGCACATAAAATTC
TATCCTTCGTGCTGTATCAGATCAGGCCTTCCCAGTACTGATTGATCACTGACTACAGTT
ACCTCATGAAAGTGTGTGACTGGAATGAGGTAGCGCTCCACAGCTGAGGTCATCTTTGAG
GACCACTGAGGCTCTCAGCTAATAGCATATCCTGTTGCTGGGACAGTTCTTCCTGGAGGG
CTTTACCTGGGTATACTTCATGGTGGTCTGTTGATGAGAATCTTACCATTATTTACATAG
CTTTCTGTGTGGCATGTATAGGGTTTAATATACTATCACCCCAACTGACATGCCTTCTTA
GCTTTGCTTGAAGTATACGTGCCTTAGTATTTGTTCTCTACTGTTCATCAATCTATGATC
TCCTAAGTTTGCTTGGAAGAGTCTGATGCTATTACCTGAATGTTTTTCTTTCCCCATTCA
TTTATCTCCTGGCTAGTCCAAATACATGCTTGGTGTTTTGTATTAAATATTACCATTTTA
TGAGGATTTCTTCATATTTACTTTTCCTCTTTCCTTGAACGTAAATAATTCTAAATATAT
TTTTATATTATGTTCATGTGTTCTATAATCCAATATTAAGTTTATCAGTAAAATTTCCAT
TTTGATTACAGTATTTTTCACTTCAAATTTTGCTTTTTTTATTTCACTGCAACTGATTTC
CATATAATATATATTCTAATATAATTTTTTTAAACAGACCTATAATGACTAGAGTCTCTG
TTGCTAAGTATTACCTGAGGCTTGGTGTCCATATTTTTGTTGTTGTTGTCCCATGAGTCT
ACTTTAATGTTTCTTTGCATGATTGACCATTTTCTTATTATAGACTTCATATATGGCTTA
TTATAGAGGTCGGATTGGCCATATTGCTTAGCTTTAACGTGGTTAAACTCAACTCCCGAG
GAGGCCCTTCTCCCCATTTTTGAACAAGAGCTGAAATCTCTGATTAATTCATCTGCTTTC
TTAGTTTTTCTGATGATGCCTATTCCAAATGCAGATGATACTGTGAGTGTTTAGATGTGT
AATTTAGAGCTCTTTACCCTACCCTGCCCCTGCTTTTAGGACTCCTATTTCCCCAGCTGC
TCTTCAGTCCTCAATACTGTACTCCCACACCACAATCTACTGCTCCTGGGACATCATCCT
GAGCTGCTAGTACGCATTCATGGTCAAAGAGTAAAGCCCAGCAGCCACACTGATGGAGCA
CTGTTCCTTTAAAAGCATGTTCCTCTCTAGGCTTGCTTACTTATGATTTCTTTCTGGTGT
CTTCAAATTGTCTATTTTTTATATTTTGAGATGTTATAATTGTTACCTGTAGAAGCAATT
AATTTATCCCACATATACCAGAAGCCAAATTTCCTAAGATTACTGTTGTGCCACTAGAAT
CACACCTAGCCCCAAACATCTCTGTCAGTTAATAGTAAAAGTGTTCTCTTGCTACATATG
AATGCTAATTAGTCTGCGAGTTATAACTCATTATCATACATCAAAGATGTGAGTAGGAAG
AGCCATATATCAGGAAAACAGAAATTACTCTGTATAGTCTAAATATAAAGGGTATGGATA
CGAAGATGTTATCAACACCCCCACAAAAGAAAAAGCGACATACACAGCATCCATCAGGAA
ACCTACCACCGACCCCCATCCTGAAGCACTCTACCAGATGGCTCTCAAAGCCCATCTAGA
AAACTCTAGGAGGCTCTGCCGCCATGGTGCCTGTGAAAAAGCTTGTGGAGAAGGGGGGCA
AAAAAAAAAAAAAAAAAAAGAAGCAGGTTTTGAAGTGTACCCTGGACTGCACTCACCCTG
TAGAAGATGGAATCATAGATGCTGCCAATTTTGAGCAGTTCCTCCAGGAGAGAATCAAGG
TGAATGGGAAAGCTGGCAATCTCGGCGGAGGAGTTGTGACCATCGAACAGAGCAAGAGCA
AGATCACTGTCACTTCGGAGGTGCCTTTCTCCAAAAGGTATTTGAAATATCTCACCAAAA
AATATTTGAAGAAGAACAGCCTCCGAGACTGGCTGCGTGTTGTCGCCAACAGCAAAGAGA
GTTACGAGCTGCTTACGAGTTACTTCCAGATTAACCAGGATGAGAGGAGGACGAGGATTA
GGACACATTGGTCTGCAATGTTTTGTATTAATTCATAAACAAAATTTAGGAACAAAAAAA
GAAAAGAAAAGAAAAGAAAAGAAAACTCTAGGAGCCTCACAACCACTCATATTCTGACTC
CGGATGACTGAAAAATGCATCTTCTATCACAGGTGGGCTCAGGGGTTCCTTTTGTGGACA
GACTATATAGCATTGATACAAGGTAACAAAAGAGACCTCAGTAAACAGTCATGGATTTGC
CTCTTCAGAGTAGGGAACTGGGGGCAGGTTTGTGGTTATGCTGGGTAGACAAGAGGTGAT
CTGGCACAAATGTTGCAAAGTAACTGAAAGGTAACAAAGAAAGGGAAGCTAGAGAGCTTC
AAGAAAGTTAGCCAAAAGACTAAACAAAAAAGCCTCAGGAACACTCATTTTCTGTGAGGA
GCGGGTGTGGCAGCAGTCCCAAGAAGGCGCCAGGGACTGCAGCTAAGTCTTATGACTTGC
ACCTGACTTCCTCATACACCTGAAAATAAGCCACGACCATAGTGAGAGCTGCACAGGTGC
ACCATGATGCTGGCGGTTTAAACAAGTCCATATTTGGTGGAGACATGCCCCTGCCGCCCT
GATTGGCTGAAGCTGCGTGCCTGGTGAGGTGCCGTAGCCTGCTGTGAGTGGATGGGGACT
GAGTATATAAGAGTGAGAGGTCCGGGGTTCGGGGGAGATAGATGAGGAAAAAGATGAAGC
AAGAGAGATGAATACTGAAGTTTGCTGAATAAACTGCTGTTAGAAGGACTGGTGGTCATG
TCGTTCTTGCTGGTCGAGAGCAGACGCGACAATTTTCCATGCTTACTGCTTTCATATGAC
TCCTGAAACCTGCGAGCAAGAGAAAAGCTGCCAAACCCCGTTTCTGGCCAAGTTTAACTC
TCCCATGAGAATATATCAATTTACTTTCAATGGGTTTTCTCCTATCTATTTCACATTGAA
TAAATATTCATTAGTTTAGTTAAAGAAATATCGATGATGTTATATCAGGGAGTGAGTCTT
CACTGATGGTATATGATGTGGAGTCTTATGGTTCCTTTCCCAAAAACTCTGTGATAGTCT
TCAGCCCACATATTCTTCCAGAATTTTCACACCTCATCAATTAGTGAGATTTCTTTCCTC
CTCTTCTTGAAGCTAAGAGTGACTTTTAATGACTGCCTTGATGAATAAAGACAGAAACGA
CAGTATTTGACTTCCAAGGCTAAGTTGTGAAAAGTCCTATAGATCTGCCTATGTTCTTTC
AAGATTCTTGCTTAAGGAACCTAGCCATCAAGTTGTGAAGAGTCTCAGACTCTATTAACA
TCATGTGGAGATGTTCAAATCTACAGTCCCTGCTAAGGTCTCAGCTATCATCTAGCATCA
CCTATCTGACACATCAGAGAGCAATACCTCAGGAGATCTTCCCCTTGGCTTCCGAGGATC
CCATATGTTGCCCCGGGGAGTAAAGAGAAACTGATTTGATCCAAGGATCTCTAAGATACA
AATTAACAAGAAAATGTTTGGGTTTTAAAGCCACTACTACATTTGGGGTAACTGTTATGT
AGCCATAGTAACGAGAAAACCATTATATTACCTTGCTTAGATGTGAAAGTTCCAAATTCA
GAACTCAACCAAGGTTTCAGAGACGATGTAGGTGCAATAATCTTGTATTTAATACATGGT
TTTGGTGAGATAAGAGATCCTTTGTGGGTAAGAAGTAAGTCTTTCTGTGCTGACACTCTC
AGGAACAGTATCTAAGATTTGTTAGGTCCTAAAGACATGGCTGTTAGTGTTCCGTGAATG
GAAAAACAAGTATGTTTCTAAGCAAGGCATTATTTAGAAAGTTTTTAGAGGTAGTTGACT
ATACTTTTACTCAACAAAATTTGCTGCCTAGAAGTAATTTTGGATGTCTTGTTATAGTTA
TTTTCAGTTTATGAGCTACAAAACTCATTAATTTTTCTCTCTTGCTCTTATAAAAATGTG
TCACAATTACATGTATTACCTATCAAACTATGCCCCAAGTCACCCTTGACTGATTCCAAA
ACTCGATGTATCTTTAAGGATGAAGATGTATTTTTCCATTACTAAGGATAACCAAATTAA
TTTAACAGACGCTAATTTCAAAACAAGAGATTCCTGTGTTTTTAAACAATACAGTCTTCA
AAGGCAATGGGATGCAATGATTCAGAGGCTTTTAGCATCCATGGTAACATCTCGGAACAA
GGAAAATTCTTACCAAATTTGGAGTCTATGTTCTTATTTTGCAGACAGAAATATAAGTTT
ATTTTTCTCATGGCCATACTTCATGTCACACATACATTTAACTATATGAAGAGAAGGAAA
AGAGAAATCTGTAATGTCATAAAGGCACTAGGAGCAGATAATACCCATTTATTTTTTAAT
TGTTCCTATTGGGAATAAGTATTTTCATTCTTCCCAGGGAACACTATAACAATGGGATAC
ATGAGGTGCTAGCTTTACGGCTTCACTGCCCACGTCTGTTTGATCAGAATTGAATAGGTC
CTTCCTGCCTTGCCCTCCTCCAGCCTCATTTCATGTCAACTCCATAAAGGTGAGTTGCCT
ATAGAGGAATCTCAGTGTAACTCAAGCTCAGAGGAAACATCAGTGTGGCAGGAAAGTCCT
GGCAGCAAATACAAATACTAACACAGCCAACAAACTCAGGTGGGGGTAACTCTGACAGCC
CACAGCAAGACTGTACTTCTCTTCCTTGTATGTCACAGAGCCTAGTGGGAGCACTGCCTC
CAGACTCCTTCCTTCCTGTTCTCCATAACTGTCATCACATCTCCTCCACACATACACTGT
GCACACACACACACCATGTTCTGCTTTCTACCTCAGTTCATATACAGAATCTATTCTTTC
CTCGTGGGTATTCTTGACACCTCTTCTTGATCAGCTAGACTGGCCGGGGACCCATTCATC
TATTTCCTTCTTTCTTTAACTTGGTTCTATAATGGAATTCTCCCTCTCAAGGACAGGAGG
GAGAAGAAGCTCTGAGTCACAAGCATTGTCATCCCAACATCCTCTGTATAATTATGTGTT
TGCTCAAGTGTTAGTAGAATATAGGTAACCTCACTATAAATTTATACAGTTGGAACATCG
ATGTATACAAGACCTGGCTACAGATTCAGGTGTATAGGTCAGGGGATACATTTATACTTA
GATATGATTTCAGCTCTGCTGAGATCTGAATTAAATTTTAGGAATGATTTAAATGTATGA
GTAGTTTGACATGGAGCTACCCCATTCCTGAGACTACCCTAATTTTACCTGATATCTCAG
CATCACATTTTTAGACCAAAGCAGGAGTTTAGAGCCTTAGAAACTTCCAAGGGCCTGGCA
GTCAGGCAGAGTCAAGTACCCTCTCGAATTTGTCCATCTTAATTCACCTCTGCGCTTCAG
TGTGTAAGGGGAGGTATTGATTCCCTAACTGGTTCTTGACTGTGTCAATAAGGAGGCAGA
AGCCAATTGCTTGGTGAAAAGGAAAAAGGTGGGACTTCCAGGTCCCAGGAGGAAAAGAAG
GGGACAACAGAGAGGAGTCAGAGCAGGTGGTAGAGTAGAGGAAGCAGTAGACATGCAGGT
CTCTGGGCACTTATAATTGGTAGCCTCTGTTGTGGGCAAAGGCCAAAGTGAATAGGGCAG
GATATTCTTCACCCAGCCATCGACTTGTGTGGCTAGTTTTAAAATATTAAGGCTGTCTGA
GGTTTTCTATCTGTGAAGACTAAGGTGGACAGGAGAAAGGGTACAGCCAAGGTGGTTGTG
GCGGCTTGACAGAGTCACTAGAGGTTGAGGAGCTTGGGTGGAACTCTTGAGAAAGAGCTC
GCGTGTTTTTAAAATTACACACAAGGGGAGTGTGTTTATTGGTTTTTTTTCCCTTAGATA
TCAGTAGCCCTAGTAAGAGGCTTATCAACAAGACTAGTATCTTTTTTTTTTTTTTTGACT
AGTACTTAAGAATGGAAATTCTTAGGTATAGGCTGCATCTAGAAACACACACACACACAC
ACAAACGGAGAGACAGAGAGACAGAAACAGAAGCAGAGAGAGCACACAAATACACGTGGC
AAAACATCAAGTTGTTTTGTTTTGTTTTGTTTTTTTAAATCTGTGACAATAGCAGGGTCA
GACGAGGCATCTAGAGCATGAAGATGCTTACATGGCTGAAAAATGTTTTATTGTTACAGT
ACAGACAGAAACCACATCAATAACTTGTCCTTAAAAAGAGTATATGAGAGAGCCAGGCGT
TGGTGGCACATGCCTTTAATCACAGCACTTGGGAGGCAGAGGCAGGCATATTTCTGAGTT
TAAGGCCAGCCTGATCTACAAAGTGAGTACCAGGACAGCCAGGGCTACACAGAGAAACCC
TGTCTCAAAAAACCAAACCAAACCAAAAACAAACAAACAAAAAAGAGTATATGCGGTTGT
ACCCCTGTAAAACTTACTTGTTAGGAAACATACAAATAAGCTCAATTCCAAAGCAAAGTC
CTTGTAAGAATCTTTGAAAAGTGGAAGAAAATCTATACTGCCAAACTGAGAAAACAAGTA
GATTAAACTTACAACAAAATGCCCACTAGCCAGGAAAACAAGGAGGGTTGGGTCGCACTC
CAGAGGGGAGAGGAATGCTCTCTTTAAGTTGAACAACACTAGAGGTTGGCTAGAAGAGCG
AGCATCAGAAGTGACAATCAGGGCCTAATTGCTCTTGAGTCCCAGTTCTCAATCTGGACA
GTTTTCATGAGCAAAGAAAAAGCACCCTTCCCAGTTCTCTGCGAAGATGACCTCGATGAC
AGAATCACTCTGGGTGCCTCAGCTAGCATTTAAATGCCAATATGAAATATACTTCTATTT
CGTTCGCTCTAAAATTATAGATAGAAATTAAACAAGTGAAATTACGAGAGCTATATCTCC
ACGTAGATGATTGCTTTCAGAACATTGAATGATGAAATCAGAAAAATCACCTAAGCTCAT
GCCATATTTCCTATTTGTGTTGCTTCCATGTTTGTTAAAACTAAATTAACCGTACAAGAT
TTAGATCTCATCAAAGTGTTTCTGAGCAGATTCAACTATAAATGGTTCTATAGATGAAAG
ACTCATCTCTGGTCATTGCAGCAAGGATCTCAAAGGATAGCTCTAGCCCCAGAGTGGACT
GAGTGTTCAATTTACTCTGTGCCTCCAGGAGACTTTTGTAGAACTTTGTTCTCTGGGTGT
TCTAAAGCCCTTCCTGGAGAGCTCTCTCCAGTAAGGCACATTTTGGATGTCTGATAGTGT
TCTGGAAACTCTGACCTGTTTGTCACATTCGAATCTTGCCCCATGTCTCTTACAGCCTGC
TGCACTGGGGTCACAGGGATGCTGTGGAAGTGAGTCAATAAGATCTGTGCAGGGCGTGGG
AGAGGCTCTCAAGATAAGGATGGCAATGGAAAGACAGAGGTTCCTGTGGGTCTTGAACAG
AGCTCAAGTGGGAGCAGGTGAGGTTGTCCTCCTTCACCACTGCTCTGAAGAACTCCAAAA
GTCCATTCGCAGCTTCAGTTCTCCCTTTCCAAGGAGTGCTCTTTTGCTTACATAAAATGC
AGGGTAAATCAAACCCACCAAGCCTAAGAGAGGAAACTAGCCTGCGCCTACCCGCTCTCT
TCTCCTTGTCCACTCCCTCTGCGACTCTGTGCAACATCAACCCCTGACCTGCATGGACCT
CACTCCCATCTGGTTGCAGAAGTGGCAGCCTATGGCAAGCACAGCGGAACACTAGGCCTC
CTGTATGCTAGGCTCTACCACTGAGATACACCTCCAGCCTTTTCCTCAGGTTAGCTTGCT
AAAGAACCTACTGCTTGAGGGCAGCTGTCCTTCCAACTCAGTTTGGTCCCTTGGGACCCA
GAACAAACTGCTTTGCACACAGCTTAAGGGATTAGTGAGTTAATAAATGACACTCTCCAA
ATTGCTAGCATTTAAAAAATACTTACAAGCCCTGTATTGCTGGTCTCAAATCTAACATAG
AGATCACCATGCCTTGACAGTTCTCACACAGATACCATTAGAATGAGACTGACATGCAAA
GGCAGGGAAAAACTCGATAGACTTTAGCCCCTCCATTAGTAGTGGGGTGACCTTCCCCAG
TGTTAAATTCACCATTAAAAAGTGAGTGAAAGTCCAGTCAGACCATCTCCTCATTGAGGG
AAAGAACAAAATGAAATCATATTGACAGAACATGACTCAGTTTTCACTGATATCATTGAC
CAAAGGCTGAAAACTGAAGGCATGCGGCATGAAAGGCTATTTGATTGTTTAGCCCACCTG
TACAACCACACATTCCCAATAGGTTGTTTCCTAGATGAAGTGGAAACTTCTAAAAGTTTC
TTTGGAAAGTCAGTTATGTCAAATGATGCTTAGCTGAGGCACACAGGTGAAAGGATGCTT
TGCTGGAGCAGACATGGAATAGAATGTTTTCCTGAGGCAGACACAGGTGTAAGGATGTTT
TGATATAACAAACACGTGAAAGGACCTGCGATGAAGGAGTATAAATATGACCCACAGTCA
GTGGGAGACAAGCACTGAGCATTGGTTTGCTCCGCCTCACCACTCTTCGCTAATGACACC
CATGCATTGGTTTGCTTTACATAGCATTGTTGATCTCCACTAGCGGCGACACCAGAGACA
AACTCACCAAAGAACTGCTCACAAGGTTCTGAACTGCTTGTGAGGTTCCTGCAGCAGTTT
GCAGTTTCTTCAGGACTGGACTGTAGCTGCTGGTTCGTGTGTGGTGTCTGCCTGCCTAGA
GGACTGGTCTGCAGCTGCTGAATCATCTTTGGTGTTTGCTACAGGACTGAACTGCTGACA
AAGGAGATCAAGCTCGCTCCCGAAGAACTATTGCTGAACAGGTTCACTTTCCCCTATCCT
AATAACATTTCTCTTCCACCTCTGCTGGGTGGTGGGCAAGAGGAGAGGTTGAACCCTTAT
TAAAAGTACATTGCAAAAACTGTATGCCTATACCTAGAACTTTGTCTAATCCATTTCCAT
TAGGTTCTAACATTGTGGCCTTTGGGTGAGGAGTTTATTACAGTTGGTCATTTCCCATGT
ACTTAACAGTCTTTCTGAAACTTTGACTCCAATTTGCTTCATTTAAAATTTGCCTCATGG
GGGGGTGGTGGGGAGGGGATAGGGAATTTTCAGAGGGGAAACTAGGAAAGGGGATAACAT
TTCAAATGTAAATGAAGAAAATAATAAATCTTAAAAAATAATAAAAATAATAATAAATAA
AATAAAATTTGCCTCATTATGTTGTCAGACCCTCTTCCCCAGCCCATACATAGATGGTTT
TCATATTCTCTTTTGGAAATAGTTTAACCACACTTCTCACATGGTAACTGGAGTAGAGAG
TATCTGGTATAAATTACAGAACACTGCGATGTGTGAAGACATTCTGTAGTGAATAAATTA
AAACAATAATTTCATATGTATCAAACTAACACTTTTTATATTTGTGGTTCCTATAGTTTT
CAGGCCTGGTTCTGAAGTCTCTAGTATGGGGAAATTAAATGGAAGAGATTTGTCTCAGAC
TGTATTTCACAGGCTGGAGATAAGCCAGCCACTCCTAGGAATATTTCAAAGTAGAAGAAC
CTTTAGAAACAAGTTTAACATGAAGGCTCTGCTAAGATTTAGGGAGATGTTGGTATTCCA
ACAGGTGAAAAAGACTGAGTTTAGGACCTCATCAGATACAATCAGCACTGGTCTAACAGT
TAAGGGAGAATGGGAGAGGATGTTAGCACCCTCTATATATGTGCAAATAGAATCACTGAA
TCAGAAGGGACTGAGGAACCCCAAATATACTTATAATATGAAGGGAAACTCAAATTTAAT
GAAAATGTCTATGTTCAAAGGCAACAGTTTCTGATCTCTATGACTGATGTAGTGAGTGAA
TAAACATGAATCTGCTCCCCAGTGTAAACACACATACATACACACTCATATGCACACTCA
TATGCACACACACACACTCATATGCACACACATATACACATATATACAAACATACATATA
CACACAAACACATATACACACATACCACACATAGACACACACTCATACACATATACACAC
ACATACATACAAACATACATACACACACACACCACACATACACAGACACTCATACACACA
CACATACTCATACACACACATATACACACATACATACAAACATACATATACACACAAACA
CATATACACACCATACATATACATAGAAACACATACACACCATAGATATACACAACTCAT
ATACACACACACACACCATACATATACACAACTCATATACACACACACATACATACACAC
ATATACACATACATATAAACATACATATACACACATACACACACTCATATACACACATAC
ATACAAACATACATGTACACACACATACCACACATACTCATATACACACACATATATACA
CACATTAAAAACATGCATATACACACACACATATGCACATATGCACACATACTTAGAGAG
CAGCCTATTTGTTTGAGACAAAGTCTCTAGAAACCAGGCTAGTTCTGCATTTACAGTTAT
CCTTGTGCCTCAATCTCATTTGTATTGGGATTAAAAGTGTATATACTTGTGCCTTTTCTA
ATTAGTGAGATTTAAGAATCAAGTTTTAAGTCTTTGTCACTGATTTCATTTTTCAAAAAT
ATTTTTTATTTTTTTCTTCTCAGTACTTATCACTGAACCTACATTCCCCCTGTTTGCTTA
TTTATCCACTATCTCCTTCAGCCTATGGTCTACAATGTAAGCTCTTTGAAGATGGAAAGT
TTGATTTTCTAATTCACTTTTGTATTCTCAGGCTTTAGAACACTGTCCCACCCAAAGTAG
GTGCGTTGGCTAGTTTTATGTCTAGCTAGATACAAACTGGAATCATTTTGTGAGAGGGGA
CTTCAACTGAGAAAATATTGTCATCAAATTGGCCTGTGGGCAAGTCTGCCTATTATTGTT
GTTTCTGTAACAACATCATCATCAATCCTACATCATCATCATCATCAATGATTGATGTAG
GAGAACCCAGCACACTGTAGGCAGTACCACCCTGAGCTGATGGTCCAGGGTGCTGTAAGA
AAGCAGGCTGACTAACCCATGAGTGTAGGAATAATCTCGTGTGCACTGTGTGAAAGCAGC
ACCTGTCAATAAAAATCTGATGGCCAATAAGCTTTGGAAGGATTAGGAGGTGGGACATCT
GGCAGAGAAAGAGGGGTCTCTCTGGGAAATAGTCTGGAGACTCTCCACTGTGATGCTGGG
GGAAGTCAGACATATAAAACTGAGGAGAGGTAACCGCCACATGGCAGACATGTGTGTGTG
TGTGTATGTATATGTATATATGTATATATGGGTAATATAGGTTAAGAGCTAGTTGGAGAG
TGTACTGGCTAGTTTTGTGTCAACTTGACACAGCTGGAGTTATAACAGAGAAAGGAGCTT
CAGTTGAGGAAATGCCTCCATGAGATCCAGCTGTAAGGCATTTTCTCAGTGATCAAGGGG
GAAAGGCCCCTTGTGGGTGGAACCATCTCTGGGCTGGTAGTCTTGGTTCTATAAGAGAGC
AGGCTGAGCAAGCCAGGGGAAGCAAGCCAGTAAAGAACATCCCTCCATGGCCTCTGCATC
AGCTCCTGCTTCCTGTCCTCCTTGAGTTCCAGTCCTGGATGATGAACAGCAATGTGGAAT
TGTAAGCCGAATAAAACCTTTCCTCCCCAACTTGCTTCTTGGTCATGATGTTTGTGCAGG
AATAGAAACCCTGACTAAGACAGAGAGCAAGCCTAAGCTAAGGCACAAGCTTGTATATAT
CCGTGTTATTGTTCAAGAACCAGGGCGGACACAGAAAAGCCCAAACGGTTATACATGAGG
AGCAATCAGTCAGCAACATGCCTCAACGGCTTCTGCATCAGTCCGAGCCTCCAGGTACCT
GCCTTGAGTTCTTGCCCTAGCTTCCCTTCATGATGAGCTAGAAGACAGAAGGGAAAATAA
ACACTTTCCTTCCCAAGCTGCTTTGGTCATGTGTTTTATCACAGCAATAGAAACTATAAC
TAAAATAGTAGTGAATCGATAAATATTTTTAAAGCATAAATTCACTTATTTGACACTTAT
TCCTTTATGATAAGAAATCAAGCTTAAAGATATAATGCAAATTTTCTGCCAAAATAGCTA
AAGAATAAAAACATGTAATTCATTACTACAGGAAGAAGTTCCTTAAATTCACAAGGGTCG
GCTTTGAGACGGTTTGAATCTTTAAAATACAAACTGGGACGGACATAAGGATTATCTTAT
TAAAGGTACTAATTTGAGGTCCACGAGCACAGGATGTTTAATCACTTCTTGTATAAAAAC
TTGTAACATCAGCTTGGATAAGGTACTAAGAGACAAATGGAAGAGCAGACAGAGCCAAGC
CAGCCAGTAGACTAACCTGCTACATTTGTTAATTCATTCATTCTTCACACTGATTCTATG
TGGGAAGTTCAATCACTATCCCCAGATTTCAGGTTATGAAATTATGGAAGAAGGGGCTGG
AGAGGTGGCTCAGTGGTTAAGAGCACTGACTGCTCTTTCGAAGGTCCTGAGTTCAAATCC
CAGCAACCACATGGTGGCTCACAACCATCTGTAATGAGAATCTTCTTCTGGTGTGTCTGA
AGATAGCTACAGCGTACTTACTTAAATAAATCTTTAAAAAAATATATATGGAAGAAGAGC
TCAATGATGGCCTTCCAGTTCTAAACACAATCTTTGCTCTTGTGGTCCTGGAGCTGCAGA
ACACATAGCTCCCACAGAGGGCAGTAGAGAGATGGCCGCAAGGCTATGTCTTCAGGAAGA
CCCTTAAACTCGTGCTTACCCTCTGCTACACCACCGCCTGGGAGGCCAACAAAGCCATCT
TGGAAGGCTTCAAACACAAGCTCAAAATCTCAAACTTGGAGTAGAACCGGGCACCATTTC
TTCTCTTTTGTTCCTTTATTTTCTCCTTTTCTTCAGCCAAAAATTAATGGGTATTTTTTT
TTCTTTCTTTATTTTTTTCGAGACAGGCTTTCTCTGTGTAGCCTTGGCTGTCCTGGAACT
CATTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTCTGCCTTCTGAGTG
CTGGGATTAAAGACGTGTGCCACCACGCCCTGCTCTTTTTTCTTTTTAATCTGTTACTGG
TACCACTTAGTACTTTATATACCCAGTTTTATTTTAAACTCTTTTCAGACAGGGTCTCGC
TAGTAAGCCAGGCTGACATTGAACTTAGAGTCTCTGTGCTCCACCTCCCAGCCACCATGC
CTGGGGTTTCTCATATATGCTATAAACAAATACTATTCAATCTTCAATTTTTTATTTTTC
TAATTACTTTCAGATGCAGATTTCATCTAAAAGAAGTCTGCAACATTGGTGTGATATAAG
TAACGTTTTTTACAGTAAAGTCAAGGCCATGCGCAGCAAAGCATCCCACAGAGCTGCAGT
ACGAAGGTCACGTGAGTCACGCTGAGCACTCTGGGAGGGCCGTCGTTCCTCTGCCTTAAG
GTTTGTCTGCTCCAGAGACAACGTACTCCAGAAGATGGAAACACGGGTCACAGGGAGATC
TTCCCACGCAATCCAACCAGGGATGTTGTAAAGGGGAGATTACTGAGTTGTGACCAAGTG
TGATCCTTATAAAAGACAGCATTTGTCTTTTATTTAAAAAAAAAAAAAAAAAAGGGCTGG
TGAGATGGCTCAGTGGGTAAGAGCACCCGACTGCTCTTCCAAAGGTTCGGAGTTCAAATC
CCAGCAACCACATGGTGGCTCACAACCATCTGTAACAAGATCTGACTCCCTCTTCTGGAT
TGCCTGAAGACAGCTACAGTGTACTTACATATAATAAATAAATGAATCTTTTAAAAAAAA
AAAGTAAGTATTTGCAAAATACAAACTGGACCTGGTGGTTTTTAAAATCAGTGACCCAGG
GGAGGTCATAAGGTTGGGAGAGGTGGGAGGACCCAGGAGGTGTTATGGTAAATATGATAA
AATAAATTGTATGCATGGACAAAAATCCCAATTAGTAAAATAAATAAATAAATAAAACAT
TAAAAACCCTGTATTTTAGAAGTTTGACAGATGGAAACTTATAAAAAGCCATGCTGAAGA
CAGAGGAGAGAGTCAGGCCGCCAAAATGCAAGGAAAGCTAGCAGCTCCCAAAAGCTGGAA
ATTTCTTTGGAAACTTTTGATGGAGCTCACCCTGGTAGAAACCTTGATTTCAGCCTAGTG
GTACTGAGTTTAGATTTCTAGCCTCTAGAAATGTGTAAGAAGAGGACAGTTTTGAGATGC
CAATTTATGATGATACATTACAAGAAGTTTAAATGAAAAGTTTATGTGGTAGAAGATACT
ATCTTAATATGCCATAAGACTTTAAAACTCAGTGTCATTAAAAATAAGACTAGTCAGAAT
AAGAAAATAAGGTATATATTTGGTGAGGCCATTTGTAATATGGCCTTCTATAAGATTCCT
ATCCAAAGTGTAGAAAACGCCTAGATGCTTGCATGACCAATAACCATATGGAAATGTGTT
CAACATCACTTGCTAATTACTGGGGAATGTAAATGAACATCCTAACAAGACAACATACCA
CTAGTTCTGCACAACTAAAATAATGAGTTCCAATAAAGTATATCTAGAACTCTCACACAT
TGTTAATGAAGCAAGATGAAAAAACTACTTAGAAAAACTGTAATTTACTAAATCTAAAAA
CGTGCATATAGTATAGTTCATCAACTCTACTCATATATATGCGATTGTATGTTTTTATGC
ACCAAGAAAGATGGGGGAAAATGAGCAATAGCCATCAGTAGTAGAATGTTTTTTGTTTTT
GTTTTTGTTTTTTTAAATGCTATAGTCCTCTAAGACAATGTACAACACAGCAAAGAATGA
GCTACCTATCCCAGCGGAGGAGACCAGTACATCTCTGGGACATGTTAAGCAGAAACAGCA
AGATGCAAAACAGTATATAATACATGATTCCACTAACACTTAGCTCATCAATAGGCACAG
GCAGGCTACGGTGACAAAAGTTAGAGTTATCTTTTCCTAGGGTGGGGTGAGTCTATTGGG
GAGGTCGCAGGAGAGCTTGCTCGTATGTTTAGACAATTCCACATTTTCAATAGTATGGTA
GGTGCACAGACATTTGCATTAGTAAAGTAAAACAAAGTGTCCACGTGAGATTTGTATTCT
TGACTGTGTTTAATTTCGGTGTAAAGAAAAAATAGAAAACTTTAAAGAAATGGGACAATC
ACCGGCTACCTATCACTTGTTAAGAATCTGGAGACTGTCCTAATATCACTGAGAAAACAA
TGATCATATGAGAACATTAATATACACTAAGCTTGGAGAGTGACTAAGAGAATTACATCC
TATACAAACACATGAAGCTCCTAAAGGAATGTAAACATAAGGTGACACTTTTAAATAAAG
TTCCAAAAAAAAAAAAAAAAAAACAAAACCCACTTGACTGATATAATCTCTTACACTTTC
TCCATTGTTTTAAATTTCTCTCACTGAAAGTAAACTAGAATGTGAACCTGTGTGAGGCTG
AAGGATGGACTAAGGAGGGCCACTGTGTAGTTATCTGTGCTGTCTATGAGCCTCAGGACG
AGTGACTATCCTCCAACTGAAAGCTACGGGGACTGCTAAGGTAAGGGAGCCCTTGGGGAA
TGACTACACTTTCAGTTCCAGAGAATCCAGAGGTATGAGTAGCTTAAGATTGATGATGCT
GTTTTACCTTTCTTTCTGTTTGAGGGTTAAAAGGTAATATGTTGTAGTCACAATTATATA
CACAACTGGCTCAAATCCTGAAGTTTCTCTATTTACAAGCTGCCCAGTATGGTCGCCATA
GAGCACCTGGAATGTAGGTAGTTTGAATGGATTTGTTCTCCAACTGCAAAATACACCTCA
CACACCAGTTTCAAAACTTTGTACAAACAGAATATAAAACATCTCAAGAACATTCTGCTA
CGTGTCCAAATGACAATGGTTTAATGGTTTCAGTTAAACAAAATGTATTTATGAAATGAA
CTTAATTTGATTGTTCTTTAATGTTAATACAAAAGTCCAAATTATTCATATGGCTCATGT
TATATTTCTTTTGGGAAATGGGAGAGCTAAATAAAGATGGGAATTTTCATAATACTATTT
ATTTCTCTTACGACATAGTTTCCAGAGAATTTTAAGATTTATGTTACGGTTATTTAATGT
TTTCTGGCCAAATTACCTGTCTTTGTCAAAGATTAAAACCTATGCTTAATCTTTATAATC
AACCTGGTTTTGGAATGGCCATATAATAAGATGTTTGGCCTGCATGATGTCATGGAATAT
TTGCCCAGACTTACCCCGAGCTCCAGAACATGTAAACCTGTGGTTCTGAAGTTTCTGAGA
ACCTGTAAGTACTGAGCAGAGCTAGATCTAAAGAGTTTGCTAGGACACCTCAACCCAGAC
ACTATATCCAAACAAACCAACAGTGCTGACCCTCGACATCTCTATGCTGAAGCCCCGACC
TTGAATGACTGGATATGGAGATGAGGTCCTAATCGACAGTAATTAAGGTTAAAAGAAGCC
AAAAGGGCAGGCTCTTGTCCATAAATTGTGTAGTCTTATAAGAGGAACTGGAGGTTGGAG
GTCAGTGTGCGGGGGAACCAGCTCAGCAACTGAGAGCACTTGTTGCTCATGCAGAAGACC
CAAGTTTGCTTCCCAGCACCCACCCCACGTGGAGGCTCACAGCCATTGCATATCCAGTTC
TGATCTAATGCCCTCTTCTGACTTCTGTGAGCACCAGGCACACACATGGTGCTCATACAC
ACATTCGGGTGAAACACATAAACATAAACTAATAAAATAATAAATCTAAAACATTTTTAA
ATACCAATTGTGAATGCTCAGGCAACAGGCAGCAGTTTACAAGCAAGGGAAAGATCCCTC
CCTCCCCAGAGACAGACTGTATCAGACCTTGATCTTGGACTCCTTGCAGTGATAGGAAAG
CAAATTTCTTAAGTCAGGCAGTCTGTGATATTTTGCTAAGTTAACCTACACAACCTATTA
CAGATACATACCCAGTCAAGGCAATTCCAGCTTGATATTACTTAATACTAACTGTAGATC
CATAAATTTGTTGGATAAAGCCACAGTGGTGTGTACCAAGTAGAAAGTAAATAAAACTAG
TTGATATCCCCTAGAAAGCAATAGAACAGGCTGTTTCATAGTCTTTACACACCATGAGTG
GATACTCATGGACCATCTTTGAAGAGCTCAGTCAAAAGGGCAAAGACATAGTTACTATTA
ATTTTAGGTAGTCTCTTAAAATATCCCCTTAACTACATAGAGGATATTCCCTTCAGCAGG
TAGAAGTCACATTCCTGCTTGAACTTAAAGTGAATGATATCTTTCCTAGGGATGTACTTC
TTGGGGTGATACCTTCAATGATTTCATCATAGTTTAAGCACAATAAAAGCTTACTTTATG
CTCCAAGGCGAGACTACTCTGCATTATTCAATTAGCGTAGTACTCAGCCTGTGACTATTG
GAATAAAATTTGACAAGGGATCTCTCTCTCTCTCCCTCCCTCTATCTCTATCTCTATCTC
TCACGGCCCCAGAATGGGGTGTAGAATGTTTTCTTACTTTAGAAACATCCCAGACACCTT
CAGGTTTATAAAATTCTGGTTTTGAATGGAGGTGGGGGAAGAAACAAGTGGGATTATTGC
CCAAACCACTATCATACTGAACCCTTCACTGCATCTTTTAACTCTAAAGAGATCAAAGAA
CTTCACCAAATACAATTTCATTTCTTCCATACACTTTTCTGGGAAAAGGACTCAGCCTCT
AACATAATCTCAAAGAAGTAGGAAAAAAAAAATGAATCCCCTCTTAAAGTGATTTGCTTT
AGAGCTGGATGAAGCGCTTGGTCTCCCTGCGGCCAGCCGGGTGTCCACACTGCCGGGTGT
CCACACCCGTGTCTATCCACACCCGTGTCTATCCTGTTGTCTCCAGCTGGCTTGCTGCTC
ACCGGTTCTTTGGTTTTATTTCCCAGGCATGTTTGCACTGCTTGCTCCTTGGTAGTCACC
CTGCTTCTAACGTCAAGGTTCTATCAGAGTGGCTTTTGAACGGCTGTCCATTTGAGTGCA
ACTAACCTCAATCATTCATCAAGACAGCCCACCCCAGCCCCCTCCCCCCTTTTCTCTGCA
TTCTTTGGAGCAACCTGACCTTCCTAAGGTGTTGGAGCAGCAGCCCATCCCTTCTTCCCC
TTTGTACTTTGGTCTAGAAACCGTAGATTTGGAGGCCGTACTTTTAAGCGTGTCAGATCA
TGTTTCCACACTACCATTCCCAGGTGATGTAAAAAATCTTTTCTATTCCCACTTAAAACA
TGTGGTAAGAAATGGCGCCTACAGTAAGTGCACACTTGGCTCCCCAGAGAAAAAGATTAC
ATAAAACTCCCAATGGCCATTGGCGGACGGCAATTATTTTGGTATTTCTGCGTCAAGTGG
CAGAGTCTATGCACCTGCTATGACCACTGTTTCCCTAAGAGCCTGCACCCCCTTGCACTC
CTCACCTCTAGTATTCCTCTCCCCAAAACACCATTCCAAGCACCCCCTTTGCATATAACT
TCCCCTACAGTCCCCAGGGTGGGGATAAGAATTGATGTTCGCTCCATCCCATAGTCTTCT
CAGCAGTACATGCTCAAATTTCTCTCTGTTTGCTCCAAGAGCGCGGATGGGTAAGTTCTT
CACCCCCTCTTAAAAGTTGCCTAAAATCCGCGTCTGGCCCTGGCACCGCCCGCCTCTCAG
ACAGAGCGAGGGCTGGCCGCCAAGGAGCCACGATCCCTGGCTTATTTCTAAAGGCAGGTT
CGCCTCCGGGAGCCGCAGAGGGAGGCCGGGCAGAGCGCGGCGTCCGTCCGGGGGGGCAGC
TCCACGGGCCCGGGCCGCTCCGGACGCTGAACCGCGCGGCCTCCGGCCCATGCCGGGTCG
CCGCACGGCCGAGTCCAGCAGTGGCGGCGGCCCCCGGGGGATGGCGGCGGCCGGGCTCCG
CCAGCAGGTGGTCCCGGGGTCCCGGCGGCGCCGCCCCCTTCGACGGCGCGGCCCCTACTC
CCGCGGGGGAGGTCAGCGCCCCGGCCGCCGCTCCGCACCCGCCGCCGCCGCCCTCCCTCG
GCTCGCCGCGTCCCCCGGGCCGCGTCCGCAGGCTGAGCCCAGGCGGGCCGCGGCGAGCAC
CCCACAGCTCCGCGCCCCAGCCCGGCCCCGCTCCCAACGGAAAGTTGGGCTGCGGCGGGC
TGCGTTCGGGAAAGAGCGAGGCGGCATGAAGGGGCACCGAGGGGTCGCCTAAGACACCGG
GGAGGCGGAGCCGCGCGCGGGGACAACTTCGCCCCGGGCGCGCAACCCCCGGCCGGGCTC
GCGGTGGTTCCTCCCGTCCCTCGGCCTCCCCCGCCGATCGCGACGCGGACCTTGGTCCCG
GCGGCTCCGCGGCGGTGACACGAGCCCGCCTCAGCCGCCGCCTCAGTCTCCTGCCGCGCC
GCCACCTTGCCCGCACCATGGAGTTCTCGGAGAGGAAAAGAAGCAGGAAATCCCAGAGCT
TCAAACTGGTGAGCCGAGGTAAGCTGCCGGCCCGGGGACAGCGGCGGGAAGCCGGCGCCG
CGCTCCGCGCACTCGGCCCCGCGCGCCCCGGCCGCCCGCGGGCTCCACGCCGGGGGCGCG
CCCGCCCCGACCCCCTCGTCCCCGCCCGAACCCGGGCCCCCCGCGGGCCGCACACGCCCC
GCCGCGGGGAAAGTTGTGCCTGAGGGGGACCCACCGGGTGTTATTGAAGGTAAACAAGTC
GGAGGGCACGTCAGGAAATTAGCAAACAATGACACCGGGGAGCCGAGCCCACTCTGGGGT
GCCGCCGCCACGGCGGCCGCTGGGCTGGGGTGGCTGAGGGTTTGCCTGGCCGGCAGGCCG
AGAATAGACTGGGATTTGTTTTTGTTTTCGTTTTTTTTTTCCTTCCCCCACGCAAAGAGA
AGGAGGAGAGAAAAAGATGATCATTGTTCTTTTTAAGAAGAATCAGCTCATTAGGGAATC
GAAGCTCAAGGCAGAAATTGTTGACATACAGCATCTTTTCCAGTTGAGTGATTTGGGTGG
AAAGGTAGTTTTAAGATTATCTCGTATACCAGTCAGACAAGTGTCGCATCACAAGAAATA
AAGAAAAATCCAGCTTGGTCCTGCCGACTAACAGGTGTACAGCACACTCTTTATAGGCGT
TTATTTTGTCCGGGGAGGAGAAAGTTGAGTAGTATCTCCTCTGGGTTCTGTTTCTTGTTC
GAGTCCATCTTCCTGATTTGAGTCTTTAAAAAATGGTGCCAACTCGGACAAGAAACACCT
GTCAAAATGTATCACCTTAATAATCGAGAATGGTGATACCCCCCCCCCAACCTCCCCAGA
GGTAATGGTACAAGTTCTAATATGAGCCCACACTCTTTAAATATCTTTGCATTAACTTGG
GTCAAAGCCAAATCAGAGAAGCGCTCCACTTTCCCTAGGTGGTTTTTATCTACCGCTAGC
ATCTGAGGAAAGAGCCACATGATTGTTCCAAGGGCCCCAGCAAAAGTCACATGTGAACAG
GTGACTATTGGGAGGGTGATTGCAAGGGATGGAGTTTTTCTGAACTCAGCTAAGCAGACA
TGAGGATTTTATAAAGCTCACTTTTGGTTAGTCTGGAAACGGTTTAATTATAGACATTTT
TGCAAATCTGCTCATCTGTGTTTCCCCTAATTTAGCTTTGTACTGTTTAACGATAGAGGC
CTGAAATAGTGTAGTGCATGCATTCAAAATATTTGGCTACTCCTTCTCGGCCTCCACCTC
CCCAACCAGGATGTTGACTACTCTGGAAGTCTCTCTGAGTGTGATGGCCCTGTTGATACA
ACGTGCTTCGTTCAGGAATGGAGGCTGCTTTCTTATTTATGACCCCAGGAAACTGACTAC
TCTATCTTAAGAGAGAGGGTAGTTTTGTCATGTTGTCCTGTGACAGCTAAGGCAAACAAC
AAACAAACAAGCCCACCCAAACCTTGGACAGCTGTTGAGAAGGGACCTCTATTTTCATAC
CTGGGTGGTCCTGGTTTGTAAAGAGCTACATTATCAAAATGCTGTAGCTTCCACACGAGA
TCCCAAGATGTTATATTTGAAATTTTGATTAACATAGTAAGTTTTTCCTTCTTTTTTAAT
GGTGAGTGATTCTGCTGTGCAGCTGCTTTTCAATTTTTTTTTTGGAAGATAAACTATTGC
ATCTTCAGTAAGGGCAGTAATTGCAAAAGATTCACTTATGTGAAAGGTAAAAGACTTGCT
TCTTTTCAAAGTATACCTTTAAAAAAATAACACATCAATATCTTAAAAAAAAAATGCATC
CTTACTTTTAAGCTGAGATTTTCTGGGTAAACCCAGTAGAGAGGCAGTTCCGAAACATGC
TATTGATATGCTCACAGAAATGGTAGTGGAAATACGTTTGAGAAACTCCATTGGCCTGTG
ATTTGGCAAGATTTTTTTTTCTTTTCTTTCTTTTTTATTTATTTTATTTTATTTTTACAA
ATATACTTGCTGTAGCCAAGCATATCTGTTTTGTAAGGCGCAGTGGTATTTCAGGTTCCT
GTACTTCACAGTAAGTAACGTTTGGTGATTAGTATTGACTCCGATTCTGTGAGAGTTCTT
GAAAGTATACTTGTAGATTATACATCTGGGATGGGAGTCTTTAGGTGCTTATTCCTATTT
GTTGAAGTCATTAAAATACTAATTTTCGGTTATTTTCTCATGCCAGATTATCACCATGAG
GTGTATAAAATCTCAGAATTCAGCAATGATGTTAATGGGGAGACCAAAGAGACACAACCC
ATTTACTTAGGTAGGTTCTTATGTCAATTAATTTCTCAGCAAAACAGCGTGGCGTGGCCA
TTTGCAATTTCAGGGGCAGGGTGGTGGTGGGAGAGATTATGGAAGAACGGGAAATGTCTG
CCATTGCTTAATGCATGACATTCTTTTCAAGACCTTTTATTTTACAGATTGCCAATATAT
CCCTTATTAACATTGCTAAAAGTTGTAATTTCAGACATAAATGTTTATTAGTGTCTACAC
ACAGTGCTAATTATCACTCAGTCACAGAGCCAGATGCTGACTACGCAGTTTCGCCACTCG
GCGCTCACCCCATTTACATTGCATATTCTCTGGCATGCTTCACTGGCAATAGTTTGTGTA
ATTGGGGTATTACATCTTTGACATCTGGATAACAGAAATTCAATTTCCAGGAAGCTGCTA
TTTGTTTGGTTTTGCTTCTGCCTTGGGTGGGATAGAGGATGGATGTGCTGTCTTATTAAA
ATGTCCTTTCACCTCTATGGCCTGGTTGCTAATCCTGCCGTGGCACAGTTAAATTAAATC
TGTAGTCCAAGCAGCGTAAAGAGAACAAAAGTGATTGTCTGCCTTGCCACCTCTTGATAG
TGCCTCTTACTACTCAACAGCTTTGCACTTCCTGGCTGTGTCTTTTTCACTAACATTTGT
GGTCAGAGAGAAAAGATGACTTTTCTCCTGTCACCACCCTTCCTGGCTTACCTACCTCGG
GGACAGAGGGAGCAAAGGCAGCATCCTCCACACCTTATGACAAGTGCCCACAGATATTTA
GGTAGCCAAAAGTGTGCCCCGATGCCTGTATTTGTATAGCTTAGGCATGAGGCGTGTCCA
CGAAGCATCTCACGTTTGTTATCTGTAGCCTTTGAGCCCAAAATCAAACTGTCCAGGATG
CTTCCTCTGAAAGTGTTTATCAAGGCAAAGTGCAAGGTAGATGGTGGTGTTTGCTTTCAA
CTTTGCCCATCCTGGACTCTCTACCACCTCAGGTAGTAGGGCGAGGGCCAGGTACTGCAG
AACCAGGAAGGAGAGAGCCTGTGGGAAACCAGAGTAAGAGCACTTGAGAGCAAGGGCCAG
AACTGCTCAGTGACTGCAGCTATCTGTGCTTGATTGCCGCTTAGATCCAGATTGGTACTT
TTGTCTTGTTTTGTTTCGTATTCAAACATTATAACGACTATATTTTTGCCCAAGATTTCT
TCCTCTGTTTTGGTTTAAGGAAGAAAAAGTGTGCAAAGCTTGCAAAGAGAAGTTACACTG
ACAGAGGTGAAGTAGACATGAGCCGCTCCTGCCAGAATGGTGGTCACAGGCACTCGGGCC
TTCCTAGTAAGACAGGAAACAGTCCCAAAACCAGCACTACTCGCGGCACCTACTGACTCT
TAGGGACACGGAACACCACAACCAAGTGAGATGCCGTGGCCCAGAAAGAGACCCGTCCCA
CATTAGACTCCCTTCTGTGCTCTAACCTGGGCGAGAAGCTAAGTATCACTTGAAGCCACC
TGAGAAAAGGAATTTGCCTTTTGGTAGAAAATTTACCTTTCTCATGTAAGTGGAACCTCA
TGGCCTGGACTTAGTTCTTGTCCTGCAAAGGTCTCCAGGCAGCTCCTTCCTATCAGTTGC
TTGGAAAATAGTAGTGATGTTAGTAAGAAAGTGTGAGGCTGAAGGAAAGGATGAAGATAG
GATGGTGCTAGCACTCGGCACTCCGTAAATGCAAGCTTTTGGACAGGGCAATGGTCTTTC
TTCCTTGTTTGAACTGAAGATATCGTTAAGGAACCAAGCCTTGGGTCCATCTTGACAATG
GTTTGTAGAAAAGCCTTTGACTGACAGTTCAGAGGTTGAGGAAGAACCTGTTCTGGGAAA
GATCAGATCTGGTGCCCAAAGATCCTGTAGGCCAGTTAAAAAGACGTGCAAATGATTTGG
AAGCACAGTTTCATAGAACAGGAAATAATTACAGATGACATCCAAAATTAAGAATTTTGT
TGTTGACAGTTTGTGTTACTCTTCTTAAAACAGATTTACACCTGGCTTGTTTGTAAATTG
CTGAGTCCTATTCATTCCTAGGGTGTAGATCTAGAAGAGATCTTACTTAAATACTCAAGA
GTTATAAAAAGTACTAGCACATAGCTTTCAGAACTTTACATAGGACGCTCTGTATTCAGA
CATGTGTGTTCTCTGCAACACTGCATCTAGAAGATTCAAGTATGTATCTCAGGGGAATAG
AGAGAACCCTGGGATTCAGCACAACCTCCCACATCAGATCTATTTCTTTGGAATATTTTT
AGGCTGCTCACTAATGTACCATATCCCGAGTGGTAAAGTAACTCGCTAGAATGGTAGCGT
GTGTCAGTGCTTTGTTTAAGGGTGAGAAGAGGCAATTTTACCCTGTGGACTTTGACTTTC
TCAAGCCAGTTCTTTGAAACTACAGTAAAGATTTGAGCACTGTTTGGAGGGAGACAATCT
GTTTAATCAACTCAACAAGTGTTCCTGTGAGGAAATACTGGGAGCTGAGCCCCTTTCTGG
AATGTGAATTCCATCGGAAATGGACAGGACAGGGACCCTGAGGTCTAAAGTCCTTTGGGA
GGATGTGTGGATAAGGCAGTTCTGCAAGAAAGGTGCCATGTGCAGCGATCCTAGCAGCGG
CAGTGTGAGCGAGGCTGCGAGGCTCAGTGTGAGTGTTCCGATTGCCTCCCCACACACAGC
ACATGCATGCCAGCCTTGTCATGCTCATTGCAGATAAGGCTTAGAGATGTTGCGGAGGAT
ACCAAAGGTCACTCCGTAGGACTTAACCCAAGTGGAACTCTAGGGCAAGTCCTGCCTCAG
CTTTAAACACTCCACTGTGTGTGTCTTCTGCCTGAACAGTAATTAAATGGCTGTTGGAAA
GGAACAGGGAAAGACTCAAGAGCTAGTTGCAATGGTAGGGTGGGGAGCTAGACCTTGAAC
CACTGAGATTTGCATAGGCAGAAGATTCCTGGTGGGAAGGGAGGTACCGGCTAACCGAAA
CTGATAAGCAGGCTTGTCTACAATTAGATCTTAAGTGAGGGTTGCACTTTACAGAGTTTT
CTCCTTCTATAATCAGGACAGTTGTTATTATTCCAGAAATAATGAGACCTAAAGCTCAGA
GTGAAACGATGTACTACTAGCAACAGAACCTAACTCCTAACTTCTCCTCTACCCGGCCAA
GCCAAGTATTATTGAGGCTTTAGCTAGAAGACAGACACCTTTAAATGAGGCAGTGTGTTC
TTTGTAATAGTGATACGAATATTAAGTCCTTTTTTATACTCTAGCTTTTAGTTCAGCTTT
ACTTTTGTAGGATATAAATCTGAGGCATATTTATCAGGTGTTCAAGTCTCATTAATTTAT
TCATTTAGCAAATATTTATCAAACTCCAATTGCATGTGTGCCAACCCCTCTGTGTGCTGG
TCTCTTTCTTATTTCATTTAGTAGCACTGCTTTCAGCTGATGGAGTAGGTGGTTCAGTAG
TGATGCTGTTTGACTGGGGCCCAGATCCCTGTATCTTGATGACAACTCCCCTACCAAGGG
CTCCAGAATCTCCCTCAAGAGAACACACATAAGCCTTCCACACACCTCTTAAAGCTAGGA
ACTTAGTCCCTGACCACAGTGCAGTGCTCCTCTTTGGAGAGCTGGGATGGCCACTCTTCA
TCTAGGGATTAAACAGCCTGGGTCCCACCTCCATCCCCAAAAGTATCGCCCTGGGAAGGT
TTCCTTCCTTCCATCATGTATCGTGGCAAGAGTGGGTGCAACCTGAGGGTGGAGGGAAAG
TGGAAAAGGGCAGAATCCTTAAATACCAGTCAGGATCTGGGATCTAAACTGCTGCACTCC
TTCCACTTACCAGAAGCGTCACGGACACCCCCCCCCCAGGTAAAGTACCTGCCCTTCCTT
TGGCAGTGCTGCTTTCCCTTGATGGCCCAGGGAGGAGACGACAACTCTGTACTAAAACTA
AGGCAAACATAGGTAGCATTTATCAAAAGTCAGGTGCAGCATAACACTAAGAATCTGTGC
ATGCTATTCCATTCATTGTCCTAGTAAAAGGCACTGTTGTTTCTATTCTGTAGGGGAATT
TGGGAGTTTACAGAGATGCCCGGTTGCTCAGAACTAGGATGTAAACCAGTGTGTCTTCCC
ACAGTCTGGGGTCCCCACGAACCACTCCGAGTCCCCAGGCCTGCACAGAGAGCAGGTTCT
AGCTCTTGGATGCCGCTGTGTCTCGGAAGAGCTGAGAACACAGTGGGGGCCCAAAGGTGG
ACTCTGACCCAGGCCGAAGGGAAAAGGGCAGGGAGGAGAGAGCTCTGGCTGGTTTCTGCT
GGGAAGAGAGTCCTGGTCTTGCTTAGTGACAGCTTGGATTGGCAGAAGTGGTGTCTGGAA
ACTCAGAGAATCCTCCTGCTGGAGGTTAGACACACAGCTCGTTAGAGGAAGACCTGCTCC
ATTGCTCCAGCACTTCGAGTCCCGATGAGAAGAGGCAGTCCATGGTTTTAAGGCATTTAT
TGTAGAAAGGCAGAGAGAGGGAGAGAGTAGAGAGGTAGAGGCCATGGCCACGTGGAGAGA
GGGGGGAAGGGAATGTGGAGAGAGGGGGAGCAAGAGGGCAAGAGAGAAGCAAGGGGGAAG
CTGGAGTAAGTAAAAGAGGGAGGAGGGGGAAAGCAGCCCCTTTTATAGTAGGCTAGGCCT
ACCTGGCTGTTGCCAGGTAACTGTGGAGGTAGAGTTCAGACAGAATACCAGGGACTTGGG
GCATTGCCATATGTGACTGATGGCCACACACCTCTTTGATGGGGGATGTGGGAGGCTATA
GCTGTGACAGGAGCCAGGGGCCCAGGGGTCGTGGCCGAACACCTGCCATCCTTTCCAGGT
GGAAGTCACCTACCGGGTCACTGTGGTTCAAAGCCTGTGCACAGCTCACTGCCCCACAAT
GAACTACTGATAAAAGGAGAGCAAAGCTGTCCCTAGAAGGGTAAAGGAGACTCAGAGAAC
CTCACATGCCCCCTAGAGTCCTGTGAACCTCTAGCTTGTTAGAGTACTACAGACATTGTT
CAGTAAACGCCAACTCCATGGTGTCTAAGATGCAGTTAGTAACAAAGTGTGGGATTATGC
TCAAGCCTCCTCCCCACAAAAGACTTCAGAAATGTTGCAGTCTGCTTCACTGTTAGAAAG
TCTCCTGGGTACATTAGATACATCGTCGCTTCAGATGCAAAGTTGGTCATTCTTAAGCTG
CCGCTGTCTACCTAGAGGCAGGGGGCCATGGCAGGTAGCCTTGTCCCACCATTTTCACTA
GTCACAAAGTTACAATCGCTGCTATACTAGGAAATAGACTTCCATCTTCCTCCTGCTTGA
CAAATGTGAGACTTATCTTGGAGATAGAACCGACTTGCATAAGGCCATGCAGTGCTTAGC
AGTTGACCACACTTAAATTCAGGCGTCTTGATACCCTGCTCGGAGATCTTTTCTTCGCAA
TGGCAGGACTGTCTCTAATCCTTTCCTCACACGCTGCTCATGTGAGCTGATCTGACTGAG
TGACTTCTCTGCAGAGACTATAGGATCAAGTTTGTCTCTCTTAACTGAGAATTCAGCATC
CCTTGTTTGTCCATTGAATCCTGCCAGCACATCCCTGCTTCTACATGCCTGCTCCCAGGT
GCTTCTCTAGATGAAGATGGCGTCCCAGGTAGGAGGTAGTTTATACTTTAGACCTGGAGA
AGCTCAGGAGCCCCTGAGGAAGAGAGGGTTATTCATGGCCTCGTAAACTCACCACACTTC
TGAGAAGCCGTTTCCATCTGTAGATGAGAGAAGTAGATCTATAGAAATGTTCACTTGCCT
GAGTTGTGGAACCAGTAACAGGAGCCATGTTTGAATGTGGTCTGGCCAGGTTCTTTCTGC
TTCTGCTTCATATAGAAAGTGGGGCCCGTCCTCCTATCTTCCTGCTCCTTGTCTCTCTAG
CTTACCTTTCTATTCTTCTCTTCTATTTTATTTACACTGGATAAGAATGTTCTGGGCCAA
AGTGGTCTCTTCTCATATCCCCCAGGAGCTCCTTGCTTTCTTGTCCCTGCCCTCTTACTA
AGGCTGCTTCTGCCATCTGCGCTCTCCTATCATGCCTGCTCCAGTTCCAGACTCCTCACA
AAATCCACTGTTTTGACAATGTTCAAAGTTCAATTCCAGTATTACCTAGGCCACATTTAA
AGTTTAATTCTAATATTGCCCAGGTCAGAAGCTTTTCAGTTTATAGCCCAGTAGAGAAAA
AGTAGACTTAGGTTCAGAAAACTTGAGTTTGGTCTCAGGTCAAAAGTTAATAAATTACCT
CGAGGGGCTGCAGAGATAGCTCAGTGAAATGTACTGGCTGCTATTGCAGAGGACCCAGGT
TTAACTCCCACACTCACATGACACCATCATTGATAATTCCAGTTCTGGGGGAGCTAGACC
CCTGTTGTGTCTTCCACAAATGCTGCATGCATGTGGTGCACAGATACACATATAGGCAAA
ACACCCACCCAAATTTTTAAAATAAAAACAATGATGACACCTTGAACAGAACTCTTGAGA
AAATGTCTTTATTTTCTGTGATGGAGTAGCAGTGCCTTCCAGACTTCATCAGATTCTCCT
GAGCACATACAGAATCCTAACTAGCATCTTTTCAAACTGGAAAGTTCACACTCTTAATTT
GTATTATTCCCTATCTCCATCTCCTTCCAAATTCAAAGTGTTTTTCTTCAGCGTGTTTTA
CTGCTGAAAACTAACATCATTCCTTTCCAGTACTTAACATGCGCTGCCTCATCTTTATTC
TTTTTGTGCCTGGCCTTGTTGTGGTCTAGGTAACGATGCAGATCCTCCCCAGACCTGTTT
GAACAGTTGTCACACCAGACTGCTTGTTTATTTTCACCATCTCTCCTGACCTGTCCTGAT
GTAGATTATCTAATCCTAGTGGCCTGGACTCCTCTTTGGATTTGCAGAAGCAGTTAGTAT
AGTGTTGTGTTTATAATGGTGTCTGCCCAGTAAGTTTTTGGACACTTGTTATTTAAGTAC
ATGAACATATCAGACACTGCTGCATCAATCTGAAGATCCAACTTAGAACACAATACCCTA
TTGAAACTTTAACAACAGCAGATAAAACAAACTTCAGTGTTTCCTAAAACTTTGTTGAGG
AAGTTCTTGTAATCTACTATGTTTAGTCACTGTTCTGTTTCTGTGATAAAACACCATGAC
CAAGGCAATTTATAAAGGGAAGTATTTAATTGGGGGCTTGCCTACAGTTTCAGAGGGTTC
ATCCTTGATCACCATGGTGAGAAATATGGTAGCAGGCAAGCGGGCATGGTGCTGGAGCAA
TAAATGAGAGCTTACATCCTGATCCTCAGTCAAGAAGACAGAGACATATAGAGTACTTGG
TTTAAAACTTCCAAAGCCCACCCCAGTGACATACCTCCTCCAACAAGGATGTATCTCTTA
GTCCTTCCTAAACAGTCCACCACTTGGGAACCAAATGTTCAAACATGCAAGCCTATGGGC
ACCATTATTGAAACCACTATATATGTTAAAGCTAAAATTTGGGTTTTTCTGATGTTAGTC
TGTGAGATACAATTTGAAATATTTTCTTTTACATATGCAGAAAAGTTCAAAAAGGAGATA
AACTTACTTGTAAAAGCTAGTAGCATGTTGAAGATCAAGATGAAAAGGCTGCATGTTCTG
CTAGTGTTGAACCTAGCCAGGACATTGGAACCTTCATAGAAGCAAAGCACCATGGGTAAC
ACTGACTCAATGAAAAACGGAGTTTACTACCCAGTTCTCAGAGTCCACACAGAGCAGGGC
TCTTTACTTAAAGAAACTTAAGCCATGCATCATACAGTTCCAGCAACAAGCCTAGCAGCA
GCATCACCTTCCTGAGGCAACAGATCCCATGCATCCCGGCTCAAGTCTCACCTTCCCAGG
GAGGCCTTACAAGGGACAGAGAGATTGACATCACCTGCACCCTCTCTTGAGGACCCACAC
AGGGCATTAACTGTCTTGAGAAAGTTGCCTTTCTCAGAAGGCTTTGTGTAGTCCAACAAC
TGCTCTCTAAGTGAGAACTGTAGATGTCATCTTTTATTTCTACATTGATTGTGATTAGGT
TATTAAAAAAATGTTATCAAAGGGCAGAATATGAGACATACTGACAATTTCTCCTTCCTA
GTTCCCCTGAGAGATATCTATCTATCTACCTATCTATCTATCTATCTATCTATCTAAAGA
TTTTAGAACAGTGTATTTTGCACTTCAAAGCTTAAAATAAGCCTAGAACACTGATACAAG
AAACGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTATTGTATTGCATTGCAGATTAG
TGGAGAGAAAACAACCTAGAAAACGATGTGCCAGGAGCGGGCGAGTTGGTCTAGGCATGC
CAGCAGCACAAACGTGCAGTCGTTGATTTGGAGAACGCGTTAGCTTCTTTCCAGTATCAC
ACACCACACCCCATTGTTTAATGCTTTCTAGTTAAGGCCACACTCCTTAGCATGATAAGG
TTCCCAACACAAACTCTTTCCCATTTATTTCTGACACTCCCCTTCTCAGCACCTCTGCCC
AGCGACACCAGCCACTTTACACTCTTACAGTGGGCCTGCTTCCTCAAACTATCAGCCATG
TACCTTGCCACCTTCTGTCCTTCTTCACTGGTTCTATGTCATTCCTGAAGCATCCTTTAG
GTAGTCAGCATGCACCCCCACCCTGGGTCTTCTCTGCAGCATTCATGGGATCCCTAGTAA
AGTAGAAATATAAAAAGTTTAATTGTGGTCCTCTCTTGCTACAGTGTAGCTAAGGGTTAG
CTCTGTCCAGCACTGCTGTTCTCAGAAGGAGCAGCAACCGCTGCTTGATGAAGGAAGGAA
GGAAGGAAGTTCGGAAGGAAGGAAGGAAGGAAGGAAGGAAGGAGGGGTCTGATTTTAAAC
TTGGGTTTAAGTGAAACGTAACTACTGGACTCTCATTTCAGAAGTAAAATATGTCAACTA
TAACAATGAGATGTTTAGTTTTAATTGTGTATATTTCCTATTTTGTTCGGTTAATAAGAG
CTCCCCACTCCAAACCTATCCCTCTGAAATAAGAAGTTGTTCTGTGGCCCTGTATATTAA
CTATTTTCTACCTCCATGGCCTCAGACTCTCACACCACTTGTCAAGGTGCCCCTGAAATA
TTGCAGTACATCCTGGGCATGCCCACTGCTGGTCTCAGTCTAGAGTGGCCTCTTCCACCG
TCTGTGTGTTCCTCTGTTATCTATCAATGCAGCCTCAGCAGAACTCTCTTTTATAAGGGC
AAGACTTCTGAGTTTAAATGCTTAAAGTTTTCCCAGTGCAAAACTTGGCACAGGACAGGT
TCTTAATAACTGTTTTTGAGAGGATGAGTGAGTACCATGTAGAAACATGCTAACTATAAT
TTCCTACCAATTGTCAGCTAATCTGAGTGAGATACTACATTGAGTAGAGACAGTTTTCTT
ACATAGGAATGTCCCATGTAGTAGTGCAGTGAGGTCTTCTTTCTCTCCTAACATGTTGGC
AGCATAAATATACATAAATGTCAGTAAGTTATAACAATCAAACATCATTTCCATGCATGT
GACCTACAGCATAGTCCTTAGCAGACCTTAGTGGTGTGGCATAGTCATTTGTGGGCAATT
TAGCTTTGAGCGGAGAAGACTCCAGTTTGCAGCACCAGGCAAGTCTGTCATTGTGTGACA
ATCACTGAATATACTTACAAAGCTAGGATGCGAGGACACCGCCATCTGCCCACATCCTGT
TGCTCATCGTTGCATATGAGGTTTCTTGGTGGAAACCTTGATGGAAACACAGCACTGTCC
CATCACCCTCCACTGCTGAGCACTCTTGCCTTGGTTGTTTGGTTGTTGTCTTAGCCTTCT
TTGTCTGTCTCTCTCACAGATGAGAAGCTCTGATGAACTGATTCAGCCTCAAGCAGGAGA
GATGGAGGGCACATTCCACTCATGGTCAGGTTACTGTGCCTCCTCTCTGCACAAAGGACA
GCTTATTACATGTGTACTTGACAATGTATTTATAATCATTGCAAAGTCGAGACAGATTTT
TCTTTCCTATTCCAGACAATCACTATCCTTGTAAATAAGAATCCATAAAATTGTTCTCTG
AGTATTACATTTTTTTCAAGCATGTAGAAATATACTGTGTTATTCGAGTTCCAAGGTTTT
TACAGTGTTTTTTACTTGGAAATCAAATTTTATATCTGAAAGGTTAATGGAGAAAACTAA
TTATGCTATCTGGTAACCAAATGTGTGATGAGACATTTGTCTCTGTAATTAACACCAAGG
AACTTTTATAGTTACATAAAATCGAATGCTGCGTAGAGTATGCTGTGAGCATTTGTTTGG
ATGAGGTGTCCAAAACAGAGATGTTTATGGATGATATAAAGTTGAGCTGAAATGGAATGC
AGGTGTCTGCGCATCCCTCAGCATCTCTTATTGTTGAAGTGGAAGCCAGAAGATTAATAA
CTTTACTTTGTCATGATGAAATAAGTGATCTGTTCTTGGAACAGTGGTGCAGTACATAAG
TTACTCAGTAATTCCAAGAATTTATTCTGTTCCAGGAATAATATCCTTAACAATTTATTT
TTACAGAAAAAGTTGATGCAACATAATAGACTATGGAGTTGCGTATGTGGTTAATGGAAT
TATATCTCAAACCTGACTTTACGCCTACAGATAAAATGCACAGAAGTCCCACAAAACGCA
AGGTTAGGATACAGCTAGAAAGCACAAAGTCAGGGGAGGCAGAAGCTAAGGTTCTTCCAT
TAACACTAACTCATTCTCATCGCACATATATAATTTTTTCGATTACAGCAAGACTTTAAT
GAGCACCTTAATATGCACTGCATGAACCATGGCTGGGAGCTGCCGCCATGGAAGTGTTAG
CTTTCATTTCTTCACAAGTTCAGTGTCCTTCCTTTGACTGCTCCTCAGGAAGGGAGAGCC
TGTTACTGGATCACAGTGGAGATGTGTGGTCCCCACCTGACCCAACTCCCCCTGGTTTAC
TCTGGCAATTCTTCGTGTGTCAAGGAGAGGGAACTACTTCTAACATCCCTTTGGGAAAAG
CTTTCCTAAGATAAGACCAGACCAAGGCACCCACACAGTGACCCTGTTTGCCATACCCTG
CTTGCTTGGTGGAAGGGAGACGTTTCTTCAAAGATGCCACAGTTGTCAGTTTACTTCTTA
TAGATCAATGTTTTTAAAGCTTTCCTTAGCTGAATCTTCCCATCATGTGTCTTAATATAA
TTTACTTTGTATTCATTTTGCAGCTGTCTACTGAACAGGCACTGATGCCAGACTAAAGAG
ATGTTAAATCCCCTGCCTTGAGAAAAGGGAAGTAAGGGTACTTAGAAAACTGAGGCCTCT
GGGGGACTCAGGAACGTAGCCTCTAGAAAGTGGCTCTTTTTTCCAGGCCAGTGTTTCATG
GGATCCCTGGGTGTGTGAATGGGTGGGTCTCTGCCACCATGTCTACTTCTCAAGTTTTCT
TGGGCCCTCTTCCATCTGCATATTCATTTTCTTCTATTCTGATGAGTTCGTTCTGGTTTT
GTCTTACTATATTTATTTTATTATTATCCCTTGGAAGCCTGTTTGTTTTCAAATGAGGGA
CAGAAGTAGGGTGGATCTGAATGGGAAGGGAGGTGGGAGGAACTGGGAGGAGTAGAGAGA
GGGGCAACCGTAATTGGGAAAAATTGGGAAAAAAATCTATTTTCAATAAAAGGAAAAAAG
AGAAAATGCCCTTTTAGCTGAGATCTAAACATATAGCGTGAAGGTGTGGCTTAGCATTCA
GAGGGTTGATGGCACAAGTAGAGAGTGAGACAGGGAGGGGCTTCAGGACCACTGAGACTG
CTGGAAGGCCTTCACTGTATTTAAAGCAGTGGTCTGCTGGCTTGACATGGCGGTCACTAA
TTAGATCTACCGAATTGTTCAGAAGGGAGGTTAGACATTACCTATGTGATTCTAATGTGC
ACCCAAACCTGATTGTCACTTCTATGGACATGGGGGTGGGGTGGAGGGGATGTGACAAAA
GCCAAGACTCCAGAAATGAGCAAGGAGGCCAGATGGGGAGGCCAGTAAGCAACGTTGGGG
AGCTGGGACCTCATCCTAAAGTTTTTGGCATTCCACAGAGGGACATAGTATGGTTAGATT
TGCATAGTTGGAAAACCTCACTAAAGTCAGGGTGGAATAGACTGGAGAAGAATGATGCTG
CCAAGGTTCTTGGGCAGAAGCCTCATCCAGTGGTGATGGGAGTAAAGATGTAGTGATGGA
GACGCAGACAAGAAATAGAACTTAATGATTTCGTGTCTGGAGGAGGGGAGATAGGAGGAG
AGGGGAAGGGACAGGAGTGGGGAGAGGAGAGGAAAGGGAGAGGGAAGGGGGAGAAGGAAA
CAGAGGAGAAGAGAGAGGGGAGAGAAGAGGAGAGGACAGGACAGGACAGGAGAGGAGGAG
TGAAGAGGAGTGGGAGGGGGAGGAAGAGGAAGGGGAGGAGAGAGGAGGAGGGGATGGGAG
GAGAGAGAGGGAAAGGAAGGGGAGGACAGTTGAGAGGAAAGGAGGGGGAAAGGAAGGGGA
GGGGAGAGGAGGGGAAGAGGGGAAAGGAGAAGAGGGGAGGGGAGAGGAGAGAAGAGGTGA
GGAGGAGAGGAGAGGAGAGGAAGAGGAGAGGAGGGGAAGAGGGGAAAGGAGAAGAGGGGA
GGGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGAGAGGA
GAGGAGAGGAAGGGGAGATAGAAAGGAGAGGGAAAGGAAAGGGGAGAAGAGGGGAGGAAT
AGTTCCCAGGTGTCTGACTTGTCAGCTGAGCTGGTGCCATTAACTAAGGCTTGGAGATAG
GTACAGTCACAGCAAAATAAAGCTGTGATATGGAAAATTTTAATCCCAAAGGGAGAAGAA
ATTGGAGGAGGAAGGAGAAGACACCATGGGTTAGGAGTCAAGAGAGCATGGCCCTAAGGG
CTGGCCAATTGGAGTTAAGAGCAGCCCAGATAAAACATAGTAAGTAATAACTTGGGTTAT
TGATAGGACAGTAGATTCTAATAACAGATTGTGAGATGTCTAAGAGAGGCTAAGAGGCAA
TTGGATATATGGGTCTCGGATCCTGAAATGAAGTCTGCGCTGGAGTTCTATACAGATGGT
CAGTGGAACCAAGCAAGAGTCAGTAACTCCAGAAAGAACGTGGAGGGCAGGAAGACACCT
GAACAGACTTCCTGAAAAACCCAAGGCATTAAAGGCAATGCTTTGCAGACCAGTGGTTTT
GACATTGAAACGGGTTGTGATGCCAACTTAGTGCATTATCACCAGCACTGAGAACAGTAA
CAGCAGCAGAAGTAATAAATACATGCATGTGCTTACATACATACATAGAGACTGCATGCA
GGCCTAATGAATTAATAAATTCATGAAACTATCATCACATTTGTGTGCAGGGTTTCCATC
TTCTGGGTTGTCATGGAAATGTGTTTCTTACTTGAACCATGGTTGGGAAGTTTGGAAGCT
AACCGTTTAAACTACCATTGCTCAACTCTAGAGATTTCCCAGTAGTCTTGCTCCTGGAAG
GCTGCCACCCTCCAGGTAACTTTGGCTTCATGTAATCTTTAAAGCAAAAGACTGCAGGCA
AAACCAGTTTCATCATCATCAATATCATTTATATTGAAAACAAAACTGTGTTACCACATG
CACATTTAACTTGCAGTATTTAAAGGTTTGGGTTTTTGTTTGTTTGTTTGTGGTTTTTTG
TTTGTTTTGTTTTTTGTTTTGTTTGTTTGTTTGTTTCAAGGTGTTTATTGTAGAAAGGCA
GAGAGAGGGAGAAGAGTAGAGAAGTAGAGGGCGGCCATGGCCATGTGGAGAGAGGGGAGA
AGCGGGGGGAAGAAGGAGCCTGAAAGGTGAGAGTAAGAGCAAGAGCTTAAGGGAGAGAAG
AGGCAAGAGCTGAAGTTTTTTAATTACTGAAGAAGTGTAATACAGTCAGTACTCGGTCAT
GTTCACATTTAACTGATAGATGATACAGATATGGAAATTAACATCTTGGGAAGCCAAGCT
TTGCACTTGTGTATTAGAGTTCCGTCAGAAGATTTCTGTACAGTAGATTAGAGGATCAGC
ATTTCAAATCACATTGAAAAGGCTGTGTCTTTCCAAACAGTAAGTTATGAATATTTCATC
TCTTACTGAATGAAGGCAAGAATTTTATTTACATTACTGTTGGAACTCAGAAGTGTCTTG
TCTTTGTTGTTGCTTCTCTCTGTGTGTTTGCTGTTGCTTTTGGTTTGGTTTGTTGAGTTT
ACGTTGCTGTTTTCTCTTCTTTTTTCTTTCTTTCTTTCTTTCTCTTTCCCCCCTGTTGGT
TTGCTTTGCCCTCACAGTGCTAGGATTTGGAGACAGCTCTATCTACGATCTTGTTATTTT
TGTCCTGTGTGGATTGTCAGCTTTTTGCTGTATATGTCATAGAATCACTAACATAAATAC
ATTCATATTCTACTTTTCTGAATAAAACATTTGTTTTTCATAAAAAGAACAGAACTTATA
TGAATCAAGTTTCTAATTTAAAAGGAAATTTATGAACCTTGTTCTTCGACTAGATTATTA
GCACAGTTAAGTCAGACCCCATAAAGATGGTCCTGTAGAGACTCCATGGCTACCACCATG
TATGGTGGCATAGCTAAGGGAATAAGGTACTCACCAGCATTCAGAGGATGTAACAGCAGC
TCCCTGGACACCACACATTGTGAACACAGCAGGAGCCCCTCTGCCTTCACTGTCTAACTG
AATGGGCTGGCACATGGTGAAGCGCATGAACCCAGATTCCAGCGACATCCAGGCGAGTTC
TAGCCCATGCTGCAGTTTCTCATGAGGACAATGCATAGACTAATGTTCAAAGTTCTCAGT
TAATCCTCAGGCTAAGTAGATGTGTCTGATGCTATATCTCAGGATAGCCCTGAATGTCAT
TCAACACATCCATAGATAATGGTATGTTGTAATGCCAAAAGTTTGGACACACCTGAATAG
AATACTGTCTGGAAAGCCTAGCTCAGTGATTCTCAGCCTTCCTAATGCTGTGACCCTTTA
ATACAGTTCCTTATGTTGTGGTGACCCCCCCCCCCACTATATAATTATTTCACTGCTGCC
TCATAACTGTAGTTATGCCTCTGTTATGAATTTATGCTGATTATGCTTATGTATGTATTG
CTCCCAATATTTCCTTAAGGAAATGATGCTACAATGACTAATCTTGTACCGCATCACAGA
CTGTTGCACTGTCTCTGCAGGATTAATTCTGACAAGGGGGCTTGCTAACTTTCACTCCAA
AAAGGGATTTTGTTTTGTTTTACCAAATTGTATACCTAGCAGGAGTATATGACAGTGCCT
GTATCCCTACTGAGAACTCGACTCTTATGAGTCTGTGATACTTGTTTGCCAAATGCAAGG
ATGATGCGTTTCACCTTAATTTTCATTACATTAATCATCAGTGACATAATGTCAAATATT
TATCAAATCCTTTACTTTTATTCCTGTCGTGAATTATTCTTGTGTCCTTGTCTAGTTTTT
AGTTTATCCGAGCCTTCAAACATGCGACAACGTATTTACAGTCTGGATGCTCTTATCTAG
GATCTGACTCACCAATTCAGTACTCTGTGGCCACTTTTTTGCCTCTTTCCTGTTCGGCGG
CATTCAGACTATGCTGTGTGGAGCCCTTGGATCTCTTGAATGTCCTCCAAGGCCTTACAG
GAAGCTGGCACCTGGCAAGGCCTCTTCAGCAGAGCTTGCTGTTCCTTATTTATTGGGGCT
TCACTGAAGACTGCATTTTTAAAAGGGGGTTCACATAGAAAACCGTTGCTCCTTCTTATC
AACTGTCTCTTCCCAGACCATACTTTGCTGAGTTGGAACCCCAGTCTTGCATGTCCCTGG
TAAACACAGCACTTTCCCCCAACTTGCACCTCCCCCCCCCTCATGCCTGTTGGAAACCTT
GATAATATTTGCATGTTAATCTGAGTATGGAATGAGGTGCTAATCTCAAGGCCTCTCAGA
GTGGAGTCTACTTCAAATTCCTTTTCTTCCAGTTCATTGCAGAGGTTTGTGGTGAGGAAA
ACTGTACCACAGACATGAGGAACCTGCCTCCCTCTGCCCTTTCCTCATGGCTAGCATGTC
CTGAGACTTGGTTCCACACCAGCTTACACAGGTGTCTGAGACCGTCAGTGTAATCCTGAT
CAGCGCACCACTTCCCACTGAGAAGCTCAGCTCTCTTTGTATTTACTTTAGCATGCCATT
AACCTGAAAAATGCAAGGAGTCTTGAGCGTATGTGTGACAAGGACTCTCCTGGTATTGTG
CAACCCTTGCCACTGTCTGGTTCCAGAACATTTTCATCATCCCCAGCAGAAACGCATTCT
CAATGTTACCTCTGTACTGAGGTTTCTGCCCTCCACTCCAGTGCTAGCACTTAAGAACTG
GAAAAGCCAGCCTTTAAGACAGTAGTCTGCCCTCCAGCCTGGAAGCTGGTTCTTCAATCT
GCTTTTTTTCCCTGTTGATAAAGAACAGTGTCCTACTCGGTCACCAGTTCAGTGATCTGC
GGCCTCTTTCCTGCTCGGTGGTATTCAGACAACGCTGTGTGAGCCCTGGGAGCTCCACCT
ATGGTATAGTTCAAGATAATTAAGTCACTCAGTAACTACTGCTTTCTTAAATGAAACATT
CTCCTTGCTTCTTTTAATCATTCTTGTTGGCTTTTTCATTATCTCAAGTTTTTCCACGGC
CTCTTTAAAATAAAACTGGGCATGAGAGTGTAATACAAACCAACCAACAGTGAGCATAGT
AAGACTGTAGGCAGCTTCCTGTGATTTGGGCCCTGCTAAGGCAAGTGGGTGGTGGGTTGC
ACATGGGAACAGGGGGAGTGAGGAGTGGAGTTGTTAATGGCCTCCGGGATTGGGAATCCA
GGAGTAGGTCTCACTCGCCTTCTAGGTTAGAAACCAATGTACTCATACTGCCATTAATGC
GTGTTTGACCTGTCTCTGTGCTATTAGTAAAAGAAGATCTGCTATGTCCATGAAAGGTGT
TCTACAGTCTTTGGAGTTGTCCAGAGAGGACAGCCAGCTGAAGCACCAGGACTGAAGTCA
GCTTTACATGGCTGCGTTTCAAGAGCCTACTCATTTTCTGGCTTTATCAGAGCAAGGTTC
TTGGGGCTATGTCATAGCTCAGTAATAGTGTGGGTGCTAAGGCTGTAGCTTCAAGTCCAG
CATCGCAAATAAAGACGCAAGCTCAGTGTATACTTACATTTATGTAACCTTCTTTTTATA
ATTCTCTGGCTGCTGTTACTGTCCATTCAGGTCCATAAGCTAGAGACCTCAATGTTATCT
GTCATTGACTTTTCTTTGACATACCTCCCAGGAGTTAATAAGCAAGCCCTTTGGACTAAA
GTTCTTTAATGTCTTCTTCTTTCCTCTTCCTTCCCACTCCTAATTGTGTCAGAAACTCAT
CCCTATGTAATCTTTAGCAACACTCACCTGACTTTCCCTCCACACATGACTTTCTCCATC
ATTTTCCCAAATTGTTTTTCTTTTTCTTTCTTTTTTTTTTTTTAAAGATTTATTTATTTA
TTTTATGTAAGTACACTGTAGCTGTCCTCAGACACTCCAGAAGAGGGCGTCAGATCTTGT
TACAGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTTCGGACCTTGGGAAGA
GCAGTCAGGTGCTCTTACCCACTGAGCCATCTCACCAGCCCCCCAAATTGTTTTTCTAAA
AGACTTATCTGTTCATCTCTTATCTTTCTATTGGAAGATAGTGAATTTAAGTTACCTCTT
ACAGTAACTCATTGTCTCCAGAGTCTTGCTCAGCCTAGCATGTGAGGCTGCTCGTGAGGT
GATGGCCTCACTATCATATCCTTTGGAATTTGAAACTCCTGCCACACTAAGCTGCTACTC
AAGAGTAGTAGCTGGTGGCATGTCTCTATGGACATCTTCCTGAGGCTAGGAGTGGTGGCG
TTAGGAGCCAACAGAAATCCAGGTTAACACTCCCCACCCGTGAGAAGAGAAAGAATAACT
TTGGTCCAGAAGCCACAGAAAGAGCCGCATCTTCAAGGGAGAGCCCTGTTCTAGCTTCAG
GGAGGAAACTCAAAATGTCTCTGCAAATAGTCAGGCAATTTGGTGACCAGGGTTCTAGGA
CACAGAAGAGAAGTAGTTATGGGGCCTGGGAGAATTGGGATCATCTTTCAGAGCAACAAA
TCAATACAAAAATGGGTAGAGATGTTATGAAATTTGGAGGGGAGTGTGTTTTCAGCTTGT
GCCCGGTGATGGTTGCATCTTTGAGACTCTGGTGAATGTCTGTTGAGAAATGGATTTGAT
TACCTTTTCACATTGTCCTATTAAATATTGCTTGTTTACTGCCTTTGTGTTGGCATCTGT
TTTCACTAGGCCCCCTTCTGTTTTGTAAGCCAGTTCCTAAGGTTTTTTTTTTTTTTAAAG
ATGTATTTTTTTAATGTATGAGTGCTCTATCTGCATGTACACCTGCATGCCAGAAAAGGG
CATCAGATCCCTTTACAGATGGTTGTGAGTCAGCATGTGGTTGCTGAGAATCGAACTCAG
GACCTCTGGAAGAGAAGACAGTGCTCTTAACTGCTGAGCCATCTCTCCAGCCCCTCTTAC
AGTTTCTTAAGCGAGGTCTAGGGAACATTTACTATGCATGAGTACCTGGTGATCTGCAGT
GCACATGCGTGGTGACTTCACAAGAGAAGAAGACACATGAAGACGGCATATTATCTTTTC
CTTGTGGCCCCCAAACTGAATGCCCTGACGAGATTAAGAGTGATTCTGTGGGGGGACCTC
CTGTGCTGTCGTCTGTGACTTCTTCATGTGAAGGAAAGTGATGTAGTCGTGTCAGCATTG
AATGAAGGGTAAATAGAGCTCTGCCTGTTGTGTTCTTTGGACCTCGTCTGCTTCAGTTGC
TCTCTACCTTATTTTGTCCAGTCTGTTACAGAAGCTGGAACTGAGTAGCTCAGCTGTGCT
GGCTCACTATGATAATAAGTGGGTCACTTCTTATAGGTGGTCACTCAGTAAGTGGCTCGA
GGGACGCATCTGTCTCCCTCTATCCCCAGCTCCAGCACTGTAGTTACAGGGCATAATGCT
CAGCTCTGCGTGGTGCTGGGGATCTGAACTTAGGTCCTCATGCTTGCTTGCACGGCAAGC
CCTTTGCTGACTGAGCCGTCTCCGGAGCTCCAGTTACTCCAGTCTTGAAAGGAATTAAAT
TATGGTTGTTTCACTATAAGACAGCCACATGTCATAGCTCAACTAGAATATGATTTTTCT
TGTTTGTTATTCCTTAGTAGATTAGTCTCTTGGAGTCGAATATGAGTGAAGATACATGCA
GGTTTGGAAAGACATCAGGAATTCACAGGTTTCCGTATAGAATCTTATTTCTCCAAGTAG
TACCTCACTCCCAAGACATTGTTTCCCAGATCCCTGTGCACAGAAAGACCCAGGAAGACG
AGAGGTCAGCAAGCACCTTAGTCTCAACGGAAAGAACCAGCGCACTCGGAGTCTCCTGTG
AGAGATTAGGCCCCTAATCCATCCGAATAGATTATCTCAAGACACTGTCGCTGTCCTCAG
AGGCGGTAGGGGTTTCATTAACCAGCACCTTGGAAACTACGAATAGCCTGAGCCCTTCTG
GTCTGCTTCTGCATAGCCCTTAGGTTATCTTAGGTTACTGTAGTACAGTTTCGAGGCAAC
CCTTTTTAATTCAAGAAACTAACATAATGTAGCCAGTGGCAAGTCAGTGCAGTTGAGAAG
TGAATTCAGATCTTGGGAAGATCACCCTAATCTAGCTGTTGCACCAACTACTCCCTGCAT
CTGGGCCTGTGTGTCAGCCTGCCTGTCTGCCCCTGTTCTGGAGACTGACTCAGCTTTTTT
GTAGTCCCTCAGCAGTCACCAGATTCTGACTTTCTGCCCCATCTGTCCTGAATGTGCAAG
CCAAGTGCTTTCCCTCTGTGTGCTGCCCGTCCAGGAGTCCCAGGGTTCCTGTACCCCAGG
AGCACCGGCAAAGGCAGTGGCCTCGGCTTCTCCCCACTTTTCTGGATACAGTGAGTATCC
GAGCGCCCTCCTGAAGACTAGGTTATCCATTAAGGAGCCCAACCTTCTGCTTCTAAGAAA
AACTTCTCAGTCAGTCCTTTTTCAACCCTCCTTCCTCTGGTCCCTCTACTGGTTTCAGAA
GAGAATTCTGCATTATATGTGGTATTCTATTTTTCTGTTCTTTAACACGGCCTGCCACCA
GCCCACCTTGAGCGGCTCCCTTGGCAGCCCCACTGCTTTCTTCCTGTCCTTCCCCTCCTG
GGCTTCATCCTGCTCAGCTCTGCCCTTCCCTTAGATGTTTTGACCTTTGTGGACATTGCT
TACTGCCAGGTTCTTCCTGTGCACGTGCCACCTGCTTTCTTCCTTTACTGCTGGCTGCTC
AGCATTCTGGGCATCAACACCACTAAAAAATGGAAAATCAAACAAAAAAACCTCCACTTG
TGTCTTTAGTCTTAATCCTCACAGACCCCAAGCTCTAGAACTTGGGAAGTAAACCATGAC
AAAGCATTGTTGCTTTTAAAGTGTTCCAGGATCCTCCTGCCTTTTCTTTTCTCCCCCCCC
ACCCCCATGGTAGCACTTTATTATAGACTCCTATCTTCCAAACACAGCTGAGCGGTGGTC
AAGAAGCATCCCCCTCTCTTCCTGTTGTAGATATGGTCAGCACAGGAGGTGGCCTGGCAC
TGGGTAAGAACCTGTTAGCCTGGCTGTGGGCAGCCCTTTCCAGGGAGCTACAGGTAACTG
GAAAGACAGCACCTAGCCTGTGCCATGAAGACCCACCTTTGGTACTCCATTGCCGGTCTG
GCAAAAGGGTCAGGAGTGGGAACACAGAGGAAAGATGCGTCCTCTTGCTGAGCCCCTGCT
GTTGACCGGTGGGAAGGCCAGTCGCTGAGACTCACATTGCCTGCCAGGAGGCTACTTCAG
AGCTCCCCGGAACTCTTCCAAGCACACCCTGCTCTGTAGACTAGCGAGAATGGTATAAAT
TTTGTTGACTCTGCGATATTTAAATCATTCTTGGACATTCATTCTCATAAAAGATGGAAA
GTGATTTACTGTTTCTGGATCATAACTTTGCTGGCATTTGAAGTAGAAAAAAAATTTCTA
CCAATTAAGGTATTTTTCTTCTCATTAATGTGTTAAAAAATAATATAAACTTAGGAATAT
GTTTTTCCCTGCATTCTATTCAACATGAAAGGCAGAATTTATATTTTTATTACCATTTTT
AAGTTGAAGGTGTTGCTCAGTAGTCAGGCACATGCTTGGCATGAATTGGTCCCCAAACTC
CACCCCTCACATTTTGAACTTTCTTATTTCAAAATAGTTTATAAAATTTCCATACACCAT
AGTTGGTAAGAAAATACATTAATAAACTGAATATCTAACTAGATACTACAGTACATAGGT
TTCTGTGAAACTACCAGGTTTTGCATGGGAATTCTGGCTCATACGATGCTAAGTACATTA
AAATATCATTATATATTTATTTGTGATCTACATTTTTTTCTAATAGTCTCTTCTGTCTGT
TTTTTCTCCTCACATTTTAAATTTTAAGCATTTATTAGGATGACTTCATGGCTATGTGTA
CATACTTTGAAATAAGGTTTCCAGTGCTTCAGTTAGCGGGAATCACACTTCCTCTCTAAG
ATGATATTGTTACTATAGAGATTAAGGTAACGCGGGGCTGAGGAGGTAGTGTGGTAGTGC
AGCACACATCCGGTACAGAGCCGACCCTGGGCTTAACCTCCAGCACCAGGAGAGAGAAGA
GAAGACAGGGTCTGTGTAGTAGCTTGCAATATCTGCGCGATTGTGCAGTTATCTTTAGTA
CTATTTGTTAAATGTAACTATAGCATAGAGATACCTTAGCTGCCTTCTGTTTTGTTTGGG
AATGGCGGTGGGCATGGGGAGTAGGGTCTCTTATAACTCTGTCTGGCCTGGAACTGGCTG
TGTAGACCAGGACGGCCTCCAGCTCACCAGAGACCTGCTTCCCTGAGTGCTGGGATTAAA
GGCATGGACCACCACGCCCAGCTGAATAGCCTTAGTTAAAAAAATAATAATAATAAAACA
TGCCCTGAGGGAAAAGGAATCTTAATAAAGTAGTTGAAGTTTTAAAAACAAATGAACCAA
CAAACCAAAAACAGATCTGGAGGCCGGCTGCAGAGTAAGTATATGTTACTGAACTGTGAT
TGGAAGTAGTTAATGATGGTGACGTTTAGAGCATACTCATTTCTTCATCATCAGATAAGA
ATCGACAGTCTCTCTCCCTTTCCCCTCCCTCCTCTCCCCCTCCCCCATCATCTCTCCCTC
TACATGTTCCCAGAGAGCCTCTTCCCTTCTTTCTCTCCTTTCTCTCTCTGTCTTTCTCTA
TCCCTTTTCTTTCTCTGCCTCTACTCCCTTCCCCAAACCCACTTCTCATGTCCCCCTCAA
AACTTCATTTTATACTAAAAAAAAAAAAAGAAAGAAAAAAAAGAAGAAGTCAATATAAGT
GACATGACGTTTAGAAACAGTGCTGAATCTTGCCCAAAGTACAGAGTTGGCACAGCCGGG
ACCATGCAGTAGATTTTGGGGGGGGGAGGGTATGGTTTCCAGAGGAAGACAGCGTGGGGA
GGCTACACTTCCCTTCTCCTGCAGATACAGCCAGTGTCTAAATGAGCAGGGATCCCTGAG
ACAGCCTCACTAGGACACTAGGAAATGAAGACCTCCCGCTTGCCGTGCAGCCATGGAGAA
TACCCACCTGCCTTAAGAGCTCCACTTCGAAGCTGCTTTGTTTTGGAGAGGCTGCCAGCC
GAGGGGGGCAGAGTAGTTACCACTTATCTGCCTGCCATCCCCTGCAGCTATGTGGACTGT
GGCTGAGCAGATGACTCTGCCCTGCTGGTCCCATCTTTGGTCTTCTGTCACCCACCGCTT
TTTTTCTTATGAACCCTCACTCATCAATACTTCCAAAGAGGAGACTGAAAGTTAGTTTCT
GATCCATCTTTGTTAGGGATCTACTCTGTGAATAGACATCATGACCAAGGCAACTCTTAG
GACAACATTTAATTAGAGCTAGCGTATAGATTCAGAGATTCAGTCCGTTATCAAGGCAGG
AGCATGGCAGCATCCAAGCAGGCATGGTACAGGCAGAGCTGAGAGTTCTACATCTTCATC
TGAAGGCTGCCAGCAGAATACTGGCTTCCTGGCAGCTTGGATGAGGGTCTTAAAGCCCCC
ACACAGTGACACACCTACTCCAACAGGGCCACACCTCTTAATAATGCCACTCCCTGGGCT
GAGCCATCACATTATCCTACACTAAAGAGAGCTTTTTCTTAGAGAGAACCTGGCCAGGAA
ACTATTTAGATAAAACGTGTCAGGGCTATGCTCTGCATAGCCAGTTTTCCTTCCTTTAAG
CTTGCTGAATGATTTCAGAGTGTGGAATCAGTATTTTTTCCCATTTCCAAGGGCTGTCTG
CTCTGGAGGTTATGGGAGGGGACTATTTGTGTTTGGTTTTCTTTTCTTAAGTTACAGTGC
TAACTCTGACCCTGTTTCCATTAGGAGACGAAAGCATGGAAATTAAAAAACAAATTACGG
GGATGAGAAGATTACTGAATGACAGCACTGGAAGGATATATCAGCGTGTCGGCAAAGAAG
GAGAAAAATTAAAACAAGAGCCGCAGGTTGTGGATTTAGTCTGGCCTCAGCGGTCCAACT
CTTCCACCGAGGCCTCACAGGGCCTCCACTCTAATTCACGTGGGGCGTGGAATGAACTAC
CAACCCAAAGCGGGCAGTTCTCAGGGCAGTCTGGTCCACGCTCCAGAACCTTCCAGACTC
AGCCCCACATCTCTGCAAGTTCCAATGGTACGATTGTCCAAAATATTTAGAATATCCTGG
TGGGTTTGTCTTATTCCTGAATACGGAGTTTGTCCTTTGAGATCAATCTATGACACCCTC
CACTGGTCACTGCCCTTGCTGGGTTCTTTGTAATTTTCTGGTGTGGGCCTGCGAACAGAA
CACAGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGG
TCTTACACATGCTAAGACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACAC
ATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGGTCTTACACATGCTAGG
ACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGGTCTTACACATGCTAAGACACTGCT
TGTGTGGGCCTGCGGATAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGG
CCTGTGGATAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGAA
CAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGCGAACAGAACAC
AGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTT
ACACATGCTAGGACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGC
TAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACAGGGTCTTACACATGCTAGGACAC
TGCTTGTGTGGGCCTGTGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTG
TGGGCCTGTGGATAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTG
TGGATAGAACACGGGGTCTTACACATGCTAAGACACTGCTTGTGTGGGCCTGCGGATAGA
ACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGG
TCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGAACAGAACACGGGGTCTTACAC
ATGCTAGGACACTGCTTGTGTGGGCCTGCGAACAGAACACAGGGTCTTACACATGCTAGG
ACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCT
TGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTGTGGG
CCTGTGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGA
TAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGAACAC
GGGGTCTTACACATGCTAAGACACTGCTTATGTGGGCCTGCGAACAGAACACAGGGTCTT
ACACATGCTAGGACACTGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGC
TAGGACACTGCTTGTGTGGGCCTGTGGATAGAACACGGGGTCTTACACATGCTAGGACAC
TGCTTGTGTGGGCCTGCGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTG
TGGGCCTGCGGATAGAACACGGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTG
CGGATAGAACACAGGGTCTTACACATGCTAGGACACTGCTTGTGTGGGCCTGTGGATAGA
ACACGGGGTCTTACACATGCTAGGACACTGCTTTGCTACTCAGCACCAGCTCCTGCACTG
TGTTATTTTAAAAAGGATGAAAAAAGAAAGCCTTAAGCGTATAAAAACTCTAGAGCCGAG
AGGGAGGAAGGTCAGGGGTCTGTGGAATCAGAATTCTCATCCACCAGTACATAGAGGATG
CTGTCACCGCAGCCTGGACATCACTGCAGAAGCAGCTCCTTTTAGCACTGATAGAAGCTG
CCCGGCTGTGTGCTATGTTACTGATGCAGCTCTTGCTTGGCCCTCACTTCACTTCCTCAT
CAGAGAGGCCCAGTCAGTGATGCTGCACAGCCTCACCTTTTACACAGCTCTTTCTTTCTG
CCTGTTCCAATGCTGAATTGCTGAAACTCAAGCTGAGACGGTCACCTTTAAAGCAGCAGT
TCTCAACCTGTGGGGCGCGACCCCTTGGGCGTAACTGACCCTTTCCCAGGGGTCTCCCGA
GACCACCATAAAATACAGATATCTATGATACAATTCATAATAGTGACAAATTATAGTTAT
GAACTAGCAATGAAAATAATCTTATGGATGTGGGGGGGGGGGGTCACCACAACACAAGCA
ACCGTATTAAAGTGTCAGAGTAATGGAAAGTTGAGAACCACTGGTTTAAAGTAAACTTTG
TTTAAAATGGCTGACTGTTAAGTTGGGAGGAGGGGTTTCAATTTTTTTCTCAAAGCTTAG
GGGAAAGAATTGATGCTTTCCTTGATAATATTAATTTTCCATCCAGTAACACTGTATGTT
GTTTGGTTTATAAATTATGCATGGATATGCAGGTCTGTAGTTCCCATAAAGAGTAAGGGA
AAAATAAGGTCTTTCAGATTCCTTGAAAAGTTAAGACTTTCCTTCCTTGCATTTTCACTT
TATGAGATCCTTTGGTAAAAAGAAAATGTTCTGATTTTTTTTCCTTACACACAGTTCACA
GTAACCAGTTCAGGGGCCTGAGGAGCCATCGTGAGACACTGTTGAGACAGTCAGGGACCC
TAGTGATCGATGTATGGCAGCTTCTCTCCCTCCCAGTATTACATAGGCAAGCATCAAGTC
CACATGCTGGCAGGCTTCCAGGGTAGAGGGACGTTGCTCTTTAAAGGCTCCTCCATAAAA
ATAAAAAGTCTGTTCTCCTTAAAATTGGAAAATGATTTATAATGAGCTGAGAAGGGCTAG
TTTTGTCCTCTAAAAAATCATAAAGACAGTGCTTAGATTAGTACCTAGGGTTGTTCTGCA
AAGCCCTCTTAACTCTTCTCCACTAAGAGAAAAGAGTATATAGTATACACACACACACAC
ACACACACACACACACACACACACATATACTCACACACATATATATATGAGTATATAGTA
AGTGTAGCCCTCCCACATCAATAATTTGGGGGTAACATATTCCACTCACCAACATACAAG
AGTGATAGATTTATCTTATAAATGTGTACTAATTAATATCTTTTTCTGATCATTGCTTGC
ATCATTTCAGTACAGATACTATGCAAGGGCTGAAAAGAGAGTTCAGTAGTCACAGTGTCT
GTCACATAGCATGGAAGCCTGAGTTCAAATCCAGGTGCAGCTTTTGCAACCCCTGCACTA
GCGGTGTGAAGTCAGAACAGACGCGGTGGCCAGTCGGTCTAACAGATCAGTAGGCTCCAA
GTGAGCTGAGAGATCCTCTCCTTCAAGGAAGACACACACTTGGCATCAGCCTTTGCCCTT
CACACTCACATGCACACCCATGTGATCATACATATACACCAGGCACACTCAGACACACAA
ATGTTCTGTACAGTTGATCCTTGAGTAATGGATGCTGGAATTATATTTTGTCGAGATTTG
CAACATTGGGCAAACCGTCAGATAGATGGCACAGCCTAGAAACGGTGAAAAAAAATGTGT
GGAAGTTAAACATGTCATCAATGCATAAAATATGTCTATAATATCAATTATTTTTTATCG
TTATAATTTAATACCAGTTATTTTATCATTATAATTTACTACCAAAACACATTATTTTAA
AAATCAAGATTTATTAGAACTTAGGCACACGAACACTATATAGACTGTGCATGACGTCAT
TAAGAGAAATTTAAACAAATGTAAATTTTTTAGCTGCCCCCTTGTTACCATTGTGGAGAG
TTAAAAATCAAAGTGGGACTTCCCTTGGGCCTGTGCCCTGCCCACCTCCCACAGTCCCTC
ACAGGTCGCTTGGATACAGCTGTGACTGCTCTGTGTTACTTTGGAATGGTTGGTAAGGCT
AAAGCTGAGTCACTTTGCTTCCATTGGAGTTTTAATGCTTACTCTTCTCCAGAAGTTACC
TTTAATTCTTCTGTGGTTTTACCGTGGTAAACGTTGGTATCTACAAATAATGATTATTGT
AGGAGTTAGATTGTATCTAGTGGATGGTAAATTACCTAAATTGGAACAAAACCTTTTACT
TGACCTCACCTGCCTGCCAGAAACTTAAGAAGCAACTGCCCCTTAGACTCCCTTGATGCA
TGGTAGCCAACCTGGGGTTGGAGGGGTCCAGCTGCTGAAGCTTCTTGCCAGATGGTCTGT
TTTAGTTCACGGACAATGGGGAAATACTTGTTCATATGTGGGAGAAACAGAAGAGAGCAT
CTTTGTTAAGGAACATACATTAAACTTAAACAGTGAGACGGAGACTACTGAGGGACTCAT
AAGAAGCTAGAAAAGAGGGATGGTCAGTCCTTCATGAAGAAGAGCAACTGCAGACACCTC
TGAGCAAGAAAACACTAGCCAATCCCACCCTGCCTCCTGCTTCTCCCCACCCCAGCCGGA
GAGTTCTAGAAGTTTCTACGTATCCACAGCTCCTCGTTGCTACTAGTTTTTTTTTTAGGG
TGTCTTAAGTTTTACTATGAACTCCTGTAGCATGCAGACCAGCAGTGGTTCTCCAAGACT
ACTACAGAGCTGGACTCTGGTTTTTGCTTTTGCTGTTTGAGAAAGTAGCCTGGGTGTTTT
ATCGTGACTTGTCAGAGCCTCACAGTAGACAGGCCTGCCTTGCCAGTACATTGTGTGCCC
GCATTCACACAGACCCTGTGACACAACACAGCATGCACCTTACAAACAGAAGCCTGGATA
ATTAGATAAAGTCAGACACCCCACATTTAGGTTGTGAAAATTACTGGTACGTTTTCTTCT
GACACAGTTTGATGATAATTGTAAGTACTTCAAAATTCATTCAAGATTTATTTTTTTCCT
TTTCTTTGTAATTAATTCTTGCATGCTTTGGGAGTATATCATTCTTCTCTTTCACGCTTA
GGAGAACTTCCAGGGGTGAATTCAATAGTCGGATCCAACTGCTGTACTTGTAACTGCCAG
TCAACCTTGCAGGCCATTCTCCAAGAGCTCAAGACCATGAGGAAATTAATGCAGTTTCAA
GCAGGTACAAAGATCAGCCCTATACACACATCCTCTGCTGGTGATGTGTAGCTGACATCT
TCGCTTGTGTGCATTGTCCTTTTGTCCCACACTCCTCCCACTTTGCTGTCTGTCTTGCTA
TGCCTTTTCAAGTATCCATTTTCTCTACTCTTTCAGCAACCTGTGATTTTTGTCATATTT
TATTTTTTAGTAAATCAAACAAATTTTGTCATTGTCCTTAATACCGCTGTTGGGCACATA
GGCATGAACGCAGCATACTTCATCTCCTGATCTCCTGGTACTTCACAAATGCTAGTTAAT
TAAATTTTGGAATATCTTATGTGAAAGAGCCCTTCAGGAAATACAGGCTTCCTTGCAGAA
GATGCTCAAGGACGAGCACAAATGAGAAGCGGTGAGCCCTGGGCTCTGCCTGTGACTTTC
TGCTGGCACTAGGACAGAGATGGTTAGACACAGCTCGTGTCTGCTCTGTCCGCTTCCTTC
ACTTGACTCTTTGTTCTCTTTGTCTTTGGATAAGGGGAACAATCTCTCACTGAACCCCCA
ATCTCTCACTTTCTAGCTGGGTAACTCCCAAGCTTCCCATCGTTATCTGTGAGTGAGTAT
TAATGTCTGATTCGCAGGGTGGGTTTTTAAATGTGACAGAGATCGCAACAATAAATGAGA
CCTATAAGGCAGACTTACTGTGCACCTCTGTTCTTTTATGGGCCCCACCGCACTTGCTAG
AAGTTTGGAAGTCGAGGTCTTTGTCTAGTAGCTCATTATCTAATCGTCACAATGAATAAG
GAAGCTGGAATTTTTATTTCTAGACAGCAGAAAGTGCTTGGCGCTGTTCATATGTCACAG
CAGGACAGCAGCCCAGGCCTGTGGTGATGGGCCTGCTGACCCTTCACACCGTAGTGTTCA
GAGTCATCTCTCAGAAAGTGCGCTCAGTGCCAGCCTCCCAGCAAGATCCTCACATGTGGT
GATGTGGTTCTGATATAAAAGGCTTAGTACTTGCACTTATCAGTCACTCAAAATCATATT
TTTAAAGAAAGCAAAAAGGATTCATTTATGGGAATAATAAGTCCAAGCCAAGGCCTAAAC
TTGGACTTATCCCAACACAAAAGTGAGCATTTGGTCGATAAGTCGGTAAGCTCTTGACTC
GCCTTGTCCCACCACAATAATCAGTGTTCTTGCTAACTGTCAAAGACAGGATCTCCGACA
CACGGGCCCCAGAAAGAAAGGTTACTCATTCTTATAGGTGTTCTCGCCGAGGGAGAATTT
CTTAGTACTTAAGAAAATATGCATATGAAGTGGAAATGGTTTATTTTGTTACTTAAGCTC
CTTACTACTGAAATGGCAAGCTAGGGATCGCACTCATGCGGACCCTTGACTGGAGCCTTT
TAGAATCTATTAAGTAAATGCTACCTTGTCACCCTGTTTTCTCTCCTGAACCTTTGCAGA
TTAGCGAGGCAAGTGATTCCGGAGCTATGAGGAATAAAGAAAGGATAAACCGAATAAATG
ACTCTCCTTTAATTTTCTTAAACTTAAAAAAAAAAATCATGTTGTGTGGGCAGATTTACT
TAAGGGTTATCGCCCACGAGATTTAGGATTTAAATTCTGTTTTGAAAGCTTTACCCTTAT
TTTTACAGGAGGACTTAGACCAAGCAGTGAGAGCTGAGTGCAGGAAAATGGGGCTCTTTC
AAGACTTGCAGGAGAAGCAAGACTTGATAGCCCTCTGTCTGGACACCAAAAGCATCGGAA
AGAGTGAGCTTAGAAAGGGCTTGGGCCTGGGGGATGTGGCTTAGCTGCTCCTGATCATGG
TTGCCAGAGTCCATTTGACCCTGGGGACGAGAATCAAAATGCATATATGGCTGTATGCTG
GAATCTCTGGAGAAACCGTGTAACAATATTGATGCCCTGGCCCTACCCTTGGATATTCTG
ACCCACTGAGTCCAGGACAGATTATTAAGAATTGGGGTAATTTTTAAAACCACACTGATT
CTAAAGTGTAGCTGAGAGCTAGAACTAGTGTCACTAATTAGCACATGCATAGTCAGAAAG
GCCACTATCCAGGGAGTTGCTTCCAGAACTTAGACACTGCCTTCTAGTGCAAAGATAAAA
ACATATTTGAATCAGTATCAATATTCTTGTTTTTTGGACTCATAGGAAATAAGAGGAAGC
AGTCCGTGTTGATGTGCATTTAAGGACTTAATTTTCATGTGGCCTGTATTCATAGGTTTC
TTTCTGTTTAGAAAAAAAAGCAGGCGTTTCTAGAGTTCTTATTTAGGGAGCCATGTTGAG
AGATGAGGAGTTGGTGCAACCCATATTCTCCTCTGTCCCATTCCATCAGTGGTTGATAAA
TGCTCCTACTTGGGGCATGCCTATGAAAGGCAAACTTGCCACCTCAGATTCCTTAAGTAC
ATGTTCTGCATGAGTACCTGGTCATTGTACTATTTGTAGACTTGCTATTTCACGCGACTC
ATTGAGAACAAGTGACGTTTAGAGAAGCAGGCAGCCTGACTTGACACCGGGGAGTGCAGT
GTGCAGAGATGGTTGGTGCAGAGAACACTTGACGAGGAAGGACGACTAATGAGGCTTTTC
CATGGCCTTACCCACCTAGCCCTGTTCTAGATAGACTTCTTCCAAACTGTTTCTTTCAAC
CAGTCTTGCCCAGATCATCATCATCGTGTCCTTGTAGGCTGTAACTGATCAGCTGAACTC
CAGAGACATTAGGGCTTTTGCTAGGATGGGCTTACCAGAGAGCATGAGCATCTATACTTA
GATTTATGTTCTGGGGTTCTCCTTCAAACCTGCCACATGACCATGAAGCCATAGCTCTTA
ACCCTTTCCTTCCATCGAAGCCAGGCTGCTGTACCGGTCTGATGATCCAGTACATTCAGA
GCTGTTTCTCCTGGTGAGAAACACTCTGCTGTTAGGACTTTAAGGTGCTGAGTGAGATAT
ATCTATCTGTTCTTCATCCTGAGGGAGCCAAGCCTCAGAGTCAGCGTGTATATCGCAGAG
ACAGGCCAGGGTAGATTTTCCTCAGACACAAGTGCCTGTACCATATTTGTGTTTATTGTC
CACAGTTGGAACTCAAAACAGACAACAACCCCCAATTTCCCTTATGTGCTCCCAGCGAAC
CGCCGTCTCACGCAAGAGAAATAAAAAGAAAAAAGTGCTTCCGAAGACTGTGCAACCTGT
GACGGCTGTGGAACCAAAGCCCAGTCCCTTGGAAACTGAGAAGAAGCCAGCAGCCTCGGC
CACAAGGCCACCAGGTCTCCAAGCTGCAGAGCGCACCTCCACCGAGGAGAACCACGTCCT
GGGATTTGGCATTGTTCTGGAATCGCCGTCCTCAGATGTAAGTTGATATGTTCTGGCTGC
CAACCTGGTTGATAGAAGTTTCAGGAACCTTGTAGTATTAAGACTCTTTCCACCTAACTA
GTTCTGCCCCAAACAAGAAGAGAGGCATGCATGTGAGGAAGAGGAGGAGACTGGTAAGAA
CCGGAAAAATGTGAGCCTTCCTTGTTCACAGACATCCCACTTCTTATCTCAGAAAGGAGA
GGGGTGTGTTGTAAATAATCTGCTCGCTAATTTCTCTACGATTTTTAATTTCCAAGTGGC
AGTTTTCAATTTCCTCAATGTAGAAAACTAAGAGAATATAATTAAATCCTTTGTAGACGG
GCATAAATGAACAGAAGCTTACAGATAAGGTCATACCTTTGTGGAAACACAAACTAAAAA
TAAGAAAGGAGCAGCGGTGCTAATTCTGTTTTATAGATGCAAGCCACACTGCTAATTAGG
TGGCAGTGCCATGCCATTTACTCCGTGTAATGATAGGTTAACGCTCTGCAAAGGTTTGCT
ATTTTAATATCACGGCCTGAATGATGTTGCAGTCTGGGACGGTAGATTGCATCCGAGATA
TCCATCTGACATGCTGTTTTATATTCATGGGCCCATAAATGAATTTCTGTCATAATGTGC
TGAATTTGCAGCTGCATACTCTATTTACAATATCTTTATCTAGAGTACCTTTACGTTGTG
AATCCCAACTTGTTGTCAGAGTTCTTAAAATAAACAGGAAAAAGTGATGTATTGTTCCCA
GATTGCATAGGGTGAGGCTCCTGCCGAGCGCTCCCACAGACTCCTATAGGATTGGAGTTT
CTCCCTGCCTCCTGAACTTTAAATAGGAAACAATTGCTGATTTCTGTAAGTATCATGAGA
GGAAGGCAGTTTGCTAGCATTTATCTACATTTGGGCTTTTAATGAAAAGAATCATCTCAC
TATGTTTTCAATCTAGAAAATTCTTTGCACTTTCACCAAACCTTTACTGTTAAAAGAGGC
ATTTGTTTTAATAATACGTGTGTGCTAAAGCCATTAAACTCTTCTAAACTAATATTTAAT
TTACAAAATCCTTTTGGTAGTGAAGTTTGGTTGTGTGACCAGCTCCCTTGTTTGATCGTA
TTTTGTTATCACAACAGCTAAAGCCTGGTTCAAACCCTAGGTGAATCATATATTTGAAAA
CAGATAAATTATTCTATAATAATTACAAAATATTATAAAGTACAGCTAGGCTGTTTTTGA
TAAACTGTCATGTTTTCCTTAAATTTCTTAAAATTCTTTTCTGCTAGGCATTGGTATATT
AGAACAGACTGTAGATCATCTGCTGTGTAGATGTGTCTAGTGCCACTAACAACTGAATTT
TACCCTTTTATTGTTAAGATTCAAGTGTATTTTATCAATAAATTGGAGGTGTGGTAAAGA
CCCTGTGTATATTTGCAAAATAGAATAGAATTTTTATTAGTTTTACCAACATCAGTATTT
ATTTATGTAATACATACAAACAGTTTACATTTTATTCATGGCTGACTCTGGTACTTCTTA
CCAAAAATGATTATTAAATGATAGTATGATTGTAAGGAAAGGGTGGGAAAGCTGTGGGCA
TGTCATCTTTACAGTACCCATTACACCACCATTTAATTTACCTCTTCAGTACATGAGTGA
GCTGAGAACCTCACATAGAGAACTTAACACTGAGTCCCAGGATGAGCTGCAAAAATGCTT
TCCATGGGCTGTGCTCATAGGTGTCTGTCAGGCTGGCCGGAGCAGTTCCTGGGACGAGAA
GTGGGCTTGACTCCAGAAAAATGGACTCTCTCTGCTCAAGGGACCTCCAACTTAGGTCCC
TTTCTAATCTTCTAGTATTTCTTAGCTATGAGGCTATAAAATGTTTAATGGAAGTCTATA
GGGAATAATTCTTCTAATTTTTACAGCAATTTTCCTATAAAACAAGTTGGAGAAAACACA
GGGAGATAGGAGTTTTGCATTAGAAAATGGCTTCTGAGCTGGGCGTGGTGGCACACGCCT
TTAATCCCAGCACTCGGGAGGCAGAGGCAGGTGGATTTCTGAGTTCGAGACCAGCCTGGT
CTACAGAGTGAGTTCCAGGACAGCCAGGGCTATACAGAGAAACCCTGTCTCAAAGAAAGA
AAAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGAAAAGAAAAGAAAAGAAAAGAAA
AGAAAAGAAAAGAAAAGAAAAGAAAAAAAGAAAGAAAAGAAAAGGGCCTCTGAAAAGTCT
GCAGTGTTCAGAGGCCTTCAGTGGTAGTGTTGGGCAGTTTGTCTGTTGTTTCTCAAATAG
CTGAGTGGCTTTGGGGAAAAGCAGGATGCTTCCAGGAGAGAAGACCTTGATGCTGCCCGT
GAGATACAGTCCATCTTCGTCTGGGGGCACAGAGGAGCCGCTGGTGTAGGGTTCAGCAGA
GGAACAATCTGCCTGTGAGGGTGGGGCCTGGAGTCCGTTATGAGTGAGAGACAGATGAAG
AGGGAGAAGCTAGATCAATGGCTCTCAACTTGTGGGTCGAGACCCCTTCGGGAGCCGGCT
GTGCCTTTCACAGGAGTCGCATATCAGAGATCCTGCATATCAGATAGTCACGTTAGGATT
CGTAACAGTAGCAAAATTATAGTTATGAAGTAGCAGCAAAAATAATTTTATGGTTGAGAG
TCATCACAGCAATCAGGAGCTGTATTATAGGGTCCCAGCCTTAGGAAGGTTGAGAACCGC
TCTACTAGAGTTTAGGCAGAAAGCCAAAAGCTCCCTCTGGTTAACCAGGCAAGAGTGGGA
AGCCTTAAAGTGAAGGGAGGTCCGTGAGGACAGGCTGCTTGCTGAGGGCAAAGCTCAGGC
CTGGGTTTGGTTTTGGGAAGGAGGTGAGTGACGAGCTCTTACCAGCAACTTGACTCCGGG
TGGGACTTCCTGTTCTACACAGGAAAGAAGAGAGTCCAGCGCTCTCACCCGTTCCTTAGA
CCCTGTCGGCAAAGGAGGAGGAGGAGTGGCAAGCACCACCCCTCTGCTAAAACAACAAAC
CTGTGGATTGTCCTTAAAGATTCGCAGTGTATTAAGTTACGCTTTTATATTAACTTGTCA
TGTCACACAAATGCAATTGTGTGTATTCACAGAGAAAAACCAAATGTAACAGCCCATGTG
GCCCTGGAGATCACTGTAGCTAACAGTCTTCTGAGTGACGATTATCCCTCCTTCATCACA
GGAATGCACAGTGCTCTAACCAGGCCCACTGAAATATCAACACGTTAAATGATATATCAT
ATATGGGAAGTCCTACTGCAGTGCTTTACATATAAAAGGTCCTTAATAAGTGTAATTTAC
TTAATCTACAAATGATAAAATATCTGCTCCTGCAGGAAGACACCTTGTACAAAATCATCT
TGAAAATATTGGGTCTCGATTTGGCTTCAGCCATAGCCCCTCCTTGGTGCATCTCCTCTC
TGCCCATACACTATCAGGGCTCTAATCCAATCTGAGCAGTTCTCCTTTATGGAAACTTCT
TGGGTTTTTTTGTTTTTTGTTTTGTTTTGTTTTGTTTTACTGAATTACTTCCATGATTTT
GTATCCTTCTACCCCAGCTGCTCAAGAGCAGGGTTCTCTAGTATAAAAGTCGTAATACTC
ATGGGACGTCCTGGGTGAAACAACTCATCTCCATTTAATCTTGCTGTTGTCCTCTTAAGG
AGAGTCTGCACAAGTTGCCAGAGTCAGATGATGTTGAACTAATTCTCTACTCCGATCCTG
TCATCTGCCCCTGTTCACTGTGGAAAAGCCTGTAGATGCCCATTCAAATACATGTACTTT
GGTTTTTTAATTTTTATTGTTTTATATGTATAGGTATTTTTGCCCTTGTGCACGTGTGTG
CACCATGTGTATGTCTGGTGCCCATGGCGGCCAGAAGAAAGTGTTGGCCTCCTTGGAGTT
GCAGATGGCTGTGAACCACCTGTGGGTGCTGTGAGTCGCGCCTCTCCGTCTTCTAGAAAA
GCATCCTTTACCACAGAGCCTTCGCTCCAGACCTCAAGCACACCTTGGTCATGATGAGCA
CTCAGTGATTCTCTATGACTGAGCATTCCTTGGAAGGGAAGCAGATGGTTAGACTGTGAC
TCTTTAATTCTCTTTACTCGGCGTTTTCTTGGGAGACAGCAAGTGGTTAAAAGAGCAGGC
CGCTAGCTTAGGATCTCAGTTGTGTGACCCTGAGCAAGTGAACCCTGTTCCTCACTCAGC
TTCCTCCCTATAAATGGGAATAATCATGCTTTCCTCACAGAGCTGGCCTCCTGGAAGAAT
TAATGAAGCCTTCTATGGAAAGCACTTAGAACAGTGCCTGCCACATTTTAAGCACTCGAT
AAATATTGGTTCTTTTTTTAAAAAAACCTTACCATTCCTACCTAAGTACCTTCAGAGGAA
CCAATGTAAACATGGCTAAGTAAACTTAGCTGTCTGTATGATGATCAGATGTACGTGAAC
AAAGAGCACTTTTGAGAGGGAAATAGCTAAGGGGTGTGGGGGCTCACATTTGGAACATGA
TTATTCGACCCTTTTTAAGTTAACACTTAAATAAAATTCAGACCTAAATTACACAGAAGC
AAAAGCAGAAACCCAAAGCCAATTCTGAAATACAAATACATGATTTAATTCTTTCTTTAT
GAATTCACAACACAATGCTCTATGAGACAAAACAGCTGCTCACTTCTTACGCTCACGGCT
GTTGGACGCTGGGTCTGTTGATCACTTTCTTAGGGCAGATATTGCACCTGAACTGCCTAG
TTTTATGTTTGCTAATGGTTGACTTCTGTTTTGTTTTGTTTGCTTTGCTTTATTGAACTA
CTCAGATAAGGTTTAAAAACCTATTTAATAATTTTTAATCATAGCAAATGTTTTTATTCG
ATGGAGTTATTATAAATACTCTCCAGTAATTCCAGATGGCAAAAATTTTAAGTTAACAGA
AGATAAATGATGAATATTCATCAGTTTAAGATAATTTTGTTAATCCTGATTTTGTGTGCT
TCTTAAATAATGTTAAACGCATTGGTGCCTTCAACAAAAATAGCTTTTCAATTCAGAGTG
CTTTCCTGATAACATCTTATCTCAATAGATAAAATGTTCTGCTAGGATCAATTAAGGTAA
ACCATGGAAACCATTTTCCATTCACTCATTGACATTCAGGCAGATGTGCCTGAGAGCCTC
GGTTTCTATGGAGGCTGCTTGGGTTCAAATCCTCGCCTCGTTATGTTAGTTGGATGATCT
TTTAACAAGTTACTCAACCTTCCTGGTCCTTGGCTTTGCACGTGAAACCTTGGAATAAAG
ATGGTAGCCACTTCATGGAATGAGCAAACTGATGTACCCTGTGTTTCCCTAGAGCCTAGG
ACATAATAAGCAACAAATAAATATCAATTATATCATTATTTTCCAGGGTGCTCTGAAGGG
AACGTAATAGTCTTTGCTCTTTAAGGAACACATGGGAGGAGTTTGCAGACAGTACTTGCA
AGCCGCAGAGCACACAGAATGTCTCCAGAAAGCTGGGAAGATTGGAGCTTCTGTACCTGG
AAGGTCAGAGACAAGTGTTCACCATGGACGTCTTCTCAGAGGAGCAATTTCTACGGAGTT
AGGGGAGAAGAAGCTAGACTGTGGTGTTAAAATCTTACATATTGTCCATTTAGCTCAGTC
GTCTTTAACATAAATCAGGCCTTAATGTTCAGAACCACGATTTATTGCCTGAGAAGGAAA
AGGCTAACTACAGCTCTGAAAGGCTAGAATCTCTCACTATGCAAATGCATGAGGAAACTT
TTGAGAGACTAAATTGTACTGTCTTTTCTAAGATCTTAATTCTACCAAATTTTATCAAAG
AAACATAAAAGAATTAGAACTTTAATGATTTTTTTAAATCCTAGTCAATATTAAATATAT
GCTGTGACCATTATACTTGCTTTTTCATAGAGATTTTGCTAAGCACATTTAATATCGGTC
TAGATGGGGTGCAGCCAGCCAGCGGCATCTCTTCTATCAACACTGGGACTCTCAGTTCAG
CTACATCCTTAGACCACACCTGTGCTGAGCTGACTAACAGAACAGAGTCAGCCGGAGTAT
AACCGTCCCCCAGTCTCAGCTGGTCATTGGCCAAGTGCCTTGAGGTACCATTAAAAAATG
GTGGTAGTAAATCTACTGGGTGCAGATTTTATTTGTAGAAAACATGTTAATTTTTCTTAT
AAAAAAGATAACATTTATGAGCAAACCAAAATCTGTTACGTGTTTTGTGTGTTTAGGACT
TTTTTCTTTTGGGCAGTGGTAGCACACACCTTTAGTCCCAGCACTTGGGAGGCAGAGGCA
GGTGGATCTCTCTTTGAGGCCAGTTTGAAGCCAGCCTGGTCTACAGATTGAATTCCAGGA
CAACCAAGGCTACACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACCTTGTCTCAAAATT
CTAATAATAATTATAGTAATAATAATTAACAAATAAAATAATTTTTCTCTCATGAACTGA
AACTCATTTTTCTTGAAATAGATCAAATATTTAGTAGTCTAAATAAATAAGACAGAGGCT
CATTATATATTGTAGTATTGCAATGTATAATGTTACATTTTCAGGGGCAGAAAATCCATC
TTCCTCAGCAAAGCCCACTTGCTCATCTCTAGTTTTCTTTAAGGTTCCATCCTGAGCCGT
TCTGAGACTTGACCAGCTGGCCCAGCTCCCTGGTCCTCACTCATATCACCTGAGACAGAC
AGTCTTGTACATGTGCTAGTGAATGTGAGTCCTGTACAACACAGAGCTGGGAAGGCCATT
GTGTATCATTTATTAATAATAACCGTTGAAAATCTGGGGCTATGGCCAATCAAAAGCATC
TATGCACTTCTTTCCTCTTAACCAATGACTGTATCTGTAGCCTGTTAAATGTCTTACTAT
AATGTTTTACCATTACTATCGTATATAAAACAGCCTGTATCAGAGGTGTTCCCTGAGCGA
CTCATTATGTGATCTCTTTAAGGGTTTTATGATATGTTCATAGGAACTTGTGGGTGGCAG
GGGACAGGGAAGTGTCTTTTTCATTCATCTTGTTGTAAAATCTATTACCTAAACTACTTC
TAAGCGAAAGAAACACCACACCGGAAATGCAAAGAAACAGCATAGTCAGTGTAGCTGTCC
TTGGTCCAGGGACATTTTCAAGAGCCATTAGGACTCAGCAGTTTTTGCTCCCAGAGCGTC
ACCAGTAGAAGATGAACTCACACTGCTTAAGGCATTCCCAGTGCTGATACATTATACACA
GTGACCAGGGTACCTAAAGGGAGCGGGATACTGCCCATAATAACTGTGAACATTGTAAGT
TGTGCCCATAATTTGGACGTCATCATTTAAACATCTTTCAGCAACAGTGGATGCTGCAGA
TTAGTTTATTATCTGTCTTGGCTTGAGCATCAAATAACGAATCTGTCAAGGAAAGCCTAG
AGTATTTTTTACGTTGCTTATTTAGAAAAGTATTTTTATAACTATTATCAATAAGCAGAT
CTCATTTAAACCTCAGCCAATAAACAAACAAGCAAAAAGATAATGATTCTACAACTAGAG
AAAGTGTTTTAACCTGATTTTAAATATACATGCAGAGTTGTGGTTTATTATACAGCAATA
ATGTACTATGATTATGCTTATAAAGTAGAATAGATGGCAAGATTTCATAGTGAAAACAAG
ATAATTAGTATCATGGCTTTTTTTTTTTCATGTTTTAGAGCATAAAGTTAGCCCTCCCCC
ACCTCCCTTCCTTTTTCTTGAAAGGAATTGGTGCTTTGTGGCGCCTTTAACCATGCTATA
GTGCCCTGTTGTTACCTGCTAACAAGTCTGAACAGGAGTCAGGGAAGAAGATGGGGGAGG
GGCTGTGATCTAGCCACCTTTGCAATTATGTTGCTGTCTGTTGCAGCTATTGACCCGGCA
GTGGCAGATAGCAACAGCTTCGGCCACAGATGGCCCCTCTGCAGCCACACACCATATGCT
TACGTACCATAAGAGGTCTTGGTGCCACAGAAACCTCCAGGTGTCTACTTTTAGGCATCA
TAGCAGGTGCCACAAATAATAACCATACTGTGGCGGTCTCCTAAATCTTATCTTCAGGGC
CTTGTTAGAATGCCATCCCACCTTTTTCCCTTCCCTTTCCCAGCCTGCCTTTTCTTAGTC
CCTTTCCTCCACATCCCCGGCAGCCAGTCCTGCCTGACGTTAGCACTAACAGCCCTTGCT
CAGAACCCCTCGGGTAGTGTTCCTCTTACCATGTAGTGTGTGTGGTGGTGGTGTTTATGT
CCACCATAGCTACAGAGCCAGCCTTGGCTCCCTCTCCACAGAAGGCACTTGGTGAGTAGG
TACTGAATCAGGTGCTCATCTCGGCCTGGAGCCCGCAAACCATCATTCTAAGACACTGCT
GTGTGCCTGGCCACAGCGTGAGACTCAGGGGGCCACTTCCTCTGTAGAGCGAAAGGGAAA
CTCGGACCTGGTCACTGAGTTCCTATGTAGCATTTTGTTTATTCTAGTACATATCTGCTG
GATGCTGACTGGATTCTTGGCACGCTAGATATAAAAGCTATGTATCCCAGCTAGGTAAAT
GCAGTACAAAACGTGCTGTAAACATATTTCATAGAAAGTAATTTGCAGACATTAAGAAGG
GGATGGCTAGTTCAGCCTGGTGTTCTATTCAGGTGGGTGTTTCTGAAGCTAGGGTGCTTC
AGGGAAATCCTCCAGGGAAAATGTTTGGAGTCTCAAAAGTCAGATGTCTGAGTTTTAAGC
ACCCAGAGTTACAGAAATAAACTAAATTGCAGTTCTTTCCCTGTCTTCTCTTATGACTTA
AGATCTCCTGTACTACCCTAGATGGTCAGATGACTATAGGATGCACTTGGCTGAGGGTTC
TCATGGATTCTATATGATACAGGAACTCCTATGAAAAATCTAAGCTGAGTTCATTTAGAA
TCAAAGTTCACAGGATGTACAAAACATAAAACCGTCTGTCGGATTTTGATGGTAAAATTC
TCGCCATTTCTAACAATTCCACATTGGATTCCTTAACAAGTGTTTTCTGAGTGCTGGCCG
TGTGCCCATGCATGTGCAGGATTAGGTATTCAGTCTCTGGCTCCTGTCAAGCTCCCCTAG
ACCTTTGACCAGCAAGCAGCAAGATGCAAAAGTCAGGGGGAATCTGACAGCACTGTGTTT
TCAGTGATCTTTACCAAGTGCTCAGAAGCTGAACGTTAAATGGCAAAGTGGAGTGGAAGA
ATGAGGTGAGATTCAGGATAATCCAGCCCAAAATTCCATTTTCAAGGGGCAAGGTCCAAA
CACCTTCCTTAGCTGTCTGAATGATGTAGGCTATGTACTGAATGTGCTACACTGTATAGT
GTGCTGGGCACACAGTAGGACAAACAAAAAGAGTGACTTTATCAGGAGAGACTCTGACCC
TCACATCTAAAGGGCTGCATATTTAAGAGCTGCACATAGGACATCTGGGGACAATCTGTG
ATTGGCAGACAGCTTGTAGAAGGAGGACTCTCCATTGACTAAATCCACCCCATTCCATTT
CTATTCATTTGCATTATCACCATTTGTAGGTTTTATTAGTGTAACCCATTTCATAGCTGA
TAGAGGAGTGGGGACATGTGGGGGTAGTCCTGCATTTGTCAACTTACATGAAATAAATTA
TTTGACATTTGCATTATTTTGAAGTCATTTTTTGGTTCAAGGTTTTTAGGCCTTAGTTTT
ACCATTTACAAAATAAGAGTGTTGCATCTAGGTGAGTCATGTCTTTTTACCTATAGGATT
GTATTACTGTGTAATTATCCAGCCTTCTCCGAACTATTTGTATGTCTAGAAACATGTAAG
ACTTATTGTTGGAATTATCACATCACCTTTTATGAATTATAAGTGGTTGTTAATTTTATA
AATTGCAAAATCTGGCACACAGAGCTGAGATGGTGAGACTATATAGACTATATCACTTAG
CCACTGATTGATTGATTTTTTTTTTATTTTTGCTCTTATGCCTAAAGTAAAATGTTTTAC
ATCTTGTTTTTAATGAAATATTTCTCTTTTTATTTTTTGGTAGCCAGAAGTGCAACTTGC
TGAAGGCTTCGATGTGTTTATGCCCAAATCTCAGCTGGACTCTATACTGTCAAACTACAC
TCGCTCAGGAAGCCTTCTGTTTAGAAAACTGGTGTGTGCATTTTTTGACGACAAGACTTT
GGCTAACTCCTTACCCAACGGAAAGCGGAAAAGAGGGTTCAATGACAACCGGAAAGGACT
AGACCAAAACATTGTGGGTGCAATAAAAGGTTGGTCTGCGTCGTTTCGTTTTAGGGGTTC
TTTGTTGAGTTTTGCCTTCAATCCATCAAGGTACAGGTAAAACAATGCTAAGCTAACTAG
ATGCAAGTTTAATTTGCTATTAGCAACCTCCCCATGGATGTGACTCTGTAAGTCCCCACC
CCAGATACTCTAGGATACTATTCAATGGGATACCAATGTATTGCTGAACTCATAGCTTTA
GAACCAGCTTTGTCTGCTACAGAACCAAAAACACTTGGCAAGTGGAGATATATATATATA
TAGATAGATAGATAGATAGATAGATAGATAGATAGATAGATATAGATACGTAAATAGAGA
GATATATAGATATATATATTTCTTGGAATAAATATGTGTGTGTGTGTGTATATATATATA
TACACACATACATACATACATACATACATACATACATACATACACACACACACACACGTA
TATATTCCAAGATCTTTGCCAAACTATGATTTGGGCAAAATTTAAGCTTAAAAATAAGAA
TAAAACTGTGGTATACGTTTTAAAAAGTAGCACATCTCTTGGGAAGTTTAGAAGCTGTGT
CATCAGAACATATCTGAAGATCTTTTAAATACGAGTGAAGCCACTTACTCTCTCTCCCCA
CATATTCCCAGCCAACGCAGTCCATTTTGTAGTGTGACATGCAGTTGTATTTGTCACTTG
GAGGGACAGTTTTGGCTCTTCTCCTTCACCTCCTTTGAACACGTGTCCATTCCACCATGG
TTTGGCAGGTATGTGGATGTGTGTCTTCATCCCTAGCCACTTCCAAATCTTACAGCCTGC
TCTTCCCTGTTCCGTATCTGTGTTTAGGACTGTGGTGGCTTTAGAAAGAGAAGTATTCAA
ATGTTGTTATCAAAATGAATTGGAGCTTAACCTCTGCTCTGAATGTTCTTCCCTGGCTCG
GGCTCTACCTTGTCATGACTGTCAGTGGGGCTGACTCAGAGCTTTCCCTGCCTCCTCTTG
CTGGCCTTTATCTTGCAGAATGAGTAAATGAATTCAATAATGCTTAAAGGATACTTGGAA
ATTCACAATTAACTTTACAAAATAATTCAATTTTTAAATGGAGTTAGCAAGTACCAGACA
CCCTTTGCTCGTGGCCAGAAGAACATTGCCTTCATTAACAGGACATTTCTCATAGTCCAT
CAGAATTTTTTTTTCACTTAGAGTGACAGTTGAGTTCTATTAACTAAGAAGCACCACAGA
GATACCACCGCCTTTGCCATTTGTGAAAAGGATGATTCAGCCTGCAGTGAAACGAAAAAC
AAGATTATAGAATTTGAAAACCAGTCAATAATGTAACTAGGACTCTGAAGAGAAGAGGGA
GCTGTTTCCATCTCCACAGACTGGGCCTTCTCAAACAAGGGGGTCAAGGCTGCTGATGTA
GTTCTGCAACACACACGCATTGGCTTGATTTTCTTTCTTTCCCAGAACAGTCTATTAACT
TTATAAAGGCACTTTGAAATTGGAAAACTGTAACTTCATCTGTGTGACATTAGAAGTGCG
TCTATAATAGATGGTAATGAAATACATCATTGCAAATAGACTGGTGATCAGACAAGGGTT
CAAAATCTGTTACAAATAGCAAGAGGCTAGACATCAGACAAGAGTTTAAAAATATACTAC
ACAAGTTAAAAGAAGATATACCTTAATTTTTTCCATGCTTTTAATAAATATAGCAACAAG
GTCCCTATTCCTAATACAAACTAAAGCAAGTTAATCAAATGAAAGAACTCAACATTTCCA
GTCTGCCCACAACCTCATTTAAAACCCTGCTCTAGCTTTATTCTGTTGCTGTGACAAAAA
CACATATTTAATGATAGACATATTCTGGTTTCTTTCTCTAATTACAAAAACAATTCATCC
TGATAAAAGTCTTAATTCCCACTTCAGAGTACCCTGTGCCCTCCTGCCATCTTGATTCAG
CTATGAGAACAGCACCTGCCTGCTCTGTAAGACATTTTATTTAGTTAGTTTACAGGATTT
CTTATAAGCTCCTTGAAAACATGCTTTGTCTGACATGTTCTTACTACCTGCACCACTTGT
AGGAAGTCAGGAGAAGCCACTGCCAAGCATGCTGATCTAGCAATGACTTCTGAGGGCAGC
TGGGAAGCTGCAGCTGCTGGCAGAGGCTTTGCCGGAGCTTCCCTCGTGTGCCCTGAGACA
GGGCCCCTGAGAGGAGTCCATTGCCGTCATGTCCGTGTAACTCCCTCATCATCTTCTGTC
AGATCGTAAGAGAGGACGAGAGAGTGACGTCACATGCAGACTGTTACAAGCTAGCACTTA
TTCTTTGAGCCCACTGAGCTCGCTCCCAAATCCTTTTCTTTCCCCTAAGAGAAAGCGTTA
GAAGCGTCTAGATTGCACTGGCTGGGGTATTCACTCTTCTTTCTGTGGATACCTGCACTC
TGACCCTGCTTGCTGTTAGCTTTATCCCTACTCAGTCACTGAACTCTCTCGGGATAAAGG
AAAACATCCCCTTCCTCTACACACTGCTTCTGGAAATGCGTGCTGAGTGAACGAGTAGCA
GCACTTTCGCGCTTCATCCTGACGTAGGTCTTACTTCACCAGCACAATGGGTTTAGTGCC
AAATAGTTTCATACTTCTATAACCAGTTTGGAATGACAGATGTCAAAATATACTTGTAAA
TGTCTAATAAAGGTATTCAATAAATTTCCAGTGAAAATAAAAAAAGTGGAAACCAAAATT
TAATATAAATCTCTTAAGACCACACCTTCCAATACATCTCTCTCTTTGCCATAGTTTTCT
CTCAATGGTTTTGAGAGCATACATTTACAAATGAATTTTGGAAGTAGGTATTATTGAAGG
TCTTATAGAATAACCATTTCTAGCTTTTTCTTCCTATCAGAGATAAGAGGGAAACATATT
CTCCTAACTCGGGTCTTTTGCATCTGAGTATTTGGGGAAGTAGTGAAATGATCTCTTCCT
ATACCCTATTCCAAGGCTGTCGGGATTGTTGTTGTCATGGCCGAGTATTTAAGAAAGAGT
GTGTGTGCATGTGTGTGCATGTGTGTGCATTCTTCCCTACTCTGTCTCATGAGGCAGTGA
ACACACTGTGTATTATTTTGAAATGTCCTATAAACTAAGAACAGAAAAATGGTTCACTTT
ATAAACTCTCGCATGTAAGAAATAGCAGTAAAGGAGCAATGAGGATTAGATCAATTAAAA
CACCAGTTGCAGAATGATACAGTCTGTGAAATGCCTGTGAGAGGGAACAGAGATGCCATG
AGATCTCATGTATTGATTTATGTATGTGTTATTTATGTATCCTTGCGTCTCTGAAATGAA
ACCAACTTAACTGCGGTGTCTGGTCATTTTTATGTGTTCTTAGATTCAGTTTGCAAGTGT
TTTTAAAAGTTAGATTTATTTATTTTATTTTATGTCCATGAGTGTTTTGCCAGCATGTAT
GTATATGTAGCACATGTGTGCAGTGTTTGTGAGAGGCAGGAGAGGGCACCAGGTCCCCAG
GCCTGGGTTTCAGAGCGCTCGGTAAGTAAGAGCAGGTCGGACCCTTACTCGCTGAGCTTC
CTCCAGCTCCAGTTTGCAAGGACCATATTGAGATTTTTTCATCTACATTCATCATTGAGA
TTGGTTTATAGCTTCCTTTTTTATTGTGTCTCTATCTGGTTTCATAGTTGGTATTATGCA
GCCTTCATAAAAAGAAGTCTAGACTCAGAGAGAGATTATGCAAGGTGATATTTATTGTCT
TGAGGAAGCTAGCTTTGACTGTCAATCACTTTTAAAAATGAACCAAGGAAAAAAGTTTAT
TAGGGGATAATTAACACAGTTTTTTTGTGTGATAATTCTTCCCATGACAATATCTCAAAA
GCAAAACATAAGCTTCTTTGCAGAGATGATAGTTTTCACATAATTTTATGCATTAGTAGT
GACTTATAGTTAATGATGATCCATAAAGAGATTAATGGGTAAGTAAGGTATTGCTAATGA
CCTTAATTGGGACAACTCACCTGAAGCTTGGGAGTGTGGCCCTGTGGTAGAGCACATGCT
TAGCGTATGTGAAGCCCTGCGTTTGATCCCCAGATTGGTAAGAACAAAACAAATGACGAT
ATAAAAACTTTAATATTTTGAGCAGCAGGAAACAACTTATCTCTTTAACTAGAGATTTGG
AAGCAGTGCTGGGCAAAGCTTAGCTGGGACTTGTAACTGACTCTGTAGGCAAAACCTAAC
ACAGAGGTGAGTCCTGCATTTCCTCGCCACCCAGCACGCTGTCCCTCTGAAGGCTGCTGT
TGGCTCACAATTGCTTCTTCTGTGATATGCTCACTGGACCATGCAATTTGACCTAAGAGT
TACCTATATGTGATATTGACTGCCTGGAAGCCCTTCAAAAATAGTTGCAACAAAGCATAA
TTGTAGTTATGATTTTTAATCTGACTTTATAGTAATTTATTAAGAAAGTTTTTGCTGTGT
AACTGGGCTGGAGTTTTGATTCTCCTTGCATTCAGCTGATATCACTGATGTCTGTCAAAT
GGAAGAGATCGTTGGTTGTTGGCCATCACTCTACCTCCTTCAGCACAGTTGGCCATTCCT
GAGAGATCAGCATTGCCTGTCTAGAGAGCCTTGGGGACTGAGAACTATGGGAGGGACAGC
TTGTATATAGTAGTATTCCATACAGTTTAAAGTTGAATGCCCACTATCATTAATCATACT
GTCACATACTTTACAGAAAGGACCATCAAAAGCTCCCACTTTATTTCATGACTCTAGACA
CTTAAGGTCCATATCTGTTGTGTGATAGGACCTCTATTTCCTACAGTTACTGTAGATAAT
TCACTTTATGGTGAATTGATTTTTAAAAGGGGGAGGGGGGAAGTAGCTGTTTGGAATATA
GGTTAAATATAATCTTCTAGCTAACAATATCATTTTAAAAGCTTATTATTTACTATTATT
ATTTGACCTCAAAGATTTGAATTTATATAGAAGTGGAGTTTGTATCTGGTTTATTCTTAT
TTTTTATGGTAATTTTCCTGTGTTCCCAGAACTCCATGATACATTGGCTACAATTCGCAT
ATCTCTATGGTGATGGCTTTATTTCTTTATACAAAGGACAGAGGCTATAAGGAATTTGAG
TAAATTTACTTAGCTGAAACTTCCCCAAAGTGGCAGCATTAAAGTGGCCTCTCTGACTTC
AAAGTCATTTTCTAGTATGTAGTTTTTATAGAGATGTTTGAAATTAAACATTTCTCTCTT
AAAATTTTGGATTCTTTGTAAAATCTCCTTGGAAATTGGCTCTGCTGATGGTCTGAGACC
AGTTATTATTGATGCAAAGCATATTCAAAGTGAATTTCTAGTTAGACATAGCTCTGCTTC
AATTTATTTCCTAGATTCAAGGATAGGTCTTTTCCTGAAGATATTGAAAACTAATTCTAT
GATGCTGGGGAAGAAAATCAAAGACTGCTCCCTTCTCTAGTGAAAGAAACACGTCTAATA
CTTTTCTCCTTCATAGAACTGAATTTAACAAAAGCTTGAAAGCAAATATTACATAGAGCT
TATCTCCCCCAAGTTTTATGTAAATTAAATTCTTGATTAGACATTAGTCAACAAGAGGCA
GTATATGCTTTGCTTCAAGGATCCTTTTGGAAGATGACCAGCTGCTAATTTACCTGATCA
TTTTTTTTATATATAAAATCTGCTTAAAACAGATCACAACTGTATAACAGCCAGTGTTAC
ATGTAGAAAGCTTGGCTCTTCATCTGGATCATCAGAATGTTTTTTGCAGGTTTTTGGGTT
GGTTGATTTATTTTTGTGAGTGGATATTGAGGTTTAAACCTAGGGCTTCATCGCTTCATG
CGCACTAGGTGAGCATTCAGCCCTCACCTTATTTTTGTTTTATTTTCCTACCTTTTGGGT
GATCTCAGTGACAAATGAATCATACTGAACTCAACAATGCTACGTAGGCAACCCTGAGTT
TTCAGTTCCTTGCAGACTGGAGCTCATATTTTGCATCAAGATCATCTAGGAGGTTGGGTC
AAAATCTAGATTCTGGGGCTCCATCCTCAGAGATGAATTCCACAGGTGTGAGACAGTCCT
CAAATCTTGGTCTTTGAACAGGTGATACTGATTTTGGTTGCTTTCAGCATCCCCAACCCC
CTTGGGGATGATACACCTATACTCAGAATCACTTTAGATGTCAGCAGCATGCAGCCATCT
ACCTGTGAGACTCCAATTTCTGAAGGCTGTTTTCTTTCTCATCTGGAGGAAATGATAACA
CAGCATTATCTCAGCAGAGTCCTTCTTAACCCTTCTTTGAACTCAAAGATTTGTTTTTTT
ATTGTGTTTGTTTGTTGTGTTGTTTGATTGTGTTGTTTTGTTTGAAGGGTTTCACTGTAC
AGCTCTACTGACCTGGAACTACCTGTGTAGACCAGGCTGGCCTCCAGTTTATAGAGATCT
GGATGTCTCTGCTTGCCTAGTGTTGGGATTCAAGGCATGTGCCACCACTTGGCTTAAAGT
TTTTGTTTAAACCCTGTGTTGTATACTACAAGGATCCTGTTTTCAGCATCCTTGAAGTGA
CTCTGTAGGACTAGACTGAACAACATATCCATCTAATTCACTCATATCACCAAGAAGAAA
GAAAAGCGTTTCCATATCCAGACTTAGGAATCAGTAGACACATTCCAGCAGTCTCCCTTC
TGTCTTGACCTCACAGTCTTCATCCTTGGCAGTCTCTTGACCTGGGTTCCCTCTCTACCA
TGGGACGTATTCATGGAAGAAGCACTTACTCTGCCAGCTTCTTCACCACACAGAGTGGTG
GGTTCTGTCCATACTCACACTCTGTAGAAGTTACAAGAACAGCTTCTCATAAGCCTATAA
GCTTAGACATCATCAACATGCATGAGAATGCCTTTTAAATGCAAGCATTTGGGTTGCAAA
GATATGAGTAAAATCCTAGCTCCTGACCATAAGGAACATTCCATTTGCTAAAGCTACAGA
TGTGTTAGCAGTAACCAATAGCACAGACCCATACTCCAAGCCAGAGTAAAATACACGTCA
CATGCCCATTGCCTAAAGGGGAGGAAACACAAAGGAAATAAACCTTACTGAAGAAGAGTT
TACCAAGTAGGTGATTCTAAAGTAGACCTTGAATGATGATGAGCAGTCTGTCAAATGCAA
AGGGGTTGGACAAAGTTAGCTATGGGGTGTTTAGTAAAACTTAAGTCTGCTGACATGAAA
TGGAAGCCTTTGCCTGCACAGCTATTAACACTAGTTGTTAATAGTTGGTGGACCTTGAAT
CATCAGCAGCCTGTGCTGTAAATAATTTACCTTCACAAATATAATACCAATGAAGTGAAC
TCAGACACAGTTTATCCACAAAAGTTTTCACTGAGTGGTCCTTTCTAAATTTACTTCTCA
ATGTTACACAGAGGCCATCTCCTACGTAGTAAATAAGAATCCTTGAGATTGTGGCCATCG
AGTTTGAATGTGTGCCCTGCTTCATACCTGCTCTTCTAAAAGCTCACAAGAACGTTCCCA
TCTTCTTTAGAACAACTGTTGGTCCATCTGCTTCCTACATAAGGAGCAGTTGGAGATGTG
GGCAAACTCAGTAAGTTGGTTTATTTTCCTGATTTCTCTTCAGCCTTTCACATATGGATA
GAAACCATTTTTTGGATTAATTTCCAAAATCTCAACTGTAATTCCCAGGTGCTGAATTCT
TACCAAGTGTGCATTTTAACACTAGTGTTAGAGTCACAGAGACAGCCTCCTGTAGAGGGA
AGCTTCTGTCACAGACACGAGGCCATTGAGGCATGGCTGCATTGCATAGTATGAGAGACA
CCATTGTTCTGGTTGACATTGCCTGTCTGTATATTTATTATGAAAATTTCCCAGCATATG
AAAGCAAGGTCTTGGAGAAGGGCACTTATCTTCATCAGGATGCCATTTGGGTTAGCTGTG
GTCCCTAACAATACACAACAATATGTTCCCCACACAGCCAACCTTTCTTTTCTGCTTCCT
GAATTATCGGCGTATCAGAGATATTCACTGGCAGAATTGTATAGTAAGTCCCGAATTGGG
CAGTCATATTCCCAGTAGCTTTTTCTGGGACTTACAGTTGATGCCAGCAACACTTTCAGT
TCAGTTCCATAAGCCAGTGTTGACTGGGTCATACCATATATGCATCAAAAATATGAGAGA
CTCAGACAATTGATATTTGCTAGTGTTTCTGCCCTAGATGTCTGACTACAAATGGTCATG
AAACATTTGTCATCTTTGTAGTTTTACAAACTAATGATAAATCCACAGAAAAACTAAAGG
CAAGCTCTGAATAAAAAATAAAAAAATTTTTAAAAAAACCTTTTTTACATCCATAGTCAT
TTAAAATGAAACCAAAAACTGTCATTGGCTTGGAGGCTGCCTCTAAAGCACCTTTGTGTA
AGAGAAAACATGGCTCTATCTGTCTTGCCCATAGAGAGCCCCGTAGAGAGGGGGCTGCTG
CCTTCTGTGAGGACTCCGCGCTTCTCTCTCACTGCTGCTCCCCATGGGTTTCTGCAGTGT
GCTTCTTGCTTGCTGCTCTTGGTCCTTCTCAGCTCACAGTAGTTCTCAGAAACCTTTGCC
TCAGACTTAGCAGCTTCTTATCTACCCCAGTCCTTTGATCAGAGCAAACCCAGTATTTAG
GTGCACATGCCCCTGTGATTTTGTAGCCCAGTGTTCCATTGCCAAAGCAGCTTAGTCAGG
TACAACTACATGGGAGCATATCCTAATTAGACCTGTGGATGCAAGCTAGAAGCAAGCGAG
CCACCTAGCAGTCCGGCATGAGACACACAGGGTGTTGTGACTTAATCGTAGTGTTTAGGG
CCTGCCTTAACCTCAGACATAGGCATCCTCTTGAAGGTAGCCTGAGTCTTCTAGCCCTAG
CACCTGCGTTAGCCACGATGTCTTTAACAACTTCACCAACCAGTGTACTCCTCAGAGTTG
AAAACAAAAGAGCACATTTAGTGCCTTCGTTTCTTTTCGACCCATCCTGCCAGCTCTGTT
TTTCCAACTTCTTGTACTCATTTTCTTTTTAGTTTCTCTGACCCCATTAATCTGTCCATC
ACTTTGTTCTCAAAAGTTTCTTTGAAAGTCCCAGCATCTCCCTTTGTTCTTCTCGTTTAT
ACTGCCCACTGTACAGGCCAAGTAACACTTGTAAAACCAAATGTTGTAATGTCATTTCCC
ATATTTAGCTGCTGTTTATTGACTAAATCAAGTCCAGCCCAGTCTCCAGGTTCTTCCAGA
CTGCCCACAACTCGGTTTCTCTCCTTGTAGATGTGTTTCCCAGTGCTTCTTGCTGGGGGA
GCCATTCCTTAGACACTACTCATTCTTGGGTTTTGGACTTTAAATTTTGTACTCTCTCTA
AGGCTTTCTCTTTCAATTCTTTTCTGGACAAATCCAAGTCGTGTTTCTGGACAGGCGAAA
GTATCAACCACCTCAACTGTGAGACTTTCTTGAGATGCCCAACTTTAATGGTTGCATTTC
TCTGAATTCCCACAATACTTGTTGTCTCGCTATGGTGTAGCAGTAAGTCTTAACCATTTG
CTTTGCTGTTAATGGTTTGTGTGGAAGGAGGCCTAAATTGAAGCAGTTTAGGAATTAAAA
ACTGTGCTGTTATAATCTCATTGGCAAAACAGATAAATGAGGATCTGTGGTCATCCGTTT
GATATTTGAGTGTGTTGTCTTCCCAGTAAGACTCTAAGTTCCTATGGACAGAGAGTACAT
TTTCTATTAATTTTTAAATTCTTTGATACATGAAACTATGCCATTCATATAACCAATAAA
CCCAGGAAAGAAGGAAAGAACCAAAGAGTTTATCTTCACTTAAAAGGGTAGTTTTTTAAA
ACACGGATTGGAGGGATGGCTCAGTGGCTGAAGCCTTTGATCTGCAAGAATGAGGACTGG
AATTTGGACATGCCGTACCCATACAAAAGTTCAGTGCAGTGTGTAACTGTAACCCCACCC
CTGAGAGACGGAGACGAGTGAATCCCAGGGTCTCAGTGCCTAGTCTGTTGAGTCAAATAG
CGGGTTTCAGATCCAGTAAAGAAAACCCTGAGCAATTGAAGAACATGCACCTAGACACAC
ATACACAGTTGAAACACAACTCCACATTGGATTTGTACAGAGGTTGGTATGGATGGCACA
TAGCTTCCCCAGACCAAGCTGGAAAGGGCAGCCAAAATCCTCGAATCTGGAATGTAAGTG
TGAACAGTAAGTAAGGTGACAGCAGCAGATCAAATGATTTATCTTGACCAAGGATGTATA
TAGCTCTTGTTGATAAAACATTAAGGTAATGCAATTATAGAGCCAAATCTGTATCCAGCG
AAGGCTCCGAAAACACGTGTTATTTTCTGAGAACGAAAAACAAGCTATACCGTATGCAAG
AGGGTCTGTTCTCATCATCTTGGAAAGGTGAAATACGGTAAACTTACTGTAGGGTTGGCT
TTGAGTCGGGCCAATAATGGGATCCATAGTCAGGCTTTGCTATTACTTCCTGTCTTTTCT
ATCTCAAGACTTCTTAGTATATAACTATGCCCACGGAGCTACGTGTATTGTTTAGCACTG
ATCCTCATAGCAAATCAGTACCTCAGAGACAGGATAGCAAACAAAAAAGTGTGGAAACTT
GATTGGAAGCCTCAAAATATGAACCCAAAATTTTTCTGAAACTGATCTCAATTAGAAAAA
AAAAAAAAAGAAAGAAGAAAAAAACTATAAGACCTGGTGCCTTTGCCCTAACACCCACTG
TGCAGAGAGATGTGTTGCGGATGCGCTGTGAGCCCCTGATCTGTCCTGTGGGGCGGGGCC
TGCTCAGTGGTTTGTTCTTGCACCGTCAGTCACCTCTGCAGTTAGGATTTTTTCCTATGT
GTATGGTTTGTTGGCGCGTATATATGTACATCATGTGTGTGTGCCTGGTGCTCATGGTGA
TCAGAAAAGGTCATTGGATCCACTAGAATCCACAGGCAGTTATGAGCTGCTGTGTAGGTG
ATGGTAGGTGAAGAGAAACTCATTGAGGTCCTCTGCAAGAGAGCAAATGCTCTTAACCAC
TGAGCATCCCTCCAGCCCAGCTTTGCATTTGGATGGCTGCGAAGACCAAGTGGTACTCTA
ATTTCCCACAGAGTCACACTTACGCTGGCATTGGCAGGTGCTTTCTCCAGACTTACTAGC
TAGGCATGAGTTCTGTAATCCCTGAACTAGTTTCTTAAGTTCATTTACCCAGAATCCCTA
GCTTTAAAAACTGAGAACAACTCATTACCTTCTCAATCAAACATTTGTCTCAAGAGCAGA
CAAGCATAGGTGAGTTCCATGGTGCAGTATTTGGGCAGAAAGGGGTGATATGATACATCC
CACTTTATGCCGCTTGTCTGCGCTTTTGATGATTCTCAATCTTGAAGTTTTTGTTTTACT
TGATATGTAACTTGCTGGCCTAGAGAGTAAGTGACTCTGACCAAAGATTTCCAAGGTAAA
TTTCAAGTAGTGTTCCTACAAATCTGCCAGGTTTTTTTCTTTGCTGGAAAACAGTAGATT
ACCATCCAGCAAAGCTTGTCATTAGTCCAGAGATTAACGCTGTGCAGAGATGATTCACTT
GAACTATAGCAGATGCATTAAGCAAAGGTAACTGTACCACAGCTGGCCAACGGAAAGTGT
TAATCATATTTCCCACTCACTGTGTTATAAATGAGCTCTGCCGTGGGCTTTCTTAACTGG
ATATAAATTTAAATTAGCGTTGTTTAATTTGAGAACTTACTATCGGCGCTCCTCAGACCT
TCCTTCCTGACAGGGATGCCATTGTAGCAAAACAGAATGAAGGCAGGCAGAGGATGTAGC
CGTGTTCCTCCAGGCTCTGCTCCGCTCAGATCTCTGAGAATCACTGTGATTAAACAAAAC
TGTCGAAACCTCACATTTCCCACAGGGTTGGAGGTAATGAAGGAAGCGTTGTAAGCGTGC
AGGCTCCTGAGCACCGTTTAAGCTTCGGAAACATTACCTTTTCTGGTTGTCAAAGTCTCC
AAGTCAGTAATTCTAGGGTTCAGAAGTTTTGGTCCAAAACTTTCTCAGTCGTAAATCTAC
AGAATTACCTAAATATGTCTGGGAATCAATGTTATATATGTTTAAGGCCTTTTCATAATG
GCCACCAACTTAAATAATAGTCCCACTCAGGAGCAGTCAGCTGAGTGGTACGTGGTTTCC
GTACTTGCCTGCTGACCTGTAGAGTGGACTGCCTAGCTGGTTCTGACAGCATCTCACATA
TCTAATGCAGAGAACATTCTTTTATCATTAAGCTCACGACTGCTTAAACTACTAAGTCTC
CTTAAAGCCTTGATTTTTAGGGTGCATTAGTTTGTGAACTATACTAAATGATTGCTGCTA
ATTCACATCTAAAATGAGCTTCTGGACACTGTATATTTTGAGACCTGTCGCATTTAGTGA
AGAAATCCTTCCTTGGGGCTGGCAAGATGACTTAGTGGCTTAGCAGGTAAGAGCACTTGC
GGTTTAAGTGTGAGGACTTAGTTTTGATCCCAGTACCCACATAAAAAGCAGAGCATGGCT
ACACGTCCCTATAACTGTAGCACAATGGCAGGCAGAGACAAGTGAGTGGCTAGAGCTTGC
TCACCACCAGCCTAGCAACAGGGTCAACTCTTTTATTTAAATAAGGATAAGGGCCTGGAG
GGATGGCTCAGTGGTTAAGAGCCATCCCTCCTGTCTGCCCTTCTAGAGGTCCTGAGTTCA
ATCCCCAGCAATCACATGGTAGCTCACAACCATCTATAGTGTGATCTGCTGTTCTCTTCT
TGCATGCATGTGTACATGCAAACAGAGCACTCAAATACATAAAGAAAGGACACCTGATAT
CTGCCACTCACCTATGTATGTGTGCACACACTTGAGTACATACACCAAGCACACACAGGT
ATCAAAATAAAAATTAAAACAAAAAAACCCTTTCTTTACTTCTTTCAGGATAAGAATGCA
CTAGAGCCAAACGGTTTCCATATGTGTTCTTCATGAACAGTATGTTCATGTTTGCCTCCT
GTGTGTCAACGGTGCATGAGAGACATGAATTCTGCCCTTGCTAAGTTCCAAGTCTAGGTA
AACAAGAGACATTGTTATTGGGGGAAGAGAGCACCCTCTGGCAGAGGAGCTCTGGGAGAC
CTTATCTGAGAATGTTGGAGCCCTGAGAGAGACACTGTGTGTATTCACTTCAGAAAAAAG
GGGGGTTCTCTATGGCTCTCTTACAGCTAGCTTTTGGTGCTTCTTCAGACCAGTATCTAT
AAGGTGTTTGGCTGAGGTCTGGTCAAATTAACTTTGAATGATAAAATCCTAGGAGAAAGC
TTGACTGTCTCATAGACTGTTTGAAGTGTGACATTTGTCCCGATTAACACAGCATTGAGT
CTAAGAAGTGGAACTAATAGACTCCATCGTGAATGTAGTGAAGATATTTGCCCAAGTTTG
TTTTCCTCTCTGCCTTACCCCTCAGGTTTGGAACTGATGTTATATTTACTGCAGATGTTC
TATTCTTAAAAATCAGAAGGCTCCTTTCTCTCTAATTCTCTTTCTTTACTATCTCAAAGT
AACCTGAAGTTCATGAGTATCTTCTCTATCACTGCTTTTAATTTCTCTAGGTAACTGTGT
GTCCACACATGGCATTTACTGTTGTTTTGTATACTTAACAAATTGATGTAGCAGATTCCT
ATGGACTTCTGCCACTAGGTTTTACTTCCAAAAGTCCTGTTTCTTAAAGATAGGAGCCCA
CAGTGATACTCTGTAGATTGTTCATGTTTAACTTTCAGCCACAGCAGAGTAAAGCCTTTC
CTTTCTACAGACTTTCTTCAAGACAGTAAGATTGAGTCTCCCTCGCCCCCATCCAATGTC
AAAGGTCGTCTTTTGTCCCCTGGCATTTATATCTGAGTTTTCCTAAAGGGTTCACTGGGA
ATGGCTAACAGGGAACAGTGGCGTCAGCCTCATTGGGCATTATCAAGTGGCTCTCACAAG
CAGTATACAATCCTACTTCTCCTTATTTTTACCAGCTTTGGTTTCCACCTGTCATGGGAA
GCGTGCTGACCGTTGAGTGGTCGAGTCCCTGATTAGAAATGGGTTGAGCCACAGTTAGTG
CTGCTGCTGCTGCTTTCTCTCCTGTGAGTTTCGGTGTTTCCGAGCTTCCGGTCAGGTCAT
AGTTCTCTTATCTGGGTCCTTTCTAAGTCACATGTGTTGCACAACTGCCAGTCATCTCCC
TCTTATGAAAGCACAGTGCACGCTGCCTCTTGTCATGTCACACTTGGGATGTGACCGTCA
GGTTTCTTTTCCTTAATGCTTCATGTTTCCTAATGTCCATTTTTGAAAAATCCCTTCTGC
TCATACAATCTAATAGTATTCTCTTACCTCCCCCACCCCCCACCCCCAAAAAACCTCTTA
GAGATTTTTAGATGCGTCTGTTTGTGTGGTATGTGTGTATGTTTGCTTGTACCTCAGTTG
GTACAGTGCTTGCCTAGCATGTACAAAGGCCTGCGTTTGACCCCCAGTGCCAAACAAAAC
TGCATGTAGAGGTACGTGCCTGGAACCCCAGTGCTCAGGGGGTGGAGGAGGAGAGTGGGT
TCATGGATATCCTTGCCCACATAGTGGGCTTGAGGCCATCTTAGGATATATGAATGTCTC
TTTGCACAGGAGTATATATGAACGTTCTTCTCTGTTTTGAGAATCTCTAGACTTCATCAT
GACCATCAAACAGTTGTGCAGTTAGCTCTTTCTTTTAGATGAAGGGTGGCTTTCCTCAGA
GTAACTGCAAGGTATTCCGTTATCTTCTCAGTTCAGCTGCCGGGAGTCTGCTCTCAGCCT
GGGGCTTTTGTAGACAGTCTCCGTCTATTCCAGGTACTTTGGAGATGTCTCTGCTGCTGA
TGGAGATGTCTCTGCTGCCGATGAAGATGTCTCTGCTGTTGATGGAGATGTCTCTGTTGT
TAATGGAGATGTCTCTGCTGCTGATGGAGATGTCTCTGCTGCTGATGGAGATGTCTCTGC
TGCTGATGAAGATGTCTCTGCTGTTGATGAAGATGTTTGTGTTGTTGATAGAGATGCTCT
GCTGTTGACGCTCTTTAGCTCCTTTATCGCGGGCCTAGGTGTACATTTGTGTTTATTATT
AATTTGGTGGCCATGAAGAGCTTATGATTTAATCTGGACATCTTAATTTATTTTTTTCTT
GATTTTCTGGTTTCTCTTCCTCTGAAACATCTCTGTTTATTAGACCTTTTGGGGTTGGGG
AGTTATATGCTGTATCTTACATTGTATCTTTTTTGTTTGTTTGTTTTGTATCTTACTTTG
CTTTTGCGTGTTACAATGTATTTATTATTTCCCTGTCTTGATGATGTTAATTCTTTGATT
AACTTATCCTTTGAATTTTTAAGTTTATTTTTATTTTATATATTTTATTATTTATTTTGT
GTGAGATGGGGTGGAGACTGAGAGTGTGTCAGAGACTATGTGGCAGTCAGAAGACAATTT
ATAAAGATGACACTCTGCATGTGTTGTAGAGACCAAACCTAGGTCGTCAGGCATATGCAG
CAAGCCCATTAACAGGCTGATCCATCTTGCTGACCATGCTCTGATTTTTTTTTATTTCAA
CAACTATATCTTTTTAATTTCTCTAAACTATATTCAATTCTTCTTTTGCAATTTTTCTTG
ATTTTATGTATGTGTGTGTGTATACACTACATATATGTAATATATATGTGTGTACGCACA
CACTCATATATGCACACACATGAGTTGGTGCATGTGTGGAGATTAGAGGACAACTTACAG
GAGTCAGGGATTCTCCTCCCACCATATTGATCCCAAAAATCTAACTAGGGTTATTAAGCT
TGGCAGGAAACTCCTTCATGATCTGAGCCGTTCTTTGACCATGACTTACTGTTTTCTGGG
TGAATGAAATCCCTCCTTTGATATCTTAAGCAAACTTCCTTGCTATGCCTCATCTTAAGT
TAGCGGGAGTCTGATTCTGATATCTTACGTCTGGCTTAAGGCAGATTGTTTCCTGCATGC
TTTGTTGTTTGAGAATAATTTATATGTAGTGGGCTTCTCCTCCTTCCTTCCTCCGTTTCC
CCCTCCTCTTTTTCTGTGACACCGATTGCATAAGTCCTCATCAAAGTCCCCCTTCTCTCC
CTTTTGTCTGGACCCAGGGACACCAACAGCAAGGCTTATGCTCATCTCTAAGTTCAGGAT
AACCGCAAAACCCAAACTTCTTCCAGCTATAATGCAAACATTTGTCACTTTCAAACGTCC
CCTCTTGCACAGGCTGGAGCTGGCCTGTTGCTTCCTCCCAGTGTCATTAGTTGGTCATCA
CTGTCTCCACAACTTCACGCAGAGGCTTGGCTTTGTATCTAAGTCTCCTAGGACCTCATC
TCCTTCCCCCTCATCAGTGTGAAGCCTGCATGTCCATGATTATTGAGACTGCAGCTACCT
GGTATAGCTTCAAGGTGTACCTTCACTTCTGTGTATAACCTTCTCTGTATTCAAATATCC
TTCCTCCCTCCCTCCCTCCCTTCCTAGCTTTTGGGAACATTTGTTTTATTCTTTGACAAT
TTCGTGCATGTGTATAATGTGTCATGATCATATCCAACCCAGATCCTCCCTGCCACCTTT
ATTCCACACCCCAGCACCACCACATGCTGCCTGCATGCTTTTATGGATGTAGGGTAATCC
ACTGGAACATTGGCAACCTGTTCTACTCTGGCAGCCATCAACTGTCAATGACTCCTGATC
TAGGAGTGGGGTCGCATGAGCCTTTTTCTCTGATGGAATGAGTTCTGGCTAGACCTTTCC
CAGGTAGCCAGAGCAGCTCTGCGTCAATGAGGAACAGTCATGCCTAAAGAACAGCATTTC
AGAACACTTCTCCTGCTCTAACTCTTACATCCTCTCTCCTTTCCCATGATGCTTCTTGAG
GCTAGTGGAGTTTGATATCAATGTCCCACTTGGCACTAAGCACTCAACCCTCTTTGATTT
TTGGCACTTTGATCAGTCATTAGTCTCTGCAGTGGCTGCTTTTGTCTTTCTTCAATATCT
ACTTTCTCTTAAGGTTCAGCTCAGCCATCACTTTATCCAAAAGCTTTCCCCAAGTGCCTA
CCCCTCTAGCCAAAGCATGGTAAGATGCCCCCTTCTCTCTCATCTTCTATAGGTTTTGAT
GTATTAGCTTGATCTCTGCTGTGTTGTTTTGTTTTAATGCAAAGTCTTGCTGTCTAGTTC
AGCCCAGCTTTGAACTGTCAGTCCCTCTGTCTATGTATGTATTTATTTATGTTCCAAATG
TTTCCTCCGTCACACCCACCCCCTAGAGTTCTTTACCCATCCCCTCATCCTCTGAGAAGG
TGCTCCCTCCATCCCTCAACCCCACCCCCACCTTCACTCCACCACCACCATCCCCTGGGC
ATCCCCTTCCCTGGGGCATCAAGTCTCTACAAGATCAGGCACCTCCTCTCCCAATGGGGC
CAGACAAGGCAGTCCTCTAGACATATGTGCTGGAGGTACGGACCAGCAATGCTCTTTGGT
TGGTAGCTTATTTCTCTGGGAGCTCCAGGGGTCCAGGTTAGATGACACTGTTGGTCTTCC
TATGGGGTTGCCACCCCCTTCAGCTCCTTCAATCCTTCCCCTAACTCTTCCATAGGGTTC
CCAAGCTCAGTCCAAAGTCTGGCTGTGAGTATCTGCATCTGTCTCAGTCAGCTGCAGGCA
GAGCCTCTCAGAGGACAGCCGTGCTCCTGTCTGCAAGCACAACATAATAACATCAGTAAT
AGTGTCAGGGTTTGGTGCCTGTGCATGGGATGGATCACAAGTTGAGTTGGTTACTGGATG
GCCTTTCCTTCCGTCTCTGCCCCATTTTTGTTTCTGCATTTCTTTTAGGCAGGAATAGTT
CTAGGTCAGAAATTTTGAAGGTGAGTTTGTGACCCCCATCCTTCCATTGGGGGCCCTGCC
TAACTCTTAGGAGTGCTAGATTTACAGGCATGCACCACTATGCCCAGCTTTCTACTCATC
CTAACCTGTATTTGCCTTTATCTTCCACTTCCCCACAGACTCTTTGAGAACAAGAGCCAC
TTACTCATCAGCACCGAGTAAGCCCTGGTACATGAGGTGCTGGATAATTATTTCCTGAAT
GAGCACATACTATTTTTCTAACAAGGCCACATGATGTCAGGGTTCAAGATAAGAAGCATC
ACCCTGTTTATGCACAGGTCAGACAGCATCATCCACTTTAACAGTCCTTTAACAATCAGC
AGAAAGGGTGAGAGAAACTGTATGCTGAAGCAGTCACATCTCAAAAGACTTCTTGTGATT
TTGTGTCTCACAGTGTACTTGGAAGATTTGTGAGTGTACAGAGGCCAGTGATAGGAAAGA
GTTGGGGCATTCAGAGGCCTGGTGGCATTGGAGTATGTGGTCTAGTGTAATTGGTGGTAC
GTGAAGACCTGGGCTTCCTCCAACCTATATAAAGCTCTTCGTGGAAGCACTTTGGTCTCC
AGAAGTGGGTATTACTCAGGTACCCATGGGACAAGCTGCCTTCTGAGTCTGTGTGTAACC
ACAGTGAGGGCAAGGACTGCCCTAGGGCCTTCATCTGTATCTTGGGAAGCCCCATTCCCT
GAAACTCCGTGGCTTTGCCTCTCTTTGCACATCTCCTCATCTCTATCAGCTGGGCTCTTC
CTCTAGCTCCCCCACTCCCTGCCCCCAGCTCTGGCTTTATATCTGACATAGCAGGGCTCC
CCACATGGTGATTCTAACGCTCTGCACACCACACTTTCATTGTAGTTGCTCGCTGTGCTG
GGGGAGGCAGAACCAGGTCCTGCTCTCCTCTGCTAGCGTGATGGGCTTTTGCATCACCGC
ACATCTCCACACACCATCGGCTCAGCTTCCGTGTGTGGCTCCTCCTCATCTATTCGGCTG
GTCTCCACGGTCAGTGAAGTAGCATCCACAGGGCAGGAAATCAGCCAGATTCATCCAGTT
TTCTCTCCCCAGATGTCGCCACACTTCTCTTGAGTGTGGTTAAAAACAACATCAACATTC
TCATCTTTGACGTGGAAATAATTACATAATCATTGCTTTGCTTCTGTTGAGGATCTGACC
GTTTTCCTCTTACAATACCTATATACTCATCTACAAAATCAAAGATTAAAAACCCAGTAA
TTTCTATGGAAAACAGTCCTTTCTGGCTGTGCGATCTCAAATCAGTTATTTAACTTGCAC
ATCCTTGGATCTTGTCATCTGTAATTAAGATCACAATACCCACCCCACTGGTTATTGTGA
AGATTAAATGATCCCTATAAACTGCTTAGCACATGGAAAGCCTAAAATAATAGCCTTAAG
AGAGCAGAAGAGGCTGAGATGGGTGTGAGTGTCTTTAATTCCAACGCTGAGATTAACTCT
GCTCTTAAACACTCTTGGCTACAAGTGGTCCCCAGTTGGATCTCTACTACAAATACTGTT
GTCCCTAGCCCCACCCCCTGCCCCCGGCCCCAAGGCTTAAGGAATTTGGCATGTAATGAA
GACCCACTTTTCACATCTTCTCTATACAAACCTTAGTTTCCATTTGGCAGCTTGAGTTAT
AACTGAGTCATTGTAGCTGAAAGTGTACAATCACTGCTGGCCAGAATCCTTAAACCACAG
GAGACTGAATTCCTACCAACCTCCTTCTCCTCAGTGTGTGCACGGCGCAGTGATGTCCTG
TAGAAGTCAGTGTGTGCATGGCGCAGTGATGTCCTGTAGAAGTCAGTGTGTGCACAGTGC
AGTGATGTCCTGTAGAAGTCAGTGTGTGCATGGTGCAGTGATGTCCTGTAGAAGTCAGTG
TGTGCACGGCGCAGTGATGTCCTGTAGAAGTCCATATCCTACTCTGTTTTTCCAGTCCAG
AAAAACCCGAATAAGCAGTCCCTTGAACTTGTTTTTGGGGGCCGTGGCCAGTCTGCTGTG
TTGGGATTGTCAGACACACTGCCCAGCACCAGGCTCTTTGAGGATTATATTAAAAGCCAC
ATTCCAGGGAAGGATCTGCTCAGCCACCACAAGCCTATTCATTATTTATAAACAATTAAA
GGGCATGGTTCAAATGAATGCAAGCATCTGGGAAAGTCATTATTCATGTACGAATCTACT
CAAGCATTTGTCATCTCCCTGGTGACTTAACATACTCTCTGTGCCTTGAGACCTCAGATT
ATATTAAGCAAAGTAGATGCTTAAACTCTTTTATTTAGTTTAATCGTTGGTCTCACTCCA
CTTGTTCAGATTATTTGGGCTCGTTTAAAATTAGCCCTCCTGTCTCCTTGATACATTAAA
ATAGGAAGGAGGGAAATTTCGTTTTAGAACCTACTGCATTCCGAGGATGAATGCAAATTA
TCCTACTATGATTCTTAATGACCCACTATTAACATAGTAGGAACCCCAGTGCACTAATGC
ACTGCTACTTTTCACATCATTACTCCTAATGGAAGTGTTACCAGGATAATAGCTTGACCT
TTAGCTATAGATTCTGATAGCAAAATATATTCTGCTTCTTCATACCTCTATTCACATAGC
GTATCTGCCACTTTCACATCAGCGCCATGACGATCTTTCGGCCTTGTTCTGAGGTCTCAT
CTGCGGTTGTAATGGAGAGAATAGAATTTCATCTTCAATAGGTAAATTCTAGTTAAAAGT
CCCTTTGAAGTTCAGATGTAATCCATGAGCCAGAATGTCAATAATGTGCCTAGCGGAAGT
ATTTGTTTGTGTAGGCATTTTTTTTTTTTTAAGAAGCCCGTGCTGTGCCTTCAAAGGTCT
TAGTCATGGGCCCATGGGATGGTGATTTCTCTAACATTTTTCTATTGAAAGCAGAAAAGA
AAGCAGAAGTGTTAACTGAAAGAAGGAAAAAGTAAGCAGGAAGTGTTGCCTTTTTAAGTG
ACTGATGACTAACGGAGCTCAAGGTTAGACTGTAACTCTCGGAGCTGCAGCCCTGCGGGG
AATGAGAGAGAACTTTCCACAGCCTTCCCTTGGGTTATTCTGAACCGGCCGTTGGCACAC
ACAGAGCCATTGGCCATTGGCATAGCTCGGGTCTACTTTGTTATTTTGGAATCACAACTT
GCTAATGTGTGATGATTTGGGCACAGACATTTTACAATCTTACGAAAGGAGGTTGCTATG
GAAATTAATTGTGTACATAGCATTCTAAGTGAAAAGATATTTACCCCATCATTTCTGTAG
TATGCTTTTTATTTAAATGAATAGAGTGTTAAGTACAAATGAATTGTTTTGTAAATTTTA
TTTATTAAATCAGAACTTCGAGCACCTTTTGACAGTTCTTCAACTAGTAAATGTTATTGT
GGGCAATTGATCATGGTGAAGCCTTTTCTCTTAACATATGTTTTGCTAATTAAGACTTCC
TACTCATTCAGAGAGGCCATTTTCCAATTAATCCACATTTTTTGAGCTCCTGGCTTTGCT
AACATTAGCAACAAGACTGGGGACTCTGCGCCTCTCTCGCCTGTTTCTTGAGCTTCTTCA
CTACACTGGGTGCTTTGATGGAGACAAAGAAATGAGCCTGGCATAGGAAGTTGAAGAGCA
CATCTGTGCCCCAGGAATATGGTGCCTTTCCTCTGCTGTCTGCTCTCATTTGCCCTGCAT
AGCCTGCTGTGGCTCGCCTGATTCACATAACCCTACTCCTGATCCTGCTTTCTAACCATC
CCTCTTCCACCAAGTCTGTGACAGACCTTTCCATTTAGACTCTCGGGAGATCTGCACATC
TCCCTCCAACACCACATCATCTGGCATGTATCACTCCTCTGCGCACGTAAAGTCCATCTG
GTCCCTGGCCTCATGGTGTCAGGACCTCAGTAGTCACTGCCTTCCACTTCTGCTTGGTGG
TCCCCACTCAGCCAGCACAGCTCAGCATCGTTCCACCTTTGCTGCTTACACTCCAACATC
CCATTAGACTATTCTAGGTGTTCCCTACTGCCATCTAACCCTCACCTGCCGACCCACTGG
TGTCTCCATTTACTGATCTTTGTAGCATCTTGGAGCCTGTCTGTAAGCCTCTCTGCTCTC
CTTTTCCTGGCCTCTTCATGTACTTTAAGTCTCCATTGTGCTGCCGAGCTGGTCTAGCCA
ATCCGAACACTAGTCCATCCCTTCCAGCCAGAGCCCCACATAGACTGCTGCATCCCACCC
GGCAACCCCCAGTAGACTGCTGCTCCTGTTCACTGTTTGAAGCCTTGCTGCTTGGCCTCA
GTCTGCACTTGCCCGTTGTCAATAAGTTTAAACCTTCCCACACTCTCCGCCTCCAAGGTG
TCTCACCACTGAGCTCTCTGAGCCCCCGGAGCCTGGAGCCTCCGGCCTAGAGCCATTCCT
TGTCAATATCCTCAACCTCTGGCCTCCCCTCCGTTTGGAGGTGGCCTCGGTACTTTAGTC
CTCTATCACATCACCCCTAGTTCCTCCAAGATGGGCCCTTGACTCATTCCCTCCTTTCTC
TTGTGTCCTGTACTCAGCTACCGTGTTGCCTGTTCCCACCACCTACAAACCACCCTTCCT
CCTCCCTCCCCTCTGAGCCCAGGTGTTTCTAGAGGGATGTTGGTGGCTCTTCCCCGGATG
GCTTTCAGAAGACTCTAATGCTCTGGGAACCATCCCTTGAGAAGGCTTTCTGCCTGAATC
CTGGCTTTGTGGTTATCCTGGGCTTCTTAGTGGGCTTCTCTGCCTCTGTATTTATTCCTG
GTGTTCTCCACAACCTACGCTGTCAGGTGCCCTTCATTCTGTATGTTCTTTCTTCTTAAC
AATATGTCTGTTTATTGTTTTAACTACCACATATGCAATGGGCTCTTTTCGTGATCGCTG
AGTTTAGCATCCACAGATTTAACCAAGCAGGGATTGAAAATAGTCAAGGAAATAAATAAA
ACAGAAAACCTTTGATGCTGACACCATAGTTTAGTGGTAAAGCACACGGTTTAAATGTGT
AGACTTCTGGTGGTGCATCACTTGGGAAGCAGAGTCAGGTGGTTCTCTTAGTTCAAGGCC
AGCCTGGTCTACAGAACAAATTTCAGGACAGCCAGGGTTACACAAAGAAATACTTTGTCT
CAAAACAACAACAGAAATAAAACCAAGCATGTAGACTTTTTCCTTGTGATTATTCTATAA
ATATATGGTGATAGCATGATGATAGCATGCATAGGTAATGCATCAGCTATACGATTATCT
CCCAGGGTCTTGGAACTGGTCCCCACAGACCCAGACCTGACAGTGTCGTTCACCCAGCTT
CTTTGTACCTCTCCACCCCAGGTCTACAATGCTTTTACCTCACACACCTGACCACAGAAT
GTCACTCACCTACCCTAGATGCTTGACTACCTGGGACAAGTATTAACTCCCAGAAGGACC
CCCATCTCCCCTCTGACCTGCAGAGCCATCCTCTCCATACCTGGTGTCTTTTCCTACACA
ACTGGACTGCTTGCATCTGAGTTTACACATACAACTTCTTTCCTCTATTTCCCTAGGACA
TGATTTTAAATGTAATATTGCTGAACAGGAGTCTAACCATTTTATGGGTCTCATTATATT
TTATTCTTATTTCCCAATAAAAATTTCCCAGTCTTATGCTGCTAGTATAGTGATACTTGC
CACAATTTTGCTACTATCAAACACAGCCTTTTTGAAATTGTTTTTCTATCTTAGGATAGG
TGTGCAAAGTATGCTTTGCAGTCCTTTGATTTACATATTAGTTGAGCCTTTTCCCTAGTA
TTTTATGCTTCAAATACACTATTGATCTACAGGACTATTGAACTCTTGTAAATGAGTGCA
CTCTTTAAAGATATTGAACATTCTGCCGCATATATAATGTGGCCAGGTTTCGTAGCTCTT
TTAAGATGTTTGCTTTTCACTGAATGGGAATTTCAATTTTTGTGTAGTTAAATCTGTCAA
TATTTCCCTTTGTCATTTATTTTTGAACGAGACCTTTTAACACATTGAAATTACCAACAT
CTTAAATACCACGAAGGCAGTGTGACATGGCGGCTTACTGACCCACAGGCAGCGAGGTAA
AAAGGCGGGTTGAGAGTGCTCAGGAACAGAAATGTCAACTGCACACCTCACATGTGGTCA
CACACTGTGTGGCTTTCTTTCCTGGGGTCATTGTCCTGCCTCTCTTTTGTCCTGCCCTGG
GACTCTCCATGGCTTAATAGGACAGATCTTTCCTCATATCTCATGCAGTGTGCAGGATGT
TGATTCCTGCTTGGACTGAGGCTTAGCATTTCAATAAGATGGACAACAGGATTAGTGTAG
TTGAGCAGCGTGTCCTTGGGGATCATCGTGAGAACATCTCCATGCAATGCTGCATTTGAT
TTTAAATTAACAACACAGAGGACGTCATTTAACACATATTCTCAACTCTGTCACGAATGG
GACTGCCTAAGCTATATGAAACATTTTCTTTTCCCATCAGACACGTGTACACAAAAGAAG
AGCAGTTTCCACACTGTTACTAACCAGTTCCATGTTGAAGCATAAGCCATCATGCATAGC
CAGGGCTCAGCTGCTTGCCATATTTACCTAAAAAACATAGTGCTGACATGGAGGATGGTC
TTAGCCAAGGTTTCCCTTGCTGTGCAGAGACACCAAGGCCGTGGCAACTCTTATGAAGGA
CGACATTTCACTGGGGCTGGCTTACAGTCTTTTAGAGGTTTGCTCCATTATCATCACTGC
AGGAAGCATGGCAGCGTACAGGCAGGCAGGGTGCTGGAGATGAAGCTGAGAGTTCTACAT
CTTCATCTGTAGGCAGCAGAAAGAAACTGACACACTAAGCATAGCTTGAACATAGGAGAC
CTCAAAGTTCACCCCCACAGTGACATGCTTTCTCCACACCTCCTAATAGTGCCACTCCCT
TTGGGCCTAGCACTCAAACATTCGAGGCTGTGGGGGCCATTCCTATTTAAACCACCACAA
GGATATACCCTACGGATCTGACATTCTTAGGAATTCTCTTCAGGGCTGAGGAACTAGCTT
GGAGAGCGCATGCTTGGCATGTGTGTGTGTTTAGGTTAAATTCCCAGCCCCAGAAAGAAC
GACAAAAGACAGGCTTGTTTTCTCCTTGGGACTATCTTCCTGTTTTGTTCTGCACCCCTT
TGTTGTGAAAGTGTTTAGTAGAATTTCTTGTTTTCTTTCAGTCTTTACAGAAAATTACTG
TACTGCGAATCATGTGGATAAACTTCCTGGCCCCAGAGACTGGGTGCAGATTCTGCAGGA
TCAGATTAAACTGGCCAGAAGAAGGTTGAAACGAGGCTCAGGTATGAACAAGCTATAGAA
GTCATTGCGATGGTGCCTTATTCAACCTTTATGAAGCACAGTGCTTTCTCCCTGGGGTAT
CATGGTATCTTTTGTCTCTGGAAGGAGATGTTCAGTGTAATATGCTGTGTTGGCTCTAGT
GAATTTTTAAAGTTGTCTTAAGATTGAATAGTAAAAATGATGTAGGCCATTTGCTTCTAA
TAGCACAAGAGGAAAAGATTACTAATGTCATCTGTGGTCTAATGTGCTTCACGGGGAGAA
CTGGGTCTTCTGTAGTTTGCTTTTATCTGACTATTGATTTTTGGTTGTTTATATCTACGT
GAGTTTCTAAAAGAACTAATTCCTCAAAGTTTAAACATGAAAAAAGAAGAAGAAAAAAAA
GTGGAAGGCACACACCTTCCATGCCAACACAGGAGACAGAAGCAGAAGGCTCTCCATGAG
ACTGCGGCCAGCCTGGTCTACAGAGCGAGCCTGGTCTACAGCCTGGTCTACAGGGCGAGC
TATAGGACATGTTTCAGAAATTAAAATAAAATAAAATAAAAAGGCAAAATTCGTCCTTTC
AGAAACACCACATCAAGTTGGAAGGAATTTAAGGTGCATATCTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTATGTGTGTGTGTTTAAAACTTGAGCTT
TGGCAGCTATTTTCCTAGGCAACGTGAAGACCCATTAGATAGTGACTATATAGATTTGGT
CACCTGGTCTCAAGCCTCTCGAATCTGACCTCCTTACCAGCTAGAAATCTCCTTAGATTG
ACTTCCTTCTCTCACCCAGGAATGCTGCTCTCTGCTAGATCACAAATCGCTTAGGTTTTA
TTTATAAACTTTATGTACATTAGTATGTAAGTTATCAAAAACAATATGGTGGTTCCTCAC
AAACAATACAAATAAGGCCTGGGCGGGGGAGGGGGGCAGCTCAGCTGGTCACATGGTTAC
CTTGCAAACACTAGAAGGTCCCAGAACACAAGTCAGATATAAATAAGTAAATCATAAATA
AGCAGCATGCCCTGTAGTCTCAGCCCTGAGTTTGCAGGGTGGGCTGGCAGCCATCTTAGC
TGGCTTGATGAATTCCAAGCCAGTTAGAGACAGCACCTGAATAACACAACACCTGAGGTT
GTGCTCCGGCCCCACACAGCACACACGTGCACACGCGCACACACGTACACACACTCACAC
ACACACACACACAGAGGACCTACTAAACTCATTACTGGTATATCTCCAAATAAACCCAGG
ACATTAAAGAGACATTTGTACTCCTGCATTCATTGAAGTATTTTTCCTAACAGCTTCTAA
AACATAATCACCATAGACATCCACGTTACTGGGTCAAGTAATAATGAAAATGCGCTCTCC
ATACATAACTAGACGAGTTTGAACCTTTAAAAAGAAGGAATTTTCTTGTTTGTGTCAACA
TGGGAAAGCCTTATGCTAAGTAGGGTAAACCAGTGCAAAATTACAAGTGTCGGGGAACCC
CACTGAGGACTCTGATGAGGTAGGGCTCACAGAAGTAGAGTGTAGAGTATAGTCAGTCAC
CAGGAGCCCCAGGGTCTGGGAAGATGCCAGGCAAAGGAACAAAATTTCAATTCGACAGAG
ATGAAAAAGTGATCATGTGATGTGACTAATAATGTTATTATAATATACTCAAAAATAATC
AGGTCATTCTTACTCTTGCTTCTCTCTCTTGCCTCTTTCACTCTTTCTCCACCTCTTTCC
TCTTTCCCTTCTCCCCTCTCTCCACGTGGTCATGGCCGGCCTCTGCTTCTCTACTCTCTC
CTTCTCTGCCTCTACTACCCTCTTAACTCCCCTCCCCATGCTCTCAATAAACTCTATTCT
ATACTATACTACTACTAATAATAATAATTGAGTCACATCACATATTTTCACAAAGTATAT
GATACATAGATTTTTTTGTATATTTAGCCATTCTGCATGTGTACTATTTCAAAATACCAT
GCTGTATATCATAAATATGTATTTTTTAATTAAAAGAGAATTTATTAAAGTGTGCTTTCA
ACTTCTGTTGGTCAGAGTAGTCCAGTGATGGAGAGGCTCTGAACACAATAGTTGCCCATA
GAGGAGCTAGAGACCCCAGCAGTCCTAGTCTCCATGAAGGCCTGGGATTCCTGGAGGGCA
TAGACTCAGCCTACATTGGAATCTTCTGATGTCAACAAAGGAATGAGCACCAGCAGCCAC
AAAGTAGAGGAATTCACACGTGAGACTGAAGGCGAAGAGGAGAATCACTTAGTCCTGTGA
TTTTATCTGGACAGCACTAGGAAGTGGATCTTTCCACATAAATGAGGCAGATTCCCACAG
GTCACTTGATCTAAGCAGTGCCTTGAGGTTCTTCCAAAGAACAGCTTGCTGTGTCACCTG
TGTCACACTGACAGAGTTAACACCACATTCCTGTACTAGTGTTGGCCCTGCAGAAAGGAG
CTACCTTGGCACATGAACTTACTTACTTCTTTTTTATTATTTTTATTTTTATTTTTAAAC
TTATGCATGATTTTTATTAGTCAAATGAAAATAAGACCTAGATTGTCTTGACAGCAGGCT
TTGGGCTCTGTGAGGCTGGAGCAGACAGTTCGGAAGGTAGGTGTTGGGAACTGAGCTGCT
CCTCACGATGTGAGGAGCATGTGAGGGTACTGCTGCCAAAGGCATCTCAGAGCCTTGATG
CTGCGGTAGCAGAGCATCTCCGTCCAATTCACTTTAATGAACAGGACTTTATTGGCTCTC
AGCTCTGGAGGCTAGAAATCTAAGACTGAGGGCTTTTCTTGCTGCATCAGCCCATGCAGA
AAGACACAGAGACACAGAGAATGTGGGAGTGAGACAGAAGAAAGCTCTGTGTGGGCATGT
GTGTACATGTGTGTATGGGTGTATATATGGTATGTATGTGTGTGTGTATGGGTGTGTGTG
AGTATGGGTGTATATGTGTATGTGTGTGTATATGTGTACATGTGTGTATGGCAGTATGTG
TGTGTGCATATATGTGTATGTGTGTGTGTATGTATGGGTGTGTGTGTGTGTGTGTGTGTG
TGTGTAGTCACTCTTCCTTGGTGACAGCATGAACCCACTCTGAAAGGCAGGGCGAGGTTG
TGGCCTGACCACATCTCACCAGGCTTCTCCTGCTGGCTCTGCTGCCCCGGGACTGCGCTC
TTTGAGATGCAGCGTCTTTGAGGGACACATTCAGACCAGAGCCATCTTTAATAGGTGCTT
ATCAGCTGAAGCCTTCCCAGTGCAGCCCTGTCCTCCAGCCTCAGGCTCTGCAGCCAAACT
GGCCTTCGCTCTGGTACTAAAACCGCTGCTCTCTCCACCTTTCCCAAGTGCTGCAGAGCC
TCCCTTGTCCTAAAGCCTTCCGTAGAGGCCCCAGCACATTCACTTCTGTCACCTCTAGAA
TCCCTTTCCTGTTTCCTGCGAGCAGGGTCTGCTTCTATGCCGCATCTGTGTCCCAGATGA
CATAGTGTGGCAGTGCTGACTCTCGAGACATGTTTGAGTGAATCAGTAAAGCATCAGTAA
TTCCAGAGAGAACACAGTGCCATAGCAGCACTCTGGTTTTCTAGACAAACTGTGACCTCC
TGAAGAACACTGCTGTTTTCTCTATTATGGCTCAAAGGTTTATTCCACTCCCTGTGAACA
CATGGATGGCAGTGTCCCTGACCTGAGGACCCCTAGTGTCACTCTGTGGCCACCATTTTA
GAATCCCTCTAATTCTACTCTACTAGTACTCTCTCCCCTTCTCCACTCCAGCTATTGTGA
GTCCTTCCCAGTCTCCTTCCTCTCACACATCTTCCAGAGAGTCAGAGCCTATGCATCCTG
TGGGCTCACTTGGTGGACAGCTGGGAAATATCCAAGACTGACCTCCTACTAAGCTGGCTC
TTCACTTGAGAACTTCAGGGCTTCTGCTTCTGCCCCACATAACATCACAAAACACCCCTC
CCCTGTATGACCTTCCACCCCTCCCACTCCTGAAAGGGGTTAAGATAGGAATAAAAAGGA
GAGAAAAAGAGGAAAAAGAAAAAGCAACATTTGAAGGACCTGTAAGTGGCCCATTAGGTA
TACCCAGCACATAATTCCTGACTGAGCAGTAATGTGGAAATTCAGTTTTACAGGCAAAGC
AGGTTCCAAGCCTAAATGGCAGCTCTGCCAATAAGCATGACGTACTTTTGTGATTCCTAA
CTTCTGCTCTGAATGACTCAACCGTTGGATACTTAAGGACTTCCGTCCCTGTGCCTACCT
GTTAATTTGAAGGGGGAAATTGTTGGCCCGAAATACAGAGACACCAGACATTCAGATTTG
AGAGAAATCTAAAATGGGTCATGATAAAAAGGGCATAAATGTAGCATTAGCCTCCTGCCT
GCCTCTGCTCCTCTCACAAGGGGCTTCCAGACCTGCACTGATGCTGCGCTACCTCAGGCA
GGCCAGCAGGTACCTGCGCATGAGTCTGCTCCCGAGACTGGTGAGAGCAGACGGGAAGTG
TGCATCAGCTCCTTGAGAGTCTGAGGAAAGGAACGGTCTGGACTGAGACTATTGATGCCT
CTGGTTGTAATGCTACAGTCACTGCCTGGCACAGACGGGGTGGGAGGCTGTTCATTTACC
AGGCCCTGTCCCTCTGGAGGAAAGTCCTATAGGACCTGAAAATTTTAAGTTTTAAGAAAA
CCTTTAAAGGTAGGAGTCCCAGAAAGTCAGGAGACGTTGGAGAAGGAAAAAAATGGCACA
GTCTTGCTGAATCACAAGATGAAAATAAGTTTAGTTTAAATTCCTTCTTCTGGTGCCTTC
ACCGTGTTACCTGTGTGGATTTCTCATCACTGCGACAGTGTACGTGTCAAAGGCGAGTCA
GGGGAGGTTTTATTTGTTTCATGGTTTGAAGATAATCATCATGGTTCATGATGAGGAAGG
TGACTGACAGACAGAGCATGTAATTAGGACTCCTCATTTCCTGACATCTCGGCAAAACAG
CAAGCAGAGGCTGAGGCTGGGACCATGAAACCAGCCAGGCCCAGACTGGAACCCGCAAGC
TGATTCCCAGTTACCCATTTCTACCAGCTAGGCCTCCTAAAGGTTCTACAACCTCCCAAA
ACAGTACGACCAGCAAGGAGCCAAGGATTCAAACACAGGAGCCCAGCCCAGGGTAGGAAC
CTGCAGACCTTAATCCTCTTGTCTGTCGGGTGCTGAGACAGAGTCTCTCGCCTTTCCCTC
TTCACACCAGCACAGACATCTGCACACTGAAGGGGCGTCTCACAGCATCTCTGTTCCTGA
TTTTCATCTCAAACATTCCTACACACACACTTGACCATCTCTCCAGAAAGAGACCCAAAC
TGTAACATGGTCCCCAGGGCCTCCTTTCTGGTGACTCCCTTCACTCATTCACTCGGGGTG
TGACTTGAGACATCTGAACTTTTGATCAGCAGGTTACACGAGTGCTCCACCTGGATATTT
CTGACGTGTTGAGTAAGCTGTCTTGACCACCAGGAAAGAAGCTGACTTAAGATAGAACCA
GCCCTGATATATGGGCCAAAGCAGATCAAAAGGATGGTGCCCCAGCCTTAGCAGACAGTA
TGTGTCTATGTGTGAGACACTGGTACACTTCCTCCTTAGTAGCCCAGGGTGCAGCTCCAG
CAAACAGATGGGGAGAGCCACTTGTCCTTCCTGGAAGAGCTGGGATCTATAATGTGACTG
GCTCTTGGGTTTTTCATCTTGATTATTTTCCATCAAAATGGTAATACAGACAGTGTGTTA
AAGATAGCTCACAACTTCCACAGCCTCATTTATCATACTTGGCTCCATTCCTAGAATGGG
GTGTAGACTCTTGACTGGACCAAGCTAATCAGCTCACCACTCGGGGAAGTGTGCGTGGAC
TGTAGGGAAAGCACTGCCCCACAAGATTGGAAAGGTCGTTATGCAAATCCAAACAACTTC
ATTTGGGGCTCTCATCACATGTAATCATTTTTTCCTATAACTAGAATTCCAATCCTGGTG
TGAATTTTTATCATTTTTATTAGATTACTTCCTCAGAGCTGAAATCACAATTTATTGTTT
GCGTTAGATCCAGGAGTAAAGCTGTCGCTGCTACTAAATTTTTATTGGACTTAGTCTTTT
CCAAATTTTACAACTTGATCATTGCCAGAGAAGAGCAGCTTTGAGCTTGTTGTTACAGAC
AGGTATTCCTCATCCATGACACTTGACTCTGCGCATGCGGCCAGTACATATTCATTTATA
TATAACCATTTACATATATTTAGGTCATATATGTTCTGTTCTGACAAAAACACAAGGTCA
TATAGGCCTGCATTTTAAAAGTATGGGTAGGAGCCAGAGAAATGGCTTAGCAATTAAGAC
CACTAGCTGCTCCTCCAGAGGACCTGGATTCAATTCCCAGTACCCACGTATGGCTCACAA
CAGGCTATAACTGCCGTTTCGGGAGATCTAATGCTCTCTTCTAACCTGGTCCCAGGCAGA
TGTGATGGTGCATGTGTGCGTAACCCCAGCACTAGGGTGCTGGTAGAGATAGGCTGATCC
TACAATTCTCTGACTGGCTAGCCTAGCTAAAATTTCAAGCTACAAGTTCAGTGAGAGAAC
TTCTCCCCAAATAATTATGTGGAGAATGATAGGGGAAGACAGCTGACCACAACCTGGGTC
CTCTGTGTACGCCTACACACAGGAGTATGCAAAGGCATGCATGTACATGCACACACATAA
AGAGTCTAACTAGTAAAAACCTAATGCCTTTTATCTAGAGAATTTTAGTATGTCTTACAT
CTTTTCTGTAAATCACCTTACCCAACTCAATCCTGCCATTTCTCTTTTGGCCATCCTAGT
AAATATTATATAATTTTTGTGATCTCTACTCCATTGCAACCAAAACTGGCCTTGACTGTT
CTATCTCTTCTCTGTTTTCTTGCTGCGGTGAATCACATGGGCCAGCAGAGGCTGATGCCA
GGCCTACCCACCTAAGGACAAGATATTTGAGGCTAAACTAGAGATAGAAAGCTTGGAGCA
TTGCTGGCTGTGTCTGTCTCTGGTCATGTTTACATCATTAACAGTGAAGATGAGACTATA
GTGTTGTGTTGGCTTTTCCACCGTGCCCATGAAGCAATGGGCTGGCCTCGAGGTCCAGGA
GTGCAGTCAACAGGAACTTTAGGATATGGGTAGGATAAAGAGGATGCCACCAGAATGATC
CCAGCAGCCATATGCAAATGTTTCCTCTGTCCCTAGCATGTCCGGGAAGAGTTCACTCCC
TTAAGTTACCAGGCATATGAGCCTTTCCTTTGCATTTAGTAGAAGGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCCAAAGAAGGGTCACCCTTTGCA
AAACCCCTAAGGAGACTAAAACCCATATCAGAAGAGCAAGGCTTATATTTTAAATTACAA
AAAAGGAGGAACTTTTGAAGAAATACGTATTCTCTCTCTGTGGCTTCCTTCATGACTAAA
TGAACCCAGGACTGACGACTCCAGAACCAGGCATCGCCCAAGAAAAGTTCTTTCTGAGAA
TTCCCACTAGGAGTGGCCCTTGGGAATGTACAGTTCTACGGCCAGAAGGCAGTAATTTAT
CTGCTTTCAGTGTGTGGTTAAGCAGTCCATCCTGCTTAGAGAAAATGAACAGAAATCACC
CCTGACTGACAAAATAAGGTCAGAAGAGTTCCCAGATTTTTAATCCAGGAAGGTTGACTC
TCTGCCATGAGCATCGGAACAAAATCGTACTTAAATAATGATGCTCGAACCTGTGAAACG
TGAACCAAGTGAAGCGAACAGCGAGAAGGATGAAGACACCGTGCGCTCTGGAGTTGCTTT
AATTGTGTTCCTGTATTCTGCAGAATGAATGTGCTCCCACAACTAATGAGATCTGTGTTT
TATGTTTGTAACCAGCAGAGGTAGCTGACGGTGATGAAAGACTGGACCGCATCTCTCTAC
CCCCAACAGGTAAAACACATTTACATTTCATCACCCGCTGCAAGGCAACATTTGCATTGA
AAATGCTTTGACCATTAGGGATGCGGCTGCTTGAGCAAGCTGCTTCTGTAATAGACCCAG
GACCCACGTTCAGTTTATTGGAGGCCTAGGTTCAGATCTGTTTTCACACTGAATATGAAA
AACATTTTTCTTACACCCTATTTTATATTCATAAAAATTTCAGAAATGCAAATCCGAAGG
AGTTAGTACCACAAGAGGCTACCTCGCCCAGTCTTTAGACATTAAAAGGCACTTTTGACA
TAAAATGACATTTATCTTTAAACCAGGATTGTCAACTTTGTGTGACCAACTTCAGGCCCA
TTTTTGTCTTGTTCCACCAGAGGCCTTTGAGAGGCAGGCATCCCCAGTCTTCACGTAGTA
GTTTCTGTGTTTTTTAAAGTGTGATTGAATAAGCCAGCCCAGCCGGTGTGAGTGACACAC
TCCTGGGATTTGAACCAGATCAGCAAATGCAACAGAGTACTAAAGCATTCACTACACAAA
GGTGTGCAGCTGTGGGCTGGACTCTGTCTAATGCCTCTGATCCTAGCCTCCTGCCTGTGT
GTGAGTTCACACCCAAGAGTAGAATAGGTGTCTGACCATTGAGCCACAATTGTGTCAGAC
AGCTTCTACCATCACTTATCCCCCAGTTGATCTCAGGACTCCCATTTGGCTGTCCTTCAA
AGATTGTCCGAAGATTCCACCCATAAAATCCAGACAGTCCAAAATGACCTTAAACTATAA
AAGCTCAATTCAGCGTTCGTAGTAGGATTTCTTTGTTTGTTTCCTCTCGATCCGGGGCTA
TAAGACTTGAATTAAATTCAGAAAATGTGAGTGAGTGTAGTATGTTTGCAGAAACTCTTG
GTAGAGTCCCTACTGGTCACATGGTCTCGTGACCATGAACCCCAAGACCATGGAGTCTTG
AGGCCCAGAAGTGTACCTTGGAGTTTACTGAAGCAAAGCTCATAGGTGAATTTAGAGCTG
CCAGAAGCCTCTGCCATGTAAATCATAAATCACACCTCGCTTACTCTGCCTTGTGTAGCC
AAGCAACAAGTCAATGGACAGATAAATAAAATGGGTCTCGTGGTGCACAAAGACCTGCCT
ACGTTTAGTTCTTATGTTCTATAGTAGTTATATCTGTGTTTCCAAACTCGTAAGTCAGGA
TAGTGAATGTGTGATCTCTAGTGTCCCTTACCATTCTCTGAATATCAGGACAACTCATAC
TGATAATACTTGTATTGCCTTTGACCCATTCCAAGCAGATGCAGGAAATACTAATCATAA
TAATGAAATTGTAGTTCAGGGGCCTCCGAGAGGAATGTCATGCTTTTGTATTTGTCCCCT
GGGCATCTGTAGCAGCTGTCCTCTGTATCAGATGACGCAGTGGGCTTTCGCTTTATCAGT
TGAAGACTCTGCATCTTGCAGTTATACCTTTGCATTTAACTGTCTCAAGATGGAGGCAGA
GGGGTTTCAGAGTGAACAAAACAGCCCAGGGATGCTAAAGGAGCCTCATGAGAATGACAA
ACTCCGGAGGAATTGGAAAATGAAGGGACACTGGGAGCCATCTGTGCCAATACCTCCTTT
TTATCCAACCCTTTTATTTCAAGGGGGTAGGAGAGACTGAGGCCCAGAAACATTAAGTGA
CTTTTCCAAGGTGATAGCTGGTGATAGCTTGGTTGGGGGCCGTCGTCCTCTTGACTCCCG
GCCCTTTCTTATACCTAAGCCAAAGCCAGCCTTCTCTGTGTATTTCTTAAAGATCCAGGG
AGAATTGGACAGGTGGTACCATTAGGATTCCATTTCAGTGACTCAGCCCTCATTTGTATC
TTTGACACCATCTACCCAAAGTCCATTTCAGTTTAAGCTTGTTGCTTCTATTCCTTTCTT
AAGTTCTTCCCCTGGAATGTGAGGTGATTAGAAAGAGACTATTGCTAGATAGAGACACAA
ACCACTGAACAGCATTGTGTGTGTTTTTAAAGTATTTGCCCTTTCAGAAAAGTAGGGAAA
AGGTCACAGATTAGGTCTCAGATTTTAGATAATCTTGATAGAAAGCTTCATGGTTGCCTT
CCAAAGTAAAATCCAAATCCGACACACTTCTTAGAATGCAGCATAGCTGTGGGTCAGCCC
TTGACATGCGCTGACACAGCCATCCGAAGGGTGAAACTCCACGTCTTACACACAGAGCTC
CAGTGTGCGCGGCCTCACTGAACAGAACTGTGGAACCATCTAAATGTGAGGTCCACACCT
GCAGCTCCTCACTTAGCTGAGCTGACCAAAGCTGACCCTTCGCAAAGAGCTTTTATTACT
TTGTCTTTTTGTTCTTTTAAATTTTGTATCAGGAGAGAGGAGGGGAGATCCTTATGTTGC
TGTGAGCCTGCAGTGATCATGTGGTCAGATGGCATTTATTCCCAGCTACTCAGCTGAGTC
TCCGAAAGGGTCTTATGGAGCCCAAGTTGGCCTCTGGCTTTAAGTCCTCTTGCCCCTCCC
CCAGGTGCTGGGACAATAGGCATAGACCATGCAGCTGAAAATGAGTTGACCCATTCAGTG
AGCCTTTGAGCAGCAGTCAGCACGGGACCTCACACAGGTTCCTGTCCTCAGACTAGGGTG
AGAGACAGAAGCAGCTACTGACACACTGAGGCAGAGATGTGGAAGGAGTGCCAGATGGGA
GACTGCACCCAGAAATCCGGGGACAATTGACATTTTAAAAAACGTATAAAGTCAATCACA
GTAATTCCTTTCCAATTTGAAGATGGGTCCTGTGGGTTTGAATATGGTAATACTTGTCTG
GACTTACCAGTACACATTCTCAGTTGACACTCGTGTGTCTTTATGTGTCAGAAAGCACAA
GTAAGACAGTTTACTTACTGTTCTCAGAGACAGCTGTGACTGATGCCCCCCTGTACACAG
ACCCAATAGAGAAGAGTTGGTGCATTTATCTAATAGAGATCAAATAAGTAAATTCGTCTC
CTGAGTTGCTTGGTTTTCACCTAAGACACATTTTTTTCCCACTCTATCCAAGTCTGCACA
TGTATTACCTGCTATTTAATAGTGTTTTCAGGGGTAAGTCATATTTAGCTATTTTCTATT
GTTGAACAATACACGGCCAATGGTAATATATATTCATGGGCTTTCTTGTTTTAAATAAAT
CCATCATAAATTCCTAATTCTGGAAATTACTCACTTAGCACAATTGAAGTTGCTGCTTAG
TGGCTTGACGACTGTGACTGTGCCCCGCCCTCAAACCCTCCAGTCAATTACCTGCTCCCC
ACCAGACCCCGGCCAGGTGATAAACTATGCATCTCTGCTTCAGAGGACCGGCCTCCTTCA
CTGTCTTGTCTCTGTTTAGGTCATACATTTGTCATCAAGAGAGAGACCCCAGAGGACCCA
GAACCAGGTTCCGTGGCCTAGACTTGCATTCTGGAACATTCTTCGTTTCCTCCAAGGTCC
ATGTAGCAGCTACAGATCCTGCAGTGTGGGTGTTCTATGATGGCTTGTCCTGTCCGAATA
ATTTCTTTGTAACATGTGCTATCACAACTCTGGTTTGGCATAATACTTATTTAAAGAACC
ATGCTTACAGTTGCTACCCTGTAAGCGTCCCGTGTGTGTGACCCACCGTAAAGAAGCCAT
TCCCTTCCTGTCTCTGTCCGTTCACAGACTGGGTGTGAAGACAGCAGTCTTTCTAAACAT
ATTTTATTGTGAATTGCTTAGCTGCATGCAGAGAGGAAACCTTCTCTTCCAGGACTGACA
GAGGCTACAAGGCAGCGCTAACTAGCCCCTCTTCAGCTTAGAGAAGGAAACAGTTGTTCT
GAGAGACAGGAGAGCTCCTACCTGGCCAGTGAAATCGTTTCTGACATCAGTCATAGTAAC
CCGGACAGACATTTGGAACTGGAGAAGTACAAGCGATGTAAGAATCCTTAGGAAATAAAA
TCTTTCACATAATTTATAATGACGTGATGACAAAAAAATAATAATAACTCAAAGTAAGCA
GCCATCTGCTTGGGAGCCGTCAAGCATTTAAACATGGTTTAAACTGAGCAGCCTGGGCTG
TGACCATTTTCATGTTCATTCTGTAGTCTGTCTGGTCCCTCACCCGCCTGCCTTCTGCTT
TTTGTAAGAAAAAAAATCTGGCTTTATTTTAAAGAAATCTTTGCTGTGGGGATAATTGTT
TTACAGACATATTTACCTCCACATTTGTTTTGCTAATGAAATCATTCATTAAAAATACCA
CCTTAGAAAGCCTTGCGTTTACACCGTATTTATGGTATAAAGCAAACTGCCTTGAATCTT
GGGCACTTGACCCAAAGGCCAAAAATAGCTGTTAAAGAAAAAAAATGTGACTCTCATCCA
CCAAACCCCAGGGATAAAAACCTGCCAGGACAAAAGCTTAGCCTTTGCCCTACTCTTGGT
GCAGCGATGGGTTAAAGCCGACAGTGTGCTTCAAGGACTCGGTGCTTCAAGGACCAGTCC
CACTCCGAGCTTTGCCAGTGAGAGAGCCGAGAGGTGGGTTGCCTAGGACCAAGGTACCCT
TCGTGGCCAGCTGGCCATAGAACCTGGATATCCTTGGGACCCTGTCCATTGCACTGCACC
ATGCCACACGGAACACTAAAGATAGGATCAGAACACTATTCCACTGAGACCAGCTAGGGA
AAGTGATAGGTGATATCCCTGGAATGTGACAAAGTCCGCTTCTAGGTGTTGCTCCTACAG
TCAGTCTCCAGAGGAGATAGCAACATCTCACAGATGCACCTTTTATTTCTCTCCGCTCGG
AAGCTATGGGGACAGCGTGGAAATCACTCCCATCCTGCAGTCAGCTACCATAGATTTCCG
TTTCCCGCTGGCCCTAATCCCTGTGTTTTATCCAGGGGTCTGATGAGCTGCAGGCAGACC
AGGACTCTCATTCACTCTGCAGCAGGTCCTGAAAAAGAATTGTCTTCTGCCTCCCAGGAT
GAAATACTGCTCAAGGGGACTAGAGAAGCTGAGTTAGCGCCTGTCACTTGATTAAATGAG
GGTGAATTTGTTTTCAGTACAGGGAGAACATAGACTCACAACTGGAGGTCAGTTGGGTGT
GAACAATAAACCTTCAGAAAACACTTCCTTCCAAGCCTGGGGTGACAGCTTGGAGTTTTC
AGTACTTGAGGAGGGGTGGGATTGTTTGACTCACAGATACGTGCAATGGGTTCACAGGTT
GGGAAGGCAGAGCAAAACTGTAACAGTACAACCATACTTTGTAAGTTTACATTGTATTTG
TGTTAACTTACCGTGACTACTGTTCAGCTTTGTTTAGAAACCCTTTTTATAGGCTTTCTT
AGCAAAAAAACAAAAAAGTCCATATCGATGGATGACACGTCTCAGTCTTCTGTACATATA
TTTTATTAATATGTAAATATTCAGATTTTTAAAATTATAATGTTCTTTTAAAAGAATTCA
ATGCAAAGCTAGCTGTGAAAATGGTGTGTAACACTGTGTTGTGATTTCAACTCCCAAGAC
GCCCTTTATGTCCATTCTGGAAAAATACAATAAATTACTTTAATTGAATGCACATGAGTC
TTGCTTGCTACCCAGTCTTCCTGTTCCTTATGAAGTCAATGCTGTTCATTAATTAAAAGC
TATTTATGAATATTCTGATGATTCTTTTCTCGGGGTTTATGCCTGAGTGGGATATTATGT
TTACAAATAAAGCTAGCAGATTTCTAGCAGAGCTTGGTAGACGTTACAGTCCCAGCTCCG
TCTGCCAGTCGGATCAATGGCTACAGCGAGTCCCACAGAAACACTTGGGCATTAAGCACC
GAGATGCTCGAAGCCTAATTTTAAATGAATTAGGTAGCCTTATAATCTTCACTTAAAAGG
TTAAGCCCTGCTTCTATGGAAACAACACACCAGAAGGCCAAATCAATCCTTCCCAATGAA
AAGTGGCTGCTAAGGCGCAGGCGCAGGCGCAGGCGCTGCTCTTCTAGTCCTTTACCACCG
CAGGGCGCTGCGCCGCGCTGGCCCCCTCTTGTTCCCTAGGGCACCCCCAGTCCCCAGCTC
AGAGCATGTGACATTACAGAGCCTGGAATCTGGCTCCATGGGGGATTTACTTCAGGATCT
GTTCCAAAACGAGGGTTTTGAGCTGTTCAGAACTTGGGTGGTGGGCTCATAGTGGTAATG
GGTAGTAGCTGCTGCTTAAGAAATCAGCTGGACGGGGGTGAGGAAGGGGACGCAGCAGGA
TGAGCTGTTTGCAAAAGAAAATCTACAGTCAACACAAATCATCACACTTTTTTTTTCTTC
GAACCTGCAAGCTTGCCTCAAGCTATCCCTTCCTACCACACACCCTCTCCTTTGCGGGCT
CCGCGGGTATTCATGAAAATGTTTGCTGAGGGATCAGTGTGATGCTTTACTGCCCAGAGC
CACTGGGATACACTTGTTCCCTTATGCTGGCAAAGGCTCAGACAGCTTTTCCAGTCTGAT
GTGAGAAGGGGAGTGTCCAAAGTAGGAGGCTCCACCAGAAGGGGATCACTACCCTCTTCC
TTTTACACCCCAGACTCATCAAGGGATTGGTAGGGTGGGCGTATTTCCCAGATACACCCA
AGTTCAGCTCTACCACGTACCCACCACAACTAAGTCAAACCCTGTGACGGCTTTCAACCT
ACCAGGCTGAGGTACAAGGGAGAGAAAGAGGCAAAAGCCAAACTGGAGAGGCACCTGGCA
CCCAACTGCACCAGGCTCCTTCCCTTCCAAGACCTTAGGGTATCGGGTCAGCCACTGGAA
CAGTATAAATAAAAGGTTCTGGTTACTGTCTTACATTGATCCACTGGAATGAAGTGGGGG
TCAGTCTGCTGTGGGGAGGACTATGGAGAGAGAAAAGGAATTCCACAGGGCAAACCCAGC
CACATGCAAGCACAAGAGAAGACACCAACATTCAGTGACTAGCTGAGTTGTAGGATGGAG
GGAGGGGGCTAGTTGGGGTGCTAAGATACAGAGCAGTGTCCAGAGGATAGTAGGTGAGTC
TGGTCTAGATACTAGCACAGTGATCCCTTCTGTGAATGTTTCCTTTAAAGGTGTGGCCCC
CGGTGTGTCTACTAAGCTTGAGCCTCACATCCATGTGTTGGCCTCCGAGTGAGGGAAGGC
CAGGCAGGCAGCCCAATGAAAGGACCATGAACAAATCAGAGACCTAATACTATATTGACT
AACTTGTCATCCTGTAGTTTATATCATGTGGGCTGCCCTGTCACCCACCTACAGCTTCCA
TCAGCATTGGCAAATTTATGACAATGGGGGGCGGGTGAGTGGCAACATGATGAATCCTGG
AAATCAGATTCCAGAGACCAGCATCAGTGTGCAGATCTGAGTCTCTTGTTCAGCACATAA
GCTTTTTGAGTGTTTGAGCCGAGCCCAAGTCCCTAAATCCCCATCACCATCCCCAGTGAA
AGCCCTGCCTGCTGAGGTTATTCAGAAGGAATTGGGGAGAGCGTCATCACCTGGTAGGAC
TTCCTTGAAGACCAGAAGCTGGAGACAGGAAGCAGGCACCGCCCAGGCCTCGGTTCCTTT
TTGCTGTCTTACCAGTGTTCCCGGAGCCATCTTAGGTTGAATGCCAAGTACAACAGATCA
GGACTCTTCTAGGAATCTCGGGAGCCTGTGGCACCTCACTCTCCAGCCTGCTTTTTCTTT
CACAGGATTGATTTCCACGTCCCCCCACAACTATGTTTGATGACGAGCTCATAACTCAGA
ATTCCGGCCAATGCTCTGTGTGAGTGCACACAGATCAACTCCTATGTTTTGTAATTCAGA
GTGCATGAAACTGGGCATCCCCCCCAAAAGCAATATATACAGATTATGTATGCATGCACA
TGTACGTATGTTTAGTGTTTGTTATTAGTAAAAATGAACATACAAAGAACTGTTAACAGA
CCAAGGAATGTTCTAGAAACAAAATTCAGACAGTATAATACCCAGTACACCTTACATGTA
TATAACTGATAACCCAAATTGAGTTGATATTAAAAGGTCTTTTTTACTGTTTTACTCAAT
ATCATTTAGATTTATTCATTAAGAATTTGGACAATTTAAATCATAAAATCTGGGGCTTGA
GGGATGGTTCCATAGTTAAGAGCACTGGCTATTCATCTAAAGGGTCCATCTCAACTCCTA
GCACCCACATGGCAGCTCAAAACATCTGGAAATCCAGTCCCAGGGGACCTTCTGGCCTGT
TCAGATACCAGGCACACAAGTGGTGCAGAGATACATGCAGGCAAACACCCGTACAGACAG
ATAAAAATTAAATTAGATTTTAAAACCTAAATGTGAGACAAATATGTTTAGGTCATTTCT
TTTTAAATCCTCTTCCTAAAGGGCAGCTGGTGCCATTGTGTTGAACATTCTCTGACCAGC
TCTCTTTCTCCCTGTTACATGAATTCTTCCACTCAAGGTTAAGACAGATTCAAAAAAGGT
GGAGGGCCCTTGGTGTGACTGTGAAGTGAAAATCAATTTTACAGGGGAAATGGAGCATCC
TAAATTGTTACAACTAAGTGACTGGTGCCAATTGCATATTTTGTTAGAAAAACTGCTTTC
CACTATATTCTAGCATGAGAGGGAAAGAGACTGTCATAATAGAGGGCACTCACCCAGGGC
AAACCAAATTAACTCTCATCCCAAGGCGATGTATTTCTAACCACCTGATAAGGAAAACCA
GAAGTAACTCAATTAACAAGTGCTGTGCTGGCCCCGGCCCACTCTGGTTTAGAACATGGT
CTTCTGCGGCATCCTGATGGGACGCTCTTCTCCTCATAGATCCATATCCACTGTGCCCTC
TCTTGCCCTTCACTAATGCACCTTTAAAATGGACCAGGGAGCTGGAGAGATGGCTCAGCG
GTTAATAGCACTGACTGCTCTTCCAGAGGTCCCGAGTTCAATTCCCAGCAACCACATGGT
GACTCACAACCATCTGTAGTAGGATCTTCTTCCTTCCATCTGTAGTACCGCCTTCTTCTG
GTGTCTGAAGACAACAACAGTGTACTCCTAAAATAAATAATTCTTTAAAAAATAAATAAA
TAAAATGGACCAGAAATTTTGAGTGTGTGGCTCTCCTTAAGATCCCTGTTTGTAGTTAAG
AGGTACGTGTGCACTGTCAAGGTTTCTTCTCCTACCCCAAGGAGAAGGGTTTCTGGGTAG
TTGCTGTGCCTTCCTCTAGAGAACTGGCTGACCAGTCATGGGTGTGACCACACTGTAAGT
GTTAGACTAACTCCTCTATTCAGGCTGCAAACACCATGATGGTGCCGTTATAGTTATTAT
CTGTGATAGTAAGTCTGTTTTCTGTGATAACAGAGTTTTAGTAAATGAAATCCAGGGGGC
TGGAGAGATGGCTCAGCAGTTAAGAGCACTGACTGTTCTTATGAAGGTCCTGAGTTCAAA
TCCCAGCAACCACATGGTGGCTTACAACCATCTGTAATGACATCTGACGCCTTCTACTGG
TGTGTCTGAAGACAGCTACAATGTACTTACATATAAATAATAAATAAATCTTTTAAAAAA
ATGAAATCCAAAAACTTTGGGAGCCGAAAGCAGAGAATGAAGTAGACACGTTTAGTCTGG
AAGACTATTGACTGTGCAGGTGAAGAACCAAATGAATTTTATGAATGTGAGAGACTTCAG
CTACCTTCAGTTAAATGTTTTGTAAAACTACAGAAATGGAAACTTTGGTTGCCATTGGAA
ATAAACAGACATTGGCTTGGGAAAATGGCTCTGTTGTTGCAATGTTGCTATGAAAGCAGG
AAGACCTGGGTTTCACCCCCGGTACACATGTTTAACTACGAATCAATAAAATTCATTTTT
AAAACTGAACGTAGTGATGTGTGTTTGTAATCCTGACACTGGGGAGACAGACACAGCATG
AGGACACTCCCTAGGGATTGCTAGCCAGCCAGCGTCACCTATGTGACAAGCCCTAGGCTA
ATGAAAGATCCTGTCTCAGACAGGGTGGACAGCCTTTGAGGAAAACATCTGGGGTTGTCC
CCTGGCTTCAACATGCACATATGAGCACACACGGGGGCGGGGGGAGAGGAGAGAGACAGA
TATAAGACAAAACCTAATCTATATGAATATACAGTAATGGTGGCATAACCCTCAAAATAT
GAGGTAGCTGCTATGGCAAAGCCACCACCCCCTGAAGAATGAAAATTAACTACAATAAGT
TTTTCCCCTAACTGGAGAGATGAAAAGTAGTCAGCCCCAAAGGAGTTTGCAACCCTATAG
GAAGGACAACAATATCAACCAACCAGGATCCCGTCCCCCAAGCTCCCAGGGACTAAACCA
CCAACCACAGGGTACACATGGAGGAACCCATGGCTCCAGCTGCATATGTAGCAGAGGATG
GCCTAGTCTGGCATCACTGGGAGGGGAGACCCTTGGTCCTGTGGAGGCTCGATGACCCAG
GGTAGGGGAATGCCAGGGCGCTGAGGTGGGAGTGGGTGGGCAGGTGGGGGAGCACCCTCA
TAGAGGCAGTCATGTGGGGAGGGAAAAGGGGGTGTGGAGGGAAAACTGGGAGGGGGGATA
ACACTTGAAATGTAAATAGAGAATATCCAATTTTTAAAAAAAGAAATGTAAATAAAGAAA
AATATCCAATTTTTAAAAAATAGTAGTCAGTCCCTTTCTCATCCCCGGGGGTCATCCAGA
AACACGACTCAGTCCATTCTGCTGTTCTGTCACCCTGTTAGATATCCACGGGTGTATCCT
CGAAGCTGGCTTGTTAGATATCCACGGGTGTATCCTCGAAGCTGGCTTGTTAGATATCCA
CGGGTGTATCCTCGAAGCTGGCTTGTTAGATATCCACGGGTGTATCCTCGAAGCTGGCTT
GTTAGATATCCACGGGTGTATCCTCGAAGCTGGCTTGTTAGATATCCACGGGTGTATCCT
CGAAGCTGGCTTGCATGCTTGTGCACTGAAGCCTTAGAGAAGAGGAAAAGGTTAGCAGAG
AGATTGTTTCTTTGTGAAAATTTCTCTCTAGGCTTGAGTGTTCACTTGTGTTTACGTCTC
CTGGGCTGGAACTCGGTTAAAAGACTAAACTGGGCAGCTTGGACACAAAGGCCTGAACTG
GGTGGCTCTGTGCTTAGAAAAACTGGTTTAAGTACTACAAGAAGGAGAAGAGTAGATGCC
ATTATTCGTGCCACAGTGCCATTTGAATTGGTGAAAAGAGGATAGTGCTTAGGGTAACTG
AAGAAGTCACTGGTTAAAAATGAGGCTAAACATATATAAAGATCAACTCAAAATAAGACT
TTAACTATAAAACTCTTTGAAGATATATAGATATATATCTCCATGCTTTAGGGTCAAGTA
ACAGTTGCTTATTGATGATACTAAAATCACAGATGACAAAAGAAAAATAAGTTGGATGTC
CATCATAGGAACAAAAAGATTCTGTGTTCTGGAATATATCAAGGACCTGGAAGAAAACTC
ACAGAATGGGGTGGGGAGGGGGCTTGGTGGATAAAAGCACTTGCTCTACAGGTGTGAGGG
CTGACGTTCCTCCAAAGCCACCTGAAAACCAGGCGTGTGTGGTGGCCACCAGTAACCTCA
GCCATTGGGAGGTTCCCACTGTAGAGTTCTGGGGTAAGCTGGTTGGTGAAAGGAACCTAA
CTGGCAAACTTTAGGTTCTTTATAGTCTTTCCTGCTGCACTACATAACATGAAGCACAAC
TGAAGCAGGCATTTGATGTCAGTTTATCACCTCCTCATATATGGATACAGGCACACATGA
GAACTCACAACACACATGTGAACATGCATAAAAACATATATATCACACATATGCAGACAT
GAGTGCACACAACACACATGTGAACACACATAAACACACATGTACATCACACACATGAAG
ATATAAAAGAAAAAACCTCACAGGATGGAGAAAATCTTTGCAAATCATGTCATAGAAAAG
CCTTGTATTCTGAGTATGTAAAGCACTTTTACAACTCAGAAGTAAAAAGGCAAATATCTA
ATTTAAAGTGGGCAAGGTATTTGAACGGTTTTCTCCAGGAAAATGCACAGAGGGCAAGAA
GGCTAATAAGTGTGCAAAAAGACACTCAGCGTCATAGGTCATCAGAGAAATGAAAGTCAA
AATCACAATGAGATCCGTCTTCAAAATGATTGGGCTGTTTATAATCAACCAAAAAAAAAA
AAAATTAACAAGCATTAACAAGAATGGGGAAATTGGAGCTCTCCTTAGACACTGCTGTTG
AGTATGTAAAGTGGTTCAGGCTTTGGGGAATCATTTTGAAGTTTCTCAAAAACCTGATAG
TAACCTGTGGGGCATTGGACTATGCAAAGACAGCCTGGTATCCAGTTGAGCTGAGGTCTG
AACCCCGGGACTGGTGGTGATAATTCACCTACATGGGACGGAAGGAGTTCTCTCATGCTC
CTAGAACCCTGGCTCCTGTTGAAGTTACCGTCCCCTCAGCGCCCACAAGAGAAGCACGGT
TAGTAGTCACATAGGCAATGTCCTAAGCTTCTGGCCTTCAGGTTAGACTCTTCCTCAGTT
ACCTAGCAACAGTAAAGATAACAGCATACCATAAAAAGGGCTGCTTGGCCCCACCTTGCT
CTCTTACTCCCCTTACTCTCCTTTCTCCTCTCCTCTCACTCTTACTCTCTCTCCCTCTTA
ATCTCTAGCCTTTCTTCTCTCTCTCCCTTTCTCCTTTGTCTCCTCTTGGCCATGGCCGGT
CTCTCTCTCTCTCTTTCTAACTTCTCTCCTTTTCCCCTGCCTTCCTATAATAAAGCTCTA
AAACCATAGACTGTCTCTGTTCATCAAGGCCAGCTGTGCTTACTCTCACCTGTGTGGGAA
CCTCTCTCCCATAACCCCGGGGCTACAGGGTGTCGCCCTGGGGCTCCCAGTCGGGGGCTG
CCCCTTGCCTACCCCCCATTGAGTGGGGTCAGTGGCTTAGATGCGCACCAGGGGCCGAGT
GGAAAGTGTCTGGTAGCCCGCCCACGTCCACCTGCCCAGAGCATAGGAGGAACTCTGGCT
GATGCATGCTATCCTCCCTTCCCCCTTCTTCCCCTGCACCCCTTTTAGTTCCCACAGTAA
CCATATAATCCAACACATTGCATAGGTATTGATGCAAGAGAATGTAAATATATGACCACA
CAAAGCCCTGTACTCAGATGTTTGCGGCAGCAATATTCACTGTACTTGCTGGCTAATTTT
ACGTCAACTTAACACAGCTAGATCAATCAGACTGAAGGCAATTTTCTTAATTAGCGACTA
ATGGGAGAGGGCCCAGTCAATTATGGATGGTGACATCCCCTGGCTGGTGGTCCTGGGTTC
TATGAGAAAGCAATGAGGAGCAAGCCAGTAAGCAGCACTCCTCCATAGCCTCTGCATTAG
CTCCTGCCTCCAGGTTCCTGCCCTACTTGAGTTCCTGTCCTGATTTCCTGTGATGATGAA
CAGGAATGTTGAAGCATAATCTGAACAAACCCTCACCAAGTTTCTTTGGTCATGATCATC
ACAGAATAGAAACCCTAACTAAGGGGCTGGAGAGATGGTTCAATGGTTAAGAGCACTGAC
TGCTCGTCCAGAGGTCCTGAATTCAATTCCCCAGCAACCACATGGTGTCTCATAACCATC
TGTAATGGGATTCAATGCCCTCTTTTAGTGTGTGTATAAAGACAGCTGTAGTGTACTCAT
ATAAATAAAATAAATAAATCTTTAAAAAGAGAAAAAAAAACCCTAAGACATTCATGAAAC
CTGAGAACTGGAAATAATGCAAGTGCCTGTTTGTTGATGAACATGAACCCAAGTGTATAT
CCCTTCCTTTGAATATTAATTTTATGATGGAAGGCAATGAAGTGTTGATACATGCTAAAA
CAGATGAAAACCTTGAAGAAACGGTGTTACATTTAAACAACATGCTGTATAAGAGCTATT
ATCATCTAAAGCCACCAGGACAGACAAGTCCAGAGAGTCTCACAGTATCTGTGGTTGCCT
AGAGCTGTAAGAAGCAACTCTGGAGGTGGCTGCTGACAGGCATGGGGTTTTGTTTTGGAA
TGATGAAAATGTCTAAGATTAAATTATTTTAAATTCACTGGAAATATCTTCTAAGACACT
AAGTTGAAACTGTAAACTTGTAAGTCTCATGATATGTTAACTCTATCTTGATAAGGCTGT
TGAAAATAGAATCACAATAAAGCTAGGCCTTCCTCCCACTGTGGCTGTTTATCCTCAATG
TTTCAAGAATTTAAGTAAAATAAAACTATAAAATAAATTTAAAATATTAAATGTATTTCC
ATATGCTAAGGGGAGATGGAATTTGAAAACATGACATAATAGAAATTACTAAGGAAAAAT
TAATTCATTTTATTCAGTATGAGTTTTAAATTCATGTATCAAAAACTTTATTAAATTAAA
TAGTGACAAAATGAGAAAAAAAAATTACAAGATAAATTTGCAATTCATAATCAATGGATA
AACAACAACAAAATGTTACAATTAGCCAGACAACTGATATACACCTGTAATCCCAGTACA
TGGGAAGTTGAGGCAGGAGGGTAACTTTTGATACCAATATGAGCAACATAATAAAAACCA
CATATCAAAAATAAAAATCTTAAGTGGTAAAATCAGGGCTAGAGAGATGGGTCAGTAGTT
AATGGCACTTGCTGCTCTCGCAGAGAACCCAGATTCAGTACCAGGCACCCACATGGCAGC
TCATAACTATCTATTACTCCAGTTCCAAGAGACCTGGTGTTCTCTTCTCTCTTCCATCTG
CCCCAGACATGCACAAGGTACACATAAGCACATGCAAGCAAACAGCAACAACAACAAAGA
ATAAACATTTTAATGATAAAATTAACTCATCTTAAAGATTTATTTTATTTTCAACTGTGT
GTATGTGTGTCTCAATATAGGGATATAGACGTGTAAGTACAGATATCTGTGGATGTGTGT
GCACAGGCTTGTTGGCTAAAGAAGAACAATGGATGTCTTCCTCTATTGCTCTCTATCTTA
TATTTTGAGACAGGATCCCTTACTGAATGCAAAGCTTGCAGTTCCACATGGGCTCCCAGG
ATCCATCTGTCTCCACAGCACAGTGCAGGTACAGTCTTACATTGACACCTCCAGCTTTTA
CATGGCTCCTAAAGGTTTGAACTTCAGTCCTCTTGCTTTTGTGGCAAACATCTGATCCAT
TGGATCATTGTCCTGGTCCCCATAGATTTTATATCTTTAAAGGAATGTGTGTGTACTTCT
CTAAAATGAAAAGAAGAAGAATGGAAGGTTGATTGATGCACAGAACTGGGGAGCAGTGAT
GCTTGGCTCTTGGATACTGCCCCAAAATACCTTGAAACTCTTGCAGTCCAGGCTTCTTGG
GTATCAGATATGCTCCAGTGAAAACTTTGTCTTCCAGGTCCAGTAGCTCCAATAATGTAC
ATTAAAGCTATTCTCGAGGCTCTGAAGTTAAGGTTTTACCTTAAAGGAAAAGTAGGCAGT
TTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTC
CTCTTCCTCCTCCTCCTCCCAGTTAGGCTCCACTAAAGAGGAGATCAGGCAGTAAAACTA
GAAACTGGCAGCACAAGCGTTGAGTTTAAAGGACTCCAGTCATGTGAACTAACACAAGTC
CTCTCATCTGTGAAATGGGGGTAGCATAGCATCTGTTCCCTCAGGAGGCTTTGAGAATCA
GCCGAAAGAAGAGATCCTCTGTGGCTTGGGAGGAAACTGGAGACCAGGCTTTATGAAAAA
TGTAGCAGCTGCAAAGCGAAAAGAAAGCCACAGGAACTCTGAAGGCATCTGACACATCAG
TCAAAGACAGTGTCACAGAGGCCTTTGGGATTCGGAGAACAGTGAAAGGACAATAGAACA
TGAGGTGGATGGTTGTCACACAGGACACCAGGGACCTTCTGAGCTCCTGCCCATGAGTAC
TTCTCTCCTGGCTTCTTATCTACACAATTCTGCACTGACCTAATGAGTGTCGAATGTCAG
GATTTGGAAAAACATACTTGGAAATGTCTTATATAGCCTACTTGTCAACTTGACACAGCC
TAGGTTCATCAGAGAAGAAGCCCTGTTGAGGAATTGACCTTTGAGCTAGTCTGTTGGGGG
TTGTCTTGGTTATTAATTGGTTTGGTGGGCAGTCCACTGTGGATAACAGCATCTCTAGCA
GGTTGTACTGGACTGCATGAAAAAGCTAGCTAAGTCTAAGCTAGCAAAGAAGCCACTAGC
AATCAGCATCTTCCATGAGTCCTGCTGTGTATTTCTGTGGCTGTGAGTTCTCGCCAGAGA
TAATGCCCCATGAAATAACAAACTGTCCTGCCTTCATGTTCCTGCCTTGAGTTTCTGCCC
TAACTCCCCTCAAAGGTGGATGGTGAACTGGAAACACAAGATGAAGTAAATTCTTTCCTG
CCCATATTGATTTTTATCAGAATGTTCTTCTACAGTCACACAGAAAGTAAACAATAGTGA
CTCTCATGTCCAACATGTGGTATCAACTCTGCATGCCCTGGCTGATATGTTATGACACAT
GTAATCCACCCAACAGTCAACGCATTATGTCCCGGAAGTTGTGTTATGACACACATAACC
TACCCAGAAGCCTGTGAATGCTCTGTTCCTATAGTTTAAGTCAGCTGATTCTCAAAGCCA
CCCGGGGATACAGATGCTGTGCTACCCCCATTTCACAGATGAGAGGACTTGTGTCAATCC
ACATAACTGGGGTCCTTTAAACTCAACACTTGTGCTGCCAGTATCTAGTTTTACTGCCTG
TTTTGCTCTTTAGTAGAGCCTAACTGGTAAGGTGAAGGAGGGGGAGGGAGGGGGAGGAGG
AGGAGGAAGAGGAACCTCACTCAGTGGGGGTCTTCTTGTATGATTCTTTCTCATGGAGCT
TATTTCACGTCACAGCATTAAGCCAGGCACAGGTGCAAGTATTGATCGTATGAACCAGGT
GTTGTTCTAAGTATGTTACAGATGGCGACTTCATCTCTAATATGAGCCTGGTGTGACTCT
TCCTGCCATCTTCATTTTACAGATAGGAGACTGGATTAAAAAAGGCTTGAGTAATTTTTT
TCAAAGCCATGGAGCTAATGATGAGCTGAACCAGAAGCTAAAACCCATATAGAGACTTTG
AATAGATGTTATGGGGCCGACACTGTCTTATAAGTTTGTAATAGATGTAGAGGGACAAAA
GACTTCTGTGATCTCCTAAGCCTTCAAGATCTGCAGTGGAGCACTTCATGGGTCAGCTGA
GCAGCAGAGCCTCCTGAACCGTGACTCTCTAAGAAGGGGAGGTTGGATGCAGTACTTTAT
AAACACATTCACCACAGACTTCCATTTTCCAGCACTAGTGTTCCAGGAAATGTTGCTGTT
AGAAAATTCCCATCCGTTGCCTTGTTCCCATCATGAGCCAGTGTAGCCTGCAGAGAATAG
CAGCTGGGGTCTCACCGCAGAAATTCTGAAGTTCAGTAACTCTGGTGAGTCCAGGAGGTG
ATCAGTAGAGGAGTGAATGGCTCCCCTTCATAAGACTAACACCTCTGAGGCCAATGTAAT
GGGAAGGAAATGGGGAGAAGGAAAGCCAAGGGATAAAGGATGAGATTGAATAGATATGGA
AGCCTGAGGGAGAGTAAGTCACTGACTGGATAGTGAAGGGAAAGAGAGAGATGAGAGAGA
TATGTATATACCACAGAGGGTCCAAGGCTTGAGGGGAGATGGTGGCAAGATGAGGTTAGG
GAATGAGAGGACATGGAGGCACCTGGGAGGAAATAAAGGAAGAGATATGGAGGTGCTGAG
TTAGATACGCAGCCACAGGGGCATAGATAGACAGAGATGACTATGAAAGTCTTTGGAGTA
GAATCTAGGTAGATGTGATAACACTTTGAAAGGTATAGGGGGTTGGTCTACAACTGATAT
GGATTCAAATGCTAAATACTGGCCCCCAAGATCTGATTGCCCCCAACAAGGAGATTCTTG
GGGACAAGAGATCCTAATGTAAACCAAGTGATGCTATATAACCTTGCTGCCTAAGTTAAA
TAGTCAGTAAAACGCTAAAGCCTATGATCGGGCAGTAGATAGAAGTGGATGGATTTTCAG
TTGCCTGGCTGGGAGTTGCTGGTAGAGAATGGGGGTCGGGCGGGAACCAAGGGAAGAGGA
GGCTGATGGACCATAAGCATGTGGCCAGGAGAAACAGCAAATAACAAGGGACATATGGCT
GGGATATAAGTCAGAATATCTCCAAACTTGCCCAATCTAAGCTTATGGCTTATAAATAAA
ATACCTGGATTATGTGTCTTTTATACCTAGAATTCCATTTACGGAAGGACAGAGAGAGAG
AGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGGAGGAAGAGGAAGAAGAGGAG
GTGAAAGAGGAGGAGGAGGAGGGACCACTAAGAAACAGAGCAGTGATGGGAAGGGACCCC
TCACTTTCATTGTTAATATAAAGCATGCCTGGAGTGGGTCCTATCTGGAATGATCTCTGA
GATGCTTTCATCTTCAGTATTTCATGAGGTTAATAGAAAAAAAAAAAAAAAGGATTTGAG
GGTGTGGTGCTGGGGATGTACCCAGGGCTTCATGCGTGCTAGACAAGTGCTCTACCACTG
AGTTAGCCAAAGTAAATGGTATTTCCTCATCTCGTAGCTAAGGGCATTAAGGAGACAAAG
CACATGTGCTGGGTTTGGTTTGGTTTTGAGTGCCTGCCCAATGACTGATTTCTTGGTTTA
CTCTTCAAGCTTACTCAAGGAACACAGCATCCCACCTCCCACCAGAGCTGTGGAATATCC
CCTTTCCCTGGTATCTCAAAGAAGGCAGGGCCAGCAGAGATTCTGGGCAGCCTTTATACA
GGGCCTGGCTTTCCTGTGGTTCCTTCTGAGCAGCCCGCTTTCCAACTGATTCTCTTGTTG
TGAGCTATGTTCCATCGTCCTCAGTATTGTTCTTTTCTATCTCAGGTCACCAGAGTAGAT
CTCTAAGATTCCTAGAAACCCCAACTTGAATCAGACAGCCTCAATGTGGACATAAACATT
GTCAGCATGAAAAGGCCAGCACATCTCCCAGTGCTGGGATGTGGCACTGTAAATTATAAT
GACTTGGTGCTCGTGATGCAATGGCAGAAGAGCCAAGAGGGAAGGAAGCGACAGGAGGAA
CTGGACTCAGGGCTAGTATATACAGAGGAGGTCAAGACAGAAACAGGGCTGTGGGGATCA
CCTCCATTTAAATTACAGGTGGTGGAGCTGGGGAGATTGCTTAGTTGGTAAAGTGCCTAC
CTTAGAATCATGGGGACCTGAGTTCAGATCTCCAACCCCTCTCCCCAAAATCCAGATGTG
CTACCTCACATCTATGGGGGAGAAAAGCATATTCTGGGAGCTCATTGGCCAGCCAGCCAC
CAGCCTACAAAAACAATGGGCTTCAGGTTCAGTGTGAAGGTATGACTCAAGAAATAGAGT
GGTGAGCAATTGATGAAGTGACCTGAAGTCAACCTGGGGCCTCCACATGCATGTATACAC
AACACATGTACACATGTACACACAGTCACAGGTTCTCATGAAATAGCATGTAACTTAGCA
CAGGTTATAACAACCATCCCTACTTTTCTCTCTGGAACCCAGTCAAATCCTTGCGAAAAG
AAAAACACCACATAAACTTAGATCAGAAACAATGGTAACTCAATCTCCGGGAGCAACAAC
TAAAACCCAGTCTTGTAAGCCTTATTAAATCTGACTCCTCTGGTGGTGAATCCTGGCAGA
TCTGCCATGATACCAGGAAATTTTAGCAGCTACATCTTCTCCTTCTGCTATCCCTGTTCC
AACCTCACCCTCTCCTCCTCCGTCCAACCCAGAAGTCCCGCCTACTCGCCCAGTGATTGG
CTCCTTTATTCATTCGGGGATTGGTTCACAAGAAGTCACCTGGGTATGTAACTCACTCCT
TGTCTGCAACCCCTCCCAGATAAAGGAAATTAGCATCAAAATACAAACTGCACCAGGCCC
ATCCACAACACCCCAGATTCTGCAGGTTAGCAAATGGCCGGCTTGTCCATTTGCTGGGCA
TTGGACATGTGGCACTCTCATCTATGGAGAGAACAAAATTAGGAACCTCTTCTTCCTCCT
CCTCATCCAACTCCTCCTCCTCATCCAACTCCTCCTCCTCCTTTCTCCTCCTCCTCCTCC
TCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCCTCTCTCTCCCCC
TCCATCCAAGATCACTTATACCTAAATATCACAGCACATAGGGTCAGAAAGGCTGAGCGG
CCTCATTGTTCTGAAACAACCACTGTCTTTGTCTTTTTACCACAGATGGGACGGTTTGAA
CAGTGTCTATTTCTTACAGTCTTAGAGTCTTAGAGTTCTAACTCCATGATCAGACAGCAA
CAGTGTGATTGCGGGAGGGAGCATTGTCCTTCTTTTCCAGGCGGCCATTTCCTAGTCCTA
GCCTTGCACAGGAGTGACCAAAACAAAACAAACAAAAACAAAAAAACAAACAAAAAAACT
AGTAAGTTCTACCTACCCTTTTTTAAAAAACACTTTTTATTGATTCTTTGCACTTCATAC
AATGCACCCCAGTCCCACTCATCTCCCCATCCCTTCGTCTGCCCTTGCAACCTTTCCCCA
AAAGAAAATAAAAGACAAAAATAAAGAATAAACAAAACAAAGCATTAAAAAAAAAAAAGT
CTCATCGTGGATCGTGGAAGCTGTAGTGTGTCACAGTGTGTCCCGCAGTTTTCCCTTTTG
TGCACACATCTTTACTTGTAAATGCTCACTGCAGTGAGTTATTGGTCTGGTTCGCGTTAC
TGGCCTGGTTCTGCTCCACCATCAACACGGAATCCTCACGGGGCTCCTCTTGGATAGATA
CTCTGTTGTTGCCCTGTGTCCTGCAGATCCCACAGTGTTGGTCTTTCACGTGCTCCAACA
GTTCACAGATGGAGTAGATGCTGGGGTGGGCCAACTCAAAGCCCTCCAGCGAGAGAGTTA
GCCAGCCAGCTCTCCTGAACCCGGCACCACCAGGGCCAGCTCTCCAAGCACTGCACCCAC
CCCATCCCCACCCCCACCCCACACACCCTCCCCGACCCCGGCTAGCTCACTCAGTGCTGC
AGCCGGCAATGGGGAAAGGTCAGTTCTGCTCTCTCACGTTCACGTTCACATTCACGTTCA
CAGAGGCAGTTCACCAGCATCCATACCTCTGGAGCCAGCTCTACTGTGTTGCCCAGCAGA
GATGCAGGGCCCACTCTCCAAAAGCTGCAGCCAGCCAGCAGGGGGTAGATCTCCCGTTCT
CACGACCCCAGGGCCAGCTTTCCTGACTGCCTCAGGTGGCGGGAGGGTAAACCTAGCTGG
CCTCTTTACAGGAAACTGGTGGGGGGCCAGCTCTCTCGGGCTCATACCCTCTGGGCTGGT
TCACTGGAGCCCCACCCACCAGGGCCAGCTCTACTGTACTGCAGCGCTTGATCTCCCAAG
TGGTTTCTTGAAAAGGACACTAATCCCATCAAAGGGGTCACCTTCTGAAACCCTCCTAGC
AGCCTCACCTCCTATTATCTTCTGGTGTTAATATTCAAGTATCAACCGAGCTAGCGAAGG
GGACAGGCACAAGGATGCAGTCCACAGCATCACCATCCTCACGAATTCCTTCCTCTCTGG
AAATGGACAATGGTCCAACCTCCACTTTCTCAGCTACCCTGTGTCAGCAGTGGGAGATAA
AATAATCATTGTGATGATGAATGTTATTGTTCAATTTGGAAAGTATTGGTCACTGGTAAT
TTGTTTCAGGTGGATTGCGCTGCTGGTCTTGGAATTCTTACAACATGGAGTCTTACGGGG
AAGGCAGAAAAGCGAAAACCTCTGCAAGGCTGCGGATCCATCCCTACCTCTCCCTCCAGT
CTGCCCTGCTTGGAGCAGGCAGAGAGCTCAGGATCAGGAGGTCTGAGCTTTTTTTCTTCT
GCAAATTGAATTTACAGATAAAACGTAAACACCCAAAGATCCTCTTGAAACAATGTTGGT
ATCGAAGCTGACACTTGATGGACTCAGCTCTGGGAGGGCTCATCCACAGAGCTCCTTGTA
TACATATTCCCCATCTAAAATTCATAAAGACCCTAAGTCTGGGACCCATGTCAGATATGA
AGGAAATAAGGATCAGAGGATAGCTTGACACGTGTTATAGAACTGCCCCAAGGCTGAAAT
GCATATTACTATTATTATTATTATTATTATTATTATTATTATTATTATTATTATGGGAGG
TTGGGTGGGTGTGATTCAGGGGTGCATTACACAGTGTGTGTGTGTGTGTATGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGTGTAGATCAGAGGAGAACCTTGGGAAGGTTTGAA
CTTGTGTTACCAGCTTTATACTACAATTGCCTTTACCCACTGAGCCAACTGGTCAACCCA
AAGCTCAAACTCTTAACCATCCACTCCAACATAGAAAGCCCAGGCCCTGGTTTCTGTCAC
ACACCTGGAGAGCAGTTTCTGTGAAGCTCACCAATGCCCTCAGCATAGTTCCCCACTGAC
TGAGACGAGTGGAAATCTTAAGATGGTTTTTCACAAATGAGACAGGTGCAATTTATCATG
TTGTAATGCTAACAAATTCCGTGCATGCAAAACTCATAGTGTGTGTGTTAATAAATTAAC
TCAGCAGCATAAAACTTGATTCCGTGCTTTTTAAAAAATGAACATACCTGTTTCTTTGAG
TTGTGATATTTATTTTCTCTCCTGGATTTTTTTTTATTGGCTCACATTTGCCAGTGGTAA
CCAATTCTGATTCTGATTATCCTGAGAAAGGCCAATCAAATAAATCTGAAGTCAGATGTG
CTTCAATTTTGTTTAGAGACAAAGGGTCCCCACCCCCTCCCCAATCGTCCCTGTTTCCCA
GAGAAAGCATGAAGCGCATTATTTTTATTTTTTATTCTTGCTGTCCTAGTCTGCTCTATT
GCCATGAACAGGATGTCATTTGAGCTTTAGAACACACCTGCTTCTGTGATTTCAAAGGAC
AGCCAACACACTTCTGCTGGGAGCCGGTCAATTCCAGTTCCTGTGAAGGAGCTGCCGGAG
AATGAGAATCTAATGTGGGACGAGTGTATGAGTGAGGTCTGAACCAAGCATATGGCGCTC
AGAATCAACAGAGTACTTCCTTAGCCCTATATCCACACAGCGCCACAGCGCCTCTTGATG
CAGGAGTGACAGCCAGGTTTCTTGATTTGAAACATTGTTCCATTGTTGTTGCAGTCTGTC
TGTCCTAAAGACTAATTTGTTTGGCTTTCTGAGGCATCCTGGCTACAGCCGGCACTCAAG
GCTGAGAACACTCAGGGAGATACATAGATGTTATTTTTAATCATCTGTGTGTTGTAAGAA
AGCTTTCACCTGGAAAGTTTGTAGGCGTGCCTTAAATTCCAGTCATTGTACTTGGAAAGC
CAACCCCAGCTCTAGGGTGAACTCTTGCTTGTATTGCGGGGTTGGGGCTAGAGGGGGACT
GGAGAGAGAGGTTATGATGTATGTACACGAGCACGTTTATGATGTGTTTGTGTGTGCAGG
TGAAACTGCGCCACGGTGAGCACACAGATGTCAGAAAACAACCTTCATGGTTTTAAAAGC
AGTCTCTTTTTGTTTTTATGTTAATGACTACAGGCTGTCCACTCTCCTGTCTCTGCCTCT
ATTTTCTGTAATGCTGTTGGTATGACAGAGTGTTCCACCACTCCAAGGACTGAATTCTGA
GTCATCAAGTGTGCACAGCAAGTTTACTGAGCCACATCTCCAGCCTGGACTTTCCCATGT
TTGAGATCAGGGGAATCCAAAAATAGCCCAGCATCACTTCTTATGTATTGTTGAAGAAAC
AGAAACCAGACGACTTGTTCCCTCCCCAGGCCCCAAGGATGCATATGCTTACATCCTCGT
ACACGCAGTGTTTCAGAACATGATAATGATTGGGATTAGGGTCCTTAAGATGTAATTAAA
TGAGGTTATTGGGGCTAACTAACCCTCATCAAATTCTAATTTCAAAGATATGTCCAGATG
AGAAGATTTTAAAATACATAATTTCTAATTTTTTTGAGAATTTCATTTATTTTGGCAATA
GCCTTCCCCTCTCCCCTCCTGCTCCCCCTGAACCCACCCAACATGTCCCCCTACCAACTT
CATGTCCCTCTTATATTTTTTATGACCCACTGAGTACAACCTGTGCTGTCCATTTGTACA
TGAGCATAGGGAATTGCTGGAGCATGGGCAACCTTCCAGAGGCCCCACCCCAAGGGAAAA
ACACCTTCATTCACAGCAGCCATCCTTTGTCAATAGTGCCTCAGCTAGGGATTGGGCCCT
GTGGCCACGCCCCACCAGAGCTAGAGTTCTCATTGGCTTGATCTTGTTGCAGGGCTTGTG
CGGGCAATCACAACAGTTCTGGAGTGCCATGGCCGTATGACATCCAGAAGCAGCCAGTAT
TTCACAGCGCTACTCCTCACGCTCTGCCTCCTGCATCCTCCCTGCTTCCTCTTCCCTGAG
CTTTGAGGGTGGGAGTAGGGACTTGATACAGATATCCCGTTTCGAAGTGAGTGCCTGCTG
TCACTTATTCTCGGCACTTACATCAGTTATGAGGCTGGGCATTTCCCACTTCCCACTGTA
AAAAGACGCGTCTGTTAACAACGGGAAGAGTAGAGTAAATATATGAGTGCAGACATAGAT
ATTTAGAAAGCAGTTTGACCACGTGACCATTTAGCAAAGCAGTGATAGTAGGTCCCTCCT
CAGGCCTCTCACCTTTACAGTGATGGGTTTGACCAGGTTTCTAGTACTAGTATGAATTCC
TTCCTGTGCAGCAGGCCTTAAATCCACTCAGAAAGTAGTTGGTTACCCCTATAACACCCA
TGCCATTATTATGCCAACAGGAATATCTTGTTTGGTGGATCAATACTGTAGAAGGCTCCA
GTGCTAGGTAAGACCCCTTCTTGCCAAGAGCCCACAGGAAACTGGCCAAGATATGGTATT
CTGTTGTTAGCACTGTGAGCTGATTGCTGACACACCTCTGCTTCTAAACCATAGACTAGG
CTAGGGCAGCGCCTCCTCAGCCGATGAGGCCTCTACTGGCACCCATTTCTTCCCTCATAT
CTTTGTCAAATTGGCCTGAGTTTCTGATAGGACGAAGCCAATTCTTAGAACACAGGCTGC
CTACACATGGTGCCTTGCCCACACATATCCCAGAGCAGAGCAGAACAGAGCTCCTTTCGA
GAACCAACGGGGTCCCCATGCCAGGGCCTTGTTTTTACTCACGCCAACCACACCAACAGG
TTTTTACACCAGGAAGAAGGAAGATGGAGGGGCTAGGGGGTTATAGTCCTTCCCTCTAAC
ACCCTGTGCTCACCAAGATTCCTTTGAGAAACATTTCTACTCTGTCCTTAGCAACCTCAA
CAAGATTAGCAATAGCGCCAGGAGAGGCGGGGTGGGGCGTGGGGGGCATCAGGATTAACA
GATATTGGGAGCCAGTTGGCGGAGAAAGCCTGGGCTTCAGACACCAAGTGCCTGCTCGAG
AAAAGCCCACACTTAACAAACAAGAGGTACAGGCTCCCTTTCTTCTCACCCTTTCCGATA
ACTGAGATTACAAGGTGCTCCTAGGGATGCTTGCATGGATGGGATTACAGTCTGATAAAA
TAAAACTCGGAGCCACTAGGCTCGCACAAGGGAGTTAAGTGGGCTTTTGGGTGAGATTCG
TAGAAAACCGCTGGTGTACAGCTGTGGAGAGTGAACGGCGCTAAGTAAAGGTTCATTGTG
TTGGGATCCTTGATTGCCAGATGGTGAGAAACTGACTCTCTTTCCTCGTCCTCGTCATTT
CCGATGTCTTTCTATTCTGCCTCACAATGCTTGCGCTCCGTCACATTCCTACGTTGAAAA
TCCAAAAAGGTAATGTTGTTAGGGGGCGGGGCCTCTGGAAGGGGTCTGGGTCTTAAGAGT
GGAGCCCCTCAGGAGTGGGCTTGGTGTCCAATAAAACATGACCTTCCACCAAGGGAGGGC
ACACCTGAAAGGTATCATCAGTGAACCCTTACCAGAAACTAAGTCTGCTTTGATAGTAAC
TCCCAGCTGTGAACAATAAGTGCCTTTTATTTTTAAGGCAGTTTGTGGCATTCTTTATAG
CACAGGGAACTACTGAGAAGTGGGAGCTGCCAGCTCTGATTTAGAGGGCTTGGAGAATTT
TCCCTCGAGGAGCAGAGAGTCAGCCTTGAAGCAAGGTCTCCTTGGGCCCTAAGGTCAGGA
AGGAGGAAGTGCCATTCAAGGAGAGGTAGCCACGGGAGGTAAGGAGCTGGGATGCAGACA
GATGAGATGGCCTTCTGGAGGGACAAGGACAAGCACTGGCTTTTTAGGCAAACGACAGGC
TCAAGTGGTGATTGTCTCTTCTCTTCTGGAACTCACCCTAAAATTCCCTCTATTGCGTAT
CTTTTGGCTGCTTTACCATCAACAGGATGTCCTGAAGAAGAAGGAAAAGAGGGTGGCATT
CTTTTGGCCCATTTCCTTTTTTTTTTTTTTTAAAACTCTGTAATTATTAGTTTATTAGTA
TCATCCAGGACTCATGTTCAGTATTCCTCCTCAAACTACATTAACAACGCAATGTAAAGA
ACCCAAGTCAAAATTATATAACAGCACTCCATCACAAAAGCGCGTGAAATTACAAGAACA
CTATTTTGAAACACTGACACTTTAAGAGAACGATAATCTCAAAAAAAAAAAATCCACAAA
ATTGCCAAATTGTTCCCTAAACTAAGCAGATTAAACCTGATTAATGAATGAGTTTGGGTT
TTATAAAGAAAAAGCAAATGGATTGGACAAATGGTATTAATATGCAAACTTTATCCTCTT
GTATCTGATTCATAAAGGGACAAACCACAGTATAGGAAAATATACCCTTCATTTTAAGTG
TGACATAATTTTAAAAGCTGGCTCAAGTAATTAAAAATACCTTTAAACAGTCAAGTTTCC
TGAGCAATCCACATTTAGATAGAAGGGCAAAGGCGTTATAGCCAGCGTTCTTGTGATAGC
CTTCGCTGGGACTAAGGTCAACAAATAGTACAGCAGTCTTGTATTTTAAGCTCACACTTT
TGGGGATACATTCTCAGGTCTTCTTTAGTAGGGGAAACTGCAAAATATAACTGCCATTAC
ACAGTAATGCTATTGGCCCATTTCCTAAGTTAGAGCATAGCACTGGGGTGTCGGTCAGGG
AGATGCTCAGCAGCCCGAGGAGTTCTCTTCAGAGACCTCTGCTCAGGGGAAGATGCGATT
CACTGCAAAAGAATTCCAGGATGAGTAACAGTTGGGGCTTATTAAGAAGAGTATTTTGCT
GGTCCTCAAAGGCATGAGAGCAGGAAAGCTGCCCCGTTCTTCACCTAGGCAATATGGGAG
AACTGGGCCAGCAGAGGACATGAGAGCAGGTGAGCTGGTCCCGCCCCTGCCGGGCATGTG
GCAGTGTGAGCACAAGAAGAGATCTCACATACACAGCCCTCGCTGCCTGTGGCAAGTGGG
AAAGCTGGTCCCGCTTCTCACCGACTGCAGCACTCAGGAGAGAGGCCCCACATCTCACCT
GGGCACAGAGAAGTAGAGCTGGCCCTGGTGGTGTGGACACTGGAGAGCTGGCCCCGCCCC
TAGCCGAAGCAGTGCTGAAGAGCTGGCCCTGGTGGCTCAGGCACAGCCTGGTGGCAGGCT
GGAGAATATAGCTGCCTCCCCCCAGATTCAGGGCTTTAAGTTGGCCCACCCCAACATCTA
CACCGTTATGAACTGCAAGACCTCCATAACACAGGGCAACAACGGGATATCTGAGAGGAG
TTCCGGTGAGGATCCAGAATCGTTAGTGAAGCAGAAGCCAGAGGCCGCGAATCAGACCAA
ACGACTCAATGCAAAGAACACTTGCAAGCAAAGCTGTTTGGACAGAAGGGTGCACTGTGG
ACAGACACACCGCAACTTCCATGGCAAGACAGTTTTTCCTTTTTTCTTATTCTTTTTATG
TTATTTTTTTTCCCTCTTTTTGTTGCTTTTATTTTTTGTTTTCTTTTGTGGGGAGGTTGC
AAAGGCAGAGGACAGGGACAGAAGGACAGGGAGATAGAGTAGAATTGGCATGCATGATGT
GACATTCACACCGGGCATGGTGGCACACGCCTTTAATCCCAGCACTTGGGAAGCAGAGGC
AGGCAGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGTCAGG
GCTACACAGAGAAACCCTGGCTCGAAAAAATAAAATAAAATAAAATAATAATAATAATAA
ATGATGTGACGTTCACAAAGAACCAATAACAAGGATTTTTTAAGAAGTATTTTATTGTTT
TGTGGGTTTTCGCATATAGATGTTAGAGTGGGCATTAATAGGAAAGTGCTCGGGGAAAGA
ATAATACACAGCTGAAGGTGGACATGAACTTCTCAAAGGAGAGTGCTGCTTTGCTGTCTT
AGGGGTAACCAAGTACACAGGTTTTGATGGCCCTCAAGTTACATCTCAAAGACTTATTAA
GAAATTTCTTTCCTTTTTTCTCTGCCCCCCCCCCCACTTTTTTCAGTAAATGAGATTGTT
GAGTAGCTACAGGGGTGCCTCTGACTTATATCAGAATCAAATGAGATAAATCTGGGGTCA
CACGGTTTATATAACTGAGTTAAGAAACATATTCTACTGTAGATGGGGTTTCTGGTGAGA
TGCCCACTAAATCACAGGTTAGTGCTGGGAAGAAAGATCGGCCACATCCGAAGGTCATAG
ACACTCGGGTCTTAAGCACAATTAATTGCTATGTTAACATTCCCATTCAAGATCTCTCTA
TAAAAGGGATATTATCTCTAGAGGAGCAACCTCCACATCAAATATTAGTTGTGAGGATTT
CTTGACTCTGAGCCTGGCAAGAGGCTTCAGCCAGACACTAGGTGAAGAGTGTCTTCCCCT
TCCCACACCTCCTTGCAGTTCTGTGTTTCTACACTGAGTCACAGGACAGTGTAGACAGTC
TGCTATTCACAGGGCAGGGATGCCAGGGTGGAAAGTAGCTGTCTGAAGAAGTTATGGGTC
AAAGAGTCCCAGATCTTTGTGGAGTGACTGGGACAGGGGGATAGCTGCCACTTAAATAGC
AAGGTCAGTGTTTCGTCAAGAGGTCCCTTCTACAGAGCCCCGGCCTCATCCTTCACCTAT
GTCTCTCTGAACAATTGGGAACTAAATGGCTGCTGCTGCAGGGCTTTGATGTTTCTGACT
CTCCCAAGACACCGGGACACTTCTCTAAACCATCGCAAGTAAGTCTTGGGGTTGGGGACA
TTGCTCAGTGAGAAAAGTGCTTGCCTTGCAAGCATGGGGACCTAAATTTGATGTCTAGAA
CCCTCACACATAAAAGGCCTGGCACAGTAGAATGAGCTTGCAGTACCAGTGTTGGGGAGG
TAGGAAGGAGGAGAGCCCTAGGCATCCTGGCCAGCTGGTTCCAGGACAGCTAGAGATCCA
GTCTGAAAAATCAAGGTAGGTGGTACCTGAGAAATAAGAACCAAGGTTGTCCTCTGGCCT
CCACATACAAGTGCACTAGCACACACGTGCACATACATGCACACACACACACAAAAAAAG
TCATGTGTAATCACGGTCTTCTTAAAATTTGTATTCAAGGTATATTTACTTGATGTAAAT
TTACATTTTAACTGTGCAGAAATGATAATACTTATTTTCAACAGGAGAGAAATTATTGTT
ATTCTTATAACAGATCTTAGTCCCAAGCCCCTGCTGAAGTACTGAGACTCTTGTGTTCCA
CAGCAAAGAATTGGACCAGGGACACAGCATTAGAAATAGGAGTAGAGATAGTTTATTAAG
GAAAAAAAAAAAACATCACTCTTGATAATGGGAATGGTCTAGAGAGCTGAGAGAAAAGAC
CCCAAAGTGTTAGGTTATGAGTCACATGACCCTTAGGAACCCATCACACAATGACATTCC
AGAAGCTTCCAAAATCACACACATATATACATATACATACACATACACATACATATACAG
TCACTACTAGGGCACTAGATCACAATCCTCCTTTGAGAAGCACACACACACACACATGCA
CGCACGCACATGCACGCTCGGTCTCAGGTGTGCCTTATTCTATCTCTGAGCTCATTTCTT
TCTATTCTTAATAAACTACCTCTGCTTCATACTTGTTCATTCTGAAATTCTTCGCAGGTG
AAATCGGGAATCTAACTCTAAGCCATGCATGATGACACATGCCTTTAATCCTAGCACCGG
AGGAGGGGGGTGGGGGTGGGGAGCAAAGGCAGGCACATCCTGAGTTCAAAGCCAGCCTGG
TCTACATAGTGAGGTCTAAGTCAGCCAGAGTGACAGAGATTGAGGGAATGTCTCAGGCTG
CTGGTGGCAATGTGGAACTGTCTCTATCCCCATAACTAACTGTCCTGACCATTCAATCTG
GGATCTAAGTGCACCTCTGGCTTCCCATCAGCACTGTAATCATGAAGTAGCAGGTGACTG
GGTGACAGAGTGTGCTTTATGCCTCCTGTAAGGCTTAAAACCCCAAGAGTGAGTACAGCT
CTATCCTTAACAGAGGCCATGAAGCTATTTACCCTAAAAAGAAATAGCACTTGTGCAGTG
GACAGTTGTTGATAAAGAGCCTCACACCCCATCAAAGCGCACAGGGCAAGTGTCTGCAGA
GGCTCAGCCTTTAATGGAACCCCTCTATTGCACCTCCTCTCCCCAAGGCTCAGGGGATGT
GGGATATCATGGAAGAGAGGACAAAGACTGTAAGAGCCAGAGGTCAGGGAGTATCTGAAG
AGAAGTGTTTTCCAGGCATGGCTAGGCATGGCCACTTTGACTGTCCCAAGACCCGTGCAG
AATCAAGCCAGTCAACATGATGGGGTGAGACACACAAGCTCCCACCCCTAGCTGAGGAGC
TGTTCACAGTCTTGCTAGGGGGGAGTGTCAGGTTTCCTCAGGGGTCCCTGATTGGTTGGT
TGGTTCTGCATTTCACGTCTGGGCTGCTGGGGTGTCAGTCAGGACATGGCTCAGAGGTGC
TCGGCCATGGTCCAGTCTCCTGGTTGGGGTGCTGACACACTGCTCAACAAAATGCACCAT
AAGATAGGGGCTTCAGCCCGTGTTCCTGGGACAGAGGCTGTGGTTCTCAAACTCCTGGGC
ACCCAGGCACTGCTGGGAACCCCTAAAGAGTTGAGATGGGGAGGGGGGACTTCAGTGAGC
CTGGGGAGGAATCCAGCTTAGCTCGGGGTGAGTGCCAAGTGTGAGGAGAGGCCTTCCGTG
GGAAACTTAGGCTCAGCTTCTTATGACAAAGGCTTCTCCCCGACAACAGTCCTTGAGGAA
GGAGACAGTCCTTGCTTGTCTAAGGTGTTTATTCATGGTGGAAAAGAATGCATACAACTT
ATTCAGGATGGACCAGAGATTAAATACCTTTTGCAGGAAGGAGTGCCGGGAAGGGAAGCT
TATTGGCTAAAGCTAAACCTCCAGGGCCCATCTACATCCTCAGTAGCATAGAGAACTCTG
GGCTCTATGCTATATGACTAATTGTCATGGTCACGTGCTCCAGGACAGGAATCCGGTTTG
GAGCAGATTCTAACACCTACCATTCTCAAATATGAGAATTGCTGGGGTTCCTTAATCTGC
TCGACCTTACTATGTTTTCTGTCTGGTTGCAGGGTTACACTTGTCCCACAGTAGGCTGAC
TATGCTCCAGTGCACGTATATATGGGCAGCACTCATTGGACAGAGTGATTTACTTTAAAT
AGAGAGAGAATATATACAACTGAAGGGGTATGTGGGAAGGGGGTCTGAGAGAAGATAGAG
AGGAGAAGTGGGCATAAATATGATTGGAATACATTCTCTACATAGATTAAAATAACCAAA
GAATAAATTTAAAATATTATATGTAAAAGAGAGTGGGGGAGACGTGAGGGTGTGGAAGGG
AGAGCTACATACCACAGTCCAGGGTCAGCACAGAGTCTGTAAGAAATAGGTTCAGTTTAG
TCTATGCAATACCAAAGTCCTCTCGTCTATCTGGATTTTATCTTCTTCCTGGCTACCTGC
CCACCCCTCTTTGCAACACCTGCCCTTGTCTTGCCCTGTTATTGTCTGTACATCAAGAGG
CCCCAAGAACAGAAACCTAGAGCCCAGTATGTAGCTCTTCTGTGGTGCCCGGTATAGGAA
GAGGGTCCAACCTGGAGACGGACTTCTCCCAGGAAGCACAGAGGCCTCCTTGCCACCTAG
AGAGCACATTAGAGGCAAGGACGTGCAGACCTGTAGTAGATCTATCAGCTAGGAAGCTGC
GTGGACATTGGTTTTATTTGGGTTGGATTGGGTTGACTGGCCTATTACCTTAGTGTGGAG
TCACTCCTAATGATGCTTAGCGCGTTATATTGAGCAGCTCCACCCCATGCAAAGCAAAGA
TCCTGCACCAAACTACCAGTAAGACCTCCTGGACAAACAGCCATGTTTCCTTCTGTATTC
TCTTCCAACAGTCACCTCGACGTTGACCCAAAAGACACAGCCCAGTGATTCTGGACTTCC
TGATCTGCTTTCAGGCTGCTGAAGGCCAGGACACTCAGAACCATGTGACCAGACTTTTAT
GTGCTCAAGACTGTTAATCTCCTTAATTGAAATTGATTGGCCTCCTGGGACCCAGCTCTG
CCCTGGCCCTGAGCTTCAGCAGGTGAGCAACATTGACTTATTTCTTTTCAAGACCAATTG
ACCCAACATGGCATCCAGTCTCTCCTTGAATATCAACCCTTTTCCCAACTAGGAGCCAAA
CCCGAAAAGGCACACAGTTACAAAACAGCTTGGGAGCAACAAAAGCACCTGATAAAGTAA
GGAGAGAATATTCTTGTCTCATTGTGGCTTAGCATGGTACAAAAGACAAGCCAAAATACC
ATTACCAAGAAAAGATGCAATCAAACACGCCGGGGGTGGGGGCGGGGGCAGAGCAATGGC
GGGGGCAGGGAGAGAGTGTGCCTTCCAAAGCTTTCCAGATAAACAGGCTGGCCCAAGCAT
ATCTAAGAACCAGGTGGGAAAAAAAGGGGGGGGTTAAAAAGGGAAGAAAAGTGAAAGCTC
CGCTCAAGTTAAAAGAAAACCAAACATAAGAGAATTGTTTGAGCGGACAGATTGGTATTC
ACCCACAATGCCACTGGAGTGGCTGCCTGGGGAATACAAACTGGTTTGGCAGGTTTATAT
CCTATCTTCTGGCAAATTCTTGCTTGCCAGACTTATCCTATATCCTGGAAAGCCCCCCTT
GAAAAGCTTTCCTGTGTCAGGCTGCTGGGTCATTGTAACCAGTGGGAACTGGGCTTGAAA
TGGCTGCACTGGGGAGTAGTCAGGTTGCCTTTCAGCTTCCAAGCCCCAGACTGTATTCCT
GCTAGCTGCACATTGTGGTACCAGGACACAAGAAATACATACATACAGGCGCGCGCACAC
ACACACACACACACACACACACACCATCTTTGAGGTGAGTTACCACAGCACTGACAAGTG
AATAATCACTGATAGCAAACCCATCCTGATGGCTAAAGATCAAGTCTAGAAATCCAGATT
TTCATTTACTTGTGTGTGTGTGTGTGTTTTGTGTGTAGCCTCGCATGCACATGATCATGC
ATTTGTATGTAGGTCACAGGACAATTTGAAGGAGTCAATTCCCTTTCTTTTTCCACCTTG
TTAGTCAGGGGATTGAACGCAGGCCACTGAGCTTGGCAGCAGGCATGCGTACTGAGCCAT
CTCACCAGCCAACTTTTTAATAGTAGAGAGAACCAGCTTGTTTGCTGCTGGAAAGCTCAA
TTTTCAAAGCAATTCAAGGAGAAAGTAGTTATTAGTTTCCATGTTCTACCTATAGAGAAA
GCAAAACACTTCTCCTTTCATGTATTCAGCCATTAGGACCTATGACTTAAACTGACTAAC
TCATGGAAGAGCGCATGATGTTAAGATATTTAGTGAGAAGCAGAGATGGGGAAAAGGTAG
AGACAGGCGGATCCCTGGTGTTCACTGGCCAGCCAGCCCAGCCTAAGCTGAAAGCCTTTG
ATGCCAGTGTGAGACCCTATCTCAAAGAAACACAGGAGCTGACTCCTGCAGAAGAACACC
CAAGGTTGACCTCTGACTTCCATGTGAGTGCACGTACATACACACACATACACACACACA
CATACACACACACACATACACACACACACACACACACACACACACAGGAAATGTGCAGAG
AAGTGAGACTTGAGGACTGCAGAGAGAGCTTTGCCATAAAGAGTGCTTGCTGCTCCTGCA
GAGGCCAGTTTGGTTCTCAGCTCCCTGAGGGAAAGCTCACAACTGCCTACAACTCCAGAT
CCAGAGGTCTTATGCCCGCTTCTGCCCCAACAGGCACCCGCATACTTGTGTGTGTACACA
GACAGGCACACAAGCACACACATACAGAGAGACAGAGACAGACAGAGACAGAGAGACAAA
GACAGACATAGAGACGGAGAGAGGCACACACACACACACACAAATAAATCGAATTAAAAG
AAGTCAGGGGCTAGCAAGATGGCTCAGCAGGTAAGAGCACTGACTAATCTTCCTAAGGTC
CTGAGTTCAAATCCCAGCAATCACATGGAGGCTCACAACCACCTGTAATGAGATCTGATG
CCCTCTTCTGGTGTGTCTGAAGTCAGCTACAGTGTACTTATGTATAATAATAAATAAATT
TTGGAGCCGGAACAAGCAGGGGCTGAAGCAAGCGGAGTTGGCCAGAGCAAGCAGGGTGGA
CTGGAGCAAGCAGAGGTCCTAAAAATTCAATCCCCCAACAAACACATGAAGGCTCACAAC
TATTTGTGCAGCTACAGTATATTCACATACATAAAATAAACAAATCTTTTTTTAAAAAAA
AGAAGTCAGGCTTCTGCTTGCAGGAAGCAATAAATTGAAGTAAGTGACTGAACAAAAGGG
TGTGGTTTGGCTGCTAGACATTGCAGTTGTGGGAAGACAACTAGGAAACTGTGGCAGTTG
CAAATTGCTGATTAACACGTGGTGTGTTATCTTGGTGTCAGGACCAGAATCTGCCCCAGG
TGCCTTCTGATCAAACCCAGATTAAGGCCTGAGTGCTGGAGTTTTAGTGCGTTCCTGACA
GGATGGAAGTGCTGGGTCTAGTGGATGCTGCCCCAGGGAAATGTATGAGTTAAGTCCTGC
CCTCCCGCCTCACACTACAGGTAACCGTCAGTCTCAGAGGAACAAACCTGCTTTGGGAGA
CTAATGTGTGATGTTGCAGCTCAGACCAGAGCTCAGACCTCGTCCTTGAAGTTTTGAAAT
GACCTGCTTTTTCATATGTGGATGAGAACAAAGCAAAGCGAGCAATCTTTCTGGCCCCAT
CTGTACCAAAGTGCATGGGGTAGATGGTAATAGAGATTAAGCTTGCATCTTTACATGCGT
TAGGAAAGCGCTCTACCACCAGGCTTCAGCCCAGGTCAAAAACTTCAGATACCATGAACA
TGTTCTTAGAATGTTGCATGCTATGTAGGTGCATTTTTCATCTTCAGTTGCTATAATGAA
ATAGTTAAAGCTGGGCACTTACAGAGATAAGTTTATCTAACTCACAGTTTTGGAATCTAA
AGGTCCAAGATCACCCAGCCCCATCTGCTTAGCTCTGGTGAGAGCCCTCTGGTTACATCA
CAACGTGGCATCACAATGGGAGCTCATATAAGAGGAGGGAATCAAGTGGTAGGCAGGATG
CCAAAGAGATTTCAAAACCCTGCTTGTTCGTTTTAGAACAATTCACTCTGGCAAGAACCT
GTCCCAGAAACCAATATTTATCCCTTCCAAGAGCAATATGGCCCTGTGATGCCCTGCTCC
CAGGCCTTCATCTCTGAAGTGGATCAGTGTACCGGTCACCTATGTCTCGACTACCCCCCT
CTGGCAGCAAGTCAGTAGTCACTTCTCTGTGTTCTGGAAAGAAAACACCTCGAGCTGCCC
AGCTTAGGGCCAACAAGGAGAACTTGGACCTCCATGGCAGCATCCTGAGCGCAAGAACTT
TCAAAGGCTTCCAGATCTGATGTTACTTCTCGAATCCTCAATTCAACCAACATCCAGTCC
TGAGAATCCTTGTTCAGTTAGGCAGCTGTGGCTTCCTGTGCCTGGACTGGACTGACAGAT
ACGTAGACAAGGAGTGACGTATACATTTCCATCAGTTTAGATGTTTGAAACTACCTTGGG
CAGGTTCTGTTAACTGCACCCAACTCAGACATGAGTAGGACAGAAGGAAGCTGTCCCGGG
CGGACTGAGGCCACAAAGACTTGCCTTTGATTCAAGAGAGACCTTAAAGGCTAGTTATGA
TAGTTAGGTACAAGTTTTAACATCTGGTAGCTAATTTTTTTCTCTACCCCATAATTCTAC
TTTGACTGCTCTTCTAGAGGTCCTGAGTTCAAATCCCAGCAACCACAAAGACAGGCCGCA
TGCTACTGTTGGGTGTAGCACTAGACATGGTGGTAGTGTTCATCTTACATACTTTGCCAG
ACTTCTTGGGAGTCTGTCCTGGTCTTTTGCTAGGTGTCCGGGGAGCACTGCCATACATCA
TCTCTACTTCTGTCTGTCTCTTGTTCTTTAGTTGCCTCTCCTGTTTAGCTCGTTCTTTCT
CTAACCAATGTAATTCCCACTGTTCTGTAACATACTCCATGAATTTCTGCCCATTCACCA
CAAATGCTGTTGAGTGCTCCTGTTCCCACTGTTCAATCCGTGCTTTCAGCTCCTCGTCCA
GCTTAGGGAGTGTTTTCTGGAGCTTTTCGCGTTCCTTTTCTTCTTTTAAAAGATTCCCCC
CTTTTTTTTGTAAACCGACCTGGGTCTGAAGCTTTTCTCTCAAACTCTAGGAAAAGTTTC
CAGCTCTCTTCCCACTTCTGGACGCCTTGGAACAGCTCCTGTGAACGTCATAGTAGTTTC
TTAACCAGACAATCTCAGCATCATGAAGATGGAGCAGGTTTTCTGTGTAGTCCTCAGAAG
AGTAAGGGGCAAAAGCCTGCCCCTGTTCCTGGCTATAAAAACACTGGTCCCAGGACTGAG
CCGGCTCCACTCGAATTTTCTCAATCACTTGCTTTATGTTTTGTATTTTCAGATCTTCTA
ACCAATCCACTTCTAATTTCAGTGCATTCCTGATTTTGGTTTTTGACCCAGTCATAATTG
CCTCCACAGGCTCTTTCTCTTCTTCAGGTATTTGTAACCTATCCCAGAGCTCTCGGATTT
GAGTGTGGAGCCCCTCACATTCTGCTTCATTTTGTGATTTTTTTTTTTCATTTCCAGCTG
CTTTCGCAACTTCTGTAATGTTGCGATGTTCTCCAGTGATAAACAAAAAGCACTCTCATC
TTCACACACTACATCTCCTTCAGTGCTTGTATCCAGAGAGTGTGCTAATTCTTCCATACA
CAATATGATTCGTTTCTTAATGTTGACAAATTCTTCACGCCTCGATTCCTTTGTCTCCCT
CAGAGTTGCCACACGCTGTCGGAATGGCTTGACCTCTCTAAGGTGGGGACAGAGGTGCTG
TCCACATCACAGGGCGGCATACAGAGGATGTCACGGAGTTCTTGCTCCTGTTCCTGAAGT
TCCTGCTTTCTCTCCTTTTTCTGTTTTCTCATCAATTCTACTCGAGTGCGCAAATCTTTT
TCTAGTTGCAAGATGGTTGTATCTTTTTCTTCCTGAGACGGCTTCACTTGTAGCTCACTG
CACAGGGTACTGAGCTCCTTCTGACAGATGGATACGCTTTTGAGAAGCCTTTCCCGCGGG
CGCTCCTCTTCAGCAATCATTCTATCCAGATCCTTTGTATGCTTCTTTACAACCTCGGTT
CTTTGTAGTCTCTGCTCCTCTGGAATCCCAATTAGTTCCCATATTTCCCAGAGGTGAGTT
AGAGCTTTCTGGAGGCATGAGATAGACTCGTCTGCTAGCATCTCACTCAGTAATGGGTCC
TGCACCTTCTCCTCATAGTGGACGCTCCAAGCCTTCCAGAATCCAGACCCTCCACTTGCC
ACGCGCCGGACGGAGAACAGTAACCAGCCGCTGCAGACTTCACCTTCAAAGATAAAGATT
TTATTACAATCTTATTTCCCCTCAGGGACGAATCTGCATTTTACTGTCCTAATATTTACT
TGTTATTATAGTGAAGCTCGGGGTAAGCCATCAGGGGCTGAGTTGTTCTAGACAAGTGTT
TCGCCTAACTGGAGTTTATACATTTAGGTATTAAAATGCTATTTGCTTTAAATGCTTTGG
AAAATATTAAATATTAAATAGGAAGCATAATAAATGAAGTACAATGACATAAGATCCCTT
CCCTTGGTGATTTGGGATTAATCAATGTCCCTAGAATGTGCCACGCTCCCTGCAGGGGCT
CCTACTGTCCCCACTGCCTGAAACAGTCTTTACTCAGTTAAATCATTATCATCTTTTGGA
TGTCAACTCAAAGACTAGTTCCCTCAGGCTCAGTGATATACATTTTCTAAAACTTATCAA
ACTGTTCACATAAAACAAGCGAAATCTTGTGGCGAATACATTAGACCTCAATAAAGCTGT
TGAAGTAAAAGGTCTTGTCAGGCTGGAGATGTGGCTCAGTGGGAGAGCAAGCAGTTGTGT
AGCTTGAATGAGGCCATGAGGTCCATCCCACAGAACTGACTGATAAATAAATAAAATTGA
CAGATAGGTAAATAAAATTCTGCCAAAGGGAGAACCTCTTTCTAAACATGGAGTGTATGT
AGCAACCTCCTAAGGTTGAGGGAAATGGAGTTGAGAGGGTAGCATCAATGTGAAGAAAAC
TCTACGTTAGCTGAGTGATCAAGGTAAACTACAATGGTCGTAAGTCATATTGATAGTAGC
CACCCTTGATATGATAGGCTGAAAGTGGTATCTGACCCCTGAGGTCATTCTCCTGAGCAT
CCTTGCCTCAGTCTATGAGAAAAAATTCCAATAGAAAGATACCCTTCAATTAAAGAGAGG
AGAAATGGCTTCCCCATTCTATAAATATGGGTTTTAATGATTTCCTTCCAAACAGTATAG
TAAAGAAAAAAAGGAAGGGTCAGAGACTTGCAGAAGAGAAGGATGGTGAACAATACCTAA
AACAAAAATCAAGGCCAGCGTCCCGAGTGACAAGTCACTTTGGTGTCCGGCCCTGCGGTG
ATGAGAGAGATGCTTTACTTCTGTGGTCTTCCCCCAATGCCCAAAATATTACTCCAGTCA
TGAAGAATCTCAAGGCACTCGGGTTATGGCTCAGTTGGTAGAGTGCTTGCTTGAGGCATT
AGGCGCTAGGTCCAGTACCTGGCACCACATAAACCTAAATATGATAGCATGTGCCTGTGA
CCTCAGCACCTGGGAGCTGCAGGCAGGACGATTAGGAGTTTCAAGTGTCTAAGATGCTAT
GTCAAAAAGAAAAAGACAGGGTCACTACTTATGGCAGGACAGATAAAATTCCCCTACCTT
CATTTTTCTCAATGTCTTTCAAGATAGAAACACAGGCTAGGAAAGTGGAACAAAAATAAA
ACATTAGAGTCGATCCTGAATAGCAAGGCCAGCATCATGAAAATGCGGTCAGCTTACACA
CTGTCTCCTCGAGTGCTTGCACTGTAGATAACACTGTGTGCACGTGTGTGTGTGTGTGTG
TGTGTGTACATGTATGTGTGCGTGCCCACATGTGTGTGAGCATGCATTGCTTTTCCTATT
GTATATCATATTTTTTAGACAGTCTGTGTGGGAACAAAGAGGGGGTAGGGGAAAGAGGGG
AAGGGAGGATAGCCCACGTCTGGCCAGAGTTCCTCCTATGCTCTGGGCAGGCAGAAGCGG
GAGGGCTGCCAGATGCTTTCCACTCGGCCCCGGGTGGGCATCTAAGCAACTGACCCCACT
AGACGGGGGATGGACAAGGGGCAGCCCCCGACCATGGGCCCCGGGGTGACATCCTGTAGC
CCCGGGGTTATGGGAGAGAGGGCAGAGGGAGAGAGGTTCCCACACCGGCGAGAGTAAGTA
CAGTGGGCCTTGACTGGAGCACAGGAAGGCCTTCCATTGGGAGATTAGAAAAGGCTCATT
AGAGGAAAGCCTATCCCAAGCGCAGTGGGCCTTGATGAACAGAAACAGTCTATGGTTTTA
GAGCTTTATTGTAGAAAGGCAGGGGAAAGGAGAAAAGGTGGAGAGAGAGAGAGAGAGAGA
GAGAGAGAGAGAGAGAGAGAGAGAGGGAGGGAGGGAGAGAGAGAGAGAGAGAGAGAGAGA
GAGAGAGAGAGAGAGAGAGAGCAGCCATGGCCAAGAGGAGAGAAGGGGGAAGAGAGAGAA
GAAAGGCTAGAGAGGAAGAGAATGAGAGGAGAGAGGAGAGGAGAGAAGAAGAGTAAGAGT
GTGAGTGGAGTAAGAGAGGGAGGTGGGGCCAAGCAGCCCTTCTTATGGTGTGCTGTTATC
TTTACTGTTGCTAGGTAACTGGGGAGGAGTTTAACCTGAAGTCAGAAGCTTGGGACATTG
CCTATGTGACTACTGGCCATGTTTCTCCTGTGGGGGCTGTGGGGACTGTAACTTGGACAG
GAGCCCTGGTTCCAGGAGACATGAGAGAACTCCTTCCATTCCACGTAGGTGAATTATCAC
CACCGGGTCCTAAGGTTCAGACCTCAGCTCAACTGAACTCCAGACTGTCTGTGTATAGCC
TAATGCCCCACAGTCCCTCTATGTAGCCCTGGCTGTCCCAAAACTTGCTATATAGACTAG
GCTGGGCTTAAAGTCACAAAGATCCACATGCCTTCAGAGCGCTAGGTTAAACATGTGCCC
GACCATGTTTATTTTCCAATGTTACTAACAGCCACTCATCTACATGTTAAATATCTTCAC
AACGATGCGTGATGCTCCATGTTGTAGTTTATTCGGCCATTCTCCAATTGTTGGACATCT
GGATTGTTGGTAGTTTTTGACAATTATAAATAGTGCTGACAAACATCATTGATGGATCCT
TTAGCCCAAGTTTCTAGATGTAAAATTACTATGTGGAATGCACCCACATTGATTTTTAAG
GTTTTATGTAATGTCGTTTAGGAAACGTCTGGTCTTTTCAGAGTCAAGGTTTTTTGGCTC
TGTCAGTCAGAAGATAACCCATCAGGCCCTCCCTGAATGCTAATCCAGCTTTTGATCCTA
ATGCTCATAATATTCTCCTGCTTTCCACCTTTCCATTCCCAGTACAAGTATTAGCTCCAG
GAGTCCCTTGGTGCTGTGATACCTTGTGGGGATAGATAAGCAATACAGCCTCCTGTTAGT
GAGAAAGGTGAGGATCAGAGTTTTGTTGCCAGCACCCACATCCATTGGACCTCGACCACC
TGTAACTCCAGCTCTATGAAATCCAATGACCTCTTGTGGTCTCCACTGGCACCCACATGC
ACATGTACATACATGTACACAGATACATACATACATACATACATAACATGTTTTTAAAAA
GAAAAGGGCTTGCATGTGTGCTTTAGTTCTATTGCTGTGAAAAGACACCATGACAGAGAC
ATGAGTGAGCCCATGACCATCCTGGTGGGTAAGCATGGCAGTGTGCAGGCAGGCTTGGCA
CTGAAGCAGAAGCTAAGAGTTTACATCTGATCCACAAACAGCACCCTGTGATACACCTCT
TCCAACAAGGTCATACCTCCTAATCCTTCCTAAAACAGTTCCATCAGCTAGGGAGCAAGC
GTTCAAATATATGAGCCTATGGGGCCCATTCAAGTCAGCACATACCTGAAGCACTTCTCT
AAACAGCTCAAGGGTTCTCGAGGACATGACCCCATTCATCTTAATATGTTTGCTATGCTC
CTCTCTGACATAGACCCAAACAATGCTCATGCATTTGGATTGTATAGCACATCCACTAAG
CTACTATCTCTTGAAATTCCCTAAACCATCTTTTATTTTTGCAACCTCTGATCCTATAGA
CAAAGGAGGCCCCAAACCCAGTCTGCTTATTTTCTTATCTTTCTCCATAGACAAAAAAAA
AAAAAAAAAAGAGGGAAGGCAGACATTCTAACTATAGAATTTTATAGCGAAGTAACTCAG
CCCCATTTAACCTTGCCTGAATAAAAGTTGACTTCAGGGCCACACTCTCGGGCAAAGTGG
TACAAGCAGGTCTATCTTTCAAACGGGTTTGCTTCTTCCTGCCTAGGTAAATAGACACAC
AGTTTCTAACATGGCAGATACTGTTTTTCATATGGATTGTAGAAAACAGGATAATGGCTC
CCCAAAAGTGCCAAATGAACTAGGCAAACACAATAGAACAAATATTATTGTTTGTTTTTT
AGATTTTTATTTATTATGTGTACAGCATTCTGCCTGCATGGATGCCTATAGTCCAGAAGA
GAGCACCAGATCTCATTATAGATGGTAGTGAGCCACCATGTTGGTTGCTGGGAATTGAAC
TCAGGACCTCTGGAAGAGTAGCCAGTGTTCTCAACCTCTGAGCCATCTCTCCAGGTCCGA
GGATGAGTACTTTATGTTTCTACTTACAGAAGATACTAAAGCAGGCAGGTTCATAGTCAT
AGAATGCTCAAAAGAGGTCACCAGGCAAGAGAGAAGAGAAAGGGATTGTTTAATGGGTCC
TGACTTCTATGTTTGTATCCTGTTTCAGCAGCAAATGGAAACTAATACATAGAAATGATT
AAACCTTGATATTTCAGTACAGATCTCTAGCCATGATGTACTATCTCAATTTGTAAATGA
CCTAAATGGCTTTTAAGGTACCACATCAAACAATTTAGTTTAGTCACAATAGCAAATACT
TGGTAGAAAGAGCCCTGTGTGGTTTGAATATGTTCTGCAAAAGTTCATGTGTTGGAGCCT
TAATTCCCAGTGTGTTGGGACTGGATAGTGGTGAAGCTCTCAAGACGTGACTGAATCATT
AATGGACATGAACAGCTTCCCTGAGAGTCCGGGTTAATTCCTGTGGAATTAATCTCTGGA
ACCTGGATTCGTGTTCCTGAGTGTAGATGATGATAAAGCCAGACCAGTCCTTGAGTCTTG
CCTCTTGTATCCACTTTTCCCCCTGTGAGGAGAAGCAGCAGGAGGTACTTGCTAAGGATC
CTGGTCTTAGTCTCCTACAATCTGTTGTAACAACAGCAAGCGGACTAAGTCAGCTCTGAG
GAATTAACCACTGTTTTGGGAGGTGGAGCTTTGCTGGAGGAAGTACGTCACTGAGGGTGG
GCTTTGAAGCTTTATAGTCCAGCCCTACTTCCTGTCTGCTACCCTGCCTTCCTGAGTATG
AATGGGTTATTTCTCCAAACTGTGAGCCACAAGAGACTCTTCTTCGCCTCTTGTCTGTTT
GATCACAGCAGTGGGAAAAGCGATCATCCCAACCGTTAGATCTAATTAGAGAGTGTGACG
CTACCCACTGTGTCATGACCTAAGCAGAGTGATATTAGTCTCCAGAAAGATTCTTAGAAG
ACATCTGCATCCCAAAGAGTGCAACTGTGTTAGTCCCTTTTCTCATGACTGTGACAGAGC
TCCTGACACAAGCCATTGAGAAAAGAGAGATTTGTGTTGGCCTACAGTTCAGACGAAAAG
AGAGAGTGGTCCAAATGACTCCACAGCTTCAAAACAGCACTGCCAGCTAGGGACTCAGTG
TTCAGACCTGAGCCTGTGTGAACAGTATCAGCCCCAACGGACTTCAGAACTTTCCTCTCT
GACCTCAACATCTCTGCTAACACCAAGATCTTCGGTTCCTAGACATATCCAAGTGGTATT
TCCCTACCACCTCAGGTCCACAGGTGACTGAAAGGCCATGAATCTCTGGGCTACATTCCA
AAGTAGCATCTTGTCTGTTACCCATGAAACTGTCAATTGAGTCACATATAGGTATGAGGG
CTGTCCCCAGAGCTGTACTCCAAGAGCCATGTGTCCAAGCCAAGGTACTGAGTAGGTATG
CTGGTTCCACTCATGACGTCATAGCCACAGGTATCATTAGCTTATTGTTAGACAACTCCA
GCAGACTGTAAAACCTATGAGTCAGTAAGATGTCTCCCTAACCCAAAAACAGTGTTTGAA
TCAATAAATGCTGTTAAATGTGTATTTTGGCATATTATACTCTTTTTTTCTAATATGTAA
AAATATAAATGGTTTTATAAATAGCCACTTTTGCTAATTTTAGTAAAAATGTTTTAATAT
TTATCTTTTCATTTTTATTTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTGCCCTAGTGCCAATGGAATCCGGTAATGGGTATCAGATTCCCCTGGAGTTCCAAGT
GTTTGTGAGTTAATGATGGGGGACTTGGAGCCAAACTCTGGTTCTCTGGAAGAGCACCAA
GTGCTCTTATCAGCTAAGCCATCTCTCCAGGCCCCCACTTCAGTTAATTTTGGAAGCTAT
TTTATTACTAAGAGCCTCCAAAGGGTATCTAAAATACAGATGATTTTAAAAATAGTTCAA
CTACATTCATCTTCAGGTTTATTTTACAATCAGTTACTGTCAAAACACTGACAGCCTGGC
CTTGGAGCGCGGAAGAGCAGTAGGGTTGTTGCAGTCAGACCTAGGACCTCAACCGTCCTG
TTGCTGTGACTGCAGTCCCTAGTTAGCATACTGAAAATGCTGGCATGTGCACAGAGAAGC
AAGAAGGTTGAATGAGCAGACCAGATGAGATAGACGGTCAAGGGGGTGAGGGCACCAAAG
GAACATGGGAGAAACTGAGGCCTCTTGTAGGTGATTCCCTGACCACTGCTTTCACCCACT
TGCTGTTCATGCTTGGATCCAAATTTACACAGGAAAAAAAAAACAGTGTCCAATGCCCAT
CTCAGTGCCAATATTGTTCTGCCACTGCCCTTTTTTCTTTTTAAATGTGTGTGTCTGTGC
GTGTGTGCATGTGTGTAGGTTGAAGGATAAGGCTTGGTGTCAAGCCCAGCTAGTTTGAGG
CAGGATCTCTTGTTTACTGCTGCACACACCAGGTTAGCTGGCCCGGGAGCCTCTGGGAAT
TCCCATCTCACTGCCTCTCATGTACCATGGCTGAGCTAGGATTCCTGGAGAGACGACTGA
CTGGTCCCGGGAACTGAACTCATGTCCAAGGTGCTTGCACAGTAAATACTTTGCCTACTG
AGCCATCTCTCCAGCCCAGTACTGTCATCTTCTCAAAAGCAGAAATCTTTCCTGCCTGCC
TCCCTCCTTTCCTCCCCCTCCTCCCACCTTTTCTTTTTCTTTTTCTTCCTTTCCCATTAA
TCGGTCTCTATGTTTATCTTTTGGCGATTTCTCATAACCACAGTGTCTGCCCCATCAGCC
ACCTCCCCCCCTCCACTTATCTCTTCAGTTTTCCTGGTGTATTAATTCTCCCTCCTTTTG
TGGCAGTTCTTAATCTCGCCACTCCTAAAACAACACAGAATCCTGATTTCCGTGAATGAC
AGCAGCAGCATCACTTCCTATCACTGATGGAAAGAGCCAACCCTCTGGTCTCCCACGCTT
GTCTCCCGTTACCCACACCCAAGACCACCAATGACCTTCCACTCCCTCTGCCTGAGATCT
TATCCAGCTTGTTGCTATAGTTACTGTCAAGTTCAATCTCCCTAAAGATCCTCCCTCCTG
CTACATCCTACATATTGAAGGAATCCTTCTGAAGCATGACTATGTTCCTCAAAGAATAAC
TTCTCTTCTTCTCACTTCAATCCGTACATCAAAAAAAAGAAAGAAAGGAAGGAAGGAAGG
AAGAAAGAAAGAGAGAGAAAGAGAAAGAAAGAAAGGGAAAGGAAAGGAAAGGAAAAGAAA
GGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAG
AGAAGAGAAGAGAGAGAAGAGAAGAGAAGAGGAAAGGAAAGGAAAGGAAAGGAAAGGAAA
GGAAAGGAAAGGAAAGGAAAGGAAAGGAAAGGAAAGGAAAGGAAAGAAAAGAAAAGAAAA
GAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAAAGAAACCATTA
ACTAGATTGGGCTACAGCTTCGGTGGGACAGTTGACAAATGTCTTCTCTTTGGGGGAGAA
GATTAACAAGCCGGATTACCTCATAGCACCGAAGGTTTTCAGTGCAAGGAACAAACAGAC
TTCTCTGGTGTGGATTTTACTAGCAGCCCTGGCAGGGTGGGCATGGTGACTCCCAGGAAT
GACAGTCCTTGGTGGCTTGGAATGCAGGAGTCCTTTCCCCACATAGGAGAACATGTTCTG
TACTAACATGTTCTGTAGATGTCTGAAACCACAGGCAGAGCCAAGCTCTATACTACATAC
ATTGTTCTATTTACGTGTACCTATGCTAAGATAGACACAGTAAGAGAATAATAATGACTA
ATAAAAACCAGACAACTATAGTGCAGTCATATGCAATGATAGATACAGTGATGTAGCTCA
ATATAATGTATATACTTAGCAAGCATGAGGCCCTCTGGACTCACAAACAAAAAAACAAAT
AATCAGTACACAGTCATAAAGATTAATTAGAATTTTGTCTTAGTCAGGGTTTCTATTCCT
GCACAAAACATTATGACCAAGAAGCAAGTTGGGAAGGAAAGGGTTTATTCAGCTTACATT
TCCACATTGCTGTTCATCACCAAAGGAAGTCAGGACTGGAACTCAAGCAGGTCAGGAAGC
AGGAGGTAATGCAGAGGCCATGGAGGGATGTTCTTTACTGGCTTGCTTCCCCTGGCTTGC
CCAGCCTGCTTTCTTATAGAATCCAAGACTACCAGCCCAGAGATGGTACCACCCACAATG
GGTCTTCCCACCCTTGATCACTAATTGAGAAAATGCCTTACAGCTGGATCTCATAGAGGC
AATTCCTCAAGGGAGGCTCCTTTCTCTGTGATAACTCCAGTTTGTGTCAAGTTGACACAC
AAAACCAACCACAACAAATTTACAAATAGTTTATTTCTGGAATCTTCTATGTAATGTCTT
TAGACTATGGCAGGCCATGGGTAACTGTGATTGTAAAAAGCCAAACATCATGTGAGGAGC
CAATGACAAATGTGTGGCCCACTTCCCATGTTTGCCTCTACTATAACAGGAGCAGCAAAA
CAGAGGCAAACATCTGTCTCATCACATGCTCAGACCCCAAAGAGCCTGGAACAAATGGTG
GCTACAAGCCCCAGTACCTCCTGTACACAGGCTCTTACTCTGTATCCCCAACCTTTCTCA
GCCAGGGCTCCAGCTTCTTACTGCCAGGAGCACTGGAACCTGCTCTCATGCCAGGGCATA
GGCACCAGGCACAGGCTTGCTTGGGGTGCCATTGTTTTGTCCCCTCTGACCTCTGAGATA
AGCAATTCTGTGCCACTCACCTCAAGGCCCCAATGAATTCCTACCGACTGCACACTTAAG
TACAGGTTTCTCAGCCTTTTGACACAGGCTCTTCACAGCACAGCCCAAGTCCATGCACAC
CAAATACTAGTATGGACTACATAGGCTCTGGGAATTGAACTCAGGTAAAGTGCTTGCCTT
ACATGCATTAGGCAATTGGTCAGCCAATTGAGCTATCTCTCCATGCCCTACCAGTTACTC
TGGTGTTGGGTTTCCAGATTCCATGCCTGGAATCCTACTCATTTTCCCATGGAAGGCTGT
AGAGAAAGCCAGCCTTTCCCAAAAAGCAACTGGGAATATCTTGTTGGTGGGTTGCCCACA
CAGTTCACATCTTGTGTCTGGAACCATGGAAGAGGCAGCAGCATGCCACCTACCCTTGGG
GCAAGTGCCCTAGAATCTTGGCCATCTTGGTTTTTGGAAATAATTTGAGGTCCAAGTGGG
GAGTTCCCAATTCACTGACTTATCTACCCTGATGACCACCTTCCAGCAAGCCTGTCACAT
GGGCATCTGCTTCTATCCCACGACAGTTTAGAGAAATAGAGTCATTTCCCCTGAGGTCAC
AGAGCTAATGAGTGGCCCAGCCACGACTCAAACTCCAACTTGTCTGATGTGTGCCCTTCA
CAAGCTATGAATCATCTTCCTATGTGATATGAGGATCATGGGAAGTCTTAAATGTTTCTC
TGTGTGTTTCCTTTACCCAGATTTTCAAAATAAAATATAGATCAGTCTAATTTTTTAAAT
AGTTCAGATTTGAACATGCTAATATAATATGCTAACCCTCATAATCATATTAGACTCATC
TTCTTTATAAGCAGTTCTTCTTGAAAACTCCCATTACACCAAACATGCTGGTATATCACT
TCTTTCCCAGCAATGGGGAGATACAGACAGAAGGATTAGAAATTCAAGGTAATCCCTGGC
TACCTAGGGAAACTGAGTCCTTCCTGGAATATGAGGCCCAGTTTTAAAGAGAGAAAAGAA
AAACCTTAGAACGGGGCATGGTGGCTCATGCCTATAATCCCTGTCTCCAAGAGTACCAGG
CTCACAAGTGGTACACAGACATGCACATGGTCAAAGCATCCATAGATTTAAAAAAATAGA
AGAGGATGAGGCAGAGGAGGTAGAGGAGGAAGGGGAGGAGGAGGAGGAAGAGGAAGAAGA
GGAGGAGGAGGAGGAGGAAGAGGAAGAGGAAGAAGAAGAAGAAGAAGAAGAAGAAGAAGA
AGAAGAAGAAGAAGAAGAAGAAGAACAACAACAACAACAACAACAACAACAAAAAGATCA
AGAAAAGAAGGGATCAAAGGAATGAGGAACCTTGCAAGTTAAAGGACAACAAGAGAGTCC
AGGCAACCAGGACTACATAGCAAAACCTTGTCTCAAAATATCAACAATAGCTGGGCAGTG
GTGGCGCACACCTTTAATTCCAGCACTTGGGAGGCAGAGGCAGGCAGATTTCTGAGTTCG
AGGCCAGCCTGGTCTACAGAGTGAGTTCTAGGACAGCCAGGGCTATACAGAAAACCCTGT
CTCGAAAAAATATGTATATGTATATGTATATACACACATACATATACATATGTATGTATA
TATGTATGTATGTGTATACATATATATATATCAACAATAGTAATTATAATACTAGTAATA
ACAACAATTATACTTTTTTTTGGTTTGTGCTGTGGCCAATATACCCCCAAACAATATAGA
CCTAAGGATCAGGAGATGGAGAGATGGTTCAGTGATGAAGAGGGTTGGCTGCTCTTATAG
AGAACAGAGTTCAGTTCCTAGCACCCAGCTAGGTGGCCCTGCAGGCCACTACTCAGGGCT
GTTTACACGGGTGCTGGGATCCAAGCTCACCTTCAGATGTTTTCCCAGCAAGTGCCTTAC
TGACAGAACCATCGCCACAGCCCAATTTTTTATTAATAAAACCATCTATAGGGCTGGAGA
GATGGCTCAGGGATTAAGAGTGTTCTTAACCAGAGCCGGGTGGGGCGTGGTGGCGCAGCC
TTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCAGATTTCTGAGTTCGAGGCCAGCCTGG
TCTACAGAGTGAGTTCTCTGGACTCTGCTCAAACAGACAGCAGCAAGCAAACAATCAGCA
GCAGCAATAACAACAATAATAAATCTTGTATAAAAACCAAGACTTGAGATTTGAGACCGG
AGAGATGGCTCAGCAGTTAAATGTACCCATTGCTCTGTCACAGAACTCACCGTTTCAGTT
CCCAGCACCCACACTGGGTGTCGCTCATCAGGAGGAACTGATACCTCTGGCCTCTGTGGG
AGCCCACACTCATGTGCCCATACCCGTATACAAGTGTGCACACACACAAATTAAAATAAT
AAAAATAAATATTTTAAAACACCAATGGACAATTCAGAAGACACAGAAGGGAATGCTCCT
GTCCCAGCCACTGGGCTTCCCTATGTGAGTTACAGTTGTCTTCACTTTCTCGTAGCCTAT
AGTCTTGCTGGCATTTTACAATTGAAGCCAGAAAGAAGTATGTGAATAGTTTACTCCCCT
TGTGACTTAACCCATCCGGTCCAGCAAATGTGGAGTTGGTCTGTGCTTAAGCAACACTTG
TTGAAAGCCTTTCTGCCCCATCTCCAGCCTGGGACAGTTGATCCTCTCTGATGTTCTAAG
GTTCCCGTGTGTAACCCAGAGTCCTTGGCGCTTATCAAGCAGAGCAGAAAGCAACGGGGT
TTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGTTTTTGTTTTTCGAGACAGG
GTTTCTCTGTATAGCCCTGGCTGTCCTCAAACTCACTTTGTAGACCAGGCTGGCCTTGAA
CTCAGAAATCTGCCTGCCTCTGCCTCCTGAATGCTGGGATTAAAGGCGAGCGCCACCAAG
CCTGGCTAGAAAGCAACATTTTGATTGTTTCTTCCTTCCAGGCTTGGAATGAGCTCAGTA
TCTAGCAAATAAAAGAATTTGCTAAATCCAAGTACTTTCTGAATTTCTACCTGTTATGAC
TTGACTCTAATGTACATTCCCACAGACTTGAGGACACATCTGAAAGCTTGTGATGTTAAT
CTGAAGGCTGTGGCGCCTTCAGGGGTGGGCCCGGCTAGTGGAAGAAAATCACAAATTTTT
CCAGGTTCGTAGTCCAGCCATCCCTCCGGAGCTCTCTACTCCTGGTTCCCCATAGCGTGA
GGATCCCACCACCACAGACAGAGCCTCGCCCACCCACGCCTCCCCCCACCCCGCCCCCAC
TGTGGATGCCCCAAACCAAAAAAACGCACCCCCTCCTGCTGTAAGCTGCTTCTGCCAGGT
TATCTCACAGCAGTGAGAATAGTAGCGACCACAGTGGGGCATACAGAGTTCTGCACCAGA
TCCCGGGAAAGCACCACTAAACGAAGCATCGTCCCAGCCTCTCCTCAGGCTTCTAGCATC
TTTGTAGAGCTCACAAAACAGCAAACCGGACAAAAAAAGAAAGCTGGGGATAGCTCAGAG
GTAGCGCACCTTGCCTAGCATGCCTGGTCCATATTTTACTCTGGTGGGCTTGACCACTCC
CTCCTGTACTACCAGCCCTCAGGAATTCCAGAGAGTTCCTGTCCACCTGGGTCTACAAAG
AGACGGAAACCGCTTCTACTGACACACAATGCGATCATCACTACTCCTTACCTGTCTGAC
CTGGTCTTTCTCATGTGGTCACTGAATCTCTTTGGTCCTCGTTTACTGTCCAGTGAGGCC
CAAGGTTCCTATTATCCCATGTTTACCGAATGGTCGGGGGCTGACCATGCGGTGCACTTT
TTCCTGTCTCTGGAGTGGTGTGCGATTCTCAGCACCAATGACAGAGAATACTGCAAGGCA
TTGGCTGGTGCAGCCCCGGGGCACAGCTCTGTGGGGAAAGGGCTTGCCACACAGGATGAA
AACCTGAGTTTGCATCTCTGGAACCCGTATGAAAATCTGGGTGTGGTCTCATGCATCTGT
AGCTCCAGTGTTATGGGGCAAAGACAGGAAACTTACTGCTGTTCCATGCTCACTAGTGTA
TAACTCCACTTCGAAAGAGACGTGGTCTCAGAGGAATGAAGCACCGAGGGATAGAGCAGG
ATACCCAACATCCCACTCTAACGTCCTTGTATGTACAAGTGGGTACACCTTCACACATAC
ACATACACAGAAACTCTAAGTAAATGTTTAAAAAAAATAAAAATAAATTAACCGTTGACA
GCATTCCATCTACTCCTAAAACTTCCAAAAAGTTCAGCTGGGTGAAGTGGAGCACACCTT
TAACCCCAGCACTTCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGA
GGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCAGAGGCGCA
GAGAGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGA
GGCAGAGAGGCAGAGAGGCAGAGAGGCAGAGGAGAGGCAGAGAGGCAGAGAGGCAGAGAG
GCAGAGAGGCAGAGAGGCAGAGAGGCAGAGGCAAGCAGGTCTCTATAAGTTTGAGGCCAA
CTTGTTCTATATACCGAGTTCCCAGAAAGCTGGAACTACATAGGGAGATATTGTCTGGAT
ATTGTCTGGGAGACAGAGGGGAGAAACCACTTTTTAAAAGTTACATCAGTTTACAAAGAA
AATATCTCAAAATGTACTCAGAGATAAAGATCCCTTGAGCTGTCAGAGTAGTTAGTTATT
AATGAAGAAGACTCAGGAGTCGGCTGAGTCCCGGCTGGGTCTCCTTGGGGAGGCTACGGG
AGCTCCCAGCCAGGCCCTCTGCCTCTCTGCTATTCAGCAGATGAACACTGATGTCTCCTG
CACCAGCAAATGAATGTGACTGTTACTACACTGTCTGACACGTACCTGGGGCTTAGAATT
ACTGATATTTCATCAGCCATGTGTGTACAAATTTGTACAAAATGTGTGTGTGTATGCATG
GGCATTTGAGTGTGTATGTGTGTGTGTGCATGGACATTTGAGTGTGTGTGTGTTTGTGTG
TGTGTGTGTGCACATGCATGGGCATTTGCGTGTGTGTGTGTGTGTGTGTGTGTGCATGTG
CATATGTGTGCACACACACTCAAATGCCCATACACACACACACACACTCAAATGCCCATA
CATGCGTGTGCACACACACACACACACACACACACACATAGAGTGACTGGGAGAGAGAAG
GAGAGCAGATACAGTTTTGCTTGCTGTCATTTCAAATCTCCAGGTGTGCAGGAGAGTCCT
AGGGTATGGTGGCATGTAACAAAGGTGGCCTTTGAGAGCCAGGGGGTGGGGGGGGGTGGA
GGGCTTTCACTCCTGTCTCAGGCAGGTCTACCTCTGGGGCCTAGGGATCTGGACAAATAT
AGGCCACCAAAGCCACACCAGGTCAGTGGCTTCCAGGCCCTTTGTCTTATGACTGGAAGA
ATGAAATTCACAGACAGGAGGGTGAGTTTGGAAGGAGTTTTATTCTAGAATTATGGCTGG
GTATTTCAGGGAAAGAAGGCAGAGCTGCCAATAGCAGAAACAACCCCAGAAGGCAGGGTG
CCACCAAGCTGGAAGCCCCAGGGCTTTTTAATGACAGAAGCTGAGGCATAGGGTGTGCTG
GCTCACGCAGCTAGCCCATCTACCAGGCACCTGCCAGGCTCCCTCATGTTCTTATACAGT
CCCCAGGCAGGCTTGCTCATTTCAGAGGAGAATAATCCACACCTCCTGCCTGCTGCTTGC
TCCCTGCCTCCCCAGGTCAGAACCACACAGAGGACAAAGGGCGTCTCCTGCTTCCGGCCA
GGACAAGACTCAAAACTGCCCATGCTTGGGAGCCCTACCCTAAAACTGCCTGACCAATGC
CTAGCCCCTGCCTTCCTCACCAACACTCCAATGGCTGAGACAGGAGGACTTTTGCTATGA
CTTTGAGGCCAACATAGGCAACCTAGTGAGTGCTAGGTCAACCTGAACTACAGGATGAGA
CACTTCTCAAATAAACAGAACTCAAATAAAAATCAACAACCAAACCTTCTGGAGCCTTGT
CAGGGATGGCCCAGAATGAAGCCGGATTCCTTACACTGAAAACAGACAACATTCCTAAGC
AAATACCAAAAAGAGATTGTAAAACGTTTAGCGAGTGTGGCTGAAGCATAAATGTGCTTC
TAGCATGAGGCCCTTGGTTCAATCCTCAGCGCAGAAAAAGTCTTGACTTTTTCTCTTGCT
AGAATTTGAACATCTAAACTCATTTATTCTATATCCCCTTAAGAGGAAAGTCTGAAAGCG
TGTGGGCATATTAAAAATGATATCTTGTCAGTACTGTTTTGGTGAGGTTTTCATCAACAT
TTTGCCACCTGACCTTCCCTCGACGGTCCCTGGAGCTCTCACATGGGCTCCTGCTCGACT
TGCCATCTTAACTTGACTTTGTCTTCATTTGTTCCTTCATACCTATCACAGAGGTAGAGC
CCCTCTGTCCTCGCTGCAGATATTTTCCTGAATTGTTGCCTCCTGTTCTGCACACTAATT
TAGTTCTCTAATCTGCCTTGCTTCCGATGACTTATGACCTCCCATCTTTTTCATTGTATC
TGTCACATCCTCTCCCTGGTAGGAAAGAAAGCACGCATACAAAGTTAGACATGGTGGCAC
ATGTCCCAGCACTCCAGAAGCAAAGAGAAGGAACGAGAGTTCAAGACCAGCCAGGACCAA
AACAGCAAGTTCCAAACCATGCCGAGGCCCCTGGTGGATTCAAGGGCTTGGATTTGAGTC
TCAGGACTGCAAAATAAATAAACAATGTGAATTTTTAAAGGTTTCTTATAACTTCAATCT
TTTTTCAAACCTTATTTTTAATGATGATGGTTCTTAAATGCTTTAACCTTCCTTGTAACC
CACCAGAGTTAGTGGGAAAGAAAGGATATGGGGGAAGTGAACTGTTTAGAAAGGTCCTTT
GGAGCAACTCCCATCTGTGTTGTCTGGAAATCAGCAGTTCAGTTCACAGGTTAGCAGGCA
GGGGCAGCTCAATCTACTTGCAAACACCTCATGGATACACCAGCAGTCCAGTTTGGTAGA
ATCAAGTTAGCAACAGCGGTGACACAACCTAGCAGACAGCCAGGCCTCAGCCTTGGCTCA
AGTCAGCAGGAGGAGACCAGACATTTTCAGCTGTGCCTCTCTCAGGGAATCGAACATCAA
TAAAGGTGCGAGACCCACAAGCTTTGCACAGCTAGCTGTACCAGCAAGCCAAGATCTGTC
TCCGTCACTCTGTGGAGTCCTATTTATACCCTTCAAGCATCACGTGTCCTCCATGTGCCT
TGCCTCAGCACATGCATCCAATTGGCCCAGGTCCTTGGAAGTCACAGCAAACTGCAGCAT
ACAACCAGAAGGTTTTTGGTGCATTTCTCTACATGGAGTCCCGACAAATGTAGCTCAACT
ACATAATGTAAGACGGATCAATACATGTGTGTCGTTAGCAAAGAACCTTTCATCATGTGT
CATTTCACGTGCTTGCTTTAGCAGAATATCCTCTCTCCTGTGTCTGCTTAAGCAAATCGT
TCCTTCACATGTTTGCTCCAGCAAAACCCCATCCAACACAACTGACTTTCCAAAGAACTC
TTAGGTTTCCACTTCAGTTTCTTTTTACTTTTGAAAGTCTCACTATGTAGCCCTGATGTG
CCTAGAACTAGCAATATAGACAAGCTAGCCTCACACTCCCAGAGATCCATGTGCCTCTGA
GATTAAAGGCGTGTGACTTTTATGTGCATGTGTGAGAGAATAAGCATGTGAGTACTGGTG
CTCTTGGGGACCAAAAGAAGGAGGAAGATGCCCTGGAGCTGGAGTTATGGGTAGCTGTGA
GTTGCTGGCCTTAGAGGTTAAAACGAAACCTGTGTCCTCCAAAAGAGCAGTATGTACTCT
TAACTGCTACCTAAGCCTTCTTTCCAGCCCTTTGTTTCCACCTAAACATTTTTGAAAGGG
ACAGACACACAGAGACACAGAGAGAAAAACAGAAGGACTTTTTCTCCCAGAATGCAACAC
AGAGGGTGTGGTTTAGGGGTGGTGTTGGGAAAATCTCTTGTGCACTGTGTAAAAGCATCA
TCTATCAATAAAGAGCTAAACGGCCTATAGCAAGGCAGGAGAGAACAGGCAGGGCATCCA
GGAGAGAAAGACAGAGAGGGAGGGAGAGAGGGAGAGAGGGAGGGAGAGAGGGAAAGAGGG
ACAGAGGGAGAGAGGGAGGGAGGGAGAGGGAGGGAGAGAGGGAGAGGGAGGGAGAGGGAG
AGAGAGAAAGACAGAGAGGGAGGGAGAGAGGGAGAGAGAGGGAGGGGAAGAGGGAGGGAG
GGAGGGAGGGAGGGAGGGAGGGAGGGAAGGAGAGAGGGAGGGAGAGAGAGAGAATGAATC
TGGGAAGGAATCAGGCACAGGAAGTCTCAGAAGTCACCATCTGGACTCTCAGGGGAAGTC
ACACCAATGAAACTGACACAAGGTAACCAGCCACATGGTAGACATTGAATAGTATAAACG
GGTTAACTGGGTTACCAGCTAGTTGAAGAGCAAGCCTAGCTTAAGGCCTAGGCATTAATT
CATAAGTAAATATGCCTCCTTGTCATTATTGGGGAACTGAGGCAGATGTAGAAAAGAACA
AACCTTTATAGGGTGAAACCTCTCTGGACCCAGCAAGACAACGGCTCAGCCAGTAAAGGT
GCTTGCAGCAGAAGCCTAGAGATCTAAGTTCAATCCTTAGAAATCACGTAAAGGCAAAAG
GAGAGAAATGACTCCATAAAACTGCCCTTGGCTTCCATACACACGCACACATAACACATA
TCATGTATTCACATACACACGGTAATAATTAATAAAATAAAATCTGTCTCAGCTTTTCAT
TGTTCTGTTTCTGGTGCTCCCCAACCACACTCCCATCTCTCCAGGCTGCTCCGGACAAAC
TGGCCAGCCTTTATTCCCTATGAAACCCATACCATCACACACACACACACACACACACAA
TTTTTACTGTCTGGTCAGTTTCAAGAGTCTCAAGTTAAATTCACAAGCCATGACTGCCCT
AGCCCTGCTCCGCACCCTGGTAACCTTCAGTCTGTCCTGAGGTGAGAGAGTTAGCCCCCA
GACCTTGCTCTGGGCACTCCAGAAGCTCAGCTGAGAGGCTGGCGGGGCAGCACCTTCAAT
ACTGAGCCACACAGAGATTGTGCTTTCTTGGTTAAGATGTAAATTGGACATTTCCTGTTC
AACTCGATGTGGTGCAATTTAAAATTAAGTTTGAGGTCCTCGTTATTTATTCTGGAATTT
TTGAAGGCATGTCAGGAATTCTTCATCTCTGCATCTAGCAATATACTTTTTTCTAAGAAC
CTAAATTTCAGTGTGTCTTTGGGGTTTATAAGTCAAGATTTTGTAATTTAAATTTTTCCT
CACAAAATTCCTATTGTAAAGTATTTTTCAGATGACAAAATATCCTTTCTAAATGGCAAT
GACCCATTTCTCCAGATCATCCAACAATTGGGATTTCACTACGTGAATGTCCTTTTATAT
CTCTGGATAAATTAATAACAGTAATAACAGCAGTACCACGCTGAAGCCCTGGCACTTGTC
AGTACCGTTTTTCCTCTTTTCTCCTATCTCATGGCAACCTAACTATTCTCTACATTTATT
TTTTTTTCTATTTTATAGTTTGTTGTATTGTTTTGTTTCTAGTCTGTTACTGGAGCTCAT
TAGAAGAACATTGTTCCTTGCTACATTCTGAAAACATAAGAAATCAGTAACTCACCAATC
ACCAGGCACCCAGAGCAGGGAATGAAAGAATTCATGTGTCAAACAGAATATAAAACACAG
GCTTATTTAGTGAGATTCAAGAGCATATGAACAAGGGCAGTACCAGAAGAATCCACCCAA
CCATAAATTTGAGGGGAGGGGGATAGTTTACTTTTTGGTTGGGCTCCCCACTATACAATG
CTTTCTATGCAAATGAGGGTAGCCCTGATTGGTCAGTGTTTGACTATGGGCAGGTAGCTA
GATTCACAGGGCAGAAGCTCTGAGATACTAAGATGGTGGTTTTCCTACAGGGAAAATGTA
CTAATACTACTGAATTGTGTACTGTGGAGTGGTAAGTTTTGTCTTCCATTAGGAAAAAAA
AAAAAAGTAGAAAGAGACAAACGGGGGAAGACAATTTACATCCAGATCAAACAGGTTAGA
TGGGATCTGTAAGGAGCAAGTGCACACTGCTCCCCAGCCACTGATGAGATCCAGAATTCA
GATACATCAGGCGAGGTCTCAGAATCAGAGACAAAACTGGCTTCCTGCTTTCAGAGGTGG
GCACCTTTCCACCACCCTACCCAAAACAGCAACTGCTTTGATCCTTAAGATCCTATCTTC
AATATCAATTTACTGAGTGCCTGAGGCAAGCCAGAGGCTACGGCTATTTCCCCTCCGACT
GAACAGCCCTTTCCTTGCAAGTATGAGATTGAATTGGTCCTCTAGAAACAACCAATTCTA
ATTTTTATAATTCATTTTTTTAATTTGTTTTTAAGGGACTCAAATGGTGCCCAACCTGAA
ACCGTTGCTATACGACTTAAAAGGGGGTCACTTGAATTTCATTTTGACTTTGAAATACCA
AGAGATGGTTAAGATTAAAGGATAGTTGACATGTACATTGGGCTTTTAAGATTCCCAGAA
TGGTAGAGTGGCTTTAAGCTCAGAGCAAGTCAGCAGATGACATTCAGGTCAGCTTCAGCA
GTATCAGTAGAATGGCCGCAGCACTCAAAGCCTGCTGTCTAGCTCCACAACGGGTGGCAT
AGACAACCCTGCCCCTTACATCTGCCATTACCATGGGTGGTACGGGCACAGGAGGACCTG
GATGAGGAAGGAGGCCACAGCAGGGATCTAGGAAGAAAGTAGAAACTCGAACACTGTAGA
GAGCAGGAGAAACTGGACAGACAGCATCCTCTCCAGTTTGGACTGGGGAAATTTGAAGCT
GGCATGATTCACATGAGGGTGAGAGGGGGCATTTTCCCCTCTTTACCTCAGCTCAGGTCT
GAGGTTCACATTATTTTCAAATACATGCTGTGTTTCTCGAGCCCAAAAGCCATAGGGATT
CACTAACATACTGCCGTACCTACCCAGTGCTGACCTCTGACCCCGCATTTTTCGCCATAT
GGATGCTTTAAAGGGACTCTTGCCCCTTCAACTGGAAATGTAGCTCACCTAGCACATACA
GAGCACAGGGTTAGCGCGCTCTCTCTCTCTCTCTTTCTCTCTCTCTCTCTCTCTCTCTCT
CACACACACACACACACACACACACACACACACTTCCTTGATCCTTTAGCTTACATTATT
TTTACAGAAGGCAAAGACACTCATTTTATAGTTAAAATTCAGCTTTAAAATGTAAGGGCA
TTCAAAAACATAACATACCTTAAAATAATCCTAAACACTGCCCCCAAATTAATAATAATG
AGAATGATGTTGTTGATGATGACGATGATAACAATAATAGAAATAGGAGTTAGAGCAAAC
CCAAATTTTGTGTGCTTCAAATGAGGCGACCCAAAAAGTGTAAAGATGTCTACAGAAAGG
GAAATGTATTTAAAAATCATATATTTCATATAAGTCCAGTGATCAGGATACATGAAAGAG
CTCAACTCAATTATTAAAAGATAAAAAAAAAAACAGGCATAGAGAGGGATGCCTCAGCAT
CTTAGAGGCATCTCTTCAGGAGACCCAGGGTTCAGTTCCTAGCTCCCACAAGGCAGCTGT
CACTCCAGTCCAGTGGGTTTGATGCCCTCTTCTGGCCTCCACTGGAACTCCATACATGTG
GTACACAGACATGCAAGCAAAAAAAGCTCATACACATAAAATAAAATCTCAAAAAAAAAA
ATTAAATAGGCAGAGGATCTGAATAGATCACCATTTCTCAAAAAAAGACACATAAATAGC
CAATCAGAAGCTTAGCATCATTAGTTAGCAGAAAAATGTAAATCAAAGCCACAGTGAGAC
CCCATCTCACACATACAAATGCCTAGAATAGAAAAGACAGACCATCCCACGTGTGGGGAG
ATGGGAAGAAAATTAGAACCCTTTGCAAGTTTGACTAGAATCCACCACATTGCAGCTTCT
TTGGAAAACAGTTTGGCTGCTCCTTAAAAACTTAAACCTATGGGGCTGGAGCGGTGGCTC
AGCGGTTGAGAACACTGACTGCTCTTCCAGAGGTCCTGAGTTCAATTCCCAGTCACCACA
TGGTGGCTCACAACCATCTGTAACAGAATCTGATACTCTCTCCTGGTGTGTCTGAAGACA
GTGTACTTATATACATAAAATAAATAAATAAATAAATCCTTAAAAAATAAAAATAAAAAC
TTAACCTGTCCTGTGGCAACGGCTCAGTGGGCCACTTGCTGCCAGGCTGACTGCCTGAGT
TTGGTCCCTGAGAGCCACACAGTGGAAAGAGAGGGATGACTCCCACAAGTTGTCCTCTGG
CCTCCTTGAGCACGCGCGCACATGCAACACACATACAGACACACACAAATTAATTTTTTT
CTAAATTAAACATAGTATCCATCACTGTATAGGCATGACTGTCTACTCTGAGTGATTTCC
TCAAGGCACATGAAAATGAAGCCTAAACACAAATGCTTATCAACTGAAGGATGACCACAA
CGTTCTCCAAGTGAAAGGGGTAAAGTCTTTCTCCCAGGGCAACCCGGATGAGTCTGGAAA
GGCGTACACCATTGAGAGAAGCAGCCACACAGGCCTCCTATAGTGATGGCTTTTATCGGA
TAGAACAAATATCTAGAGACAGAAAGTAGGTGAGTAGTTGCCAGGGGCTGAGGGGAAGAG
GAACGAGGAGTGACTAATGACAGACACAGCTTCTCTCAGCAGTGACAAAGAATGTTCTGG
AATTGTACAGCCCTGGGAATGTACTAAAAACACTTAATATATACTTTACATGGATAGATT
TTATTATCTATGCAATGCATCTAAAACAAAAATCCTAAAGTAAAGCTAATTTGACCAACT
TCTCTCATGTGTGTGTGCATGCGTGTGTGTGTGTGTGATGCATGCATGTATATACACATG
TGCCTGCCTTACGTGTGCACATGCAAAGGTTAGAGGTCCCCTTTGGGTGTATTCTTCAAT
TGCTCTCTACCTTATTTTATTGAGACAGGGCCTTTCCTTGAACCTGCCGCTCACTGTTTT
AACTAGACTAGGCAGTCAGTGAGCCTCCACGGTCTCCACATTCCCCCCACCTTCTCTTCA
GTCCTGGGATCACAGACACATGCTGCCACGCCCAGCATTTCCATGGGTGCTAGGCAACCA
AATTTAGTTCCTTATATTTGCAGAGCAAGCAGTGAGCAACAAGCCATCTCTCCAGCCCCA
GTAACCAGATGCTTTTCCGAGGGCAAATGCTAACCAGAGCAGACTTGAGAATGAAGAGCA
AGAGGTCAGAGGAAGCCAGGTTCAAGGTACAGACAGTCCCAGACAGGAGGGGTGAGGCTA
CTTGGCCCACACCAATCGCCTTCCCTGCCTACCTACTCTCTTTGTGCAGAAAGCAACAAA
AGACATCAATCATTTTCGGCCTTAAAAGTTGCTGCAGCACCAAAGACCAGACAAGGGACT
TGGAAAATGTCAACCAGCAAAATACATATGTATTTTTTTTTTCTTATAGCTAAAAACAGG
AAAAGATAAGAGAAATGCTGGCCAAACGATGACTGAAAGCTTGTGGCTCCCACTGGGCCA
CTGGGTCTATACAGCAGTCTGAAGACGCCTGCTATGCGCTGCTGTGTATGATGATATAAC
CCATCTGCCCTCCGAGAGCAGCCATCGGATGGGTAGCTGCTGAGTTGCATGGACAGCCTT
GGGAGAGGTAACCTGGGAACTCCGTGCTCTCGCAGCACCCTCAGGACATTTACTGCCTTA
GACCGGGCGTCTTTGCACCTGACTGAAACCATAACAAAAAGAGATGGTGGGTCAGGAGTC
TGAGAGGCAGATTTGACTTTTAAATTCTTAGCAGATTTGGGGTCAAGAGGAGTTCTTGGC
AGGGACAAGGAAAACACACTTTTGAGTGAGTTTGGCAGCAGCTTGGACATTCTGGAAACA
CCGAGCTCACTGATGGTCCCTCATCCTCTCCAATGGAGGGCAACAGTCAGCCCGGCTGAG
AGCACCGTCCTCTGGCTCAGGCAAAATGACTCAGCACTGCAGATGGACCATATTGATTAA
TACACAGGGCTATAAAACGATTTTACAGAAGCGTAAGGAATTCTGTCAGAGCTAGTCAGG
AGGAAAAGAATGTTTCAAGTGCGCCCGGAGCATGACATCTGTATGTGCAGTCTTGGGGGA
GGGGCGGGGAAAGCTAGTCCAGCGATGAGACACGGGTAGGGAAGCCTGGAGGCAGGCCCT
GCATGGAGATCAGATGTAGACACAGTGGGGTGTCTGGATGCCAGAAACTGGGCTGACACC
AAGACCTAAAATTGTCTCCAGTTACGGGTAAGACAAATCATCTGTGGTCTTTTTAAGATG
GGTTCAAGGGCTGGTGAGGTGGCTCAGAGGGTAGAGTTCGCTTGCCACCAAGTCTGATCA
GCTAAGTTTAATCCTCAAAACCCACACAGTGAAAGGAGAGAGCCGCCCCCACAGTTATCC
TCTGACCTCCACAGAGGAGGGGGATATTAATATGCAGACACATGTATGAGTGCATTGCAT
ACCATGTGAGTGCACACATATACACACGTACACACTATCATCAAAACCAATTTAAAGTCA
GGCTCAGCATGCTGGCAAAGGTGTCTGGCCCTCGGGCTTCAGGCCATCTGTGGCCCAGGA
GAGTCCATCAGGCCAGTGTCATAGAAATGTCAGCTCTCAGAATCCACGGGCAGCCAGTTG
CTCGCCCTGGGATTTAAAGTGTGGCCAAGGACAACTCTTCCAGGACTCATGTGGCTAAAA
GGCTGGATACTCCTGCCTTGCCCTCCAGACACAGAAGCAATAGCAGAGCTGGAGTCCAGA
GCAAATGGTGGACATAATACAGCTATCACCTCCTGACACCCCACAAGTATCTGTCCTCAT
CTCTGCCTAGGACTGAGAGAAATTCATAAAGTGCCATTGTACAGGACTATACTCTAAGCC
AAAGAACTGCCACCATTCTCAGTCATCCTGCTGACCCTTGTAAAAGATCATCTCAGCTGG
GCCTTCAGGCTGTGAGCCTTCCATCACCCCTCCATAAGGAGGGTCAGAGGACCCTCACCT
GAGTATCCACCCTCCCAACCAGTTGTATACAATTCTGCCCTAATTAACGTGGTCTTGGTG
GAGAGGCCAGAGGCTGTGTGGTATGTGAAGGGTACAGGATGAGAGCTGCCGTCCATGCTG
GGTAGAGACCTTCCAGTGTTTCTGCCTTAAGGCCACCCACGTTCCTGCCCATAACCCTTC
ACCCACTGCCCTGTACGTAGCCCTGATAAACTCCTGGTTCCCCTGCGTGAACTGTGCTGG
AACCGAGCCTCCGTTTGTTGCTGGGAGCTTAGGAGGGGCAGATACTGTTGATATCTCTCC
CAGAGAAGTCGTTTTAATAGCAGTGGTCATTAACTTGGAGCTAATTCTTCTTTAATAGAC
GGCACTTTTTAAATGTCTTAATGCATTTAAAGTGCTGCGTGTGTGTGTGCATTCATGCAT
GTGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGAATGCG
GGGAGACCAGAAGGGCGCTCTTCCTCTATTACTCTCCACCTTATACCTTTTGAGGCAGTG
TCCTCCCATCAATGGTGCTGGCATTTCAGATAGGCTAGCAGCCCGCACCACAGTGTCCTT
TCTGTCCCCAACAACATTGGGGTTAGCAGGACACACAGGACCATACCCACGTGTCACTGG
GGTTCTAAAATCCACACTCAGGTCTTCATGCTCGCACCCCTCTCTCCTGCCCACTGAGCT
CATTTTTTATACCTTTGTATACTTTTGGTATCGAATTCTAACTTAACCTTGCCGTCACAT
CAGCCTTGCCCAGGGCACCCTCTCCCACTTCTGACCTTCTGTCTGTGTTGGCTAGTTTTA
TTGTCACTGTGACAAATACCTGACAAACAGCTCAGGGGAAGAAAGCTTTCCTCTGCACAG
TTGCAAAGGTTTCCATCCGCCCTGGTGTAAAGGGCGTGGCTGAGCAGCTCACATCATGGT
GGGGCAGCAGTAGGAAGGAGCCAGGGGACAGCAGTCCCTGAAAGGACACACGCCCATTTT
CCCTAGTCACATCTACCATCCTCAGAGCCACCACTTCCCAACAGTAAATTCCAAATGTGA
ATCTATGCTGGAGGGGTGAGGGGTAAGGCGGAAGTGGGTGGGTGGGTGGGGGAGCACCTT
CTTAGAGGCAAAGGGGAGGAGGGATGGGATGGGGGTGCAGAAGGGAAACCAGGAAGGGGG
ACAACATTTGAAATGTAAATAAAATAACCCTTTTTTTAAATTGAATCTATATACAATGAT
TAAGTCAGAACCCTACTGATCTAGTCAGCTCTGGTTGCAGGACACTCAGCGGTGGCATAG
GAACCTCCTTTGTACTTCTCAGTCCTATCAAATCGCCTGTTGTTTTAGTCAGGGTCACTG
TTGCTGTGATGGAACATACCCAGAAAGCAAGTTGTGGAGGAAAGGGTTTATTTGGCTTAC
ATTTCCACATCACAGTGCATCATCGCAGAAAGCCAGGACAGGAACCCAAACAGGGCAGGA
ACCTGGAGGCAGGGGGCTCATGCAGAGTCCATGGGGGTACTGTTTACTGGCTTGCTCAGC
CTGCTTTCTTATAGAACCCAGGACCGGCAGCCCAGGGGTGGCACCCCCCACCATGCATGG
GCTGAGCTCTCCCATCAGTCCCTACTTAAGAAAATGCCTACAGGCCAATCTCATGGAAAC
ATTTTCTCCTCTCTCTGATGACTTTAGCTAGTGTCCAGTTGCTATAAAACTCTCCAGCAC
ACCTGCCAAAATTGACCATCTTGAGTCGAGAAGGGGGACAGAGTTGGGGGTGCAGGGGGA
TGACTCAGCTGTTAACAGTGTGTACTGCTCTTGTAAGGGCCCAAGTTCAGTCCAGTCCCC
AACACCCACACTGGGCAACTCACAACCATCTCTGCATCTGCCTCCGGGGGATCTGACACC
CTCTCCTGTCCACACACACACACACACACACACACACACACACACACACACATACATAAT
TAAAACTAAAGAGAGCTGGATCCGTGTCTGAGTGTGATACTTGTTGCTCTTGCAGGGGAC
ACGGCACCCTACATAGCAGCTCACAACCATCCATCCCTCCAGTTCCAGGGGACCCAATGC
TCTCTTCTGACCCCTGAGGGTACCTGGCATGGCATGTCACACACAGACAGTAAAACAAAT
AAATCTAAAAATCAGGATTTTGTAAGATAAACCATTTTACTGCACTTTAGGGACAGTATG
CTTCCTAGTATTTTCTATGCAACTCTCGGGTAACTTTTTAGGTTAGGTCTGGGGTTGTGG
ATTCTCTGATCTCACGATGTCCAATAGAGTAGCCACTAGATAGGTGGCTACTAAATTCTT
AAAAGGTGGTCAGTCCTAACTGTGACATACTCTGTGGTGGTTTGAATGAAAATGGCCCCT
ATCCCCTCATCTATTTAATTTATTTTCCCAGTTGGTGGACTGTTTAGAAAGGATTAGGAG
GTGTGGCCTTGTTGGAGGAGGTGTGGCCTTGTTGGAGGAGGTGCGGCCTTGTTGGAGGAG
GTGTGGCCTTGTTGGAGGAGGTGTGTCACTGGGGTGGACTTTGAGGTTTCCAAAGTCCCA
TGCCAGGCCCATCTATCCCTTTCCTCTGCTTCCTGTGATTGGATCAGATGTGGGCTCTCA
GCTACTGCTCCAGCGTCATCCCTGCCTGCCGCCTTGCTCGGGCCACGGTGGTCATGGACT
CACCTCTGAAACTACGGTAGGCAAGCCAACAGTTAAATGCTTTCTCTCATAAGTTGCCTT
GATCATGGTGTCTTCCCAGCGATAGAAAAGTAACTAAAGCAAACCCTGAGTAAAAGCCAC
GTTTCAGAAATATTAATGAGCTCTTACATTTTTGGTTGCGTGTTGAAATGACGTTATTTA
GTATTTATGGGTGTAAATAAAACAGTGTTAAACTCAATATCATTTGTGTCTTTTCAACAA
GGCTACCAGACAATTGAAAGTTGCAACTGTAGCTCTAATTCTGTTTCCTTTAGTTAGAGA
TTTGATTTTCTTTAAACAAAGTTGCTGAGTTTGTAAGGTGCTTATGGACATTATAAATCT
CCTGAATGGAGACATGACAGGATTTACAAGTGTATGTGACCACGATGTCATAATATCTCG
TTCTAGTTATCTATTTTTTTCCCCTCACGAGCTCCAAAAACATCAGCGTTTACATCTTCT
TAATCTCAAAGTCTCCTGTGGGGAAGGTCAGCTGTTTCAGACTTGGCCTTCCCCGAAAAA
ATTACATTTACTGAAACAAAGTAGCTTGCTATTCCATTGACTTTAACTTGGTTACAAGAC
TTGGGATGTAGCTCAGTTGGTAGACTGGAGCCAGCATGCAAGAAGCCCTGGGTTCAATTC
CCAGCACTGAGCCTGCTCTTGCATGGTGTGGTGGTTTGAACCATAAGCTCCTATCTTTGA
ATGCTTGGTCACAGGGGGCTACTTAAAAGGATTGGGAGGTGTGACCTTGTTGGGAGAAGT
GTCTCAATGGAGGTGGGCTTTGGGGTTTCAAATGCTCAAGCCAGGCCCAGTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCGCTCACTCTCTCTCTCTCTGATCTGGAT
ATAGAAATCTTAGCTACATGCTGCTATGCTTCCTGCCATGACATAACAAAGTAAACCTCT
GAGTGTAAGCCAGCCCTAGTTTAATGCTTTCCTTTATACGAATTTCCACGGTCATGGAAT
CCCTTTACAGCAACCGCACAGTGACTATGGCACATGCCTATAATTGCTATAGGAGTAGTG
ATGGGGGATCAGAAGTTTGAGGCTAGCCTTGGCTACCGTGACCTTGAGGGATCAGAAGTT
TGAGGCCAGCCTTGGCTACCGTGACCTTGAGACTAGGAAGGGGTTCGATGGCAGAGCGCT
TGCCTGGCGTTTGTGGCCTTGATTTAGTCACTGACGCTGCAAAAGAGCGCACTCAAGACC
CGCAGAAGCATTTTCCATCCAGGGGCTCAGTACAGCAACTCAACAACGCCAAAGAACAGC
ATATGTGATCATCCCCCTGCGTCCTGTAGAACTGTAGACTCTGAGATTTGGAAGGTACCT
GCTCTACTACCTAAAGTCATAGTTAGGGCCACCCATCTAACCACCAATCAGACACCAAAT
AGTCACTGTGTTCCGGTGTCCGCTCTGTGCCAGGCACACATTTCATATCAACCAAAGAGC
TCAGTGCGTCGGTTCTACCACCTCCACTCCAACGCTTTGGTGCACAGATGACGCACAGGT
CACGAAGTGTAAGGGAGAGGCTGCCATGCTTCCTTAGAATGCTGGGATTTTTTTTTTCCT
GGAATGTGGAGAGATTGGCAAAGCCATCAAACAGCACATTCCTCTTCAGCAGATAGAAAT
AGATGGTGATTGCACCAAATAACGGCAACAGTATGCTAACAGTATCATACAAGTCTTTCA
TTTTAGAGTAGTAAGATCATAATACAGACACACAAGCTGAGCCTGCTGCGCAGGTCTATG
ACCTGGGTACTCTAGAGGCTAGGGTGGGTAAGGTCCAAGTTCAAGGCCTGCTTGGGCTAC
AGAATGAGTCTGAGGCTAGACTACACAATTTGAAAGAGGACTGGGAATATAGACCAGCAT
GCTTGAGGCCCTAGGTTCAATCTTCAGTACTGTAAACAAATCAGAATTTCCCAGAAACCC
TTGCTCTTCTGTGTTTCTGTACCAGCGTGAAGTTTGCCGTATTTCTTTTCCATGTGTTTC
TCTGTATCTGGCATTCCACAAGGCATGCCTTCCTAGCTTGTGATTTTATCTCTTCTGTGT
GTCCACATACTAGGCTTTCTCTCGACAAGAATGGGAACAAGACCAGCTCAGAAAAAGTGC
TGAGCTTTTCAGATTTCACGGTCAAGGCCAAGTCAGAGCGCAGCCACCCAATGGCACTGC
ATGCAGCCAGCCACGGCTTCCAACAGCAATGCCTGGACACCCTCTATGTTTGATGTCTTG
AAGGTGTTCAGGTTTTAACACCACACATACACACACACTCAGACACACACACACACCACA
CAAACACATACTCAGACATACATACACACTCACAGACACACAGAAACACACTCATGTACA
CACCACACAGACACACAGACACACTCACGTACACACCACACAGACACACAGAAACACACA
CACACTCAGACACACACACACACCACACAAACACATACTCAGATACACACACACACACAC
AGACACACACACACACTCATGTACACACCACACAGACACACACACACACAGACACACACA
CACTCATGTACACCACACACACACACACACACACACACAATTGCAGTTTATGGGGGCGGG
GGCTGGGGGGAGAGTGCACAGAACTGAGGAGCTACTGCTCCAACCTTCCAGGCAAATCCT
AACTCAGTACACTGTGTTATCCTGCCATCTGCTGGCCAAAGTGAGAATTGCGCCAAACAC
ACTGGAAGGAAAATTGTAATTCAGAGCTCAGCTTGATTAATAAATAATACAAAGACTCTC
TCTAAGGAGAAGCAGGTAAATCTCTTTGAAATACATCAGCAGTCCCCAGAGCGAAAATCA
CCCCTCCAAGTGTCACAAATGACAAGCAAACGCGTATAACAACCAAGTCTCAAATTCCAC
GGGATGTTATCTGTAGGAGACCCTGAAAGGCGGTGACTGCCTTAGTTCTCTGCAGCGTAT
GAACACGTCAAGTCACCTCTGAAGTAACCTTGCAGTAGTGATGACCCTTGGCCAGGGCAC
CACTCCTCGAACTCTTAGTGTTGTTTATAACTTCACTGTTGCCCCCGTGTCTTGCAGGTA
TGGGTGTAGATAGATGTATGTGTGTGTGCTGTCATGTGTGTGTGCCTGCATGTAGAGCCC
AGAAGTCATCTTCAGGTGTTGTTCCACACTGTCCACCTAATTTTTTTTTGAGACAGACTC
TCTCACTCTCACCCAGAGCCTGCCAGGTTCTGTAGGCTGGCTGTCCAGTGAGGCCCAGGC
ATCCATGCCAGTACTGGGATTTCAAACTCTGCCCACCATGCCCTTCCTTCTTATATAGAT
CCTGTAACCCCACTCATGTGCCCTGGGGAAGGAAGAGTGCCCGGTGTCCACACTGTCCTT
TCATGCTGACCGTTTATGAGATTATCCATCCTCCGGGGCTGCTGCTTTCTGTGAACGCGA
TCCAGCTTCCTCCCTGCACTGCCTCACTAACAGAACTGTCTCCAGACCACACCAAGTCTA
GACTGTGACAGCTGCTGTCATCCTGGATATAGCTTCATGCTTCACTCATTCCGGCCACCC
GAGGACAAAACACCACATCCTCCGCATTCTGAACAATGCATTTTTATAGCCTCACATTAG
AAAATATGCTGTGTGTTATTAAAGGGATCATCTTGATTAAGATGCTTGCATAAGAGGTCC
ACAGCCTACAAGGACCTAGATAAACAGCTGGGATACATGACAGAGGGAGACAGATAGATG
GCAGTTTCCAGAAGTTGGCCAGGCTCTGCAGTGGCTTCTGGTGTCTGAGGCTAATTTAAA
GCGATAAGTGAGAGAGCGATACACGTGGATGGGGCAGTAGAGCTGTGGTGCTGGGTTGCT
GTCCCAGACAAACGAACAAAAAATAAGATAGAATAATAACCCATAAGCCTCAGACACAGG
CAAGCACATCCCCTGTGAGCCAGGAGACACTCTGCTTTTCCTGAACCTTATATAATCACG
GGGAGGGCAGAGAGAGAAGCCATGTCTTCAGGGACTTTAAAAGCCAAGCTAAGGAAACTG
GAGAGAGAGCACAATAAATTGCATGCTCTGCACACCTATAAGGTATGGATTTGGTCCTCA
AACCCACATGAAAATGATGGGCATTGGGGGCCTCCACCCTCTCAGAGGAGAAGCGAAGGA
GGGATGGGAGAAGGATTGTGAGATGGGGTGACCAGAAGGATTGGCAGTGAGTGGGATGTA
AAATGAATGAATAAAAATAATGATAATAAAAAGATTATGGCACAAATAAACTTGCTTCTG
GATTTAATGGGAAAAGGAACTGATAGTCTTGGTGGCGCATACTAGGAAGCCCAGCACCCG
GAACAGAAATAGACAGATCTCTGCAGCTTGATGGATGGACAACCCATCGAACCCAATTAG
TGAGCCCCAGGCCCGGGAGAGACCCTGCCTCAAAGGAGGAGGAGGAGGCCATCTGTAAGG
GTGACTCTCAAGGCTGTGCTCTGGCCTCCCCATGAATGCGCATACATACAACATGCACAT
ACCCGCATGTGAGCACACACAAAGACACACCACAAACACTAAATAGTTGTTTTGCTTAAG
CAGAGATTCTGAACTTTTTTAACAATCCAGAACATCTCACACCTCCCCACACACTTTAGG
AATTGGGCTGTATCCCACTTTGCCTTGGATGCTAAGTACCTCTGAGAAAGGCTGGTCACT
GGGTGTTATATAAAATGCTGCCCAGGGCAGACAGCTTGAGGAGTGCCCACAAAGGCTGCC
AAAGAGACCTGGGCTTCCAAGAAGAAACAACCAGATCCCATCCAAACTGGAGCTCCGAAC
ACCACAGGGCAACTAATACCACAGCTAGGGCTATCCCTATGGCCCTGCTGAAAGAGCCAC
ATATAAAAATCTAAAGAGAATTTCATTTGTGACCTCTGCAGCAACCTTTGGTGGGATACT
CAGCTCCTTGAGTTGGGTGCGGGAGGAGGTAGCCTCACATAAGAACAGAGATCTCCTGGC
TGTACCCCAAAGCACCCCCAGCACTGATCCCTTGACTGTACCCCAAAACACCACAGCACT
GATGGCTCCCCCTCCAGTGTCAGTCAACAGACAAGGTTCAGTAGGACCCCAAATGTGCTT
CCCCACCAAATTCCAGGGCTGAGGACCAGATATAGACAGTTTAAGGACTGGCTTTTGTTT
GTTTGTTTGGTTGGTTGGTTGGTTGGTTTTGGTTTTTGGTTTTTTTGAGACAGGGTGTTC
TGGAACTTGCTTGGTAAACCAGGATAGCCTTGAACTCATAGAGATCCTCCTGCCTCTGCT
TCCCAAGTGCTGGGATTAAAGGTAGGTACTGTCTGTCAAGGGACTGGCCTTTTAATGTCG
GGGCAGGAGAATGTACCATAAGGCTAAGGCTAGTATAGTTTGGATAGTTAAGTACAAATG
CTAAAGACTTAGTTCCCAGTATGTGGCTCCAGTGGATGGGAGTGGAACATTAGGAGATGG
GTCTGACTGTAACATACCCGGAGTGTCCTCAAAGAAGACCCTGCAACCCCTCCCCCACTC
TCCCTACCTTCTCCTTTTCTCTTCTCCTCTTCTCTTTCCACTCTCCGTCTCTCATTCCCA
GATGACGTGAGTTAGACAGCTTTGCTCACTGTGCTCCCGTAACGATGGCTAAAGCAACCA
GACCAAGCAAACAGGGGTGGAAACAAAAACCCCATGTAATCACCCTTAAGGCGATTGATT
GTTCCAGGTAGCTTTTTATGAGGAGAGAAAGAAGACATCAAAAGTCCCGGACAGTTTTAT
TTACAATAGTATCTAGCATCCAACACAAAAAGTCCTCCAAAGAATATCTAGGTAAAACTT
GCTCAGAAACACTGTACGAGAAGCCTTAGGGAGATGACAGCTCAGCCCATGAAGGACTTG
CTTCACATGAGGACCCGAGTTCAAGCCCCAGAACCCACATTAAAAACAACAACAGAAACT
AAGAACCAGTAAGTAGCCCAGCACAGGGAGGGTGAAAACAGGTGGGTCCCTGGGGCTCAC
TGGCTAGTCAGTACAGTTGCCAACAAAGTCCACCAGTGAAAAACCACATGTCACAAACAA
GAGGGTCAGTCCCTGAGGAATGATGGCAGAGATTAACCTCTGACCTCCTGCATGCGCACC
TGTACACATATACGCATCTACGTGGCACACACACACATACACAATAGTAGCAGATACCAT
GTGACAGAGACAGAGTTAAAATCAAAACGTAGGCAGCTCCTTTCTGAAGGCCCCAGGGAA
GAATCCATATCTCGCAGCCCAGAAGCCTTGCCCTTCCTTGCGTAAGAGGCCAGCGATAGC
GAACCCCCCATACTCCATTTCTCTGTGTTCCTTCCTTCTTTCTTCCTTTCTTTTCCCTTT
TTCTCTTTTGAGACGAGGCCTGTCTCAGCCTCCTAAGTGCAGATTCTAGGCAGAACCCTT
CTTGATGGGATTTTATTTCTAATTCTTATGTATATTACACACTCTTTTGTGTGTGCATCC
ACCCAGCAAAGCTGCTCCTGGGTGAGGCTATGGACAGCTTGCTGTTTCCCAGACAGCATC
GAGGTATACAGAGTGAGTTCGACTGCACATCGAGGGGAAGTAATCTCCAATGAGAGAACT
CCAAGCTCTTGCCAGCATAGCTCCAGGGTCAGTGACAGAAATGGACACCCAGTATCTTCT
TCAGGCCTCTGAAGGTACAGGCCTGGTACACACAGGCTACACACTCATATACACATGTAT
AAGCCAAAAACTAAGAGAACATCTGAGAGAGAGAGGGAGAGAGAGAAGGAGAGAGAGAGA
GGGAGAGAGAGGCGCCAAGAGGCCAGGATCCCCTTCCTGGAAACCAGACCTCACTCTATT
TGGGGGCCAGCAGATTATCCAGCTGGCAATGGAACTTGTCCCTAAACCTGATGACCTGAA
TTCAGCCACTGGAACCCAGATGGTGGAAGGAGAGGACAGACTCCTGCAAGTTGTCCTCTG
GCCTAGGCAGGCTCACCATTGCTAGACAGACAGACAGACAGACAGAATGATAGAAAAATG
GACAGCTAGATGATAGATAGATGATAGATAGATAGATAGATAGATAGATAGATAGATAGA
TAGATAGAAACTGAGAGATAGATAATGAATCTCACTAAGCTTTCAATAGTTGCCAATGTG
CTAAATGTAAAATAGGCATCTTATTTTAATTTGAATTCTTCTGGATTATGATAAGATTGA
AAATCTTCTTTTTTTGTTTTTTTTGTTTTTTTTTTTTTTTTTTGGTTTTTGGGTTTTGGT
TTTTTTGAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGACC
AGGCTGGCCTCGAACTCAGAAATCCACCTGCCTCTGCCTCCCAAGTGCTAGGATTACAGG
CGTGTGCCACCACTGCCCAGTGAAAATCTTCTCATCATGCAATCCATTCAGTTGTCCTCT
TCTGTTACTCCCTACTTATATTTTCACTATTCGTTTCCAAGTCTTTTTTTTTTTCTTTGT
AGAGTTTCTCACATATATTCTGGAGAACGTTTCTCTGCTGATTGACTCTTCCACAGCAGA
GCGAAAGCACACGCACCCACAGAGTCTGTGGCTTGTCTTTTCATGTGGATTGAATATCTT
TTTTATCAGGCAGAAGCTTTACTAGTATTGTTAAAATTATTAATATTTCCCTTTCTGGTT
TGGGCTTTTCATATTTTCTTTAATGAGGCACGGTGACATGCATTTCTGGTCCCAAAAAGC
AAGAGGCCAGGGCAGGTGGATATTGAGTTTGAGGCTAAGCTAAGCAACATAGCACGGCTT
GAAAGGAGAGACGTTTCTCTGTTGTAGTGTGAAGGAGAAGAGGGAGAAAGAGGAAAGAAG
GAAAGGAGTGAGGGAGGGAGGAAAAGGGAGGAAGGAAGAAGCAGGAAAGAAGGAAGGAAG
AGAAGAAAGGAGAGGAAAAAAGAAGGGGAATGGAAAAAAGGACAGGCCCACGTCTCCTTC
CCTTAGGTCATAGCTCCACTTTTAAAAGCATAAAGACAAACTTCTCTTCTGAAGTTTCTA
ATCTCCCAGAAACTAGCACTAGCATTAGAGAGTTCAGGAGCATCCACACAAAGAGCATCG
CCTTCTTACATGTATACATTTGCCTGTACTGTTTTACCTGTGCTGACACATAATTACGTA
CATTTATGGTGGATAGATGCTGACTAGATACATGTATTCATTGTGTAACCACCAAATTGG
GTAATTAGTATTTCTTTGTGCTGGGAACTTGCAAGGTTTACGCCTTGCTTTGAGATACAT
AGTAAATCATTGTGCCTCACAGCACAGTGTGGTAGAGAACTCTAGAAGCTAGTCTTCCCA
CCTAACTCTACCTTCCTGTTTGCCATTCAGCTTCTCCTCGCCTTTGGAATCGGATCCTCC
TCTCTCCTGTGGGATCCGTGTCCTCCTCTCTCCTGTGGGATCCGTGTGTTAGACTTTAGA
TGAGTAAGCACAAACAGCACTTGTCTTTCTGTGCCTGCCTTACTTCACTCAACAACCTTC
ATTCTCTCCATCTTGAAGCAGATGCCATCACTGGACTCTCAGCTGGGGTGCAATGTGCAT
AAGATTTCACTGTGTGTCTGAAGGCCACTTTTCTTTATCCATTCATCTGATAAGTAATAA
ATGCACCAGTGTTAGCATTTTCCAGTTTTAAAATTAAAGTTCACACAAGCACGTTGGTGC
ACACCTGTAAGGCCAGCACACCAGAGGCAGAGGCAGAGGCAGAGGCAGGAAGATCAAAAG
CTCAAGGTCAGCCTCAGCTGCATAGTGAGTTCAAAACCAGCCTGCTCTACATGAAACCCG
ATATCATAAAACTAAATAAGAGACAGAGGAAATGGCTCAGTGGGGAAGGGCACTTGCTGT
GTGAGGATAAGGGCTTAAGTTGAGATCCCCAGCACCCTCAGAAAAGCATGGCTTCTTAGG
CACCTGCAACCCTGTCACTGTGGCACCTGCAACCCTGTCACTGTAGAGACAGGAAGAGTG
GTGGGCTTGATTGTGTGTAAGCCAAGTTCCCAGTTCAGTGAGATACCCTGTCTTAAAGGG
ATGAGACAGAGTACCAAATGACAACTCTCAAGAGCCTCCTTTGGCAATTGTACATGAGCA
TGGCACCTCCTGGACACACACACACACACACACACACACACACACATGCGCGCGCGCACG
CACTCATGTACATGAGATACATATGTATGTACACCATACATACACACTGCTGTTCTAAGT
CTAAATAAATTGTTCACACCCAGCATAGGAAAGGAAGAGCAAGTGATTTCTCAGTGCATA
GATCAGAAGTCCTCCAAGCCCAACCATCAAGCAGTCAGAAAAAAACAATCTCCAGGGGAT
GGTGTGGGTTCTCACCAAGAGTCCATCAACTGAAGACACTATCTCAACCTTCCCAACCGC
CACTGAAGCTCTTTACCGACACTCCTTGTCTCATCTACAAAACACGCCTCTGAATTCACA
CCTCAGTTGTAAGGACCATTTTATATGCCTGGAATGATTGTATAATGTAGACAAGCCTAC
GTTTTACATCAAAGGCATATAAACATTTTCTTGGATGATAATATTAACTCCTTGAATACT
TTTTCAGTTATAATCTGAGAGAATATTTTTCCCTGTATCTTGTTTTGGACATTTTTTTTT
TTTTTTTTTTTTTTTTGTGATCACGTTCCGTCCTGCAGGGGTGCTCCTTAAGAAGGGAAG
TAAACAACACAAAAGCAGCTTCAGGAAACTGACCAGATTCATTAGGTCCCTCCCTTCCAG
GGTATGCAGAGCCCACCTGCACAGACTCTCAGAACTGCCAAGAGTAGATTTCGACCAACT
AAGGCACCTGGAAGGACACCTTCCAACCTGTTTAGCTATCTATAGCTGGGCAGTGTGATC
TAGGTTTCCCAGTTTATATGACCTGTCACCCATCCTGGAGTGGGCTTTGGTGAGGCAGTT
GTCTTTGACCCAATAAAACTTATTGGTTCACCAAGTTGGAATTTGGTGGTATCTGCACTT
TGGTCTGCCATGGTTCCCTTATCTGAGATGGGAAGACAGATGTGTTTTGTCTCTCCCAGG
AAAAGTTGTATCACACAATACACATACTACACACACACATACACACACACACACACACAC
ACACAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGGCTAAATCAATTTAATTAAAGATCAA
AATAGGAAGAGACACTAACAGTTCTCTTTCAAGAGACTTCCATAAATTCTGGTGTTTGTC
ATCTGCATTTCTAGGATAAGAATAAGAGTCTCTGATGCTTGGGGCGACTGTGCAATGAGC
TTTGATGTAAGGTATCAATGGCCTTAAGTTGGGGGATGTGCAAACACATGGGCTCTCCCA
GGGAATTTCATCAGCCCTGAGGGTCTCAGCATCTTGCCCAGAGCATAAACACAGTCCACT
CACCCTTTATTAACGTGTTGGGTGCACAAGTGAAGTTCTTGTTTCCATTCAGGAGGCGGT
GCAGCATTCTCCAAGCTGTGCCTAGCCTAAGTAACACTGCATGGGATGTAGGGTGGAGGC
AAAGACTTGTGTTAGGAAATACAGCAAGTTATGTTGGGGCACAGCAAGTATGGAGTAAGG
CAAATCTGTGGACAAGAACACGAGTGGATATAGTCAAGAAAAATTCAGAAAGATAGCATC
AATAAGCCAGGCCTTGAGCTAAGACATCACCACCAAGAGTCAGGCCACACCCATCCCATA
CGTGAATCGCATACTCTGCAGGTGGAAAGGCATCTGAAGGCTCATGCACAGAACCACTCA
TCTGTCACTTGGATTGCCCTGCCAAGCAAGGAGGTGGAAACCTCGCTGTCCTGGAAGGAA
ACAGTACTACAGACTTCCTGTAGGGTGCGAAACCTCGCTGTCCTGGAAGGAAACAGCACT
ACAGACTTCCTGTAGGGTGCGAAACCTCACTGTCCTGGAAGGAAGCAGTACCACAGACTT
CTTGTAGGGTGCGAAACCTCGCTGTCCTGGAAGGAAACAGTACTACAGACTTCTTGTAGG
GTGCTGTGATGAACAGAGGAAGGTGCAGTGCTCAGGGAAGCCGAGAAGGTCAAGGCTGAA
GGACTCTCAGGAAAGGAATTGTCTGTGTCCCAGCTCTGAGTGCTCTGAGCAGTGTGGACA
AATCATATTTCCTCTTCTCCTGACACTGTCCTTACATTTTTGTTTGCATTTTTGTTTGTC
TTGGGTGCTTGCTTGTTTTCTGTTTTGCTCTCTTTTGTTTTGAGACAGGATCTTACTATG
TGTGCAAGCTACTCTAGAACTCACTATACAGCCCCATCTGGACACAAATTCATGATCCTC
CCGCCTCAGCCTCTTGGATTACAAGCCTGTGCCAGCTTGGCCAGCCCTCATCTTTCATCT
TATCTGTCAAGGGTCAATTTGGAGCCTCAGAAGCCAGGTCTAACTATGGAACTGTCTCCA
CCATGGAGCTAGCACGAGGCTGACTGGGAGTAAATGCCAAGGACCGTTCCTGAGCAGGGA
TGAATAATTTGTAATTCTTATCTTGAGTGGCCTCCGGCCAAAGATGATCAAGGATGAAGC
TTATGGCAAAGGGCAAAGGCTAAAGGCTAAAGGGTGCCTCGGACTCAAAGTATGAAGCCT
AGATTTCGAATAAACAGCTCCACCTTTGTTTAGAAAACAGTGAACAGTCTTTAACTCTGG
GTCATTGTGGAGCCAATGTTTATTTAACGACTTCTTAGAGCAGGCAATAGCCAGTCTGAG
ACAAGCAGTCACATACCTGTATCTTCTACCTAACACCTCTCGATCTCTCCCTCTCTCTAC
CTGACTTCTTCCCTTTTTTTCTTCCCACTAAGTCATTTGTCACAGTATGAGCGTGAACAT
GTGAGTGAGTGGCCCTGAACTCTAGGGGTCAAAGGAGAGCCAATTATATTTAACCCTGTC
AGGGCGAGGGGAACTATGCAGAAGGGAAGGGAGAGGAGGCAGAAGGAGCACATAAGAATT
CACAGAGACTGTGGCAGCACACACAGGGCCTGCACAGGTCCAAGCCAGATAGGGTCCCAG
TGCCAAGAGGGCAAAAGGGGCACAAGCTCCCATCTTTAACCAAGAAGTATCTCTAACTGA
TAACAGCTGAAAATCAAAAGTCTGTTTTTTCCAACAGAGATGCACAGGGCGGGAATGGGT
ATGGACCATGCTTAGGAGAAGATGGCCAAAACAGACAACCCAGTGGGTTGGGGTTGTGAG
GGGAAGGGTGTGGAGTGGTCTTATATTGCTTTGCTTGGGTTTTTTTTTTTAAACCTTACT
GATCTTTTGCTTATATATCATGGTTTCTGATTTTTTGTGTTTTTATGAGATTTGTGTGTA
TGTGTGTGTGTATGTGTGTGTTTTTGCTCACACATGTGTGCATGTGTGTATGCTGTTGTG
CATATGTGTGTATGTATGTGCATGAATGTATGCTGTTGTGTGTATGTTTGTGTGTGTGTG
TATGTATGCATGTGCATGTACGTGTATGTGTGTTTGCATGTGTGTATGCATGTGTATGTA
TGCATGTATATGTATGTGCATGTGTGTGTATCTGTTTATGTGTGTATGTGTATGTATGGT
GTTGTGTGCATGTGTTTCTTGTGCTTTTTCATTGTTTTTTTCCCTTCATTTTTTGTTTGT
TTGTTTTAATTCTGATTTGTTTGTTTTATAAAGGGAGTAGAAAAGAAGGTATTGAGTTGG
GAGGGTGAAGAGGATCTGGGAGAGGAAACTATGCTCAGAGTCTATAGCATACAAGTTATT
TTCAATTAAAAAAAAATCCAAAGGGGCGGGGGTGGGGGGTAGGGGAATGACAGGCTGAGC
AAAAGCAGGTGAGCAAGCCAGTAAGCCAGGCTCACCGCGGCCTCTGCCCATGGCTCAGCT
CTGCCTCCAGGCTCCTGCCTTGACTCCCTTCATGATGGGCATAGCTTGTAAGATGAAGTA
AACTCTTTCCTCTCCAAGTTGCTTTTTCTAATGCAATCCTCCTGCCTGCACTTTCTGAGT
AGTTGTGGTTACAGGTCTGTGCCACATCTCTCATGATCTTAAGGAAATTTAAAGTTATCC
CTATAATCTTGTCCACCCCACCCCAATAACTCAGGATAATTGCCCTATTTTAAACTCAAC
AAATTATTATATTTCACTCTATTCTGGACCATAAATTTTTCCTTCCTTGTGACATACCAT
ATGCATTCTTCTGGAGACTAGGACATGAGTGTCCTCGAGCAAACACTATTTCAACACACT
CAACAACAGTTACTTAATACCTCTCCCCCTAGTGCCTTGGGAATGTGCCCTATGGTTTCT
TAAAAGATTTCAGCAAGGCTGCATCCCAGTTACCCTCTATGGTTAGCCCCTTTGGCTTTC
TCTCTTCCTTGTTTCTTTTTGCCCACTTAAAATTTCTGGGTTCAGTCCCCAAGTGGCCCC
CTTATCCCTAATCCTCCTGTGAGAGTCACCTTGTGGAACTGCTAACTAACATGGTAAGCT
TGAAAATGACTGACCCAGCCTCTGTACACCCTTCTCCCCATAAAGGAAAAAGTGACCAGT
GTGTCCTATGGAGCGGGGGTAAGGGGCTGTAAAGAGGGAGGCTGTAAAGAGGCAGTTTCT
AGAGAGCTTTATATAGGGGCACACTTTCTATTGCAGTAGGTTCTCCTGCCAGAGAGCTAG
AAGATATGTCTGGGGGTCGGGGGAATGTTTACAGGAGTAAATATTAAGTCCCAAGCCCTA
GGACCAATGGCTGAGGTGTCTGTTTAACATATCAAGGTGGACTTGGCTGCCAGATTCTCC
CAGCATCCCTCAGTCCCTACTTGTTACAGGGCATTGCTGGCATGCCCTGCCCTTACACAC
ACACACACACACACACACACACACACACACACACACACCAACTTTCCAGCCCAGGGGCTG
GGGTGTCCTTCCCCACCACACACATCCCCAGAGGTTCTTCCCTATATAACCCAGCTATTT
TAGTTACCATTTAGTTACCCCTTCCCCCCTTTTTACCCTTTACCCTCTTGGCAGCTGCAC
CTGGTTCCTCTAAGACCCACCTCTTCCTTGCCCTCCCCATCTCTCCTCACATCGCTCAGG
GTCATGTCCACTCTGGACTTTCCTAGATGCCCCTGCCTCTGGCTATGCTCTTCCTCCTGA
CTACAGTAAACTTTCTCCTCCACCATACCTAAGAGCAGTCATGCCCTTCTTTTTTTTTTT
TTTTTTTTTTTCTTTCATTCACCACGAGGCCAGAGACCTTGGCTCCCTTTGGCATTAGAG
TTACAGATGACTATGGGCTAGCTCTCTGCCATGGCTGGCAACTGCTAGGGCGGTGCACAT
TGCTTAGCTCTGAGCTGTCTCTCAGCTCCAAGACTGGGCACTTTAAAAGTGGTAAGGATC
CAGTCTCGGGGTTCTGGAGGCTGGTAACTTAAAGTTGGGTGTCAATATGGGACAGAATAG
AAGGAGAAAACCTGGGGTCTGTGGAAGGGGAGAGCCTGGGTGAAACTCTCCCTAGTTAAG
AATCCTAACACAAGCCGGGCGTGGTAGCACACACCTTAAATCCCAGCACTTGGGAGGCAG
AGGCAGGCAGATTTCTGAGTTCAAGGCCAGCCTGGTCTACAGAGTGAGTTCCAGGACAGC
CAGGGTTACACAGAAAAACCCTATCTCAAAAAACAAAAACAAAGCAAAACAAATCCCCCC
CACCCCAAAAAAAAAGAATTCCAGCACAACAGCATTTAGGAGGCAGATGGTCTACATAAG
TTCAAGGTGAGCTGGGACTGCAGAGTGAAACCCTCTCTCAGATAAAAGGAACATGGGTCT
GGTGGGGTGGCCCAGCAGGTAAGACTTCATACTGCTCTTGAAGAGGACCGGAGCTCATTT
CACAGCACCCCTGTTGGGTAGCTCTCATGTGCCTGTAACCCCAGCTCCATGAGACTTGAC
AGCTCCAGCTTCTTCATGTGCCAGCGCACATACGCCCCCACACAGACACGGACATGTAAT
TGAAAAGTCAGTCTTTAAAAAGAAGTTTAACATAGTCAACAACATTTACTTAGTTCCTTC
CTCCCTTCCCAGCTGCAGAGCTGTGATTTTTCTTAGAATCTTGCTAGAAAACCCCTTTAC
AGTAAAGGGAGATGCCCTAATCCTGGAACACGATCCTAACCATGCCTAGCTTGACCTCAT
CAGGTAATAATCCCATTGAGGTACCACTGGACCTACTCTAGAATATCTTGCACCAGAGAG
AGAAAAAGGGAAAGGTTGCTTAGCAACCCTCTGAGATGGTCCTTGAAAGTCACTAAAAAG
ATACATAAGTCTATCACTACGACACTTAACTGTTATTTTTCCTTGAGGAGCCCACACGCA
ACTTGGGTGTGTCTTCCTCACTCCCAGAGCACCTCTCTTAATTCCCCTATCCCCACTTAA
GACCCCGGTTTAAAATGCCATTTAATAATCCACAACTCTTAAGAAGCCCATACTCAAGCC
CTGAGAATCTTTCTGTTTCTGATACACCCAATTCTCCTCCTGCCCACTCCTGAAATTATT
TTGCGTGGAAGCCAGGGATCTATCTGATTTTACCTGACTCGTTTCCCTAAATGATCAGGG
GAAAGTCCTCAGCCTGCAATGGGAAGCCAGTGCTGATCTGTGTGTCCCTGTTCCTTGCCT
CTTCCAGGAGCCGGTGTTTGAGGACCATTCTTGGGTGTCCCTCTCTATCCCTGGCCACTG
TCTTCATAGAGCTGCCTCTTTATGTGCTCATGTCTCCACGCCAACTTTTTAAGAAAATAC
GTTGTATCTACGTGTTTTTATCTGCATGTAGGTATGTATATGCACCACATTTGTGCTGAT
GTCTAAGGAGGTCAGAGGGAGAAGGCATTGGGTCCCCTGAAACTGGAACTAGAGGTGGTG
ATGATGAGCCATGTGGTGTGGTTCGAGTCTTTTGCAAAACAGCTGAGCTCTCTCACTAGC
CTGCTAGGCTCATCCCTTCCTCCTTTTAAATTTATATTATGTTTATGATTATTATTGTTG
TTGTTGTTGTTATTAGGACAGTTCTCACAGTATAGCCAACCAGGCTGACTTCTCAAGCGC
ATGATCCTCCTGCCTCTGCTTCCCAAGTGCGGGGATTCCAGGGTTGCACCAACACGTCGG
CTTGCTTTGCTTTTTTCTTGTCCTTTTGCTGTGTGTTTGTGTAGGTGCCTGTGTGCCGTG
TGATGATGGGTTGGAGGAGAGCCTGAGGCATCGGTCCTTGCCTTTCTGCCTTACTTGAGA
CAAGATCTCTTCAGTGCTATGGAAGCCAGGCTGGCTGCCTCCCACCTCCTTCTAGGCACA
TAGGACTGTAGTCAGCTGCCCTGCTGCTTTAATGTACATTAAGTGGACTTTTATACGGAT
TGGGGCATTCAAATCCAGGTTCTGAGACTTGTCCAGCAAACACTTGTACCCACTGAACTA
TCTCCGCAGTCCTGTTTCCTCTGCCTTAGAACACACCAGCCATTAGATTAGGACCCATCT
ATATTCGTCTTGATTCATTTTCATGATTTCATTTGCAAAGATCCCATTTCTTTTTTTTTT
TAATTTTTTTATTTATTTTATATATATGATGAGTACACTGTAGCTATCTTCAGACACACC
AGAAGAGGGCATCGGATCCCATTACAGATGGTTATAAGCCACCATGTGGTTGCTGGGAAT
TGAACTCAGGACCTCTGTTAGAGCAGTCAGTGCTCTTAACTGCTGAGCCATTTCTCCAGC
CCAAAAGACTCCATTTCTACAAGAATCCTTTTGCCCTGCTGTTTTGACAATGCTAGAGAT
GCAACCCAGAGCTTCTCACATTCGAGATAGTCACTCTACCAACAAGCTAAACTCCAGCTA
GCCCTGTTTTAAATAAAGCCACCTTCATATATACTGTGGTGATGTGGTGCAGCTTGAACA
TATCTTTTGGAAGAATGGGAGGCTACCACTCATTGCACCTACCAGATGTTTCAAGGGTAG
CTGGTTAATTCTTATTTCTAATAAGCCTCAGCATGGTAGTACAAGTCAGAGAAACTCCGT
CTCAGATGGGATCACTGGAACCTAGGGATGTTAGGGAGGTGTTTCCCAGGAATGGGGTTC
TGAGGCCCTTTCAGGTGAGCTCTCTGGAATTACAAACTGGCAGAATGGCTGACTAGAGGG
AGTTCCATAGCAAAGCAATACAGGTAATTAAAAAAAAAAAAAAGCCATCGTGAGCACAGT
AAGATGGTCCACTGGGTAGCTAGCCTCAAGTCTAGTGCCTCCCAGTAAATCAAGGCATCT
GTGTCTCCAAGACTCTGCAGTCAACACTGCTGAGAGTTTTGGAGTCGGAGTGTAGAGCTC
AGTGGTAGAACTTTTGGCTAGCGTGTGAGGCCCTGGGTTCCACACAGAACTTGAGAGAGG
CAGAGGCTTGCTTCAGTGCTGCTGGAGACCTCCGGCGGTGTATGGGGGAGGAGAGGGTAG
ACCTGGAGGTGCCTGTTACCTTATAGGGAGGGAAGAAAGCCTTGCTCACATTTCCATGGA
TACAGTGCTCTGTCCAAGATCTCCCTCTGGGTTAATCCTACCTCTCTCCGGGGCTTAGGG
TACCATGCGGATGACACACAGATTTGCATCTCAAAATTCCAAACTGCTTTCCCAGTTACC
TGGAGTACTCAGCAGGCACAGAACTTAGCATCTTGAAGGTTGAAGTTATTGCAAAACTTG
TTAGCTTCCCAGCAGTTCCAGTATCAGAAGTGTCAATCACTGGTCATTCAGTCCCCAAAA
TTAAAACTGGGGGACCTGGCCGGGCAGTGGTGGTGCACGCCTTTAATCCCAGCACTCGGG
AGGCAGAGGCAGGCGGATTTCTGAGTTCGAGGCCTGCCTGGTCTACAGAGTGAGTTCCAG
GACAGCCAGGGCTACACAGAGAAACCCTGTCTCTAAAAACCAAACAACAACAACAACAAC
AACAACAAAAAAAAAAAAAAAAAAAAAAAAACCCTGGGGGATCTGATACTTACCCCTCTC
TTCAGTGCACATTAAATCACACCAAACCCTTCCCTTCTGCTGCTCCCCAATGCTTCCAGT
TCAAGTACACATGCAGGCTTAGTACAGCTTCATTAAAACAATAACCCCTAACCCAGGGTA
TTATTCCTCCATCACCACTGAGAAAGAGCATCCTTCAACATTAACAAAGAGCTAAGTCTC
CTTGGAGGGACACACAAATCTAGACATGGGGTCCTGCTGTGTCATCCACTTTTTTTTTTT
CTCATTGTGAAATCTTTTGAAAAAAAAAATCACTTTTTTTTTTAACTAAGTGAGGAACAA
AAAAAAGTTACATTGTTTAAAATGCAAAATCAAATTTAAAAGGCAGAACCGGACAAATGT
AACTGTATAACCCTTTCCCTCTGGCTTTGGAGTCCTGGTGTGGTATCTGGTGAGGCTGTG
TTTGTGTCTTCTGACCATTCAGAAGAAACTCCACGTTCATCAACGATAAATCGATGTCCG
AAGTCTGATGCTAAGGAGCCCAGGTGCTACTGTATTCTCCCAAATGTATTGTGGAGAAAA
GACACAAAGGCAGGAGATGCCTGTGTCCATCTCGCCACACTTTGCACCCTAGATCCCACT
CCTAAGAAACAGGCAAATGGCAATTTCAGGAATGAAAAGGACATCTGCGGGGTGTACGAA
CCTAAAGACAGCCAAAAGATACAACAGTTCTGCTTCTAAATAATCGGGAAAATGCGAACC
TATTCCTAACCAAGTTTGCTCTGCTCAGCTTTCCAGAGAAGTCCTTCGAAGGGACACGCT
CTGCACCAGCAATGCAGTACGAAGTCGGAAATCTGAAGTTACTTCAAGTGAAACCGCATT
ACCAATGTCAATTCAAGCACACAGGATTAGTCTGCCATGTTTACTTGGACATGAGAAGAA
CAAATGGTATAACCCGGACAACATAAACTCTCCCTCCCCAAAATGCAGATCAAAGATTCA
AGAAACTTCACAGAGCATTTGCATATTTCACTGGGACTCCAAAGAAATGCGGAGCTACGC
TCAAACAATAGAATGAAGAAAAGATGGGAGTCACTGAGAATGGAGCGCGGGGTTAAGTTG
GGTTTTCAAATGTCTCACTGGGGGCGACCTTGGCTCCTACACTCTGCACATTGTTCCCAT
GGGCACAGTCTCACTGCAGCAGAGATTCGGGAGCAGGTATTGCATCCCGTGGGTGATGCG
GGGATCGCACCCAGCCAGGTTGTGCAAAAAACAAAAACACTCTGTTCCCTTCTCGCGGGA
CAGAGATGCGAAAGTAGGTGGCCCCCATCACTCAAGGTTGCTGCCAGTGCTGCTCGCAAC
TTTTGAAATCAATCTACCCCCCCCCCTTTTTTTTCCTTTCTTTTTTCTTTTGCATCATGC
AACGGATGCCACCGTTCCTGGGGTTTGCAACCCCCCACCCCCTCCCCCGAGACCAATCAT
TGCCGCGCTCGGGCCTCTGCACAGCGCCCCCGCCCCCTTCCCGGGCCGCACGCAGCCACC
ACCGCCGCTGCCACCGCCACCAGCAACCCGGAGGCGCTCCGGCCACCGGCCCGCCGCCTT
AAAGGGAGGTGGCCGCTCTTAAAGGGACCCTCACGCGCCCGGCCGGCGGGAGCGCGGCGG
CCCGGTTCCCGGAGGGCCGCGCCCAGCCTAGGCCGAGCTCCACGCGGCGTCCGAGCGCCC
GGCGGTGCCGCCGCCACCGGGAGCAGCATTTTTTTTTTTTTTTTTTTTAAATTCAGGCGA
CGCTTAAGGGAGCCCAGCGCGCCCGGTGCATTGTGGGAGCGCCGCGGCCCGTTTTCGGGA
GGAGGCGGAGGGCGCAAAGCGAGCCGGTAAGCGGCGGGCCTGGCGAGGGGGGGCGAGGCA
GCAGGCTTAAAGGGGAATAGCGGGCCGCAGGCCCGGCGCGGCCGTTGCAAATCCCCCTCC
GGGCCGCCCGGGACCGCCGGGGAGCCGTGCACCGGGGCCCTTCGCGCGCCCTGCCTGGAG
AGGGGGCCGAGCCCAGGCTTTGGTGGGGCCGCTTTAAAAAAGAAGCGCCGCCCGCGCCGC
TGCCTCCTCCGCCGTCGCCGCCGCGGCACGCGGGGCCGGGGTTGGGAGGGAGGAGCGGAG
GGGGAGGGCGGCGGCGGCCACGCAGGGGTTAATCTTTTCGCCCGCCGACATTTTTGTGTG
GCGGCGCGGACGGCGAGCCCGCGCGCGCGCGCGCTCTGCCTTAGCCGCCCAGTGTCCTGG
CGCCGAGCCGCGGGCCTCCCCGCCCCCACTCGGCCCTCGGGTCCCTCCGGTCCCCGCCGG
CGACGGTCTCCGCGGCAGCGGCGACGCGGGGCCTGCGGTGCAGCATGGCCCTGCCGGTGG
CCTGCCCGCGGCAGCCGCGCGGCGCGGTACAAAGAACGCGGCCCGCGCCCGCCGTGCCTT
TAAAGGCGGCAGCCTGAGACTTAAGGTGTCCCCTGAGTGGCATCCTCCGCGCCCGGCCCC
ATGGAGGGCGCGGGGTCCCGGCGCGCACGCCGCGGCGCCCGGGCCTGTGAGCACGCGCGG
GGCCTGGGGGCTGGCGGGGAGGTAGGTGTGCTGCCCCACCGCACCCCGCTGCCCGAGCCC
GCCTCCCGCGGGAGCGAAGGGGTTAAACGCGGGCTTTAAATATTCATGTCATTGTTTTAA
AGGTGTAAACATGTGGCTTCCAGGTCGGACGCACTCCCTCTACCCAAAGCACACCCCAAA
TTCCATCCTTTTCAAATAGCTGGAGTTTCCTTTGAGGCCAAACCGTGTGACTTAGGTCTC
CTTGCACTTGGGAGTTTTTTAACTGCTGAGTTTTCTTGATGTAAGGCGTTTTTAAACTTT
CCTAACCAGAAAGTGTAGGGAAAATAAGGTAAAAGAAAGGTGCTCTTCGGAGTCTCTCTC
CTGCCTTTTGGTTGAGGCCGTGAGGATTGGAGGTAGGAAAATAGATTCTTTATAAAGGGA
AGTCTTCCCGTTTTGTACCAGGTAGAGGTGAGGCAGGCATTTTTTGCAAAATGAATGTGA
TTTTCCAAACCTTTCTTCGAAGGTGAATTTTAATTCGCACTCTTTCCAAACTGTTAAATG
GCTTCAGAATGCCCATTTCGGAAACTTGCTTGGCTCACACTGCTCTGTAGAGAAGTTTGG
TTTCTATGAACGATGAGCGAAATCCGTGTCGGTAGTTTCCCGCTGAAATCATTGCTCATG
TCATGTTTGTGATGATGGTTTGGATTGCCGAATTTGGGCTTTGTGAAATTTAGTTTAAAT
GAGTGATGTACTTCCTGGGGGATGGAAAACTATATAAATGGGAATTATGTTTTCAATCAT
AAATTTTATGGGAGAAACCGACCCTAAAACTTAGGGTGTCTGTAATCCTATGCCCAATAA
AGCATCAGTCAGAAAGTGTGTAAACCCCGGGAGCACTTAACTGGGTTTTGAATTAGATGC
AACCGGAAGAGCTGGTGCGGAAATGCAGTGCGTGGTACCCAGTGCCAGACGACTAGTGAT
CTCATGAGATACTGTTTCTTTTTGTAATGAACTAGCGAGTTTTGTCAATGGTGTGTGTAC
TGGTTTGTTAGGCAGGATGTTTGCTTTCTAGGAATGTTAAAAAACATCAGCGAACTTTGC
AAGCACTCTCTTGAACGGCATTGTGTTTTACAGCCATGGGAAGCCTTGGGGGGTTTTGTT
GGTTTTTAAGTAGTGTCTCCTTCAGTGACTTCTCCCATTAGTTTGGTACTGTTGGTTCAG
AGGGAGACTTGTTTTTTAAATTAGGATTTAGTATCTGGAAGAATTTCACAGGGAATGGTG
GTACACACCTTTAATTCCAGCACTCAGGAAGCAAAGGCAGGCACATCACTTTGAGGCCAG
TCTCAATTTAAAAAAAAAAAAATGCATGAGATGCGTTTGTGTCCTCCTTTCTACAGTTTC
TGGTGACTGTTTTATTTTTCTCTGTGAGAGAGCAAAAGACAGTCAGAGGTTTTTCCAGGA
AAGTCGCTGTAGCTAGGATCTCTGCTCTCTAAAGCATAGAACTTTTAAGCTAATACATAG
TGAATACCGACCAGTTCTCTTAGCCTGCACCCTAGAACTACTAACTTCAGAGTTTACTGC
CCAAGTGGCAGGTGTCACGTGAGTGAGCTTCCCCTTGGAGCCACAGTCATACATTCCCAT
CCTCCGTGATTCCCCTGATGTCATTATCCATTACTCCAGTTTACCCAGCACCCTAACTAA
CAAACTATTTCCCGGTGTGTGTCTCTGGTGTGTACTCATTCACTTGATTCTTGAGTCTTT
TAACAATGCCTTCTTTTTATGTTTTGGTGGTACCTAGGTGGATCACAAGTAGAAAGCCCA
GTGGATCTAGAGAGAGGGAGGGGAGGGGCTGAGCTGTGGAGAGTGCGGCCCCAGAACCAT
GTCTACTCGAGAGTCCTTTAACCCGGAGACTTATGAATTGGACAAGAGCTTCCGGCTAAC
CAGGTTTACTGAACTGAAAGGCACAGGCTGCAAAGTGCCCCAAGATGTCCTACAGAAACT
GCTGGAATCTTTACAAGAGAACCACTTCCAAGAAGATGAGCAGTTTCTGGGAGCTGTTAT
GCCACGACTTGGTATGTACACCATCTTTTAACACCCAGAAATGTAGTCAACAGTCAACAA
CCAGATGCCTCCTCTGTGTTGCTTCAATTCTTGAAGCTCTGTCAGAGGACCTCAGGATCC
AGGGTGACTGTTTTTTTGGTTTTCTCTTTTGTTTGTTTGTTTTTTTCCCCAATTTTTAAA
ATTTTATTAGATATTTGCTTTATTTACATTTCAAATGCTATCCCAAAAATCCCCTATAAT
CTCCCCCCGGCCTGCTCCCCTACCCACCCACTCCCACTTCTTGGCCCTGGTGTTCCCCTG
TACTGGGGCATGTAAAGTTTGCTAGACCAAGGGGCCTCTCTTCCCAATGATGGCCGACTA
GGCCATCTTCTGCTACACATGCAGCTAGAGACACGAGCTCCAGGGGTACTGGTTAGTTCA
TATTGTTGTTCCACTTATAGAGTTGCAGACCCCATCAGCTCCTTGGGTGCTTTCTCTAGC
TTCTCCATTGGGGGCCCTGTGTTCCATCTTATAGATGACTGTGAACATCCACTTCTGTAT
TTGTCAGGCACTGGCATAGCCTCACACGAGACAGCTATATATATCAGTGTCCCTTCAGCA
AAATCTTGCTGGCATATGCAATAGTGTCTGGGTTTGGTGGCTGATAATGGGATGGATCCC
CGGGTGGGACTCTGGATGGTCCATCCTTTCGTCTTAGCTCCAAACCAGTGTGACTGTTAA
TGCCACTTAAAGAAAGAATTTAAAAAGCATCAGGGCATGTGGTTGGCAGGTTTGATTTTT
AGTTTGTTTGTTTTTGTTTTGTTTTTTGGTTTTTCGAGACAGGGTTTCTCTGTGTAGCCC
TGGCTATCCTGGAACTCACTCTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCTCCTGC
CTCTGCCTCCCAAGTGCTAGGATTAAAGGCGGGCACTCACTGCCCGGCTCAGGTTTGAGA
TTATAGAGTATATTGTGACATCATTACCCTACAGTAGGGCATTTTTACTTTAATTTTATG
GTTAGCTGAGAACCAGCAGAGCTCCTTTCTGTCTTTTCTCTCAAATGACCTCTACACTGC
TGCTCTCTGCATTGCCCTAGTGAGGGTGTTACCTTACGAATCTTCTTCTTTTTTTTTTTT
TTAAATTTTAGATTTTATTTATTATTTATTTTATATGTAAGTACATTGTCGCTGTCTTCA
GACACACCAGGGGAGGGAGTCAGATGTCATTAAGGATGGTTGTGAGCCACCATGTGGTTG
CTGGGATTTGAACTCAGAACCTTCGGAAGAGCAGTCAGTGCTGTTAACCGCTGAGCCATC
TCTCCAGCCCCCGCCTTATGAATCTTAAGAACAGCTTTAAGGCCTTTGCAGGATGTATGG
GCTGAGGTTTTGAGTGGGCCACACAGACTGTTGCCGACTGGGAAAGTAGCTCAGTTGGGA
AAGTTCAAGGGCCTCAGTGAGTTTGATCTCCCAAACCCATATCTTTAGAAACAAAAAGTG
TGTGTGTGTGGTGCAGTGTGTCGGAGAGGGGAGGCAGATGTGTTCTGGGCAAGACATTGA
CAGACTCTGTCTAAGAAAAAGAACTGGCCTCTGAGGTTGTACTCTACCCTGCACATGCAT
GTACACATATGCAGCTGTACCATATGTACACAGACGCACATACGTGGATTTGAGGTTGAT
CCCAGAGTGCCTAGTGGAGCTGAGGGCACTCTTGCTTTCTTTCCTGAACTCTGTGTATGG
TTAGTGGTTTATCTTTCTCAAACACAGAGCTCCTCCCAAATGCTGGGATTAAAGGAAAGC
CCCAGAATGCATGGCTCTGTGAATCTGTTACTTAAAGGATGAGCCTAAACATACTTAAAG
ATCTACATAATTATTGTATGGCCTCTTAGTGAGGGGCTCTAGTGCTTCGATGAAACACCT
TGACCGAGAAGCAGTCTGGGGAGGAAAGGGTTTGCTTGGCTTACTCCACATTGCTGTTCA
TTATTGAACGAAGAAGTCTGAACAGGAGCCTGGAGGCAGGAGCGGATGCAGGGGCCATGG
AGGATGCTGCTTACTGGCTTGTTTTCATGCTTACTCAGCCTGCTTTCTTCTAGAACCCTG
GACCACCAGCCCAGGGATGGCACCACCCACAATAGGCTAGGCCTTCTCCCATCAATCACT
AGTTGAGAAAATGCCCTGCACCTGGGTTTTGTTTGTTTGTTTGTTTGTTTGTTTGTTTGT
TTTTGAGACAGGATTTCTCTGTATAGCCCTAGCTGTCCCAGAACTCACTTTGTAGACCAG
GCTGACCTCCAACTCACAGAGATCCACCTGCCTCTGCCTCCCACGTGCTGGGATTAAAGA
TGCCGGGTACCACCAATGCTTGGCTATGGCTGGATTTTTTTTTTTTTAAAGATTATTCAT
TTATTTTATGAGTACACTGCAGCTGTCTTCAGACACACCAGAAGGGGACGTTGGATCCCT
TGGTTGTGAGCCACCACGTGGTTGCTGGGAATTGAACTTTGGACCCCTGGAAAAATAACT
GCTGAGCCATCTCTCCCGCCCCAGAAAGTAGGTGTTTCTTAAAACCAGTCCATTTGTTTT
CTATACTTGGAAGCTGTCAAGTATGGGTTATTGGTACAATAGTATTCTTTTATTTATTTG
CTCATTCATTCTTATAATTTGGCTTTTTTTGGAACTCACTCTGTAGATCAGGCTGGTCTC
GAACTCACAGAGATCTGCCTACTTCTGCCTCCTGAGTGCTGGCATTAAAGGTGTGCGCCA
CCAGCTCCCAGCAAATGTGTTCTATTGATAGAGGTTTCTGTCTTTGAGAAGACCTAGACT
TCGTGTAGCTTAGCATCAGCTTCTCAGCCTTACACATAACCTCCTGGGACCTTCGGAAGA
GCAGTTGGCGCTCTTAACCACTGAGCCATCTCGCCAGCCCCCCTCCTCAGGTTTCAAGAG
AGTCTCCTCTTCCATGTGCCTCCCTAAGCTTGTCCAGTCTGAACTTTATGTAGGAGTTCT
GGCCCCGATTCCACTTACCAAGGTCTCTCCTTTATCTTACTGCATCAGAGTTGTGGCCTT
AGGTACAGCTCTGACCTGCCGTGTGTTTGTGAAGAAAATTGCACTGGAATGCAGCCTCAC
TCAGCATGTCTGTGGCTGCTTTGGTGACACTGGAGTAGAAGCCTGAACTGCTTACTGTTT
GTCCCTTATAGAGAAAGTCCTAGTTCTGGTTTGCATTTCTGTTGCTGTGATAAACACCAT
AACCAAATGCAACGTGGAGAGGAAGGGGTTTATTTAGCTTACAGGTGTTTCCTCATCAAG
GAAAGCCAAGGAAGGGGAGTACTGTGTGCTGGCTTGTTCCCCCAGCTTTTTGTTGTTGTT
GTTGTTGTTGTTGTTGTTTTTGATCGCCCAGCTCTTTAAAGCAGCGTAGGGCACCTGCTC
AGGGATGACACTGCCCACAGTGAGCTGGGCCCTCCTATATCAATTAGGCAGCAACCAAGA
AAATGCCCACTAGGCCAGTTCTATGGAGGTAATTCCTTAATTGAGTTTCTCTCTTCCTGA
CTGTCTAGATTTGTGTCATGATGACAAAAACTAACAAGCATATTGTCAACCATGGCTATC
TTTTTAATAGGATCCTGAACTTCCAAAAGATTTTTCCAGCATCAGATTAACCACATCTAA
AAAGTCCCCAACTTGCCCACTCCAGGGGCATCAGGAAGTGATTTTGAAACCAAGTACTAC
AGTACAATACTGGATAAAAGAAATATCATGTTTCACCGAGAGCCATCCTAGCTGAGGCTG
AGTTTCTAGGTTCGGTGAGAGGCCTTGTCTTAAAAAATGAGGTGAAAGTAAGGTTGGGAA
GAAAGCAGATGTTGACTTCTGTGTCTGGGTGCACATGTGCACATACAGAAGTATGTACGG
ACACACAAAGGTGAGGAAAGTGCTTTGGGGAAGCAAACAAAGAATTGAATTACCCAGATA
CTGAGTGATTTGGTCACACTTGGTTGGGAACTTTGTATTTCTGCTTTGTTTCCTTCAGGC
TAAATGTAATATTAACTGCCATTTTCTTTATGAGAATATGATACAAATACTATCTAGGAG
GTTATAATAACATCCAGTAATTAATATCAAAGTAGCTATAGCAGTTCCATTTGTAGAACT
TTATCATGCAGAGAAATTCTATATGAGGCAGCATGGTGGTAGCACCATGCCTTGATAGCA
CACACGCCTTTATTCCCAGCACTTGGTAGACAGAGACAGGTGGAGCTTTGTGAGTTAGAG
GCCAACCTGGTCTACACAGCGAGTCTAGGATAGCCAGGGCATCAATCACAGGGCTCAGGA
ATATACAGTGTTAAAGACTTCAGTAAGGTTCAGGTTTTGTGCTGTCTTGCAGTCTTGTTG
ATTAACAATTCACGTCCTCCATCCTATGCTGGTTCTGATTCACAGTCATTTCAGTAGCAC
TTCTTGATAGCGCACACATAGATTGGTTGGCAGTGTGGGTTTGCTGTCTTGTAGAATTCC
TTCCTGCTCAAAGTCCTGCTCATACACGAATAAACGCTTTTCTTCTCTCCTTTTATTTTT
TGGGTGCTGGCAATGTCACTCTTGCCAGGCATTGGGATGGATACTTGCGTCATTCCTTTG
AGGCATGGTGGTCTTTCCTTGGTTCAGACCACAGATTACATTTATCCTATCGTCGACGAC
CCGTATATGATGGTAAGTTTGTGCTTTTTGTAATTGGAACTGCCTTGTGCTTTGGTTGTG
GTTTCGGCTGCGTTTATGTGTGCCTTTGGGTTTGGGTTTTATGTTTGGCTGTTGTGTTTT
TCCACTTTTGCTGAATCCACATTATATTACCGTTCCCTGACTCCTGCCTTGTGGGGCTGA
CCTTTCTCCTCTCGCTTGACATGGAATGAGCCAAGTGGCGTGGAGAGGGAGACCTGTCTG
CTGCCTTCCTAGTGTGTGCAGAACACCTACCATCTGCTGTTTTGAGAGGATACTAAGGGT
CGATGGTGTTCTCTGTTTGCTTTCCTTGTACCTATCTCTCTGATGTTCGTAAAAGTCACT
GTTCCTGGCTGTTCCTGGCTGTGCTTCATAATAACACTGATTCTAAATGTTTCCTCCCAC
ACAGTAGAGGAACTTGAGAATCTCATCACATGACTCCCCCTGAGGCAGGGTTTCTCTGTG
TATCCCTGGCTTTCCTGGAACTGTCTAGTTAGATCCTCACACTCAGAGATCTGCCTGCCT
CTGCCTCCCGGTGCTGAGGGCAGAGCACCAGGCCTGGTTTACTTTACAACTAGGCTTCAG
GGTAAGTTGGTTACCAGCTACCCAGCCACCTCCATGCGCACTCACCACTGTACCATATGG
TACTCTGAGATCTACCTGACTGTGGCATTCATGTTATAGCTGCCAAGGCAAGGGAGATGG
CACAGCAAGGAAAAAGTACTTCCCCATGTAAGCAGGAAGACCCCAGTCTCCAAGTAAGAA
GCTGAGTGTAGCCGCACATACCTATAGTACTACTCATGCTTAGAAAAACAGACAGGAAAA
TCCCTGGGACTTGCTGGCCCGCCAGTCTGCCTAATTGTTGAGCTCCAGGTTCAATAAGAG
ATTTTGTCTTGAAATATAAGGTAGAGTTACTGAGGAAGACACCTAACATCAACTTCTGTC
CTCTCCAGCATGCACATGCTCGAACACACAAAGTTGTAGCTACTGGTCATGCCGTCTGCA
GACACATTTCCAGCCATGTGTTACATGCTACAGCCAGCAGCCTTTCATCTGCTGCCTAGT
CTTTAACCAACCAAGAGAACACTGAAGGAATGGGAATATCCCACTTGTTTAAAAATGTCA
GCTATCCTTCCTGGTTTGCAGGGACACTGGATCAAGCTTCACATGTAAGGATGTGGGCCA
TGGATAGGAAAATGAGTGCAGTATGAGTAGAGGTTATGGAACGTACATTCTCTGTAAAGG
AGCACAAGTGGCAGAGGAGTCACCCAGAGTCTGTCCTTCTCCAGCGTCTCTTAGAAGCAT
GTGAGAGTAGCTAGCTATTGCATGTTTGCCCCATGGCCCGAAACTCAGTCTCTAAGTTCC
TCATTGACCAGGCTTGCAGAAGGCTGCAGGGAAGGCTGCCTGGGAGTCCCAAGAACACAC
ACAGCAACTGAAAATGATGTGCTGCGTCCATGAGGATTATCCTGTGTCAGAAGAAAACCC
TGTTATTTTTCTCTACTATCTATAAAAAGATAATTTAGACAATGACAACTTAACATTTAA
AAATCTTCCAGAGCAGTAGTCTTTATTAGCACATCCTATTGGATGTTGTTTAAACTCCTC
ATCAAGCAATACAGTTTACTAGGAAATGCTATTTCTCTCTCTCTCTTTTTTTTTTTTCCA
AGACAGAGTTTCCTTATACAGTCCTGGCTGTCCTGGAACTCACTTTGTAGACCATGCTGG
CCTCGAACTCAGAAATCTGCCTGTCTCTGCCTCCCAAGTGCTGGGATTAAAGGCATGTGC
CACCACCACCCGGCAGGAAATGCTATTTCAATTTTACTTCAGGCCTGTGTGTTTCTTATT
TCTCCTACTTTTGTTTCCTATTTACCTCTTCAACTTGAAACTGCAAAAGTTTCTGAATCC
AACAACGTAAAAATCACCTTTCTGTAACCAGCAGAGGCAACACTTGCTGTGGTCTGCTGA
GTGCTGGCTTCCAAGGTTGCCTTGAAATGACTGTATCAGGCCTCTCTCCCAGACCATGGT
GCTAACTAACTGCTTCTCTTCCCGATCCCCCACCCTGACCCATCTTGAGCTGGATCTCTG
AATCTTAGATGGGAAAAAATGTGAACTCTTTATTCTCCTCCTGTGGGTGAGTGGGCGCCC
GACAGGTCACTGAAGGTGCCAGCTGAGAGTCATGTCCGGGAGCCGTCCTGCTGCAAACTC
CCACGGTCTTGGAGTTTTGTGTGCCTCATTTTTGGTTCTACAGATGGGGGGAAAAATCCC
TGGCTTTTTCACATCTCTGCTCTCTTTCGTAGGGCAGGATAGCATGTGCCAATGTCCTCA
GTGACCTTTATGCAATGGGTGTCACGGAGTGTGACAATATGCTGATGCTCCTTGGAGTCA
GTAATAAAATGACTGACCGGGTAAGTCACAGACGCACATTCGCCGGTTCCATTGTTTCGC
ATTTACAGACGGGACCTTCAGTATCGCAGCTTTCCACTTCGGGGCATCGATCTGTAAATT
CTAACGAGAGTACCTAGCCTCTTCTTCTCCCACCTGCTCCTCCTAAACTCTTCTCTCTGT
CTCTCTGTCTCTCTGTCTCTCTGTCTCTCTCTCTGTTTGTGTGTGTGTGTGTGTGTGTGT
GTGAGAAGGGGAGACTTTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAGAGAGA
GAGAGAGAGAGAGAGAGAGAGAGAGAGAGAAGGGGAGACTAAATAAAGCCTAGCTATATT
AACAGTCCCTTAGTGCCAGGCGTGTGGGTCAGGTTCAGAACCCATGACCCTCAGGGGGAG
AGAGAGCAGCCTCTGCTCAGGGCAAGGCCCTCTCGCTTTCACGTGCTCACGTTTCTGTTA
CTGCTTGGCACTCTGTTCTTTTACCTGTTCTTCGAACCAAGGATGAATTCCTATTTAGGT
TATTTCTATTTATTTTCTTTTATGTGCATGAATATTTGCCAGCATGCACATGAGTCCACT
GCATGTGTGCCTGGAACTGCAGCTAGAGATAGTTGTGAGCTGCCATGTGGGTGCTGAGCG
CCAAATTTTTATGCATAATCTCAACCATTGAGCCATCTCTGTGACCCAGTTACTTAGTTT
ATGTTAGCAGGGTGTGTTTATTTCTTTTCTCTTTCTGTATGCGCTCCCTAGTCAGTTTGT
CGTGATTTACTGATAGAAAGCCCAGTTGTCTGTGGTCTTTTTTCCTAGCAGTTTGCACTT
TAAACAGTAGTTCTCACAGGAAGGGCTTCTCTGAGGATGGGTTACATCGAATCTCTCAGC
GAGTCTTCCCACTTCTTGGCAAACAAAATTCTTTTTGAAAACAGGGCTGTGTTTGTATGG
TTAGCTTGTCTGGTGTCCTTCAGGACCAGCCAAGAGTTGGCCTCTAATAGTCACCCATGT
CTGGGCCAGGCCTGTGGGCAAATGGCACATTATAACCCCTACCAGTTAAGAAACTGGGCT
TCGCAGGGCAGTGGTAGCACATGCCTTTAATCCTAGCACTTGGGAGGCAGAGGCAGACGG
ATTTCTGAGTTCGAAGCCAGCCTGGTATTCATAGTGAGTTCCAGGACAGCCAGGGCTATT
CAGAGAAACCCTGTCTCAAAAAAAAAAAGAAAAGAAAAAGAAAGGAAGGAAGAAAGGAAA
GAAGGAAAGGAAAGAAGGAAGAAAGAAAGAAGAAAAGAAGCTGGGCTTCATTGTTCACTT
TGTAACCCAGAATACACTTGCCAGCATGCTTGCATCAGGAAACATGTCCCTGCTTTATTG
CACTCTACCCTGTCTGTCAGCTTCTGCTCTCTAGAGGGTTTTATCTCTTTATAACTGCAA
ATGTAGAGCCATCCTTTCTGGGGTTTGAACAGAATTCATGACTTTTCATCTCTGTCCTTT
TAAACCCTAGGAGAGGGATAAAGTGATACCGCTAATTATACAGGGTTTTAAAGATGCGGC
AGAGGAAGCGGGAACCTCTGTAACAGGCGGCCAAACGGTATTAAACCCCTGGATTGTTCT
GGGAGGAGTCGCCACAACGGTCTGCCAGCCCAATGAATTTATCATGTAAGTTGGCTTTTG
TTCATGTCGGAACCTGTTTTTCTCTCATCCTCTCTAAAAATAAGGTATATTAAGGTGTCA
TTCAGTTGCTGTACAAGTCACCCATTGAGAGTATGCAGTTCAGTGGGTTTGGGCCTTTCC
AGAGCATAGACTCACCAGGATCCCTTCAGCACTTTGATCACCCTGAGTGGAAACTCCCAC
TGGGGTTATCACTTGCTCATCCTTCAGATACATCTTGGTTGGTTTCACGTCCTGTATTGG
CATAGTGTTTTTATTTTCATGCACGTTGTAGCATTTGTCAGTACTTTGATCCTATTCCTG
AGCAAATTTAGACTTTGTAAATTTCAGGTGACAAAGACATGTAACATGGTATTCAGCATT
TCATGTGTCCGTTTTCTGGTTTGGTTTTTGAAACAAGGTATCACTTTGTGTCTCATGCTG
ACCTCAAACGCATCCTCCTGCCTCACCTGCTCAGTCCAAGAGTTGTGGGAAGGCTGCCTC
CACAGCTTTTCTGATTTGTTTGGTTTCTTGTACCTGGCCTTGAACACAGCTTGTTGTGTC
TGCTAAGCGGGTACTGCACCGTAAGCTCTACCTCTGTGTCAGCGTTTTAAGTCTACAGTG
GTTTTGTGAGTGCAGGCTTGAATGAGCATCATCCCGTCAGCACCCAGAACGTTGGCTTCC
CTTACCCACGCCTGTCCTTATTTGCAGACATTTCTAGTTTGCCCTTCCCGCAGTGTTCTT
TGTAAGGGCAGCCTGCTCTGAGCACTGTGATAAATGGAACCGTGCTCTGTAGGACACTTT
GTACCTGGCTTTACTTGCTCTCATATCATCAAGTTGTAGCACAAATCCATAGTGCTTTTT
TTTTTTTTTTTTTTTTTTACTTTTTTGTTCTGTTTTGTTTTTTTAAAGATTTGCTTATTT
TATGTATATGAGTACACTGTAGCTTTCTTCAGACACACCACAAGAGGGCATCAGATCCAT
TACAGATGGTTGTGAGCCACCATGTGGTTGCTGGGAATTGAACTCAGAACCTCTGGAAGA
GCAGTCAGTGCTCTTACCTGCTGAGCCATCACTCCAGCCCTCTTTGTTTTGTTTTTTAAG
AGTGAGTTTCTCGGGCTGGTGAGATGGCTCAGCAGGTAAGAGCACCCGACTGCTCTTCCA
AAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTTACAACCATCCGTAACAAGAT
CTGACTCCCTCTTCTGGTGTGTCTGAAGACAGCTACAGTGTACTTACATATAATAAATAA
ATAAATAAATAAATCTTTAAAAAAAAAAAAAAAAGAGTGAGTTTCTCTATGTAGTCCTGG
CTGTCCTGGAACTTTTTTCTGTATTTGAACTCACACAATCTGCCTCCAGCTCCCATGTTC
TGGGTTCAAAGGTGTATGCCACCACCACCACCACAGTACTTTGTTATGGCCTAGTAAGCT
ATTGTCTGTATATACCTCAAGTTTGTCTGTTGACTGGTGGACTTTTGAGTTGTCTTCTCC
TATTACTATAAACCCCCTTCAAGTGCAGTTTTGTTTTGCTCTTTTGTGTGTGTACAGACC
CAAGTTCTCCACATCCCCTCTAGAAGTTGTTTTTTGTTTTTTTTAAAGATTTATTTTATT
AATATATGTAAGTACACTGTAGCTGTCTTCAGACACTCCAGAAGAGGGAGTCAGATCTTG
TTGCGGATGGCTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCTGGACCTTCGGAAG
AGCAGTCGGGTGCTCTTACCCACTGAGCCATCTCACCAGCCCTAGAAGTTGTTTTATGAT
GCCATTCTCCTTCTGCTCAGAACCAGTGTAGTGGTACCTGCCTACACAGGTGCCATCCCA
TGTGGCTTTGACTTGCGTTTCTTTAATGAGTAGTGGTGGCAAGCATCTAGTCTTAAAGCT
TTGTTTGGGGTGAAAAAACATTTCTCTGTATCCTTTAGAGATGGATTTCAACATAGATTG
TCACGTTCCATGTTTGATGTTCAGAGAGGCACCCTGTCCTTCATTTATTTGGTTTAGATT
GATTGATTGATTGATTTCTGTGGTGGGAAACCACTTGAAGGACCTGGTTCTTCTCTCCTG
GGGAGTCCTAGGAAAGAAATTGAGCCCAGGTTCTGAGAGTTGATGGCAACCAGGTCCAGA
GAATTGGTGGCAAGCACCCACTAAGCCATCGACTGACCCTCACTTCAGTTCTTAATTAGT
AACTGGCAGGTAGTATGTTGACCTGAGTCAGAATGTAAAAGATGTAAAAAGAATCTACAG
TGCAGTGGTCATGATCTGTGTAGAGGCTCAAGTTTCCTGCCAGACTCTCCTCCTGTTAGT
TTTGTGTATTTGCTATTGCTGTTTCAATTATGTTTGGTTATTTTGATGCTGTAACTAATG
TTCCAGGCATAACCTTGGAGCAGGTCATTGGGACTAGTTCTAAGAATCCCTAGGTCAGGT
GGGGTGTGTTAGTAATGCTGAGAGCCTGCCTGTCATAAAGGCTCTGCCAGGTTCCACTCC
ACAGCAGTGAACAGGCAGGCCAGATTCCCCGGATGGCGATTGCCTGGGTTTACAGACCTG
ATCTCTGCTCTTCTGCTTTGTGGTTTTGCTTGCTTGCTTGCTTTTCCATAATAGGGAGTT
GAACCCCAGACCTGAGTGTGGAAGGCAGTGGCTCTGCTGTTGGCTACATCCTCAGATCTC
TACACATCACACACACCCCATCTCTCCCTTTAACTTGTTCCTTAGGGCTGCCATGTCAAG
CAGGCTTTGATCTCCCTGCCCTAGTCTCCCAGGCAGCTGAGGTGACAAGTGAGTAGCACC
ATAATCTTGCTCAGAAGAGAGAAGCTGAGCACATTGTTCATGTTTAGCCATCTTTTCATT
AGTGGAAGCTCCTTTTACTCCAGTAGCAGATGGCGTGCCCAGTAAGCATCCTGCATCTAT
TTGGGGCAAGCATGAGGACCTGAGTTTTGTCTCTAGCAGCCACTTAAAAACTAGTTATTG
GCAGTGCTCACCTGTATTGCCATCAGGGAGACAGACACAGTCAAGTCCCTGGAGCTCACT
AGCCAAAATGGTAAGTCCTGGGCCCAGTGAGAGACCTTATTTCAAAAACTAAGCTGGAAA
ATATTAAAGATAATGTTGACTTCTGGCTTCTACCTAACCCACATACATGTGCATTCACAC
ACACACACACACACACACACACACACACACACACACACACACACAGGAAAGGAAGAATTG
TTGCAAAACGTTTATTTTAAACAAGATTCCCTTTTTGCTTTACTGTTGCCGCCTCCGTTA
GTGTGATCAGAACGTGCTCTTTTCTTTTCTGCAGGCCAGATAATGCAGTACCTGGGGATG
TGCTGGTATTGACAAAGCCCCTGGGGACACAGGTTGCAGTTGCTGTGCACCAGTGGCTGG
ATATTGTAAGTAAAAGCAGTTCAGGACTGGGGCTGGGCTGAGAGTAGGGGTGGGTGGGAC
AGTTAGCTCTCACAGTTGCTCTTTAGTTTCAGAGTGGTTTGTGCTTTGTTTTGTTTGAAG
CGGGGGGGGGGGGGCACTTGTGAAATGAAAACTTTAAATTTTACCTCTATAAAATTATCA
GTAAAGTCCTTAGGTGAATTATCCATATTCTCATAAATGAAAATTTAAGCCATATAAAGG
GGTGCGAGTCCCAGCTTGAGGAATCAGGTCAGGTGTTGACATAATTGTCATGGAGTTTGG
GGGTTTTTTTTGTTTGTTTTTTGTTTGTTTAATTTTTATTTACTTATTTTATGTATATAA
GTTACACTGTTGCTGTCTTCACACACCCCACAAGAGGGCATCAGATCCCATTACAGATGG
TGTGAGCCACCATGTGGTTGTTGGGAATTGAACTCAGGGCCTCTAGAAGAGGAGTCAGTG
CTCTTAACCGCTGAGCCATCTCTGCAGCCCCCGGAGTTGGGGGTTATTGTGATATGTTCG
TATTGTCTTTAAATTGATTAATAGTGAAGGACATACAGATGTAGTATGTGTAGTGGAGGA
CAGACAGGAGGGTATTTTTGCTAAGCACTGACCCGCTGCCGTGTCTCCCTAACAGTCCAC
AGTGACTAGGATTTTACCCTCACGTATCATGGCGTGTCTAATTTCTACAACTATCGTCTG
AAACTTACCAGTCTTGAACAGTTGGAAAAATGATAAAGACTTATATCACTTATTGGCCGT
TTATCGTGACTTGATGTAGCCAGTAAGAACCCTTGGAACTGGAGAGGGGTCTCAGCAGCT
GAGAGCACAGGCTGCACTGCCAGGGGTCCTGGCTTCTCGTCTCCCTTCCGTGTAGTGGCT
AACAAAAGTCTGTAACCCCAGTTCCAGGGGATCCAGTGCCTGCTTTTGGCCATTCTGGAC
ACTCCATGCATATGATGCATAGACATACATACCTATAGGCACAACACCCAGATACATAAT
ATATAAAACATTCTCACTGGGCAGGAGTGATGCATGGCTTTAATTCTGGCACTCAGGAGG
CAGAGGCAGGCGGATCTCTGTGAGTTCAAGGCCACCATGGTCTATAGAACAAGTTCTGGA
ACAGCCAGAGCTACACAAAGATACCCTGTCTTGAAAAATGAAATAAAGTCTTAGAAATGG
CCATATTATTTACTTACTTTCCCTCCTTCTCAGTGATGTGAAGCAGTCTGGGAAGTTGCT
GAGGGGGCAGTCTACAGAGGTGCTGTCTAGTCTAGTATGGCCTGCACTGTCTCCACTTCT
GCTTCACACATCATTGCTTTATTATTGATTTTTGGCAAATATTCAGAATTTTTAAAAGCA
AGTTCCAAATGCAGTGTAATAGCATAATGTTTGTTTCTTTAATAAAGGTTAGAGGCATTG
CCATATAGTTTTAGAATCTATTGTCTGAGGATCCTGGGTTTTGACAGGCAAAGAATGATA
GATACAGATATCAAAGTGGGTGTTACTTCTTTTTTTTTTTTTTTTTTAGATTTATTTATT
TATTATATGTAAGTACACTGTAGCTGTCCTCAGCTACTCCAGGAGTGGGCATCAGATTTC
GTTACAGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCGGGACCTTCGGAA
GAGCAGTCGGTGCTCTTCACCACTGAGCCGTCTCTCCAGCCCGTGGGAGTTACTTCTGAG
AGTGCTGGGAAGAATGGGATTAAGGGTAGATCAAGTTAGTCCTAATGTCTAACAGTGACT
GGCAAGTATTGGCTTTTGTGATATGGGCACCAAGCTCAGCCTCACGTATGTTAGCAAGTT
CTTACCTCAGCACCTCAGGTTTTGTTTATACAGTGTTCAAAACACTTAAGTGAAGATACA
TGCATCATAGAGCAATTAGTGGTCTGTGGTTCCGTGTACCATGAACCTTTACATCATGAT
GCTAACTTCTTTCAAAATCAGACAGAGGCCTTTTGTCCTTTTAATGACAACTTTATTTGC
TCACCCAAAACTGTCCTCAGCATGGACAGCTGAAAATTTCACATCTGTTTGTATCAAAAT
CACTTCCCTGCAGGAGTCAGTTAAAGTAGAAAAGGTATAATGTAAAAACAGTGCCATCAG
CGTAGTAGAGGAGATGGGAAGGGAACCAAGGACATGGGAAATTCTCTTCTGTTCTTGTAG
AACTCAAGGCTTTGTGAATACCGGGCAGGCTCTTGCCTGACATCTCAACCCTTGGAAACA
GTGTTAATTACACCTGCCAGATGAGAGCAGGGTGCAGCTGTGTGCCCGTTAGGTGTACAT
ACCCAACAAGCTAGGATATTTACTACAGAAATGTGGGATAAGCCGAAGACAGAATGATAG
GTCCCCTGAAAAACACTAACCACGGAAGGGTATCGACTTAAAACACTTCTATGTCTTGAC
AACTAGGTAAATAAAATTCCCAGTGACTGGGGTGTAGCTCAGTGGTGCAGGAGGTGCTGG
ATATGTGTGGGACCTTGATATGTGGCTATATCACCAGCAATATGTACGTACATCAACATG
CCCAGTCCTGGAAGATGACTAGGAAAAGTATTCATTTTGTACATGGTTAGAAGTAAAAAT
GAATCACGTTTTCTTTTTCTCTCTCTCTCACCTGTGTTCCTACGGCTAGCCCGAAAAATG
GAATAAAATTAAGCTAGTGGTCACCCAAGAAGACGTAGAGTTGGCATACCAAGAGGCAAT
GATGAACATGGCCCGGCTCAACAGGACAGGTATGGGGCAGAAGCCTTTGTGCTCAGGGCT
TAGCAAAGGTTCTGAGAAAGAGAGTAATAGATGGGAACTTGAGGATATCGGCTGCATCTA
GTTTTTGTGCATAGTGGGGTTTTTTTGTTTTTGTTTTTTTCCTCAAGTCTTCAGTCATAC
AAAATAAGGAAATTGAGGCCAGGGGAAGAACGTGACTGGTGACTACACTCCTCCTCTTGG
TGTCTACTTTTTTTCTATAGGTTACTGCTGGGAATCTGCAGGCAGGTAGTGTTTCATTTA
CAGTTTCACTTATGACAGCTTTTCAACTTGTTAATGTCAAAGTGACCTCCGTTGATTGAA
CCCTGTCGAGAGTTAAGGAGAACCTACATATGACATGTTCTCAGGAAAAAAGTGTTAAAT
GTGGCTTATATTAGATACTCCTCACTATAATGTCTGCATGTGCCTTCCTCCTCCTTCAAG
CTAGTTGTCGGAGTGTGCTTACGAGTCCCACTGGGTGGGCTGGAGAGATGGCTCTGCAGT
TAGGAGGGCTGCCTGCTTGCAGAGGCTCAGAGTGGGTGGTTGACCGTCAGGAGCACTTGG
CATCATGTGCACATTCACACAGGCATGGACATAATTTAGAAATAATTTCTAGTTAATTTT
TTAAAAACGTAGTAGAAACAGTTTGCCCTTTCAATTGTGAAATGGACTCTTAGCTACTTT
TCTGTTGCTGTGACAAAACACTATATCCATACAGTTTCAGAGGGTGAGGCTGTTTACTTT
CATGGCAGGGAGCCTGTTGCAGTACCTGAGAGCTTACATCCTTATCCACGAGCAGGAGAG
AGACAGGGATAGCTAACTGAGAATGGTGTGGGCTTTTGAAACCTTAATGCTTATTCTGGT
GACACACCTCCTCCAACAAGGCCACACCTCTTAATCCTTCCCAAAACAGTCCCGCCCACC
TGCAACCAATATTCAAATGCATGAGCCTGTGGTAGCCATTGCTCTTTCCAACTTCTGTAC
AGGCTTTAAAGCCTGACTTTCCAGGAGTTAAGAGATAGTGGCTCGATTTACTTGAATGGA
GATAAACAGTCTTGCTGTGTAGGATTGTTTTTCTTTTTGGTTATGTAAAAAAAAGTCACA
AATCAGGTGCTATATAGTAGTCAATTCTTTTATATATGTGTATGCGTGTGTGTATTTGTG
TAGGTGGGTGCATGCGTGTGTGTAGAGAGGGCAAAAGTCAATGTTACGTGTCCTTCACCT
TGTTTTTTAACATGGGGGTCACTGACCTGGAGCTCACGTGTAGGCTAGGCTGCAGGCCAG
CAAGCCCTGGGTATCCACTTGTCTATGCCTCCTCAGCATGTGGCACCGTGTCCAGGTTTT
TGACTTGGGTCCTGTGGATTGAATCTGTATTTTTACTGACTGATTCAATCCATACTTTGT
CCCTGGCCCTAAGTATTGTCGTAGCTGTAGTAAAATAGCTTCTTTGGCCATATATAAAAT
ATGTGTACATAAGAGATGTAAGTAGACTGCTCTGGCTGAGCAGGTTTTGCCTATAGGTGT
CAGAAGGTGTCAAGGAGAGCAGTCCTAAAGCCAGCTGTTGACTACAGGACAAAGCAATGG
GGAACTGGATTTATATGTACCATGGAGTGTCATTTGTGTAGTTAACTGGTCATAAGAATT
TTCCCACTTTGTGGTGTTTGTGTCAAATAACACAAAGATGTCCCAGCTACTCATGGTAAG
ACCCTTCAAACTGGATCTAAGTTTGTACATTCAGGGTATTGAGTTAGCTAGGACAATTGT
CATATACCATGTTGGCAGTGGCTCTCCTCTTGTTCAACTTTCCATGCTTCCGATTGGGTG
CCTCCATTCCTGTGTACAGTGTGTACCGTCAGACCTCCCCTCCCCGCCTCCCCTCCCCTG
CCCCTCACACACTGTGATCAAATTACAACCAAGATTACTCTTAGCCGGGTGGTGGTAGTG
CACGCCTTTAATCCCAGCACTTGGAAGGCAGGTGAGTTTGAGGCCAGCCTGGTCTACAGA
GTGAGTTCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTGGAAAAAAAAAAAAAAA
AAAAAAAGACCATGCTTAGGGATTATGGCCTACTAATAAGCCTGTCACTTGCCACATGGC
AGTTGTGAGAATAGCCATGAGAGCTTAGCTGTTTTTCTGTGATACGAAGAGTAAGCCATT
CCTGGGGATTATCGCATAGCTTTAGCTAACTAGTGACTCCCAGATATCAGCCCACCTGTC
TCAGCTCTGGGATTAAAAGTGTGCACCACTCTGTCCCACCTTCCTCTTCTAACAATGAGT
CTCCAAAGTTGTTTTGTTTCATTTCGTTTTGTTTTGTTTTTAACCTCAAATCATATAGCC
TGGACTGGTCTCCATGGCCCTTTTATTTGATGTTCACACTATTTAATATTTTATAATTAA
GCAGGGGGCACCTCTCTTGGGTCTTTAAGAAGCCCTAAGCACTGTTTTTAGAGTTTTTTA
GTTGGCTATACACTGCTCTCCTCCCCGCCTCTCAGTCACCACCATTGAGAATTCGCCTGT
GTGGGTATGTGTATGTGTATGCTTGGGAACTTAGGGGAAAGTCGGGGAAGGTTAGGACAC
TTTGCATTGGTCTTCACCTACAACTTTGTGACACAGCTCACTCCTCTGTGTTCACTCCTC
TGTGTGCCAGATCTATGAACTTCTGGGAAATTCTCCTGTCCCCATCTCACCTTAGGAATG
GTAGAAATTCGGAAATGCGGATGCTGCGTAGGCCTGTGTCCATTCTGGGGGTCTGTACGC
GGGGCCTTGTTTGCATGGCAAGGGCTTTACCCGCTGAGCCATTGCTCCAGCTACTACTGT
TGTGATTGGCTTTGTAGAGAATTGCTACATTTGGCAGTAGAACACAGCCAACCCGTGCTG
AACAAGCAGACATGCCAAGCCAACACATTATGACTATGACATAGCTTAGGACACAGCCTA
AGCATAGACTCTGTCATTCATACACATTAACTCAGAGAGAACAAGAAGGCCCAAGTCCTT
TACAAATATATTTATGAAAGAGGCTCAGAGGTCAAAGCCTGCCTGGGTGTAAAGTCGTTT
ATTGCCAGCCTGGGCAAAGTACCTGGAAGGGAAAAAAGGATGGGATTGTATGCTTCTGAG
AGAGAAGAGTTTGTTATTGTTTTAATTTTCTTCTTCTTTTTTTTTTTAATTTTTTATTAG
ATATTTTCTTCATTTACATTTCAAATGCTATCCCGAAAGTCCCCTATACCCTCCCCCTGC
CCTGCTCCCCCACCCACCCACTCCCATTTCTTGGCCCTGGCATCTCCCTGTACTGGGGCA
TATAAAGTTTGCAAGACCAAGGGGCCTCTCTTCCCATTGATGGCCGATTAGGTCATCTTC
TGCTACATATGCAGCTAGAGACACAGGGGAGGGTACTGGTTAGTTCATATCATTGTTTCA
CCTATCAGGTTGCAGACCCCTTCAGCTCCTTGGGAACTTTCTCTAGCTCCTCCATTGGGG
GCCCTGTGTTCCATCCAATAGATGACTGTGAGCATCCACTTCTGTATTTGCCAGGTACTG
GCATAGCCTCTCAAGAGACAGCTATATCAGGGTCCTTTCCGCAAAATCTTTCTGGCACAT
GCAATAGTGTCTGGGTTTGGTGTCTGATAATGGGATGGATCCCCAGGTGGAGTAGTCTCT
GGATGGTCCATCCTTTCGTCTTAGCTTCAAACTTTGTCTCTGTAACTCCTTCCATAGGTG
TTTTGTTCCCTATTCTAAGGAGGAGTGAAGTATCCATGCATTGGTCTTCCTTCTTCTTGA
TTTTCTTGTGTTTTGCAAATTGTATCTTGGGTATTCTAAGTTTCTGGGCTAATATCCACT
TACCAGTGAGTGCATATCAAGTGACTTCTTTTGTGATTGGGTTACCTCACTCAGGATGAT
ATCCTCCAGATACATCCATTTTGTTTTAATTTTCTTTTTTTTTTAAGATTTATTTATTTA
TTATATGTAAGTACACTATAGCTGTCCTCAGATACTCCAGAAGAGGGCATCAGATTTCGT
TATGGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTTGGGACCTTCGGAAGA
GCAGTCAGCGCTCTTAACCACTGAGCCATCTCACCAGCCCTTGTTTTAATTTTCAGTACA
GTGTATTTATGTCACATTGTTCCCCTCCCTAGAAAAAGGTTAAACCAATACAGATGAGTA
GAGCAACGACACCCCTGACAGTTGCCTCTTGTCTCTGCCTGACTTCTGTTGGAATGAGTA
CTTTTCTTTTAATGTTTGAGTTTTGCTTTGGGTTTTTTTTTTTTTTTTAACCTATTGTCC
TACTACAATAAATCTCTTGTTGGTGGAAATTGTTCTAGAAAATGCTATTACAATTCCACA
AAATATTTGATTTATTTCTTCACATAGGAGGGAAACATTCCACTGTGTAAAGGTAAAGAT
GACCTTACAGTCATGACAGCTCTGATACATAATTGATACTGAGTCCTACACAGCGCTTAC
CAGCACTGCTGCTAGAACATTTGGGAGTTGGGACTGCATGGTACTTGAAAGGCCTAGCTA
AGTTTCAGTGCATAGCAGTTATACATGATTTCATATTTATGTAATAGAATGAAATGTATT
CGTATTGAGATAGAAATGTAAAGACAGCTGTAGAATGTGTCTGTTATATTTTCATATATG
CCTCATTTGTTTAGAGCATAGATATCTTTTTAGAAATCTTATTCTAACTGAATAAGGCAA
AATGAGTACTGTAACTGAAAATATTTCATAGATCTTTGTCATGTTTCCCTTTTTAAAAAA
ACAGCTATGGTAAATTATATTGCTCCTGATTACACAGAACTTTGTGATTATTTTAAAATA
ATTTTATATTTCCTTAAAAATATCAGCAAAGGGCTGGAGAGATGGCTCAGTGGGTAAGAG
CACTGACTGCTCTTCCAAAGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACA
GCCATCTGTAATGAGATCTGATGCCCTCTTCTGGAGTGTCTGAAGACAGCTACAATGTAC
TTACATATAATAATAAATAAATCTTTGTGCTGGAGTGAACAGGGTTCCTGAATTCAATAC
CCAGCAACCACTTGTTGGCTCACAACCATCTGCACAGCTACAGTGTATTCATATACCTAG
AACAAATAAATAAATCTTAAAAAAAAAAAGGAAAAAAAGAAGTATAGAAGAAACTTATGC
ACAGTCCTCCACCCAGAACAGCTTGATCTGTGTGTTTAGGTCTTACCTGCTTCCTGCAGC
TTCCTGCTGTTGCCTTGCACGCGCACTTAGCCACTGCTTACTCAGTGATGGCGTGCTTCC
ATAGAATAAAGAAGAAGCTCTTTAGGAAAGAAGGAAGGAAGGAACAAACAAACAAAGAAG
AGCTGTGTTACATAGGCACACTGACATCTGGCCGTGGAGCTGAGCCAGAGCAGCCGAGGC
GAGGCGGACTTTTCAGCAGGTGGTGCTGGAACAAGTGGATATCCATATGCAGCAATAAAT
ATGAAGGCCTTTGTCTTTCCTGGAAAGTCACTCACAGAGCTAGAGATCTGAGTACACCAG
ACAACTATAGGCCTCCAGGAGCATGGCATAGAGGAGAGTTCAGGTGATAGTGGGTTTGGA
GGTGACTTCTTAGATTAAAAAAAAGATGTAACAGAAATCTTGTACTACCCAAAAGAAAAC
AAAGTGGGTGTTGGGTGTACTTAGAAGAAATTGTTCTGTACACCCCTGCTAGGTGATGAA
TGAGCTTGGGAACTAGCTCAGTTGAGGAAGTGCTTGCCCGTTTCATGAGGACTTAGGCTC
GGGTCTCTGGCATGCACATAAAGGGGTTTTCTCACGTCATGCCTCTGCCTCTCTCAGCTG
CAGGCCTCATGCACACGTTCAATGCTCATGCAGCCACTGACATCACCGGCTTCGGGATTC
TGGGCCACGCGCAGAACCTGGCCAAGCAACAGAGGAACGAAGTGTCCTTCGTGATTCACA
ACCTTCCTGTGCTGGCGAAGATGGCCGCTGTGAGCAAAGCCTGCGGAAACATGTTCGGCC
TAATGCATGGGACCTGCCCAGAGACGTCAGGTAAAAAGGGCGGGGTGGGTGCTGTTCCCT
GGCCTGAGGGTTCAAGTCTGAGCCTGACACCCATGCCTTCCCCCTGCTGGGAGTTTGCAG
TCCCCTCCAGAGAGACTGAGGTGCTGTTTTGAATCGAATGTACCTGTGTTCTCCTTTTTA
ATGGTGGTGTGGAAGATGGGAGCTCAGGAAAGACAGATCGAGGTTGATTCTCTGGAAACT
TAATCCTTGAATTCCAACAACACAGATAAGATTAAACAAATTGGCTTGTTGCCTTTGTGG
GGATTGTTTTGTTTTGTTTAGCATTTAAACTTGGTGTTTAGCACAGCATGTCTACTCCTC
AGGAAACAGGGGCAGGATGGTTACAAGGCTGAGGCCTCTATCACAGAAAAGCCCAGTCGG
TCTCAAAAAAAGAAAGAGCCAGGTGTGTCTTGCCATGCTTGTAGTCCTAGTGTTCAAGAG
GCAGAGGCAGGAGGATGACTTCAAGTATGAGGTCAGCCCAAGCTAGAAACAGGAAGGAAA
TTTGGTATGTTTTTTTGTTTTGCAGAAAGTTAAGAGTCAAGGCCAGTGCCAGATATTTTA
AGTTTCAAATAAAGCTTAAAGCATCCTTCTTGGAGGAGCCCGTGCAGGGAGCACAGTGAG
AGGGGCCTTCTCTTGTCTGCATCTCCTAGTGTGGAGTCAAAGGTGGGACTCGAACCCCAC
ACGCCTTGCTCCTCTGTCGTGTGGAGTGGAAGGTCTGTCCCACGTGATTCATAGAGGCCA
TTTTCAGTTGACCTTAGCTAGGTGGTTACAGTAACGGTTTACCAACAGTTGTTTTAACTC
ATTCCCAGAGTGTCAGCTTTGCTGGAGGCCCAGGAAGCCGCCCCCTCTCCCGGCCATACA
GAGTAACTCTTCTCTTTCTTTGCCAGGAGGCCTGCTAATCTGTCTACCCCGTGAGCAAGC
AGCTCGGTTCTGTGCAGAGATCAAGTCCCCCAAATACGGCGAAGGGCACCAAGCATGGAT
TATTGGGATAGTGGAGAAGGGCAACCGCACAGCCAGGATCATCGACAAGCCTCGGATTAT
TGAAGTCGCACCTCAAGTAGCCACACAAAACGTGAACCCCACACCTGGTGCCACCTCCTA
ATCCAGACAGAGCTATTTGATTTTGTTTTTAAATAGATCTATTTCCTTTATCATCACTTC
AATTAAAGACTCTAAGAACAACAAAATCTCATTGTGTCTACACATCTGGTGACCCTAGGT
CGGTTTATGAGTGGATGCAATTAATAAAATGAAATCCATGGCCGCCTTTTCCTGTTACAT
TAACTGAAGATGCACCCGACCTCCAGGCAGCTTCTGAGTTGAGAGTGATCCTGTTATCCA
ATCCTGTTGATTCATTTTGAATCTTTAGCTGTGTGTCTCTTGCCGCATAGGCGCTCTCTA
AAGGTGCTTTTCTGCCACTCGGGCATTGCTGAGAGGAGTGCCACTAGCCTTCTGTGTCTT
CTCATTTCTGCCTCTCATCTCAGTCTGATCTGTTGTCAAGTGTCTCAGTTGACATTCTAG
AAAGACAGAATGGTAAGTGACATGATGGTCTCCCCGTAGTCAGAGGGTTGCATGGCTCCT
TCGAGTGTTTGATTTGTAAAGTTGAGTCGAATAACTCGAGGGACTTCTTATCCAGTAGCT
CTCTCAGTTCAGTATGGCAGGTGCTTTGCTTGGCATGGAATGCACTTGGAATACAAAAAA
GGAATGTTCTTTTAGAACAAACAAAGCTTTCCTGAGACTTGCAGTAATACCATTAATGGT
TTTTACTAATAGGGAAAAGGATACTTTTTGCAGTGTTCTTTAGATGTTCTATAGTGCGAC
GAGGAACTGCCTTCCGATGCGGGGGTTCATGTATAATACTCATTTATAATTCAATATATA
ATTTACTTCGCAAATAATTTTTAAATATAATCAATACTAAGGACTGTTGTGTGGATGGTA
GTGTTGAATACATTTTATATTTTGTATTGTGATTCCAGGCCTCTTGTTTAAAATCAGCAG
CTCTTTAGCCCAAGTCTTAGCACATCTTGTCTTGGCACATCTTGTCTTTGTGCACGAATT
CTGTGATTTGTGTTAAAAACCTGCATTGTCAACATTGCAGCTCCAACATAAAAGTTGTTA
TTCAAATAAATATTTAATTTTTTTAATTGCTCTTGTATAATCAGATGCCCTTTTTAGTAT
TATTTTAGAAGCATTTGGGAGGATTTTGCCTAAAATACAATTTATTGGGGGAGACTAGAT
TTTAGTTTTATAAACTTTTAAGTCTTTCATGGGACCTATATTTTCTTGAATTAAATTTTG
TAGTTCTAGAACAAATAGGCAATCTACAAAGGTGTTATCTGTGTTTCTTAAAACCAGGCT
TCCTTATCTTCCTTATCTGTTAAGCAGCTGGGGGATTCCCGTCTTTAAGCACAAGGGCAC
TGGGTCCTCAAACGCCTGACTTCAAAAGAGAAAAAGCACCAAGTCTTCAGGTTTCACAGG
GCTTCCTACTAACAGGACAGGCCCCAAAGCTGAGCTCTGCAAACTCACCCAACCTCACTC
CTCAACACGGAACACCAGAAAACCGCCACTGGACCAGCGGAACTGCGGAAGGAAGAGGCT
GCCACGTGCTTGTGTCCCCAGAATCTCCTGTAAATGCACCTCTTACTGGAACTGAAGCCA
CCAGAGTCTGGCCCCAGCAGAGGAAGCTGTCACAGAAGGACACTAATTGGACACTATATA
GGAATCTATAAGATGTTGGTCCTTGAAAGTATGCACCAGTGGTCTGCAAAATAAAACATG
TTGGAACCCTCTGAGTGCAGAAACTATACTGTTGGACTTGCTTCTATTTTGTTTTGTTTT
GTTTTTTAAATAGTAGGTGAAATTGGAGCTAACTCTGTATGTTCTGTTCCCCAAAGCCAC
TACTTTTCTTGGAGGCAAGCCTGTTGGGAGGAAGTTAGATGGTTAATGTTCTGAGCAAAT
TAAAGATTCATATAAGGAGAAAATGCCAGGGGCTTAAGAGATCCATGGATTCGTGATCTA
GGAAAAGCCTTGTCTTGACTAGTGTTTTCAGGGTGCTCGGTAACCGATGCATTAGAATCC
CCTGGGTGTTTGTGGAGGAGGCCTTTCTGCACTTTCCTGAGACCCAGAGTCAGTTCTGGC
TGTGGAACCAGGTAGTCCATCTCTCCAATGTACCCTGTAGGGCTCTGCATAACAACCCTT
GAGAACCACTAATCTTAAAAGGAATGTTGGGAGAGGTAAAAAGTGGGGCTGCCGGGGGTC
ACTCTAGTCTTAGCCATTCCTCTTTATTTTCAGTGGCTCTATGTGTGTGTGTAAAGTTCC
TTGACTCAAGTGACTGTCATTGTTTAATAAGTTTGGCAAAGTCTACATGGGACTCTTAAT
GTGTCCAGCAGTCACGCCTTGCCGACTTCTGGTACCAGTCTAAAATTCCACCCTGGAGAA
ATTCCACCCTAGTGTCAGATCCTCTCATAATTAAAGTTTAGCAGGTTATTTCCACAGGCT
GGGTTGAAGCAACAACATTCTTGTTCTTTTTTTGGCTCAGTATTTTGAAATATCTAAGTC
TTCCAAATTCTGCATGAGTTGTAATGAATAAGTGGAAGTTTCTGATTGTTCTGATGCATG
AGCGAGCGGCCCTTGCATCTGAGTTCAGCATTGCCTTTAAATTGTTCTGTTTTGAGCTGT
GTAAGATGGCTCAGCGGGTACAGCGGCTTGTCTCATAAGGCTGAGCTCCATCTGTCTGCA
GAACCCATGTGCAAAGAACAGTGACCTGCACGTACATCGTGTGCTATGTACTCATGCACC
TAGCAATAAATACATTAATATTTCATTGTCAGAGTTCTAGATCTTCATTTTATTCTGTAG
AAACAGAAATAATAGCTATACTAGTTTATTTTTACAGATGCTTAGCACAGGCAGGTGTTT
GAGAGATCTGATGGTGCGCATGCACACACACAAACCCTGCTTGAACGCTCGTTTTCATAT
CTGACCAGGTGCTCACACAACATACTCTGCTTCCAACACTCGAGTATCCCATTCTCATTA
AGAATCCACATAAGGATTGCAGTCATGAAACATCAGAGGCCACAGTGAAAATCCAAAGTC
CTTTTGAATGAGGAGTGGGTGGATTAGACCAGGCCTGAGTCAACTAACAGGCAGCATCTC
TAGGCATCCAGACATGGTCAAGAACCCCTGGAAGCCAAACTTGCTGTACAAGGGTGCGCT
TGTGGTTTGTCTGGTGAGTGAGTATTGGGTGCATAGGTCTTAACATTCTCTGCAGTTTCC
TATTATGATAGACCTCACATATCAACACTGCTGGCATTGATGGTCCTTGCTAGGTCGTGC
TGCCTTTTAAGAGGTTAATGCCCAGGACAACAGCATGTAACAAAGTCCAGCGACTGTGGA
GCTGGGTCTAGTGACACAGGGCTGTAATCCCACATACTCAGGAGGCCGAAGCAAGAGGAC
CTCGTTCAAAGTCTGCCTGGGCAACCTAATAAGGCCCTGCTTTGCTCTCCTCCAGCACAA
AGGATCCTAAAAAGTTCGAAAGTATAGCTTAGTGGTAGAGTATTTGCCTAGCATTCACAA
GGCCCTGGGTTTAGTCCTCAGTAGCAGCAAAAACCAAACTTGATGAAAACAAGATTAAAC
GTCACTAGTTTACTGTAATTACAGTGTGATTGTGGGACAAGGCTGATGCAGCCACCATTG
TATTTCAGGAATAAAAACATGTACGTGGAAATATATAGAATGTAATGTTTATCACCCAAG
CATATTTTGCACACTTTTAAAGCAAAATTATATAAAATTTAATGTCTAGGATATATTCCT
GGGTTTGGGTCCACTTTGAGAAATAAAACTATAATAGTTTAAACTTTCATGTCTCTGTTT
ACTAAGTGCTAATTTTTGTTTGAAGTGCAGTCAGTAATTTGAAAAAAATCAGAAATGCAT
GTTTCTCACTCGTGAGGCTAATTCAACTTACCCAGGCAGCTGCAACAGCTGTAAACCTCA
CTGACCTCCATCCATCTTCTGCAAGTCCATCCAGCCCAGTGCGTCTGCTTCCAGTGTTTT
ACACCACTCGAGAGTCCCGAAAACTCTGAAAATGTAAGCATAAAAACATTCTTATGAAGA
AATTAAAACCAGAACAGGTACTAGAAATGTCTGTTTTACCACCTTTCCTTTTGTTTTATA
TATGGATACATATATATATCCTATATATGCATATATATATATATATTATTACTAGTAACT
GCATGCATGCACACATCATTGGAAGAGACACTTGCATAAGTGAATTGCTGATGTGGTTAG
TGGGAGTGGGTAAAAATTTACCAGTATACAACATCCTTCTTTTTTTTTTTTTTTAAGGCT
TACTTATTTCATGTATGTATGTACACTGTCACTGTCTTCAGACACACCAGAAGAGGGCAT
CAGATCCCATTACAGATGGTTACGAGCCACTATGTGGTTGCTGGAAATTGAACTTAGGAC
CTCTGGTAGAGCAGCCAGTGCTCTTAATGGCTGAGCCAGCTCTCCAGTTCCAGTTACAAT
GTCTTTATTCAGATCATCCATATGTTCCTCCATATGCAGCCCTCAAGGCAGTGGTCCTGG
GATGTGAAAGGAAAATGGCTGAAAGAAATGAATGAGCATACCTGATGCTAACATGGCTCC
CGCCCTGATTTCCCTCAGTGATGAATGGGACAGAAGCTGAAAAAAAATGCATTCCTCCCC
CCAAGCTGCTTTTCATCCATGGTGTTTGTCACAGCAGAACCCAGAGCATTCTTTGAATGA
AGATGCCATAAGGATATCTCAGGAATTGGCTGAAGCCCCAAAGGTGAAGACATTTTAGCT
TATGCCTCCCCCACCCCCAAGAAAAGTGTTTCCCTCTACCTTCAGCCATTCTGGAAATCT
GAGGTCCCTGCAGCCCTAGTACCAAGGTTCCAGGCTGCAACTCAAGAAAACCTCAGCATC
CTTCATGTTGTGGTTTTGCAATGTGCAGAGGAAATGTCTTGGATTGTTAAGGGTAGAACA
GCTTTCAACTAGATTTCAAAGACCTGGGAGGCCAGGAAACTACATCAGGGTAAGAAACCT
TCCAGGCAGTTCCCAGGCAGGCGTGATGTCTGAAGCTCTGGGATGGAAGCTGGGGCTTCA
GTGGAGACCCCAAGGAAAGCTGCAAGCAGGGAGTAGAGCCCACCGAAAAGGGACCATGTG
GATCACCACCAGCAAAGCTGCTGGGGTTGGAGCTTGCATTTTAACTGCACATGCTCCAAT
CCTGGGCACCGAGCTGGGTTTAATGTTTGTCCTGCTGACATTTGATCCTGATTTGATCTG
ACCATTTCTTGCTATTTCCTAATCCTTTTCGACTGGACATACACACAATTAAGAATAAAA
AGATTTTAATTTTTCTTTTGAAGTTTTGTTTTTTTTTTAAGTAGTTCTTAGCCAGAATGC
CAGAACTGACTGATGTTTAGGCTAAGCATGAGCATGGTTTTTGGCCGAGCACTCGCAATT
TATAGGGATCCAACATCGGGTGCTCACACGGGAGCCTATAGGGGATATTTCACATTCAAG
CCATACCCATGACTGCCATGTTGGTATTTCAGCTGTGGCAATTACTGCAGATGCTGAACT
CTTCTGTAATTTTATGCAGCAGAAGTATTCCTTGTATCTTACAGTCTCTTGTCTAATTGG
AACCAAGACCCAGATAGAAGTGTAAACTGAGGCTGGTGACATAGGTCCTGGAGTTTTGCA
GACCTATCTGTCAGCCTGACTGCAGAGCTGTGCACAACATAGTCCATTCTCGATCAGCCC
ATATTTGGAAAGGCACACATCTGAGTTTATAGAGTGCAGCTTAAATGAACTGGTTTGCCA
GGGACTGTGTGCTATAAGAGCTGATTCCTATAGGAACATCGACTAAAGACCCCCAAAGAG
GGGGGACCCTCACTCAAGTCTCAGGATGACATGACCCCCCAAGAACTCAGGAGAGACCGT
CCTTGCTGCAATCACACGAGGTTTATTGATAGGAACCAGCACGCTGGGGCCGACTCTGGG
AAAGGGGGTATTAAAAAAAAAATAACCCAAGGGTGTAGGGAGGGTGTTATTGGAAAAATC
AAAAATGCCAGTGAAAAATCACAAGGTGGAACTAAAAATCACAAGGGGAAATTCCCTGCT
TCTCAAGATTTTAATCTAACTTTTGTGGTCAGCCAATTCCTGGAACAGGCTGCTTCAGGG
CCCAACTATTTTTCTTTCTTGGCTCCAACTTGGTCTAGGGATCAAACTTAAATTTCCTGC
CTTACACTATGAAGAATGCATCCATAGCTGAGATTTTTCAGACCTGCTTTCGATGATGGT
TCTTAAATGCTTTAACCTCCCTTCTAGCCCACCACCCAGCAGAGGCAGTGGAAAAGAAGT
GGACCTGTTTAGAAATTGGTCTCATTCTATTAGGCAGAATATCACAGTTCCTGTTAGATC
AGTTGAGGAAGGTGTTCTTCACTTCTTGGAAGATCCGAGGTAGATAGCAGGACAGGTAGA
GACCATGGGTAGGTAGTGTGGCACTTTGAATAAGTATGGCCCCCATAGACTTAGGTGTTT
GAAATGATTGGGTAGTGTGACCTTGTTGGAGGAAGTGTGTCCTATAGGGGTAGGCTTTGA
ACTTTCCTATGTACAAGCAATACCCAATGTGGCACACGGTCCCCTCCTGCTGCCTGTGGA
TCAAGATGTAGATTTCTCAGTCCCTCCACACCAAGTCTGCCCACACCCTGCCATGCTTTC
CTCCATGATGTGTGGGGCAATGGGCTATGCACAGACAGCCTGGTCTCCAGTCCAGCTAAG
GTCTTGAACCCCGGGTCTTGAGGTGGGACCTGGTGGGTGGTAAATTCCACCTACATGGGA
CAGAAGGCATTCGATCATGTCTCCTGGACCCCTGGTTCCTGTCGAAGTTACCGCCCCCAT
AGCCCCCCCCCCCCTCTCAAGAGAGGCTTGTGGCTATCAGTCACGTAGACAATGTTCCAA
GCTTCTGGCATTCTGGCTAGACTCCTTCCCACAGTTACCTAGCAACAGCAAGATAGCCAG
CCCACTATAAGAGGGTCTGCTTGGCCCCTCCTTTCTCTCTCTAAGCTTTTACCTCTCTTA
CTCTGATTATTAGATAACCTCTCTCTCTCCCTCTCTCTCTCTCTCCATGTGACCATGGCC
TGTCTCTCTCTCTTTTTACTTTCTCTCCTTTCTCCCTGCTTTTCTACAATAAAGCTCTAA
AACCATGGACCGTCTCTGTTCATCAAGGCCCGCTGAGCTTGAACAATGGGGATAGGCTTT
CTCCTAACAAGCTGAGTCTAACCTCCCGCCAGAAGGCCTTCCTACACTGCAGCCACAGAC
TGGACTAAGGACTCTTGCCTGTGTGGGAGCCACTCAGTGCCCCCCTCTAACTCTGCCCTC
TCTTCCCTTATCTCTGGGCCAAGTGCTGCCCCCTGGGCCCCTATTCTGTTCTCTGCTCCT
TCGCCAGATTCAGCGTGGGATGCCAGAGGCTGAGAACCTGGTACCTGGAGTTGCCCCTTG
TCCACAACCCGCTGTGTGGGGTAAGTGGCTTGACACAGGTGCCCACCTTGGGCCACACGG
AAAGCATGCACAGTCCTCCCGTGTCTGCCCACTCAGAGCACTGGAACTCTGGTGGGATGT
GGGTTTTCTCCCATTCCCCTTTTTCCCCTACACCCACAGTCCCGCAATGATGATAATGGA
ATATGCCTCTGAGAATGTAAGCCAGCCCCAAGTAAATGATTTCCTTTATCAGGGATACAT
GGTAATGTCTCTTCACAGCAATAAAACCCTAACTAAGACAGATAGTATATCCCCAAGGGC
TCACCTCCAGCTAGGCCCCACACCCTGTTTCCTAATATAGTGCCACCTCTGGGGGAGAAG
CATAAGAAACATAAGCCTTGGGCTGGAGAGATGGCTCAGTGGGTAAGAGCACTGACTGCT
CTTCCAGAGGGCCTGAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACCATCTGTAA
TGGGATTTGATGCCCTCTTCTGATGTGTGTCTGAAGACAGCTACAGTGTACTCATATACA
TAAAACAGACCAACAAATAAATATTTAAAAAAAAACAAAAAGAAACAAACAAACAAAAAA
AAACCCAAAAAGCCTGGGACTGGATAGGATGGTGTGTGCCTGTAATTTCAGGACGTGGGA
GGGGGAAGCAGGAAAATCAGGAGTTCAAGGTCATCTTCAACTTTATAATGAATTCAAGAC
CTACCTGTGCTTCATGAAGATCTTGTCTCAAAAGTGGTGGAGGTAGAGAGATAGCTGAGT
GGTTAAGAGCATTGGCTACTCTCATAGAAGACTCAGGTTCAATTCCCAGCACCTACAGAG
AAAGAGAGAGCAAGAGGTTTCCTTCTGATGTGTTAGACATTTTTGTAGAGAGAATCTCTT
AGAAGCATCACCTGTCAATAAAAAAGCCTATGGCCAATGAGCTGAGGCAGAATAATGGGA
GGTGGGACACTGGCAGGAAGAGAGAGGTTCTGGGAAATAGAGACTAAAGGGAGATTCAAG
AGAGATGCTAGGGAGGACCCTGAAGGAGGCCAGTAGGGAAAAAGCAGTCAGAACTGAAGG
AGAGGTAATAGGTAACTAACAGGAAGGTAGATGAACTCAGGGTAAAATAAAGGGAGATTT
GCCAGGGACCACTGAGGAGGCAGAAGCATGAGACCTGAGCAGAGGTAACAAGTCACCCAG
ATGAACTCAAGAAGCATGAGATCTGAGCAGAGGTAACAAGTCACCCAGATGAACTCAAGA
AGCATGAGATCTGAGCAGAGGTAACAAGTCACCCAGATGAACTCAAGAAGCATGAGATCT
GAGCAGAGGTAACAAGTCACCCAGATGAACTCAGGATGGAGTAACAGGAGAGATTTCCCC
AGGAGCGCTGGGGAGACGAACATAAACCAGCGGGTAGCTGCCCTCACTTTAGGATGAAGA
GGATGCCCCAGACTTGGACAGAAAGCTGAGGACAGGTGACTAAGCATGTGGCAGACAGAG
AGCAGTTTGAATGGTTAAATAAGTTTTGAGCTAGTCAGGGAATGAGCCAACGATAGTGGC
CTAGGCATTTCTTAATAAATAACTAGTCTCAGAGCTTCACTCCTGATCAGAGGCTGGGAG
GGAAAATGGATTTATTCTTTATATAAATCTCAGTGGGGAAAGAATCTGGAAAGAGAGCTC
AGGATGAGGGGTGAGAGGTGACAGAGTCCTGCCATAAATCCTGGGACTCAAACTCCAGAG
AGCAGCGTCAGGGTGCAGATGTGAGTTTATTGTGCATAAGCTTACATACAGTGAGCCAGG
CCCTTAAATCCTCAGCCAATTGTGTCTTGCCATACCATCACCATGCCCCAATGAAAGCCC
TGCCTAATAAGGTCACTCAAAAGGGGGGGGGGGGGCGGGGAGTGTCATCACCTGTTAGGA
CTTCTGTGAAGAGGCGGGGCAGCCACCATCTGGCCCGTGTTCCATTTTGCTGTCTCACAG
GTGTTCCGGGAGCCATCTTAGATCAAATCCCAAGTACAGCAGATCAGGGCTCTTCGATCC
TGTGGCGCTTCTCTCTCCATTCCACTTTTTCCTTCACAAGGTTGACCTCCACATCCCCCA
CAAAGGAGGGTGGTGATGGTCTTCACCTTTGACCCCAGCACTTGGGAGGCAGAGGCAAGT
GGAGCTCTGAGTTCAAGGCCAGCCTGATCTATAGAATGAGTTCCAGGGAACTCTGTTGCA
AAGTGAAAAAAAAAAAAAAAAAAAAAAAGCAGAGAGAAAAACAGAGACACAGAGAGACAC
AGAGAGAGGTCTTTGGACACATAGTCTGGAGTTTAACATTCCAAGATAGGGTTACAAATC
TGAGATCTTCTCCTGAAGGCTGAAGTTTAAAGTCTGAGGCTGGAGGAGGTGACTGAGAAA
GCTGGTTTTCACAGAACGAAGATGTAAAAGGACTGACTACAGATCTCAGGAGAGGGAAGG
TCAGTCAGAAAAGGAGGGAGAGGAAGCCACTGCGGGCCTACTCCACATGGCCGCACGCAG
AGGATTGCATGGGATAGAATGCAGTGAGACAGAACCCCTAGATGAGCACATGGTGGCCGC
TTGCGAAGAGCAGCTCGTTAGCAGGATGAGCTCAGAAATGACCTGGGCTTTAGAGAAAAT
CAGGAGAGAGAATCTAGGACTGCAGATATCATCTATCATTCTTTCAGGATTGGCTATGAA
ATCATTTCCTTTGCTTTATCTGCTTATTATTTTTATTTTTGTTTTATTGTGTGTGATAGC
TTACTGTTAGTGTGCTTGCCTCTTATGGGGGATTCTGGGTTCTAAGCTCAGTTACCACAA
GACAAACAAACAAACAAACAAAAATACAGGTTAGGAAACGTTACACACAGAGCCAGGAGG
AAATTCTATCTTGAGTGCCACAATCTCTCATCCTGTGCTGGTCTTATGTCAGTTTAAGAC
AGATTAAAGTTAGCTGACAGGAGGGAATCTCAAGGAGAAAACGCCTCAAGAAGGTCCAGA
TGTTAGGCATTTTCTTAACTAGTGATTGATGGGGAAGGCCCAGGGCATGGTGGGTGGTGC
TATCCCTGGGCTGGTGGCCTGGGTTGGTGGTCCTAGGTTCTAGAAGAAAGCAGAGGCTGA
ACAAGCTATGGAGAACGAGCCCAGTTAAGCAGCACCTGTCATGTTCTCTGCTTCAGCTCC
CACCTCCAGGATCTTGCCCTGTTTGAGTTCCTGTCCTGACTTCCTTTAATGAGGAACAGA
TCAGTAAAAATGTAAGCCGAATGCACCCTTTCCTCTCCAACTTCCTTTTTTGGTCATGGT
CATGGCGGCAATAGAAACCCTAAGACAGGCCCCAAAGCCATAATTCTCTCTGTTTTTTAG
GGAAACCAGTCATCCTCAGAATGACGGTCTTAATCTTTCAATTCTGCTTGAGGTGACCCA
AATTCAGACTAATTTCAGTTTTGTTTTCTTCCTTCTCCCTGCAGTTCCCATTTTGCACCA
GGTGAGGGCAGTAAGAACACACCTATTTCCCAAGTGGGGGGTGGGGGGGGAATGCAGTCA
GTCCTGCTTTTAAACTGTGGGCTAATTAAGCCGGTCTCTCAGGACATGGTCAGGCTTCCA
CCAGGTTGCTCAGGCTGGACAGATGAGGTTGGGAGATAAGCAAATGACCAAGCCGGCCCT
GGGAGCTTCAGCTAAGCGAATCTCGTCCTAAAGGTCAAGGCACAAAGGGCAAATCTCTGC
AACCTGAAAACAGGAAGTAGCCAGCTGGTTACTTGCTTGTCTCTCCTGGACTATGGCACT
GTCACCAAATTATCTAATGAAAGCATTTAAGAAACAATAACATGTTTATGGAGTAACTAG
AAGCAATCTAGAAGTAACTCTCTTAAGAGACCGAGAGACAAAGAGATTGAGATTATGTGT
AGTGGTTGAATTTCAAAGACTTTAGGAAAACAGTTTTGTTTTGTTTTGGGTTTGGTTTGG
TTTGGTTTGGTTTGCTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGTGGTCCAGGAA
CTCACTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCCCCTGCCTCCGCCTCCCAAG
TGCTGGGATTAAAGAAAACAGTTTTTAGCTACATAAGAAATTTTACATGTTATACTGGCT
GGTGAGATACACAGTGGTTAAGGGAGCTTGCTGAACAAACCTGACCATCAGAGTTCGATC
CCCAAAACTCAGGTGGTGGAAAGAGACTCAACTTCCCTGAAGATTATTTCTCTGATCTCC
ACAAACAAGGATGCAAACATACATACATACATACACACACACACACACACACACACACAC
ACACACACCACACCCCATCACCACTACCACCACCACACACAAAAATGTAATGTAAGTTAT
CCTAGACCGTGTGGATCGCTCTTCTTAAAAACTAACAGCCAAACTTTCTAATATTTTAGG
ATGAATTCACGCTAAATTTAATGTCTCTTCTGAATAACACAGATGATTTTAATTTTTAGT
GGGAGAACTAGTCACATAGATTAGTTGTTCATAGATTAAAACTACCAAGTTAAAAGGGTG
GCTCAGATCCCTAACGGCCTCGGGCTGCTCGGCTTGCATCACCCCAGTCGCAAAATTTCG
GACCTTGCAGATTAGAACAAAGACACAGCGGCGGGGAGCAAGGACTCCAGACAGCCTAGG
CTCGCTCCCTCATCCCCAGCTCCCCAACCCCCAGCCTGGGGGAGGTGGCGCTGTGTCCTG
CCCTTGGACAGAACTCCACCCTCTACTAGGAGGCGGGGCCTTGCCGTAAGTTAAGTGTGA
CCTGGGCGCAGCAGTTTCGTCTGCTGGCCCCCACCATGAATCTTACGCGCGCCGGCGCCC
GGCTGCAGGTCCTTCTGGGACACCTCGGCCGACCCTCGGCCCCAACGATTGTATCCTTTG
GGCTGTGGAAGGGCTCACAGGCTCGAAGGAGCCTCTCCGCCCTGGTGGTGGCTTCAAGGA
CATAAGAGAGCCTCTGCGCCGCCATCTCTTCCCTGTCTCCATCCCTAGGGTTCCCGGGTG
GAGGCTGCATCCCCAGAGAGCCCTCGTCTTCTGGAAGGGCTCTCTGGTGGGACTTCTCTA
GGCAGCATTTTGAGCCTTCAAGAAACCGTGGTTTCTTGCTGGTGTAAAGCGGGAAGCATA
AAGCGAAAGGTGACGACGTCATCACAAAGAGGCTTGCCATTTTTTGAGTTGACTTCTGCA
TCCAGAAACACCAAGGACAGTTGCCCACAGGTGCTTGCCTGTGACCAAGGCCGGCAGAGG
CAGGGATTCTCAGAGGTCAGGAGGAGGCGCCAGTCGCCAAAAAGAGAAGGCTCAGGACCC
TGTCCAGCAGGTAGCTAGCTGCCCATCTCCACCTGCCCTCTGTCTGTCACCATCCCACTA
GCTGTGTAAGCTCCCACTCCAGGGGCCAGGTGTCCCCAGTCTCCTGAGGACTGAACTGGT
TCCCGGAAAGCGACTTCAGAAGCGAGTGCCTGGTGATAAATGCTTGTGATCCCCCTGGGA
GGTGCAGGTGCAGACTCGAGGGTTGGTTGGTTGGTTGGTTGGTTGGTTGGTTGGTTGGTT
GGTTGGTTGGTTTTTCGAGACAGGGTTTCTCTGTATAGCCCTGGCTGTCCTGGAACTCAC
TTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCGCCTGCCTCTGCCTCCCAAGTGCTG
GGATTAAAGGTTCGTGCCACCACCGTCCGTCCGGCAGACTTGAGGATCTTAATGGCCAGC
CATCCTGGCCAAAAGTGACAGACGGTCTAAAAAGCAAAACAAAACACTAAACCAAGGCTT
GGAAGCAGTTATGCACACGAACACGTGTGTGTACACACACATCACACACAAACACATACA
TGCATACACTCAGACTCTTGGGGGATGGGAGGAAGCATCAAACTGTTGGCCCCTCGCCCT
AGAAATTGCTAAAAATGAATGGTTTAGGGTTTTCAGTGCCTGCCACCTCCGAGGCTGATC
ATAATAGTTGTTTATTTGGCCTTCCCTGTTATTCTGCCTGTGGGGCTTTTGGTTTATAAG
CAGCGGTGTGCCAGGCTTACCTCAAGCTTAAACTCTACAGGCTAATAATGTAACTTCATT
TTACACTGAGAAACTAATGGGGAAAGACCCTGATTAGTGTGTATTGGACTAAAGCAGTGG
TTAGACCTGCAGGCCATGTAGGGATGGAATATCACAGTCTGGTTTTTTCTTGGCAGTTGG
ATGTTTGCTACATTTTGAGAACCTTGGATATACTGGTACTAGATGTATTTGGACTGAAAT
TGATGCAGTCTCTTCACTACTCTTTGGATCTTATTGGTTGCTTGATTTTTGAGACAGAAT
CTTATCACGCATCTCTGGCGAGCTGGAATTTGCTATTATAGACTGGATTGGCTTAGAACT
CACAGAGACCACCACCTCTGCCTCTTAAGTGCTGGGATTAAAGTATACACTTTTTTTGTT
TTGTTTTGTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTC
TGTAGACCAGGCTGGCCTCGAACTGAGAAATTCACCTGCCTCTGCCTCCGGAGTGCTGGG
ATTAAAGGCGTGCGCCACCACGCCCGGCAAAGTATACACTTTTAACTTGAATCATTTTTC
AATTTAAATGGCCAGATGTAGCTAGCAGCTAGTATTGGATATTAGATAGTGCTGACCAAG
AGCCATAGGGAATATATTATGTAAGTAGAGTTCTAGAAATTGAGGCCGTATCTCCTCAGC
CTTAATTTGCTTCTAAGCAGTGTGGATGCTGGGCAGTGGTGGCACACGCCTTTAATCCCA
GAATCTGGGAGGCAGAGGCAGGCGGATTGGATTTCTGAGTTCAAGGCCAGCCTGGTCTGC
AAAGTAAGTGAGTTCTAGGACGACCAGGGCTACACAGAGAAACCCTGTCCAAAAAAAAAA
AAAAGCAGTGTGGATTAGGGAACAAGGAATGTTTTGTATTTGCATAATTGGGGTCATCCT
GGGTCACAGCTTCTGCGTCTCTTTTCACTTTACCCCACCCACACCCCCATCTCTGTCATA
TATTTCAATATCATTTAACATTTCTCCCACATCATCAAAGTCCAAGAAACAGTGGAGAAG
GGCCGAGGTGACCAGTTTGGAGCACTGAGGTCTATATGTCCTTGCGGCAATGCTATATTG
GGAAAGTTGAACAAGAGTGGGAATTGTGAGGCTGGAGATGTGGCTCAGCAGTTAAGAGCA
ATGACTGCTCTTCACACTGGCTACTCTTTCAGAGGTGTCCTGGGTTCAAATCCCAACAAC
CACATGGCAGCTCACAACTGTCATCCAGCAACAAATGACCTGACACTCTCACACAGACAT
ACATGCAGGCAAAACACCAATATGCATTAAATACGTAAATAAAAAAGTAAATAAATAATA
GATAGTTGGCAATCACCTTTAATCTCAGCAGAGGCAGACAGTCTCTGTGAGTTCAAGATC
AGCCTGGTCTACATATCAAGTTCCCAGTCAGCCAGGGCTACGTAGTGGGATTCTGACAAA
AAAAAACAAAAAACAAAAAAAAAAAAAACCAAAAAAACAAAGGACAAAACAAAACAACAA
AAAACAGAAGAGAAAGAAAGCAAGAAAAACAATAAACCGCATATGGTGGTGCCTGTCTAT
AATTTCACCTGGCAGGAAGTAAGTGGGGGGCAGGAGGATCAGTTCAAGATCATACGTGGC
TACATTATTAAGCTCAAGGCTAGCTCATGTAGCATGTTCTCTGTCTCTAAAAGTCATAAA
GCCTTAATTAATTAATTAATCAATTAATCAATTAATTAATTAAAAGCAATCCAGGCCTGA
CAATGCACACCTGTAACCCCAGCACTTGGAAGATGAAGGCAGAAGAAACTGAGATCAGAT
GGGCTATAAAACACCCAGGCCCTACCTTAGGTGCACAGTGAGATCCTGTTTCAATAAATG
AGTGAACACGAGTAGATGGCAAGTTCATGTGAAGTGACATTGTGGGTCTCTTGGTGGGTT
TGAGACCCACAGGCTTTCACTGTGTGGCCCTGACTGGCCTGAAACCCACTCTGTAGACCA
AGCTGATGAAACTCAACCCCCCCCCCCTTTGCCTCCCAAGTGCTGGGTTCCACCCACACC
TGTGTGGAACTGACACTCCAAAAGCAGCAACACACGGTCTACAGAGTGAGGTCCAGGACA
GCCAGGGCTACACAGAGAAACCCTGTCTCGGAAAAACCAAAAAAAGAAAAAAGATAACAG
AAAAGGGCTGTTCCTAACCCGTAGTTACTGAGTGACGGTTCAGTGTTTACTTCACTGGTG
TGGCTTGGACTTTTTGTGCCCTAATGACGTCCAAGCTCCTTCCAGTTTAGCCTGCAGTCA
CACGAGGCCCAAGCTGTGCTCTCCCTTCTAAAGCGTGACCTTTGGTATCTTATTTGCTCA
GTAGCTTAGCACAAGGAAACCCTGGGACTGGGGCTGACTGGAGCTACAGGTATAATCTGG
GGGATTTGTGGCTGGTGTTTGGCAAAAAGGTTGTCTCCTGCCTTCTTCTTTCTTTTCCTT
AATTCTCCCCTAGGTAGCCCAGCCTGTATCAGGGTTGGCTTCCCCTGCCAGTTTCCAGCC
TGAACAATTCCAGTAAGTAGATCTCATTTTTGCCTGTTACTTCACTGTGTATGTGTTCTG
ACTAGTGTGTTACAGCAGCCTGACACAAGAGTTAATCATCTAAGAATCTGGATTGAGAAA
TGCCTCTATAAAATTGGGCTGTCGGCAATCTGGTGGATTTCTTAATTAGTGATTAATGGA
GGAGGGTCCAGCAGCCCATTGTGGGTGGGGCCATCTCTGGGCTGGTAGTCTTGAGTTCTA
TAAGAGAGCAGGCTGAGAAAGCCATGGGGAGCAAGCCAGTAAGCAGCACCTCTCTATAGC
CTCTGCATCAGCTCCTGCCTCCAGGTTCCTACCCTGTTTGAGTTTCTGCCCTGAGCTCCT
TCAATAATGAACAGTGATGTGGAAGTGTAAGCCAAATAAACCCTTTCCTCCCCAAGTCAC
TTTTGGTCATGGTGTTTCAGCTCAGCAATATTGACCTTAACTGAGACAGCTTGTAAAAGT
TTTTCTAGTAGTAGCTGGGATAGAATGTCCACTGTACAACCAGGTAACATAACATGCAGC
AAGCTACCCAACTAGAATCCATGTAGAACACACTTTGCTTCCAGAAAATGGTCTACCAGT
ACTGCTTTGGGGAACTATGGAGAACCTAAGTTTTCTTAACATAGCTAAGATCCAAAAAGA
AGTTAAAAAAAAAGAGAAAGAGAGAGAAAGAAAATACATAATTTTACCCTTGAAAAATCC
AAGCATCACATGTCACGTTACTTTACTTCTATATTGGTGTTATTGACATATTGGCTAGCA
TTTTGAAAGAGAGAGAGACACACAGAGACAAGAGAGTCAGAGAGATGAAGAGACACAGAA
AGAAAGACACAGAGACAGAGACAGACAGACAGATACACACACACACACACACAAAACACA
ATGGAGAGAGATTGTGTGTAAGAAGCAAGGTCTCACCAGGTCTTGAGCTTAGGACTCTCC
AGCCTCCTGAGCAGCTGAGACAACTGTAGTCCAGCACCTGACATGAGTATTGCCTTGTTT
TTAAGGGGAGCACCCAACCTTCATGAATATCGTAGACAAAGCCACAGCACCAACCTTAAG
GAGTGGGTGGGTTGCTTCTGAGAGTGTACTGACTAGACTACTTAAAATGTATGATTTGGG
TGTGGTGTGTTCCTGGAATCCCAGACTTTGCTAAGGCAGGAGGTTCCAAGTTCAAGACTG
CTACAAAGTGAGACCCTAACTTAAGAAATATTTATCTTATACATATCACATATACTTCAT
TGAATTGATCTTCCATTTGAAAGACAATGCTTATTTGTAGCCATCCAGTGGCTTAAGGTC
GAGCAGGGTCACCTGAAAGGAGCGCTGGGAATGAAAAGGCTGTGGGCCATAGAAGAATGG
AACCAAGACAGTGTTCTGGTCAAGGCTCAAAGTTTATTTCTGCAGCTCCAGCCTATAGGC
ACTTCAGCCATCAAAGCCTCTTGAGAAAATCCCTTTACAAACTTAACAAAGATAGGAGCT
CCTCTTGGCTACACACCCTGCTCCCATGACTTTGGCTACACACTCTGCTCTCATGACTTT
GGCTACACACACTACTGTCATGGCAGTTCTCTGGCTCTTCACACTGTAGAAAATTTAAAA
TTCAGAATTTTAAATCATTACTGAAAGGCAACCATTGTTTTAAAACAAAACTGCTTTGCA
ACTGCTCAGCTACAGACATTGACATGCCCTCTCTCCTTCCTCTCCCTCTGTATTTTGTTT
TATATGATTTTTATCCTATTATAATAAGTATGCCCACAGTATTCTGCCCTTCATTTTTAA
CATCTATTGTACAGATATAATTCCTTGGTTAATATTTTTTTCAGTAATACACATTTTTGG
TGACTGTACCTATGTTTTGGACTTAACACTCTAAACTTTGTCCTCACTACTTCATTAAAG
CAATACACATAGAAATGTTGAGTTGAAAAGTACAAATGCAGGCAGGCTGTGGGAGTACAT
ATCTCTGGTCCCTTTACTCAAGAAGCAGAAGCAGGCAGATCTCTGAGTTCAAGGCTAGCC
TTGCCTACCTGGCAAGTTCCAGGCCAGTTAGATTTGGATAGTAAGACAGATTCTTGGTAT
GAAAGACCTCCGTGGGGATAACCCCACCCGAGTCAAGAGATAGCGTGCACCCAAAGAATC
AAGAGAGACCATCTTGACGTAAACACACAAGGTAGTTTAATGACGGAGCTCCGGGCTACA
CGTATCTCACGCAGGAGACAGAGGTGTTGACCCTAAGGCTCAAAAGTTAGGGGTTTATAT
AGGAAAGGAGTGGGGGGATAGGGGAAATTGGCACAGTTACACACAAGTGGGCAGTTTAAA
CATCAGTGAGCAGTATGTGACAGTAACTCTAAATGGAGGGTGTTTATCTTGGTTGGCAGG
GCATCTGGCTAAGCTCAAACCATATCAGCAGGTAGCCCATTACTCATCTGAGATTGTCCT
TGCCTTTTTTTTTTTTTTTTTTTTTTTTTTATCTCAGTGGCTAGTTGGTTCCTGGGATGA
CTTTACAGCCTTTGTGTCCACCCGCCCGACTCTCTTATCTTTATGGCTTTAAGTCTGTAA
ACCTTCTGACTAGGGCCTTGAATAAACCTTCTGGCTAGGGCTTTGAAGCCTTGAATTTAG
TTTTCTTTCTTTCAGGTATACTGCTAGCTTGTAATTTAAAATGGGGACTTACTTGGAGGC
TCTTTTTTTTTTTTTTTCTTTAGGTATACTCTGGATAATAATGTCCTCACCCTGGAGCAG
AGAAAATTTTATGAAGAAAATGGGTTTCTCGTCATTAAGAATCTGGTATCTGATGATGAC
ATTCAACGTTTTCGGTATAATACTTCTGTTTATGATTTTACAAAAAGCTACATTATATTG
CGTCTCAGCCTTTTGGCTAAGATCAAGTGCAAAAAGCTGCATTACATGAATGCAATGGTA
ACACAGGTTTAGACTAGCTTCTGCGTGTTCACAGTTTATGTGTGTGGGTTCCAACTCATG
CATGTGGAGGTCCTAGGACAACCGCACTGTCTGTCTGTCCCCTTTGTTCTCCCTGCTTGG
GACAAGGTCTCTTTTTTGTTTGCTGTTGTTATTCACTGGCCTGAGAGCTTCCTGTAGCCC
TTCTGCCTCTATGTATATCTTACAGAAGTAATGAAGGGAATATAGCTCCACACTCTCACA
TCTGCCTTTCTGTACTCCTGCCTTGAGTGAGCCAGCAGGTGCTTGACTCACTAAGCTGCC
TCCCTAGATGAGTTCAGAGATTCTTTTTTAAGGATGATTTGTTTGGGAGTGTTTAGAAAT
GGAAACTCAAGTGCCAGACTCTCTGGCTTGGGTCTTAGTCCTACCCGTAATGTGCTTGGG
CAATCTGCGTATGCCTCAGTTTCCCTGTTCTTAAAATGGGGCATTTTGAGTCTACTGGTG
TCTTCGTGTTGTGGGAACAAAATAAGGGAAGTCAGTGTCAGGCTCTCAGACCAGGGTTGA
CACCCCAGAGGTACTACAGAAAAGTTTGCTTTTCCAATTTTTTTGCATTAGGGATGTTCA
ACCTTCAACATCAAATAAATCTCACTGCCAAATCTAAAGCCCCCCTGAGTGACAACATGG
AACAATAGCTGGAAAACCCCTCACGCAACCTCTCGTGAAGGGGTGAAGTCAAAATAGGCA
AAAATGATGCATAAGATGCCTTTAGGCCTGTGTACAGGTTGTAACGGAAACACAAGTGAA
TTCTGTGTTGCCCTGGGTCCCATCATGAGGTTATCTCGTTATGCATATATTACAAGTATT
TAGTTTTTAAAAACTGAAATCCAAGACAGGTGTGGTGGCACATACCTTTGAGTCCAGCAC
TCAAGGAGCAGAGGCAAGCAGATCTCTGTGAGTTTGAAGCCAACCTGGTCTACAGAGTGA
GTTCCAGTATCCCCAGGGCTTTAAAATGAGACCCTGTCTTAAAAAAAAAAATCTGAAATC
CAAAACAGTTCTGTCCCCAAGCACTTTGGATAAAGGATGCTCAGCCTCTATTATTACAGT
GTCACTTCTCAGGCCAGAGACGGGGGCTCACTGTGCAAGCTTAAGGACCTGAGTTCGAAT
CTCTGGCATCCATGTAAAAGCCATGAATGGCAGTATATACCTGTAGCCCAGCCCTGGGGA
GAGGAGCACTCAGTGGCCAGCCAGTCTAGACTGCACACACACACACACACACACACACAC
ACACATACACATACACACACATACACACACACACATACACACACACGCACACGCACACAC
ACACACCGTTTCCCCACTGGTCTGCTGTGGAGGAGGTACTTTGAGGTAATAGTTCCAGGT
AGAAGGCAGGACTTCTGGCCACGTTTTCCTCCTCCCCACAAGCATTTACTCTACTAGATC
AGAGAAGCAGTCCCAGAATCTGCAAAGTTCTCAGCAGAGCCAGCCAGGTATTTGGAAGCC
CACATAATAACGCTCTTTGTAAATCTCATTTCTAGAGCAGAGTTTGAAAGAATCTGCAGA
GAGGAGGTGAAACCACCAGGGATCGTTATAATGAGAGATGTGGCCCTTGCAAAACAGGAT
TATATGCCAAGTGATAGGATGGTTTCAAAGATCCAGGATTTCCAAGAAGATGAGGAGCTC
TTCAGATACTGCCTTCTCCCCGAGGTGAGAGCCCGGCCTGCCTTCCTGTTTAATGGCCAG
TTTGTAAGTCTGTCTCCAGCATCTGCTCAGGTCACACCATCCAGCCCCATGTCCCTTTCC
CATCAGCTTCATGGCAGGTCTGCCTCCTTCCAACTCCTCTCTATATAGGGTGCTGGAGCT
ATGCTCTTAAGTGAAAATGACTCTGCCCCACACTGGCTATTGTATTGGCATCTGGAGACA
TTGTTAGTTGTCACATTTGGGGTGGGGTGGAAGAGCTGATAGCTTCTAATGGGTAGAGAC
CAAGGATGCTATCAGTGGGACCCAGAGATCCTACAGTGCACAGAGACTCTACAATCACCT
TCATTCCAAATGAAGAATTATCTCACTCCAACTCTCCATAGCATCATGATGGAAAGGCTT
TTCTATGGACTGGGCTAATTATGTTTGTTGTGAAGAACAAGAGACCTCATCTAAGACTCA
AAAACAGGGTACCAACAGTTATAAAACTGTTACTTGTCAATTTATTTATTGTAATGGCTC
TGTCAGTAGCATTATAAGATTAGTTTGTTTGCTTGCTTGTTTTGATGTTGCTTATCCAAT
TCAGAGCCTTGTATACCCTAGTTAAGGTGTTGCCCTGCCTCACCCCCTACTTTAGGTTCT
AAAATATGTGGAGTTTTTCACTGAACCCAAAATATGGCTGTCACACAATGCTGATAAACT
CCTGAACTACACTGCCAGTCCTGCATTTTTGGTGTTAATTTGTTGTTGTTGTTGTTGTTG
TTGTTATTTTAAAGATTTATGTATTTAATGTATATGAGTACACTGTATCTATCTTCAGAC
ACACCTGAAGACAGCATCAGATGCCATTACATATGGTTGTGAGCCACCATGTGGTTGCTG
GGAATTGAACTCAGGACCTATGGAAAAGCAGCCAGTGCTATTAACCCCTGAGCCATCTCT
CCAGCCCCATTGTTTGTTGTTGTTATTGTTGTTATTGTTACTGTTTTAGATGGAGTCTTG
TTCTATCTAAAACTGGCTCTGAAACTCCACGTCCTTCTGCCTCAGCCTGCTCCGCCATCT
TGGTTCTTCTGTGGATCATCGTACGTGATGCCACTTACTTATGCTTCTGACTTCCTGTGA
AGTTGTTTTATTTGTTTTTAACTGCTTTTTTCTTAGATTCTGAAGTATGTGGAGTGTTTC
ACTGGACCCAATATTATGGCTCTGCATGGGATGCTGATCAACAAGCCTCCAGATGTTGGT
AAAGGAATCTTGTTTGTTAGGGAAAAACAAAAGGAAAGTATTGTTAGACTAAATATGTAA
AGTTGATATTTAAACCATGTCCTGTGTACAACTATCAAAGTTTAGATTAGGGAATGTATG
GACTTTTATTTAACTCTTAAAACAATTTATAATATAGCAACACTGAAGAGTAACTGGTTT
CACATAGTGACTGTAGGGGTATTGTAAATAGTCACATGACAGGCTAAGAGCTTAGCAAAC
AATAGACTGTATATCATAAACTCCTCTTAGTCACTCTGGGGTTGTTTCTTTGTTTTTTGA
GACAGGATTTCAATTAAAGGCGTGCGCCAGCACTGCACAGCATGTCTAAACTTTTCAACC
TATTTTTAAACTATATGTATGTGTGCTCACCTGTATACAAGCGCTGCCACATGTGCCTGT
GCTTATATGCCCATGAGAGGGTGTGTGCGTTGACGACCTTGGTGTCCGTGGGAATTCTGC
CTGTCTCCCTGGAGGCAGGATCTCTCCTTAGCCTGCTGCTCACCAATCAGGCTAGGCTGG
ATAGTCAGGGAGCCCTGGGATCCTTCTGTTCTGTCTCCCCAGTGATAAGATTGTAAGTAT
GCTATCAGGCCTGGCATTTCTACATGGGCTCTGTCTTAGTCAGGGTTACGGTTGCTGTTG
TGAAACATCCCGACCAAAGAAAGTTGGGGAGGAAAGGGTCTATTTGCCTTACACTTCCTT
CTCACTGTTCATCATCAGAGGAAGTCAGGACAGGAACTCAAGTGAGGCAAGAACCTGGAG
GCAGGAGTTCAGACAGAGGTCATGGTCCTGCTTACAAGGCTTACTTAGCCTGCTTTCTTG
TAGGATCTGGGACCACCACACAATGATGGTCACAATGGGCTAGGCCATCCCAGGTCAATC
ACTAGTTAAGAAAATGCCCTACAGCCAGGTCTTCTGGAGACATTTTCTCAGTTGAGCTTC
CCTCCTTTCAAATGACTCTAGCTTGTGTCAAGTTGACATAGATTAGCCAGTATAGGTTCT
GAGGATTGAATTCAGGTCTTCATGCTTGCAAGACAAATAGCTTACCCACAAAGCCACGAT
GACTCTAAGCTGCTCTTAGCTGTGGCAGCGTGTCTGCATCCCTGTCCTGAAAGCATTATG
TGGACTAACACAATTCAAGCTATTATTTTAAATTACACTTGAACTCTTACGACACCTTGG
ACTTGCTTACATGTATATTCAAAGAACTCACTATACCAGAAATAGCATCCAGGTGTATAC
ATTTGTATACTGCACTTGGCTCTTGACCCATATGGAGAAATCCTGCTGGCAGAAGAAATC
AGCCATGAGAGCCATTTACTTTTTCATGTTTCCTTCTAATAGCAGGACAAAACAAAACAA
AACAAAACAAAAAACAAAACAAAAACAAACAAACAAACAAACAAACAAAAACCCAACCAA
CTAACCAACCAACCAAAAAAGCATAAGATTACCATGTTTCTTTATTCAAGAGCCCAGGAA
CAGATGATCCAAGGGCAAAGCCAGGGAGTGTGGCAACGGTTGGATACATGTCTGTCATCT
CCCTGAGGACAACTTCTGAGAGAGCCTTCAGCCACTTCAAAGGGAGAACTAGGGAGTGGC
TTTATAGCATTCTCCTTAGTATCATTACTCCAGCTGCAGTGTGCTCCTTATTGAATGCTG
CCCTGTGACAAATCCCAAGCGACGCAGGAATACAGTGTAACAGAGACTGTGTGATTGCAG
GCAAGGACCACTAACCACCCCTCCTGTGGAGCCTGCAAGGAAGGAGAGGATGTGGAACAG
TTGTTGATACTTTGATGCTTTGTTGCTTATCTCTTCAGACTGATTCTAGACACACTGTTT
CATTCCGTTGGTTTTGGTTAGCTAGGTCAGTATTCCAGGTTTTCAGGCAATGACAAAAAT
CCCAAGACTTTTGTCTTTGACAGCAGGTTCTCTTGCAGGCAAGAAGACATCCCGGCATCC
CTTGCATCAGGATCTGCACTATTTCCCCTTCCGACCTAGCAACCTAATTGTTTGTGCTTG
GACAGCCATGGAGCACATTGACAGAAACAACGGTTGTCTGGTTGTGCTCCCAGGTACCCA
CAAAGGCACTCTGAAGCCACATGATTACCCCAAGTGGGAGGTAGGTCTGCATAACTGCTT
AATCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGGTATGTGTGTGTTTGCACATGT
GCACCCCTGTGCACACACATGTGCATTCCTCAGGTGCCATCTATCTTTTTCAAGCAGAGT
CTCTCACCAAGTAGGCTAGACCAGCTGTCCAGTGAGCCCCAGGAATCCCCCTCCCCCTTC
CTCCCCAGCATGGGGACTGAAACAAACATTTGCACACCCGACCTTTTCTTTTCTTTCTTT
CTTTTTAAAATTATTTTTATTTTATGTGTCTGAGTGTTTTGCCTGCATATACATCTGTGC
ACCACATGTGTGCCTGATGCCTGCAGAGGTCAGATCCCATGGAACTGGGTTTACAGATAG
TGGTAACCACCATGTGGGTGCTTGGAATCAAACCCAGGTCCTCTGGAAGAGCTGCTGGTA
CTCTTAACCACCTCTCCAGCTGCCTTTTTTCTCCTTTCTTCCTTCCTTCCTTCCTTCCTT
CCTTCCTTCCTTCCTTCCTTCCTTTCTTTCCTTCTTTTTTTTTTCTTTTTCTTTTTTTGT
TTTTTTCGAGACAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCTGTAGAC
CAGGCTGGCCTCAAACTTAGAGATCTGCCTGCCTCTGCCTCCTGAGTGCTGGGATTAAAA
GTGTGCGCCACCACGCCTGGCTTTTCTTTCTTTTTTTAAACATGGGTTCTGAGGACCAAG
CTCAGGTCCTCATGCTGGAATGACCATCTCCTCAGCATCCCTACTGAGTCTTCCCAGATG
CCTTTGCTGTTTTAATTTTGATCAGTGTACATGAGGAGTCTAGGGAAGAGGCTGTGCTTC
CTTTCTTAGCAGAGAATCATCTTGAGATACACAGTTAGAATCAGAGCAAATCTGAGGATG
TCAGGTAAAATATCCAATGGTATCTCCTTCCCACAGGAGTTTGAAAGCCAGGCCAATGTG
GGGGACTTGGGCAAGTGCTACATACTCTCATAAAGGCCATTCTTAAACAGTTCAGCCCTA
GACATGTGGTAAATGACAACTTAGTCTTACTCACCAACTGATGGTGGATCTCAGAGTGAA
AAGAGAGCCAGACTGTCACATGTAGTTGCAAAAACCAATAGAGACACTAAAGCATTAGTT
CTCAAAACATTCAGTTGCCTGTGGGTGGCAACTCCCTTGGGGGTGTCCAATGACTTTTTT
ACATTGGAAAACACAGGTATCTACATCACAGTTTCTAACAGTAGCAAAATTACAGTCATG
AAGTAGCAATGAAAATAATTTTATGCTTGGAGGTCTCCAGAACATGAGGAACTGTGCTAA
AGGGTTGCAGCATTTGGAAGGTTGGGAAATCACTGTGCTAGAGAGCCCTGGTGACTGAGT
TGAGCATTGAGGGTCATGGTAGAACTCCCTTCTAGAAAGGAGGTGGAGGTCGGAGGTCAA
GGCATCCACAAGCATGCTAGAGAGCAAGCAGAGCTTGGTACTCATAGCACAGTTGGGCTG
GAAGCTGCAGGGACATTAAAAAGATGGGCAGAAGGAGGACAGACTGAAAGGACCAGAGAG
AGGGGGCTTACTATACTCTGTTTAGGGTATAATTGTTAAGTAACTATACACATGTTTAGT
ATTTAATTTGGGGAGTGCACATATGTTGGTTATCATACTCAAGCCTGGCATAATGACATA
TGGCTGTGATGCAGTAGGATGGGAAGTTTCAGGATGGCCTGAGCAACGAGCAAGAGGAGC
GAGGAGAGAGAAAGGGAAAGAGAAAGAGAAAGAGAAAGAGAAAGAGAAAGAGAAAGAGAA
AGAGAAAGAGAAAGAGAAAGAAAGAGAAAGAGAGAGACAGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAGAGAAAGAGAGAGAGAAAGAGGAAAACTCCTCTCTCTGCCTGTTATCAGAA
ACAACCACTGAGCTGTTTTCCATTTTTTTTCAGATTACTCTGCACTTTCTAAGATGTTGT
GTAAACACAGTTCTATAACATTCACGCTTTTGTATGGACACAGTTCTATAGTATTCACTC
TTTTGTATGGACACAGTTCTATAGTATTCACTCTTTTGTATGGACACAGTTCTATAGTAT
TCACTCTTTTGTATGGCTTCTTTTGCTTAGCACACTGATTTCGGGATTCCCTGATATGCT
GTGTGTCTTAATAGTTCAGTTCGTTAATTGCCAAGCTTTCTTTGGCTGCTCAGCTGCACC
CTGGTCTGCTAACCCACTCAGCACTTGCTGTGGGGAGCTAGTAAAGGCGTTTGCTTCAAT
GAATGAGGAGAGCAAACAATTTCTTCAAGAACGAATATTTTGGGGGATGATATAAGATGC
ACTGAAAATTTGGGAAGCCAGAGCCCAAGAACTAGGAGAGAGATTCTCAGCATTTCAGAT
CTCAGGCCAGAAGATCCTGAACTCTCAGGTGAGAGGGTAGATCATATTCCACAGTAAAGG
CAGGGGACTGAGCTCCTGGTGGAAATGGAGAACCCTGCTCTCTCTCTCTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTACAGGCATGCTTGTGTGCACCATTGCATAGCATGAATCCACTCTCTTCCACTTTG
TGGGTCCTGGAGGTCCCTCTTGGCAGCAAGCACCTTTACCCACTTCTTGTGCGCGCTCGA
CTGGCCAGGAAGAACGACGCTGCAACAGGATCTTTCTGTACACGTTTATTGGGAGAGCTT
GATTGTAGAGGCGAAAAGACTTCGAGCCCAGAACTGGTGCTGCTTTTATAGGCCTAGGAG
GGGCGTGTCTCACACCCGGATTGGTTATGCACTAAGCCTCATTTGCATGTTCCTCATCTG
ATTGGCTACTCTCTCTCAGTACCTTACAGAACCTCATTATCATACCTCATTTGCATGTCT
CACATCTGATTGATTATACTCTCAGTACCTTACAGAACCTCATTATCATGCCTGGGCCAG
GCAGTGTCTTTGCAAAAAACTTTACTGCATATGTACACATTGGTTGTTTGTCCAATCTTA
TGCGTGGTGGCCAGCAGTAGTCAGTGCCACTCTGCAACGGCACATGTGGCTTCCCACACC
CACTGAGCCATCTACCTAGCGTGGGATGTTGGGATTCGTAAAAAGATACTATGTAACATA
TTATTATGAAAATCCTTTAGTCTGTTAATGATGGTAAACCTGAGATTGTGCACTTTATCA
ATTAGGGTCAGAGATGGCTAAGTAGGTAAGCATACTTCTGTGAAGCCCGAACAGTGCCCG
GACTCACTGGGCCGCACGGGGGAAGGAGAGAAATAAGTCCCATGAGTCTTCCTGTGGCTT
CTGCACATGCGCTGTGGCATGGGCGACCCCTCCTCGTGAAGCTGGGCTCTGGCTGGCTTA
AGCCAAAAGGAATGGTCTAGAGGATTCCCAAGCAGCAGCACTTCCTGGCCAGCTTAGCTT
GGGTAGGGTCACACACCCACCCAGCTGGGAGAAAAGAGCCCTGGGTTAAAACTGCAACAG
TAGCCCATAGGCAAATGGCCATTTCCCAAAAAGAATCTGGGATAGTCTTAGTAAGAATTC
CTGCTGGAGCTAGAAGGATAGCTTAGACAATAAAAGGCTTGTCTTGAAATCAATCATGAG
GGCCTGAGTTTGATCCCCAGAACTCATTTTTTAAAATAAAGAAATAAAGCTGAGCATGGT
GGGAACACTTGAAATCTCTGCTGAGAGTGGAGACAGTCTGATCGCTGGGGCTCATTGACC
AGCCTAGCCAGCTTGATGAGTTCCAGGCAAGTCCAATGACCTCAATGGGTCACACACAGA
AAGACAGGTGATGGAGTGGGAGGAAGCCTGCTAGCAAGTAGGGCACAGTGGGGAAAGGAG
AGAGGGGTATGAAATGGCTAAAATTCGTGTGTGTGCGTGCGTGTGTATGTGTGCGTGTGT
GTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCGCGCGCGCGTGCGTGTATGTGTGTAA
GTATGTGTATGTGAATGCACATGTGCACTTGGGTGTGAAATTGTCAAAGAACAACAATTG
TATAAATAGGAACCATGGTAGACAGTAGCTGAGGAGCACCTCCATGGGCTGATGTATGTG
TGGGGCTCTGTGTCTCCGCCCCCAGGGCAGGGATTACAGCTATGTGCTGCCATTCCCTGA
CCTTTTTTTTTTTTTTTTTTTTCCTATTCTTGGTCTACTCTGGGTGTGATACAAATATTT
TGTATTTCCCTCCTGATTGGGGGGCGGGGGGGGGGAGTTGGCTTCCCCATGATACTCCTG
ATATGCAGGAAAATCTGGTCAAGGAGACTGCCATGCTAGGTGAGATCATTGCCGGTTCAG
GTTGGACAAGACAAAGGTCTGCTTGCCTGTTCAGTTAGTCAGGGCTCGGTAGAGGGCCAG
GACTGAGGGGGATAGGCATTATGTATATAATTTATTAAATCAGTGCACGTTAAAATAGCA
GCAACAGTGTCTTTCGAAGCTGAGTGCTTCAGCAGTCAAAGTAATCAGTGCCACGGTGGC
AGCCTCACACAGGAGAGGCCCCAGTAGTTGCTGCTCAGTTGACTGGGCTGAGTGGCTCAG
CAGTCCCCGTCTGATGTCTAAAGCCTAGAAGGTTTCTGGAGGGCTGATGCTCCTTAGTCC
AGGGTAGAAACCTGGAAACATGGCTTCTAGCATTATCAAAGGAAGCAGCAGCAGCAGCAG
CAACAGAGACAGCAAAGCACCAAAACATAGACAGTCCTTTGGCAGCCCCATTTTACCTAG
TGCTGCCCCTAATTCTTCAGGGGAGGGAGATCCTGAAACATATCAAGTTAGTATTAAAAT
TAAGCACCACACCCATGTTAGCCACTTGAGTCAGTTGTAGTTCTCAGATATATATATATA
TAAATTTAGAGTCTAACTTAGACAAGCTGCCTTGGAGACGTTCAAGGACTCTCGCTTCCC
CTGCTGCATTACTGATGAAGTCTTGTTCACGGTGGCACCTTGAATATGAATGTGACTTCT
CTTATGTGTTCTAGGGAGGTGTTAACAAAATGTACCATGGCATCCAAGACTATGACCCCA
ACAGCCCCCGGGTCCACCTAGTGATGGAAAAGGGCGATACTGTTTTCTTCCACCCTCTGC
TCATCCATGGATCTGGTCGGAACAAAACTCAAGGCTTCCGGAAAGTACGGACTCAGATGG
CTACCTCTCCAAAGATGAGTGGTCTAGAACAAAGCCTTCAAGATACATTAAGATAGCAAA
GACTGCAGGGCTTCTTACTGAGGGACCAGCTTGTTGACCAAGAAATGCATAAATATTCAC
TCTGTTAGGAGGAAACAAAATATTATAGGCCCCTAATCACTGAGCCGCGACTGTCCATAG
AGTTCTCAACAGCAGTGTCCTTCTCTGCACTCAGCTGCTTCTAAGGCAAAGACAATGGCT
GAATTTCCAAAGGAGAATCATTTGGAATTTATAATGTTCACTCTAAGGCACAACAGGAAG
CAAGTTTATAATATCTTCACTATTGAGAAATATAGCATTGATCCTAAACAGTACTGAGTT
CTAAACTTTACACAGAAATCGGATTCAACAGGCACTCCTATTCCTTACCTTAAGAGTGTA
TACAACTTCATACACTGCTGCCTACATTAAAAATTCCCCACAAATGCCCCCTGCTTCTCA
CTTCCACTAGTCCAGTAGATCTGCCAGTCCTGTGGGTCCTCTCTTCCCTATGGGAACACA
GGGGTCCATTCCAAACCTTAGGGCTCCTTTGGGTCTAAGTGGGGTTTTATGGTTTGTCAC
ATGGTTCTCATCCAGCCCTGCTGCTCTTTGAGGGCAAAGAGAAGGTGCCAGACATAGCCT
TCTCTTCACTTACGTTCCCTCTAGCTTGTCTGGAGCTTGGAATTAGGCAAAGGAGGCAGA
GGAGCTGTCTTGGGACAAAACTGAGGGGTTGGTAAAACTCCAGCTATCAAGCTAAGTAAT
ATTCTAGTACTTCACAATCCAACAGCCGTGCTGCCTACTACACCAATGTTTTAAAACAAG
AGGCAGGGATGGCCCCGAGAGTCGTACAAGTGTGGGCTGTAGTCATTACAGTACAAAAAA
ATATACGTTCTGAAATCATGAATTTACCCTTTCTATTTTTTCTAGTGTCTTGAATATTCT
AGAAAAATATTCACCATTGTTTCATAACAGAATGCACATGGAAGAGCTCACATTTCCCTC
TTTTTTTTTTTTTTTTTTTTTTTGGTTTTTGAGACAGAGTTTCTCTGTATAGCCCTGGCT
GTCCTGGAACTCGCTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATTCGCCTACCTCTG
CCTCCCGAGTGCTGGTGGAAAAATTTAAATGCCCAAAAATATTGAAGATCTCTTCAAGGA
CTAGACTTCCTAAATACACCTTTTAAAAAGAAGTGTCGCCGAACAGTGGTGGCACATGCC
TTTAATCCCAGCATTTGGGAGACAGAGGTGTTCTCTGTATGTATGTCCTCTTGCGACATG
CATACAAACACACACAAACATTGTTTGAAATTTTAAAATATTTTATAATTTCTCACTTAG
CCTTGGGAGGAGACTGGTGTAAGATACTGTAGACCACCTCTCCAATTGAAAAATCAAATC
CAAGTGAAACAGTTCTGTTCTCAGAGGGCTCTACTTGGCTTCGGGCATAACGGGATCGAC
AAACTGTTCCTCTCCAATCTTAGTCGGTCCTTTCTCTACAGGCAATTTCCTGCCACTTCG
GCAGCTCTGACTGCCAGTGTATCGATGTGAGCGGCACCAGTCAAGAAAATATTGCAAGGG
AAGTTGTCGAGATGGCAGAGAAAAAGTATGGATTCCAAGGAGTCATGGACTTTAAGGTAC
TGCATGCGATCACAGAGGAAACGCTAGGGGGCTAGGGGTCCCTTCCTTCGGGGTTAATCT
GAAAGCAGACAGGCTTCTGTTTCGCGCTCACTTCAGAGCTGTGGCTGAACCCACTAAGAA
GGGCAACATAGAGCTTTAGCTGTGCATAGTCCCTGTTGTTGCAGACCCGTTCAATCAATC
CCCGTGGGCGGGCACATTCGATTTGGAAAGCTGGTTTTATTTTCTTTGTCATCACAAAGG
CCGGCATAGGGCTCAAAGACAGAATCAGTGATGACTCAGGGCTGTTAGTACAAGGGGCAC
ACAGAAGTCACACCCCATGTCACCAATCATCTACACTATCTTGACTGGAGTCCCAGAATG
TAGTTTATCTATTAATCAATATAACTATTAATATTTTTCCTACTTAATCATTTATAAAGG
CTTTTGAACCCTTTAATCATGGTGGGTAGGCCAATGGAAGTATTTCACAAACTCTGTTTG
ATCTTATTTTAGGACACTTGGATATTTCGAAGCCGACTTGTGAAAGGAGAAAGAATAAAC
ATTTGAAACAGCCCTTCAAGAGTGAGGTACTGGGATGATAGTCTGAGACAGGAGCATCGA
GAGTTCGAGTACAGCCTGAGCTACACAGAAGGATGCTATCTCCTCCTCTTTCCCCCATAA
ACAAAATGAAAAGAGTTAGCTCTTCCTTATAATTCCTTTAAAGAGGACATCAAAGCAAAG
AAAGACATCTAAGGAAAAAAATTTTTAACTGAGATGATGTTCTCTTTTTATCACCTGTTA
ACAAGATCAAGATGCACGTATTGGGGATTCATGAATTTAATTAATGTGGTACTATTGTCT
TAATGGAGTGAAATATTACTGTTTTAAGAAAAACTAACCTAGGGTGTAACTAATAAAGGT
GACTGAGTATAATGTAGGCATATTAAGTCAATTTCTTTTTTTTAAGATTTATTTATTTAT
TATATATGAATACACTGTAGCTGTCTTCAGACACTCCAGAAGAGTCAGATCTCATTATGG
ATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCAGGACCTTCGGAAGAGCAGT
CATTACTCTCAACTGCTGAGCCATCTCTCCAGCGCCCCAATTTCTTTCTATGCAAGCAGA
AATGATTTCTTGGAAGCTCAGTCTACCTCACGTTGTACATCCCTCCCCTCATGAGCCCGC
CTCCTACCAGCTTCCTATCATAGAGGTGTTGTTCTCAGTTAGAGCATACAGTGAATATTC
ACAGCTACAGTGCGCAGGAGAGAACCATGGAGGTGATAAAGGTTGAATCTCATTTTCTCA
CACACGATTCCTTGCATGACACCACCAGCCCAACACCTTCCATAAACACAGGTTAGTCGT
CACCCTACTATCCTTTGGTGCTGAGGAGTGAAAACAAGGGTACCTAGCTTGGTGGGGTAT
GTTTCAACCCATCCAGGGAAAACATCTACAAATACTAGAAGGTATTTGTAACCATATTTT
TCTGGCTTAACTTCTGCAAGGTCCTCCTCCCAATGAGCTCCAGGCCGTTCTCCCCTTGGT
CTTTTGCCCTGTTTACTCTTGGCTGCATAAGCATTCACTTGCCAACATACCTTATACTGT
TCTACTATCGCTCTGGACCAGAGCCTGAGGTCCATTATATATACACTTTAGGTCCCTTAA
CTGCTTGGACAAGCTTTTTTATCCCCTAAATGAGTCCATTGATGCATTTGGCCTTGTAAG
TCTTTTGCTTGCTTTCTGGGGAGTATAGTTCTCCCTTCTTGTGTGCGCCATTGTTCTACC
TTCTCTTGGTAATAGTTGGTAGGGTGGCTAGCAATCTGAGTCCTTTCTTCTTCTGTGTAT
TTTGAGTCTAGCCTGAGAGTCAGGACTCTGTAGATTCCTTCCCTGTCGCTTTTCTTTATT
CTCTTTCTCTGCTCCTTTTCCTCCTCTGTCTCCTTGTTATGGTAGACTTTCTCAGCAACC
TGAACTAAATTCTTCAATGACTTATTCTGTCTTTCTAGCCTCTGACACTTTTTCCTGATA
TGTCTACTAGCCTGGTCTATAAAAGCCATTGTCACGGTAGTTTTATGCTCTTTGCTGCTG
GGGTCATAGGGTGTATATTGGTACTCTAGAAAGGCTGCGGGCAATTCATCTGGTCTCTGC
TTAACCTCACGTACCTTGGTCAAATTTGTGGGCCGTCATGCAGTGGAATGTGGTGGGAGA
CCGTTAGGTGCGCCTTACATTTTGCCATATTAAAGTTCCAGTCAGGTCTAGTCAGGGAAA
GCCCACTGTCCATGACAGCCTGGTCAATCGATGGTGCCCCCTGTGTCTGAGGGGGTATTC
TTTCTGGCTTCTGGCTTCCTGCATTATAAATAAAACACTCTCAAAGAGATTAACCAGCCC
TTAGTGGGAGAGCCACCATGGTATCAGGGGAGGTCGCTCTCAGACTTTATGTCCTCATGG
CAGAGCAGGGAAGTTGGGAGTCTCCTCCCGCTCTTCATCTAGTAAAGGGGGGGAGGTACA
ATGGCCCCGGTCTCCTATGGGCTGAGGATCCCGGAACCTGTACTGGCAATGGTGGGACCA
TGGGGGGCAAGGGTAGGGAGATTTGGAGGAAGAGGGTCTTGGAGTAACAACTCTCTTGTT
GAAGAGTCTTGGAGGACCAGAAGTTTCTCAGGTCTGGATCTCTCCTCCCAGACTTCTTTC
TTCCTGACAGCCAGAGCCTGTGAGATGGGTCCTGGAAAAAGAAAGGCTTTTACCAACAAG
GGGGTGTGTCCTCCACTGGATTTTTTTTTTTCAGGTAACTATATAGGGCGCTTGGTCTGG
GTGCCCGAGGGATCCTGGCCCAAAGACTCTCTCCTTTCCTGCTTTGATCACCTGCAATTC
GAAGATCCCTACAGGTGGCTACTCTACTCCGAAAGTGGGCCATTCGGAGGAACAGAGAGT
AACTAACTTGTTTTTCAGTCTGTCCAATGTTCAAAAATATGTTTGTCAATCTAAGTCCAA
GAACATAGATAACAACAAACACAAAGAAAAAAAATCAACCACACAGACAGCTTGACCCTG
CCATGGCTGGGCGTCCAGGTCCAAGAACACAGATAAAGACAATCAACACACAGTTTGCCC
CTTCCATGGGCCCAGTTACAGACACCAGGTGCTCCTGCCCATACAGTAGGCGCCAGATAA
ACCAGGTTATAACAAGACTTGGCTCCCGCGGATATTGTCTTGCGTTTCCAGACGGAGCAG
GGCCCTCCCGGCTCTCTCCAGGGGGCCTGAAGCATCCTTCAGCCTCTCCTTGGTTGCAAA
GTTAAGGCACATCTGCCTCTCGCAGTTGACCGCACCAGACACCATAAGCTCTCTGAGCAT
TCCTACGCTTGCAAGCAAAAGTTCAAACAAACTTACAGACTCAGACTTTGATGAACAGAA
AGACAAACAGGAACCACGCTAAAAGCTCGAGACCTCTGATTCACTGTTCTAGTGTTTTCC
CACAGGGAGTCACTTCCTGGCTCATGCACCAAATGTAAGACTCAGGGGAGCCTTAGCTTA
CTGGGGCTCCCCTTAGTGAACCACGTGGAGCCAGGATAGATGCAAAAAGCAAGAGGAATT
TATTGTTCCAGTGCACTGGGGTTGTCCCAGACCCAAAGGAGAGGCAGCGACCCCCAGCAC
CCAGTTGGCGAGTTTTTATACGGTTTCCAAGGGCAGAATAGAGCATCAGCAACTAGGCAC
AATATGATTGGCGGAACAGTACACCCTTTAAACTGATTGGTCTTTAGGGACAAGAACTTC
CCTTGTCTGAAGGTGGGCAACGTCTGTCCTGGGGAAAGTGTCCCCACCCACAGGCCAGTT
CCTGCCCTTTGGTCTGAGAAATGTTAAATAGCCTCTCCCTTCCAGAGGGGCAAGTGTTTC
ATGACCTTTTCAAAGTTCCTAAACTGACCTTTTCAAGAGGAACTGATCTAAAAGTTTCTC
TCTGTTCTGAGAGATCCCGGGGTACATTTGTATAGGGAGTGACCCTGTTTGAATGGTAAC
TGTTAACTTGTCAGCCATAAGTGCTTACTCATAAAGTCTTGGCCTTACTGGAAAAGTACT
AGCTTAGTTGAGATCTCTATGGGAAAAGTTGAGACCTCTGTGGGAAAGAACTAGCTTAGC
GGAGAACAAATCTCGATAGATCTTAAAGTCAAGTAGAACAACTAGCTCTAGATTTTAGTG
GACAGGTACCTAGCAACCTGTTCTGTTCTTTCTGTACCCAGCCAATATCCTGTTCTTGAG
AACAGGGCTTTCCCCAGAAGACTACGCAATCCTACTCCATCCCCCTCCCCATATCCTGCT
TCTATTGGGTATAAAACCTGCCTGGGCACTCCTTCGAACATGGTGAACATGCCTAAGACC
CGCCAGACATTCTGCAAGAAATGTGGGAAGCACCAACCCCACAAGGTGACACAGTACAAG
AAGGGCAAGGATTCTCTGTATGCCCAGAGAAAACGACGTTATGACAGGAAACGGAGTGGC
TATGGTGGGCAAACTAAACCTATTTTCTGCAAAAAGGCTAAAACTACAAAGAAGATTGTG
CTGACACTGGAGTGCGTTGAGCCCAACTGCAGATCTAAGAGGATGCTAGCTATTAAGAGA
TGCAAGCATTTTGAATTGGGAGGAAACAAGAAGAGAAAGGGCGGGCTGGTGAGATGGCTC
AGTAAGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCTGTAACGAGATCTG
ACTCCTTCTTCTGGAGTGTCTGAAGACAGCTACAGTGTACTTACATATAAATAAATAAAT
ACATACATAAATAAGAAGAGAAAGGGCCAAGTGATCCAGTTCTAAGCCGATTTTGTTATG
AAGACAATAAAATCTTGACCTTTCAAACCCTTTGATTGCAGTTGGTCTTTTGGGAGGGAA
TAAATTAAAAGCTTTCAGAAATTTAAAAAAAAAAAGGGGGGGGGCCTGGGAAAAATAAAA
TTTGTCAGCTTGATCAGACTTTTCTGTAACTTGCTGTCCATTCTTTGTGTTTCTTTCTTT
TTTTGTTTTTTGTTTTGTTTGTTGTTGTTGTTGTTGTTGTTTTTCGAGACAGGGTTTCTC
TGTATAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTGGCCTTGAACTCAGAA
ATCCGCCTGCCTCTGCCTCCCAAATTCTGGGATTAAAGGTGTGCACCACCAAGCCGGCAT
TCTTTGTGTTTCTTGTTCTCCCATTCTCTTCCAGATGGTTCCCAGTCCTCGTTCACCATT
CACTGTTCTGCAGGTCAGGACACATTTGGTCCCTGAAACTGTCACTCTCCTTAAGGTCGG
TCATTTTCCTGGAACATGCTGTGTGATGGGAAGATGAGGGAACAGAACTGTATTGGCTAG
TTTTGTGTCAACTTTACACAGCTGGAGTTATAACAGAGAAAGGAGCTTCAGTTGGGGAAG
TGCCTCCATGCGATACAACTGTAAGGAATTTTCTCAATTAGTGATCAAGGGGGAAAGGCC
CCTTGTGGGTGGGACCATCTCTGGGCTGGTAGTCTTGGTTCTTTCTATAAGAGAGCAGGC
TGAGCAAGGCAGGGGAAGCAAGCCAGTAAACAACATCCCTCCATGGCCTCTGCATCAGCT
CCTGCTTCCTGACCTGCTTGAGTTCCAGTCCTGACTTCCTTTGGTGATGAACAGCAATGT
GGAATTGTAAGCTGAATAAACCCTTTCCTTCCCAACTTGCTTCTTGGTCATGATGTTTGT
GCAGGGATAGAAACGCTGACTAAGACAAGAACCTTCCTATGGAGGCCGGGTGTGGTGGCG
CACACCTTTAATCCCAGCACTCGGGTGGCAGAGGCAGAGGCAGAGGCAGGTGGATTTCTG
AGTTCGAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTATACAGAGAA
ACCTTGTCTCGAAAAACAAAAACAAAACAAAATAAAACAAAAAAGAACCTTCCTATGTGT
CCGATTTCAGTTGTACTACATGAATATATGACCAATTTGGAAACAAGAACACATTGTTGT
AAACAGAAGCAATAAACAGGCAAAAGGGACAGTGACCGGCCCTCAGAAATGCAAGTAAAA
CTCACAGGGCAGTGGGTCTTTCTGCCTTAGCTCAGGCATCTGTACTTATCAAGAGCCATA
GCCAGCTTTGCTCTCAGCTTTGCCTTCATTGACTCTGCTCTGCCATTGGCGCAGGTAGGA
AGTTGGGAGCTAAAAACACTATTTGCAAAAACAGCCAGCATGCCAGATTTGCCTGAAGGC
TATAGTTTGCCCATTTAGTTCTAATCAAAATACAAAATCAGTAAGCAAATCTGTGCCCTG
GCAAGATGCACCTCACCAACAACAACACTTCTGGGGCCTCACGGCTACTTCTTCAGAGGC
TGTGGGAAGGCTGGGCTGTTGTCATTGTCCCTAACCCTGAAAACAGTCTGTGGTCTGCTG
AGGCTCCTTTCTCCTATCTCCCCCAATGGGGCCAACTTTTAATCTAGATTAAATTGGACA
TAGCATTTAAAATTCATACCCAAGAGGGGAGCAGCCAGAGGGGAGCCAAGAGAGGATAAT
GAAGGTGTAAGAATATAATCAAAGTATATTATAAACATGCTCCAAATGCATATCCATGCC
TACTATTTTGTACAATTAATACATACCAACAAAAACCACTCATCCCTGGGGTCTCTGAAG
TGTCACTGGTAACACATAAAGGACCAGCTCTGAGGTGTCCTGGAAGATGACCATCACTTC
AATTCCAACTTTAGTCTGAACAACAGACTTTGACAATGAGAAAATTTTGAGGACAGGATT
GTAGTCTCCCCTCCTCCAGCCTGAAACCTGCTTGCTCAGGGGTGGAGCTTCCTGCTCATT
CGTTCTGCCACGCCCACTGCTGGAACCTGCCGCTTTGCTGTTTGGAGCCACACACGTGCT
CACCTTTCTACTGGGCCTGAGATTATTCAGCGGGAATCGGGTTCCCTCCCCCTTCCTTTA
TAACTGAAATGTCGGAACTAGTAAAATTGAGCTTTGATCAGAATAACTGTCTTGGCTACA
TTTCTTTCTCTTGCCACCTAGCCCCTCTTCTCTTCCAGGTTTCCAAAATGCCTTTCCAGG
CTAGAACCCAGGTTGTGGTCTGCTGGCTGGACACAACAATTGGCGCCCAACGTGGGGCTG
AGAAACGGCAAAGGATTTTTGGAAGAGACACTGCTGGTTCGGAGCTCCATAAAATAAAGG
ATAAAGGAAATTTATACCGGAGAAGGTATGGGCTAAGCTGAGACAGCGTTAAACCCGAGC
GCTGGTTCACTTAGGTTCAGCAGTGAGGAGCTGGGTAACAGGCGGTAGGTCGTAGCTCTC
CGAAGCTACATGAGGCGTGAGAAAAGAAAGGGTTTATTAAAAGGAACAGGCAGATTGCCC
CAGTTAATAAAAAATGCATCATAAGGGAGGAAAATGTCCCAAAAAGCAGAGAGAAATTTC
TCTCTGGGCCTTATAGCAGGAGTACTCTGTTCCCTTTTGTGTCTCATCTAATGTCCGGTG
CACCAATCTGTTCTCGTGTTCAATTCATGTATGTTCGTGTCCAGTCTGTATGAATGAATG
TTCTATGTTTTGTGTTAGATAATAAAGATGGTATAAAAAAAAACTTTATCTGCAAAGCCG
AGAGCTGCCACGTGTTTCAGCCAGAAATCAGACACGTGGCAGGAGGGCCCCTGCTAGAAA
AACTGTTCGTTTTAGGAAATAAGGGTGAGTGCACAACCTCTTAGTTTCAGAGTAAAAAAA
GCTAATAAATGGTTTGTGACTAATGTGTTTGACAATGGTAAAGTGTTTTTTTTTTATTCT
ATGATTGTAGCTACAAAAATTAATATTCTCCAATTAGTCTAAATATAACTGCTTCATTTG
GTTCTTTTTTATTAAAAAATGTGCTCTACATGTCTTCACATTCAGCTCATAAGTTGTTGG
TTAAGATTCATACTTGTTACATTGCTACAGATGGTTAGTGTTAAATTTGATAACTCAAGT
TTAGAGTCCTTCCGACACGTGGCATAAAGCAGGCCAAGAGGCTGGGTCTCTAAAGATATT
TCTAGTTTAGATAATAATTAATGTGGTTCGTATCCTAAATAGTAAAATTTAAGATAAGAT
TTAAAGCAATGCCTCTTTATTAAAGCATTAAAGCTTGCTTTAATAGGTATTCATAGGTAT
TAATTGACATCCAAACTTCATAATATGATAGTAATGCTTTTAATATTGATTTTAAAGATA
ATAAATTGTTTTAAACTTGGGTTTTGCTTTCCCAAGGTTGTAGGTATTATCCTAACCTCA
CACAAGAAACTTAAAAATTATGGTTAAAACTGCCGTTGTTCCATTGACTGAAGCTTGCAG
TTTGATTTCAAATTTAAAATCTTTAATTCACATATATACTGTAATTAAGATAATTACAAG
AGTAATCATCTTATGAGAGTGCTCATACAGCTCACTTCATACGAAACTGTGACAGAGTTA
TCTAGTTATGTTTGTCTTTGTAAATAAATTAGACAAACAGTTTGGCTATAGTTGCTGCCT
GGCAGGAAACTGCAGTACGGGCAATTTTTTCACAACACTAAAGTTGTAAAGAACGTTTTA
ACTGTAAGTCATCTTAAGAAAGAGTATCAAAATTTAGAGGCGTAGACAGTTATATTGTTT
CTCTAGAATCGGTCCTTATTACAAGAGGGCCAAGATGCTCAGATTAAAAAGTATTTTACG
TTTGAGTCAATGCAGGGCTCTGGACAGCCCCAGAGCGGCTTGTGGCCTTCTTGTATTTTG
CAAACAGTGCCTGAGAAAGTTTTTCCCTGTGTTCAAGAGAATTTCTTTTTAATAGCGTTA
CAGATCTATTCAGATGTTTAATAATGCTTAAATTCAAAGAGTTTTGCTTCTAGTGAACTG
TAATCACTAGAAAATTCTACCTCTAGGTATGGGTAATGTAACTTTACATTATGTAAGAAA
AATTTTTATTATTTCTACTTCTATACAAGAAGCTAAGAGTTTTAATCTTTCAGTGTATAT
TGATTCCTAAGTGAAAAGTATTTTATTAACTAATGCTTCTTGAAGTTTACCTTAAATCCT
TGCTCTCACCCAAGAGATTCAAAGACAATATCCTTTTATTACTTAGGGTTTTAGTTTACT
ACAAAAGGTTTTACAAAAAATAAAGAAAGCTTTTATAATTGTTATTAATTGGTAATTAAA
AATTGGTTGTGCCCAAAACAATTCTTTGGCCAGAAAAAACATTATTGTAAAGTCATTTTT
CTCATCCTCCCAGCCGATCGTTGGCCCACGTGGGCCCAACTAGCTGCTGTGGGGCGGAGT
CTTAAGACACACAGTTGCCCCTGTTCCAGCACAAATGATCTAGTTGTGTGCTGTAGATGT
TGTTTTAAAATGCTGAACAATCAAACCTTAATTTGTATATTAGTAGTCAATACCATATCT
CTGAGCTCACAATTGCTTAAATTGTTCATCCCTCAGTACTATTAATTCTCAAATTTACAA
TTGCTTATGCATATTTCTAGTTAATAAATAAATTATGCACATGTGACTCTTAATAACTTT
ACAAGCCTTCTAGTTACAACCACTCCTTAAGAAAATTGATTGAAAGTGCAATTAGTCACT
GCCCCCTTTACAGCCAAGTATTTAAAATATTTTGTCAACTAGTTATTAATTCAAAAGTTT
AGGTATTGTAAAATTTTAAAACTTTAACTTCTTAAAAGACAAAAAGGAGAGATTGTATCC
CCGTACATACTATTTAGTGCATTCCCATGCACACTATTTAAATCTTACCTTTATTTTCAA
AATTTAATATTTAAATGTCAAAAAATTTAATAAATGTTTTATAGTATCTTAAAGGGATCT
ACTTATTGGCTTATAGATTGATCCTAAAACAGCTACCTTATTAGAAAAGGGAAAAACAGG
TTTTCTCCACAGAACGCTGCAGAAGCATATTAGTTAATTCCTGTGACGAGCTGGCAGGTA
AGTTGACTCATGTCCTGATTGAATTGACTAAAAAACTAAATTGAATTCATGTTTTAGATC
CATCCTTACTTGTCATTTTTCCAGTTTAGACTAGCTTCTAGCCTTTTAACTTTATGGCAA
TAGTACATCAGAGACTTAGTAAAATTAGTCATTTAATAGAGTCATAATGATTTTTCTCTT
TTCTTCAGTGTGACCAGTCATTCTAACTCAATCTTAGACTGGTCTAATATTCAGTCCAAT
GTTAGAGATTCCTATATTCTAAATTACCTAGCAAAGTTAATTCAGAGCACATCCCCCACT
TCCCCTAGATCCCTAACCTCAGAAGGATTGCTGGCCTTACAGCTAGTGAAAAAAGCTATT
AAAGAGCAATTGGTCACTTAATACATTGGTAAAATAGAAGGACCCCCTGACTAACAAATG
GAAGGGTCCAGATCCAGTTCTAATTTGGGGTAGGGGCTCAGTTTGTGTTTTTTCACGAGA
TGAAGATAGAGCGCGGTGGCTGCCAGATAGATTAATTCATCAGATGAACACAGATTCTAA
ATCTTCTAAAGTATCACCTTGAGGACTAAAATTCCTCTTTTGCTTAAAAGTCAGCTTGAG
GACTCAGGCTCCCAAAAAGCTACTCTCTGAGCCAGCTCCCTGACAGGAGGCCGGAGACTA
GCCTCAGCTTTACAATTTGCATTTGAATAAAGTACCTGGACTTCCCCAAAAGAAGTTCTG
CCTTCCTACTTTCTCACTGTCTGAGATTTTGTCTTTCAAGCAGGTAAATCAACATTCTCG
AGCCTGACCAGCAGATGTGCATCCCCGCCCCCCTTGAGAGCACAGGTGGCAGCTGTTATC
TCCATTCCAAGGACATTCCAGCACCTGGCTTTCAGTCTGAGTTAAAAATTAGGTTTACCA
AGAGGGCTAGAAAAGTAGATATTTCTATATTAATAAAGATTGGTTTTTATTTTGATAGAC
AGGCTTAGTCCCTTAGCTGACCTCTGGCTTTTCACCCTTGCTGTTACTGCAAGGTGTCCT
TAGCTCCTTAGGCTGTGGAAAATACAGGGATGAGGAGGAACGACTTCCAGCTCCTATTTT
AGCCACAAGTCGTGGTGTTACTAATGACATAATTCTTGCCTAGGTCTTGCTAAATCTGAG
GTTGATAATTCTCCTTTAGGAGCTGCACAGCACTCAGAACTGTGCATACTGGTTTGTGAT
TGTACAAATTCAGTATGGGTATCGCTTGGTGCAGAGAGCTACTGCAGAGAAAGGTCCAGC
TTGACCATTTCTGAGTTTCCTGTGAGATAAACCCGGTTTGAAGGAGGTTGGTATCAAATT
TTGGCTAAAAAACCAAAAATATTTTCGGCTCTGCCTCCCCTCCCCAAAAGATACCGAGAG
CCACAGGTGTGGGTCGTGACAGCATCCACGGGAGGAATCGGGTCAATGTCCACCCAAGCC
AAGGTTAAAAGCCCACTCATCTACAGATGAAAAAATCTTTTGATCACCTCATTTAAGCGT
TGCCTTATTTAACTTAATTAATAGGGGGGAGAGAGATTAGAGACCGTACTGTATTCACTG
CCTCCCACCCCAAAATAAAAAAGCCAATTGGCCTTGTACTACGGAGCCAGTCATACCCCT
TCTCCCTGTTTCCCACCTATCATCCAAAAATGCGGAAGAATATCAACTTAGTGTTATCCT
TAATATAGTGTATTTCAAATTTGTTCAGTCAAACTTAGCCAGAGTTCCAACGCCCTACTT
AAAATTCCACTAAAAAGTTACCTACTCAGTACTAATTAGCATTATACAGTCAGAGCCTGC
AGCTCCAGGCTTTTCAGTTAGTTGTTTACTAAGATAAGAAAGGACAGTCTCAGCCAGATA
CAGTTTACCATAAGAAAAGTTAAGAAATCCCATGGAAGCAAGTTTTTTCCTTAGCCCTAG
AATTCCGGCAGAACTATTGAACATAGATAAATTTTTTTCCCCCTCAGGCCAGCTTTTTCT
TTTTTTAAATTTTGTTAATAAAAGGGAGGAAATGTAGTCTCCCCTCCTCCAACCTGAAAC
CTGCTTGCTCAGGGGTGGAGCAACCTGCTTGCTCAGGGGTGGAGCTTCCTGCTCATTCGT
TCTGCCACGCCCACTGCTGGAACCTGCCGCTTTGCTGTTTGGAGCCACACACGTGCTCAC
CTTTCTACTGGGCCTGAGATTATTCGGCGGGAATCGGGTTCCCTCCCCCTTCCTTTATAA
CTGAAATGTCAGAACTAGTAAAATTGAGCTTTGATCAGAATAACTGTCTTGGCTACATTT
CTTTCTCTTGCCACCTAGCCCCTCTTCTCTTCCAGGTTTCCAAAATGCCTTTCCAGGCTA
GAACCCAGGTTGTGGTCTGCTGGCCGGACACAACACAGGATGTCAAGGGCACTAGGATGT
CATAGCAGAGGCCAAAGCAGGGACAGAATAGGTTGGTAGCTGCGGGGATGGATATGATGG
CCACTCCCTGCCCCATACCTGGATTCCTGGCTATAGAGTCAAAGTCCTAGGAATAGGGTC
TACTGGACAGGTGTGAGCCACAGGCTGCCTATAGGCTGCTGCAGAGTTGGGGGTGGGGTG
CTGGAAGGTCCTTTCTTTAAAAAAATTTTTTTAAAGATTTATTTATTTATTTTATGTATA
TGAGTACACTGTAGCTGTACAGATGGTTGTGAGCCTTCATGTAGTTGTTGGGAACTGAAT
TTAGGACCTCTACCAGTCAACCCCTTTCACTCTGGTCAGCCCGCTCGCTCAATCTCTGCC
TGCTGCTCTGGCCCAAAGAGTTATTTATTATTATAAATAAGTACACTGTACCTGTCTTCA
AATGCACCAGAATAGGGTGTCAGAGCTCTTTACGGGTGGTTGTGAGCCACCATGTGGTTG
CTGGGATTTGAAGTCAGAACCTTTGGAAGAGCAGTCAGTGCTCTTACTTGCTGAGCCATC
TCGCCAACCCCCTAAAAATTTTTGTTAAAAAGACAGGTTCTTATATCCTAGGCTGGCCTC
AAACTTGTTATGACTTTGAACTAATAATCCTCCTGCCTCCCCTCTCTAGTGCTGGGATAA
CCACTGGATACCACCAAGCCTGGTTTATGTGGTGCTGGGAATGAAACCTAAGGCTTCCTG
AACGCTAGATAAACACTATACCAATGAGGCTCCAGCTCCTGCCAGTTCTTCTATTTTTGT
TTGAACCAAGATGCCATTGTCTTTCTCAAGACCATACACCATGCTGGAACAAAGATTGAC
CCAGAGCAAGGTCACCTTGGAAAGAGGAAGAGGACCTCCAAACATGGCATTGCCCATGGC
AGTACTCATGGGACACATGGGCCCCAGCTGAGCTCCACAGCTGAGCTCCACAGCTGAGTT
CCACAGCTGAGATCCACAGCTGAGTTCCACAGCTGAGATCCACAGCTGAGTTCCACAGCT
GAGCTCCACAGCTGAGATCCACAGCTGAAATCCACAGCTGAGATCCACCACTGTTCTGCA
TGGAACCCCATTCTGAGCACGCTGAAGAGAAGCACACAGGTCTCTCTAAGGGCAGCGGCT
CCTCCCTGAGCAGATGTCACTCTCTCAGCTGTTCCACCCAGCAGGACCCAGTTATTCATG
GGTGCGAGGGGGACCGCAAACCTGGAAGAGAAGTGGGCAGAAGGGAAAGAGAAGCGGAGA
CCAAGAAGGGTTCCTATCAAGGTCTCAGTTTATTAGGCTGAAATGCCAGGTTTTAAGCAC
ACAGCAAGGGAAATAGGGAGGGGTGAGGGGGAATTAACAAAGAACAAAGAAATGGGCATC
TGGGGACATGAAGGCCGAATTCAGGCTGCAGGCAGGAGGCACTCTTCGTCTTATCTCCAG
AATATAGATCCCTCCTTAACAGCCTTGGGTGTCAGGCTGGGCTCAGCATGTAACTCATGC
CCTTAGAAGTCTTGGGAGTCAGGAAGAGGGAACTATAATTCAGCTTTTTACTGCCTCGGG
TGCCAGGAAGGGAATAGGGAGGAGGGGGTGACGACCGGTTCCTTAGCACAAGGCCATTTG
GCTTGTTAGGCTGGGAGACTGTGAAAGGCTTGCTTTCTCATGGTATGGTCTCCAACACTC
AGACCCTCCCAGACAGTCTGTCTTAGCTTCCTAGTGTTGCACTCTGGTCACCTGGCATTA
GGCTAACCTCTGGGATCTAGCTTGTGGCATGGGCCAATTCAGGAGTAGATCATAATTTTG
TGAATAAAAGTTTGAAAATGGGAAAGAAAGGGCCACAGAGGCTTGTGCATATAAGGACTG
GGTGCCTTGTTTTAGGCATACATGCACATTTTAGATCCTGATTCAGAGTGGACTTCTTAC
TGTTGAATATGGTGGCCAAGTTCGTGACTTACACATGGAGCAGTTTTCTGAGGCTGCCCT
AACAGATGTCCATAAGCATCTGTTTTCTCAGTTCCTGAGGCAGGAAGTCTGAGCTTGCGG
TGTTAGCTGGTTCCTTGGGAGGTTTCTGCTATGGACCAATGTGATGTGATCCCTGTAGGT
GTACCTTATTTGAACACTTGGTCCCCATATAGTGATGTTGTTTGGGAAGGTTGTGGAACC
TTTAAAGTCTTAGTTAGGATTTCTATTGCTGTGAAGACACACCATGACCACAGTAAACCT
TACAATGGAAAACATTTCAGTGGTGCCAGCTTACAGGTTCAGTCCAATATCATCATGGCA
GGAAGCATGGAGGTGCACAGGAAGACATGGTGCTGGAGAAGGAGTTCTACATCAGGATCC
ATGGGCAACAGGAACAGAGAGACACTGGGTATGGCTTGAGTATTTGAAACCTCACAGCTA
AGTGACACACTTCCTCTAATGAGCAGCCACCTATGCCAACAAAGCCATACCTCCTTAAAG
CCACTCCCTGGCGACCAAGCATTCAAATCTATAATCCTATGGAGGTCATTACTATTCAGA
CTATCACAGCCTCCTAAGGACTTCCTGTTTACTCTCTGCTTCCAGAGTGCAGATGCAATG
TGGTCGGCTATATCAAGCCTTCCCAGCCAACTGTATCCTACAACAGTGAGCTCAAATAAA
CCCTTTAGGTCACTTTGTATCTTGTACCGGGATCACAGTGACAATGTGAATACAGCTTCT
CACCTTGTCCTGACGGCTGCCTTCTCTGTCCCTGTGTGTCTATGTTAACATTCCCTTGTC
TTATGAGGGCACAGGTATATTGGGCTGGGGCTTTATTTACCTTAACAAGCGCTTTATTGT
TGCTATTATTAGAGACAGGGTCTCTTTGTGTAGCCCTGGCTGGCCCAGGATTTATTATTT
AGATCAAGTTGGCCTCAAACAGAGATTCCTTCTCTGCTTCTGTCTCCCAGTTGGTGGGAG
GTATGTGTTGTAATATGTTACCGTCCTCGCCGCCCGCTGAGACAAGAACAACATGGATAC
CAAGGCAGGTTCACACAGCAACTTCTTTACTTGTGGCTTTTTCCCCTCCAGCTCTCTTCC
CCAGCAGCTTCTTCTTCTACTCCTTCTTGCAGCTTTTCTTACTTACAACAACTTCTACTA
CTTAGGGCAAGGGCTATACTCCTGTCCTCGCCGTGCCTGACCTCACCTCGCTCTGCCTCA
CCTCATCTAATCAGAAAACACACACACACATACACACACACACACACACACACACACACA
CACACACACACACACACACACACACACACAGAGTCACACACAGTTCCAGGCACGAGCTCA
GGTCAGTCACTGATAGGCTGACAGATCTGGATCACGAGGAATACACATGGTTTTTCACTG
CGCATGCTCGGGCAAGGTAGTAAACAAGTGGGGTTCACGGACCTGGCAATGTGCCAGGGT
GCCATCTAGGCCCATGCGGCTGCACCCGCTTCCCGCTGTAATACCTAGACTACAAACTTT
TTAAAAGCTCTGTCTCCAAATGCAGTAAGGTTCTAGGACGTGGTAGTGAGTGATTTTAGA
GGCCATGATTCAGTCCATGGCGTACCCTCTCGGAACTCTGAAGCTGCCACTGGAGCCTGT
GCCCCCACCCCCAAGCTTACCTCTGAGCTTGCTGGAATTGTTAACCTCCGGGCTGACGTG
TATCATCCCACTAGGAATATGTATTGCCAACTAGGAAAAGGAGAATTAAGAGCCAGGTTC
CTTTTTTTAATCACTGTATCTGAAATACCCGAGGGAACAACATAAAGGAGAGGGGCAATT
AGCTACTTGGTTCGGTTTCAGGGTGTGCCTGGTACACTCTGATTATTAGATAATCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCCTCTCTCTCTCTCTCTCTCTCTCTCTC
TTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCAATACACGATC
CAGGCCTCCGAAGATGACTCTGTTGCTTAGGTGCTTGCTGTGCAGTCATCAAGACCTGAC
TTCAATTCCCTGAACTCACTTGTAAGAGCACAGTGGCTCATGCCTCTGCTTCCAGTGTCA
GGGAGGCAGAGACTTGCTGATTCCCGAGGCTCGCTGCAAAGCAGTGAGCGCCAGGTTCAG
TGAGAGACCCTGTCCACCCCCCCACCCCCCACCTCCCATGTAGAGAGTGATCGAAGACAC
CTGGCATACTTCTGGGTAGATAATTAAAAAGAACTGAAGTCAGAGGCACACAAGGTATTT
GCATACCTATGGCTGTTGTGTATAGCCCTGGAGCTAATTATATTTTATGTTAATTCCGTT
GCAAACCAGGAATGAGTCAGCACTCAGGTGATTTCCTGTAAACCTGCTTCCCAACTTAAT
TTGTAAAATAAAGGAGAGCTAATGATTGGGCAGATAAAAGGAAAGGTGGATCAGAAGGTG
GAAGGGAGAAGAGAAAATTGGAACAGGGAGAGGATGCAGAGGAGGAGGAAGAAGAAGAAG
AAAAGTGGAGCAGAAGCACGTGGCCTGGAGAAACCGCAAGTTCTAAGGGGTCTTATAGAG
GTGGAAGATGGTAGTGTAGCAGTAGATCTGCCCAGTCTAGGCACGCAGCATGTATTCATA
TTAATTGTGTCGTGTTTTCATTGCTGGGGCATATTTGGGAGGAGATATACCGCAACATAT
GGCAGCATGATTCACTATGCAGAGCAAAATAATTGTCCCTTGGTGGGTGAGTGGGTAGGC
AAAAATGTGACCTATACACACAATAGAATATTATTCAACCTAAAATGGAAGGAAATTCTG
ACCCATGCCACCACCTGGATGAAGCTACAGGCTGCTGTCTGTGTCTAAGTAAGCCAGGCT
CACCCAAGGATCACAAGTGGTATGAGTCCATTTATATGAGGTCCCTTCAGCAAATTCATA
GTGCAGAGAGACAGCTGAGTGTGGTTTCCAGAGTTACAGCAGCAGAAATGGGAGCTGAGG
GTCCGTGAGTACAGAACTTCTGTTTTAGCATGTGGAAAGGGGTCTGAAGATAAGTGATTG
GCGTGGCCACCTAGAAATGTGAATGTAATGCGTACCATGAAAATTTCCACATAAATATGG
GCAAATGGCCAAGTTTATGTTCCATGTATTTTACCACCTACTTGCGTTTTAAAATTTTTA
TTATAAAATTTTTAGTTACATTTATTTGTTCATTTGTGTGTGTGCACACGTGTGAGCGTG
TGTGTGTGTGCATGTGTGTTTGTGTGTGTATATCATCATATACACATGGAGTTCGACTTG
CAGGAATCTGTTCTCTCCATCATGTGGGTACCTTGACCCACTGAGCCACCTTGTAGGCCT
TTTCCACATACTTTTAGAAACTCGGGCTTGGTCTGGTAGTTCATGCTGTAGTATAAGCTA
TTCAGCAGGAAGAGGCAGAAAAATAGTGAGTTCAAGGCCAGTCTAAGCTACAAAACAAGA
TGGGGGGTCTCAATTTTATTTTATTTATTTTGTTTAGGGTAACAAGTGTACTTTTAATCG
ATTTCAGGTAAAAACTCCACAGGGAGGAGAGCAGTGGTTAACTCTGGCCCTAATGTATCA
GAGCCATAACATCTACATTAGAAAAAAGCCAGCCAGGTGGTGGTGGCGCACGCCTTTAAT
CCCAGCACTCTGGAGGCAGAGGCAGGCGAATTTCTGAGTTTGAGGCCAGCCTGGTCTACA
AAGTGAGTTCCAGGACAGCCAGGGCTACACAGAGAAACCCTGTCTTGAAAAGCCAAAACA
AAACAAAACAAAGAACCCAAGGCATTATGTCCCCACAGGTCACACGTGTGACTGGCCACC
AAATCTGGTCATTTATATTTTGTATAGCTCTTCTATCTTTTCCTCATAGGTCTTTATGGT
GCTTTCCTTGGAAGTGCCTTTCAACTTGTTCCATTCATCCCACATGGCTTTGAGGTCCAA
CAGCCCTGACCAACCTGTATTTACATCGTCCACAGCAGCTGTTTGAAGGGACTATAGTTG
ACTTGAGTCTTGAGGTGCTTCACCTCCTCAGCAGCTTTGTCAAATTCAGCCTGGGACATG
CTGGTGAGGTGATACAGATGCCAAAGGTGGTGGGAGCAAGCTCAGAAGCAGCAGCAATCA
AGTTCCAGAGCACACTGGCTAGCACTTTAAAAAAAGCACTCCCCACCCCCGAGTTCCAAC
TCTCAATTTTATTTTTAATTAATTAAAAGGGTCTGGGGCCTGGAGACTGGTGGTAGAGCT
CTTGCCTAACATGTGGAACTTATAGCAGGACATTCTGAAAGACTCTGAGAGGAGCCCCTG
GCTCAGGCCTCAGGATAATAGCAGACATCCAAGAACTCACGAGAGACCAAGCTTGATGTA
AACCGCATGAGGCTTTATTCGGGGAAAGCCAGAGCTCTGGGGACGACTCATATCCCACGC
AGGGGTAGAGGAGTCGACCCTGAGGGAAAAGGGTCCCAGTTTTTATAGGCCCTCAGGGGG
TAAAGGAGAAGGGGAGAGTAGGGGATTTCCAGATCTAAACAATGTCTATTCTCAAGAAAT
GGGTATGGGAGGGGTACAAGGAAAGAGTCCGGTGCAGGTGTAGCAACTCAGGATTGGCCG
GGCTGTGGTTGCTGGGGTGATTTTCTGACTCTTTCTCAGCAACCAATATCACAAACACCT
GGCAATGGGCTTCATCAGTGGGCACACACATGAATTCAAGGAACGGTCAAAACATTGGCA
GACACACGGGTTCAAGGAGTGGCCAGAGCATTGTACACCTCTATTTTTCTAAATCAGTAA
AGCTAGTTCTGCTAACAATGAAATCTATCTCGCCAATTTTAGGGCTTCTGTGACCTTTTA
CATTCTGTCAGGATCTTTCAGTTCTGCAGACCCGCCAATGGTATAAATGGCACAGGGGCT
GCTAATGAAGTTTAAAGCTTCCACCTTTTGTTGGGCAGTCTCCAGCTAGTTCATATAACT
TAGCCAGACTATCTTGCCCACCTGCCACATGGGTAGCGCTATACATTAGCTTACACTGTT
CATTGTGGAGATGCATGTCAGCACCTTGGGGTGCCCCAAGGTGCCCCCTTAGGAGAGGCA
GAGCACAGTCCCGTGATAGGGGTCCCAGCCCATGTTTTCCCGGTTGAGAAACAGCGAGGT
CTGGGATGCATGTTATGGTTCCTGGCCTCCTGTGTACCCAGAAGCTACCAAGAGCTGCAG
AAAGTTGGGAACGGTGGTGGTTCTTGCACGCCCGGGTAATCTGAGCATTTGAGAGGAGGA
GGCAGCAGGAACAGTTGGGGGCCAGCCTGAGGTGCAGGAGACCCTGACTACAAGCAAGCA
AAAGAACTCCAACCTTCTCACAGGGAAAATATATAATGCTATCCGCGTCAGTAACAACTC
CATTTAAAACTTTGAACCATGGGAGGGAGGGTCCCGCACTGCTGTGGTGGAACCTTCAAA
GCTATACACCCTCAAGTACCCAAGGGTCTTACGGTACCCGGAGATCTGTGGGCCCTCAGG
TTACCTCCAAGAATGAGTACAAAACCAAATTTTCAGTGGGACAAAAGAGGGTTAGCAGGA
ATGAACACAATCGCATTAGGTAAACATATAAAAATAACATATTGAAATATATTACTGTGT
GTAATCAATACATGCTAGTAAATGTTAAAATGGCAAGACAGAAAAGTCATCATTTGTTTT
TCAGGAACACCTGGGCTGCACACACAGAGGTGACCTGCTTGTTATTGGGACAGTTTACCT
TGGTAAGTTCTCATTCCTTGAAAGGGATGTGGCGAGCTCAGCCCTGTGAGAGGGGAGAAG
CATAATGAACACTTTAGGAACAAGGGTTTCATGAGGGCCAAAGCCAGCCGAGGAAACGGC
CTCCGACTGTCCAAATAGTGAGGGACCAGGAACTTTTTTGTACATTCCTGGCGTGCTTCT
GACCAGTCTCAGAGTCTTGATGCCAACCATCTCAAAGCCGTCCCCAGTCCCTTGAACAAT
CCCCCTTTCATACCTCCTCTCACAGGAGGCTTGCCTTCACTCACCCACCTAGTTAACACT
TGCGCTGTTCACAGACGCCCTTTCATGCGTTTCCTCGGGCGTGTGTGCATACGCCACACA
CCAGTTTCCAGCCCAGCCAGCTTTGCCTGGCCACAGTTCCCCCTATCCCGGCTTCTACCC
AATGTCTCCAGATCAATCTCTGCCAGCAAATATTTACTGGCACCATTTGGGACCCTTGGG
AGCAGCAGACCAGGATGAGGACTGGCTGTGCTCAGGAAGAAGGGTTGGGGAAACCCCATG
ACATCTTGTGGAGAGAAAGAGGCAGGCTGTGGGGAGAAACACAAAGGAAAGAAAGCGTGA
ACAAAGGGAAAGATAAGAATAGGGAGTTCAAGCCGGGCATGGTGGCGCACGCCTTTAATC
CCAGCACTTGGGAGGCAGAGACAGGCGGATTTCTGATGAGGCTAGCCTGGTCTACAGTGT
GAGTTCCAGGACAGCCAGGGCTACCCAGAAAAAAAAAAAAAAGAGGGAGTTCTAGGAAAG
GAAGATGGTGTCTACGTGGAATTAGGGAGAGAGGCATGGAAAAGAAGGACCTTTGGAAAA
ACTGGCAAACTGCTAAAGTTTTTTCTTTATAGAGAAAGTTGCTCACCAAAGTATGTGGAG
AAGGGAGTTCATGGCCAGCATGTGATGTGCCGGAGAGGAGAAAACAGGACAGCCATGTGT
TTGGAGAGTACTGAGAGACAGCTGACAAAAAATGTTGTCATGCCTTGCCAAGTCATTTAA
AATGTATTCAGTCTTTAGTGATGTTTTTGGTGGTAAGTTACAAAAGTAAATCTATTCTGC
AGGCTTGACCAGTAAAGGAAAGGTATTTTCTCATATAACTGGAATGCCAGAATAAAGAAC
ACTCAGCAGGATGTGGTGGCACATGCCTTTAGTCCCAGTGTAAGCACAAGTGAGGGAGAG
GCAGCAGTAGAGGCAGGTATCTGTGAGCTGGAGGCCAACCTGGTCTGCATAGTGAATTTC
AGGCCAGTCAGGGATACACAGGGAGACTCTATAGAAAAAAGAAATGCCCAGTAGTGATGG
AAAAGCCAGGTTGTTTTCGCTTTTTACTGGTTCTCTAGTCTGTCCTGATAAATTTTATTT
TATATGCATTTTGCCATAATTAAAAATAAAGGGAAAAAGAGATAAGGAGTCCCTTTAAAT
TTCTGGACCTTTGAGGTTAAGATTTATTTATTTATTTATTTATTTATTAATATAAATGCT
TTATTTAACAGTTGCAGATCATTCCGTGGGCTAAGTAATGGATATCCAGACCCCCACCAG
CTGCAAGATTAACGCAACCTTCGAGCTTCTCTTTCTGACTCCAATAGGGTGAGCATGTCA
CCCTCTCGAACGGGGCCTTTGACATTTCGGATGATAGAGCGGCTGGTGTCATCCATGAAT
TCCACTCGCACCTGCGTGCACTGTCCCTGCGAACCGGTCCTGCCCAGCACTTTGGTTACC
CTAGCCAGCTTGATGGGCTGCACGCGACTCGTGTCCATGATGGCTGCGATCTGGCGGAGA
GCAAGATTTATTTACTTAGCATTTTATGTGCATGTGTTGATGGGGACTATGTGTGTGCAG
TGCACATCTGAGGCCAGAAGTGGGCATGGGATCCTCTGGAGCTGGAGCTGCAGGTGGTCG
TGAGCTGCCATGCAGGTGATGGGAACCGAACCCAGGTCTTCTGTAAGAGCAGTGTGCTGA
GCTGTCTCTCCAGCCCCAAATCTTCTAACCTCCGTGAGACTCATTCATCAGGGACATAAA
ACCCTCTAGGCGTATCTGCTGCTGAGAACGTCCATTGAGAGGAAAGCAGAGAGCATATCA
GAGAGGCAGGGTCGGGGGTTGGACTCGTGGCCAGACCCATGTACTTTCTCTTGTGGTTCC
TAAGAAGTGTTTAGAAAAAGACAGTTGTCATGAGAAATGGGTGCGCAGATTTGTTTTACC
TGAAAAATGCGGTCTGTGTTTTGGTGACATCGTCGAGTGGGTTGATCTGACTTTATGATA
AAGCGGACTCTTCAGTGTGGTTAGGTGACAAGATTTACTCAGTGGAATGGCCAGGGCATG
CAGCTCAGTGGTAGAGCACTTGCCTGCTTTGGGCATGTCCTTGGGTTCCTCCTTCCCTCC
CCTGGAAAAAATGATGTAACTCAGTATTTGATGAAATATTTGAGGCATGGTTATGACAAT
TTTTTTGCTTATTTTATTAATGTTTAGTCAATAATTTGAGGAGTTTTCCCCTTCCCATTC
CTGTACTGACACTTAAGTCTAGGACCCCACACCTAGGCAAGTATATAACCACGGAGCTAT
ACCACCAGTCCAGTTTTAGAAGGCTTGATGACATCTTTCTTATTGAAGATCTCAAAGAAA
ATTATTTTAGCCACAGGTAGCAAACTCTTTTTCAACTATGTTGTTTTCAATTATTTTATT
TCTTCATCATTAAAAGACCTAATTAGTTGTTACCTGATAGATTGTCATTAAGATCTTTCC
CCCGTGGGTTCCAAGGAGAAACTGAGGTACAATTCCACAAAAGTCCACCCAAGTTTATGA
TGTTTACTTTCAAAGCCACGAGGGAAAGTTACAGGCAGGAGCTGATCTCAGGTAGCCACA
CTGGAAGATCTGCACCCAGCAGGCAGTGGTTTCCTTAGGGCTGTACCCAGATGGAACCCT
CTCTCCTTATCCTTCATCTTCATCCTTCAGCATCAATAGCCTTCAGCCCGTCTCTCAGGA
TCACGTGCAGTCAGGGCAGAATCTCATAGGACAGGTTGCCAGAAGTGACTGGCTTCTCAG
GTGAGGACCCATGACCCTCCCCACCCCTCCTACGAGAGAACTGTGACCCTCTTTTCCAAG
AAGCCCAGCAAGACGGTGGCAGTTGGCATAGGTCCTTACAAATACGATTTGATGACAGAT
GGGTTACTGAGATTTCAGGGCTGTAACTCAGAAAACTTTCAACTAAACCATGCAACATTA
TTTATAATAAGTTTTTGCTCCACTGTCTACAAACTTGTGAGAAAAACCTTCCTCGGCTCT
TCCATGAACAAAAACTAGGAAAACTATTTTCACCGACTCCTTTCTCAGTCTAGCAGTAAG
GAATGGTCATCGACCCATACACAACCTCCTCCACAGATGACTACACTTGTCTCACGAAGA
AATGCTTAATGATTATTTAACATAATTTATCTGTTCACCATTAAATACATAATAATTATA
TTTTTGATCAGTGCTTACCTGAATATGAATCATAGCCGCAAACTAATCTAAAAGGAAATA
ATACTAGGGATTCTTGTCTCAGAGGAAGCATGCTGGCTCAGCCACACAACAGTGTAATAA
ATATAGGACTTAAAATTGTAAAGACATGTTTCTGTACTCAGGAGGCAGAAGCAGGCAGAT
CTGACTTTGAGGCCAACCTGGTCTACATAGTAAATTCTAGGTTAGCCAAGACTGATAGTG
AAACTCTGTATCAAAAAAAAAAAAAGTGTGTGTGTGTGTGTGTGTTTGTGTGAGTGTGAA
GAATCTGAACAAAAAGGCCCTAGGGCCATGGTACATGCAGTTTCACACAGTAGGTGTGCT
GTAAAAATCAAGGACAGAGAGGGAACTATATCCAATTTTTAACAGTAAAAAATACCCTCT
TCATGTATATTTGGGGGAAAAAAAGAGGCTAGTAGTGGCTTTAAATCCACTACTGCATCT
GGAGTCCACTGGATTTACAATATAGCCATTTTACCTAAAATGTTAATACCAAGGATATGG
CTAAAAGTATTTATAATAATTTAAACTCAAAAGCAAAACTGTGGCAGCCAATCCACACTG
TGGAGCTCAGAGAACTGATGGCCAAAAGTTGTCTTCTGACTTTTTTTTTTTTTTACTCAC
ATTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCTTCTGCCTCTGCCTTCCCGAGTGAT
GGGATTAAAGGCATGCGCCACTACACCCGGCCAAAAGTTGTCTTCTGACCTCCCATACCT
GAGCTGTGACACACATGCCCACCCACACATCTGTGTGCGCTCACACACACATAGGAAATA
AATAAATACAATCAGGATTTAAAGGCTTCGTTTTAGAATCTGTTTTGTGTTGACTGCATC
TCTATCCTCACTCAAGCAGAGCAAGGAAGTGGTTGTCCAAGGTCCAGGACATCTAAATGC
TGGGAGATGTGGAATCTGAGGCAGCGATCGTAATTGGAAAAGAAAAGTTGAAAAGCCCTG
AAGTGCTTGCTGCTTGTTCTTTTGGGAGATACCGGAGAGGAGGGGGTCAGCGGGTGATGT
CCTGGGCAGAGAAGGAGCCATTGGCAGGCCAGAAAGCAATGAGGTGGATCCTTGAGCCTC
TGCACTTATTGGGGAGAGCTGGGGAAAGAGTTTCTGAAGGACAATGGGGGAGTGGGTCTG
GGGGAGAGGGGAGCTGGTGGGGTGGGGGAAACTAGGAGGGGAGGAGCAAGGGGAAACTTC
TGTCAGGATGTATTGTACGAGAGAGGAGGAGGAGGAGGAGGAGGAGGAGAGTAGCAGAAA
TCAGGAAGTTATAGAGCATACTCTCTCCAAGTAAGATGCCTTTTGACCTGTAAAAGGAGA
AAAGACTCAGAGGTCATCAGGGGTCAGGGTGGCCATTTTCCAATCTCCACTTCGGACTTT
ACCAAGCAGAGTCTCTGCACAAGGGTGGCCTTCAAAGCCATGGCCAGGAGGAGAAGAGTG
GATCGTATGTTTCTTCTTCCCCTTGGCATGGCTCAGTCAGGCCCAGGCTTCCTTCGGTTC
CCTGCTTGCTGGACCTGGCTTAGCATAATGTAGACACAGCCCTGGCTCGGTTGCCCGGAT
CTGAGGAGAACTCCATGCATAAGCCACACATTCATGGGTTCCTGGAAGGCCAAGGCTAGT
CAGTTGGGTAGATGCCTTTTACCCACAGACCTTATTTATGTGCTCCTCTGGAGGCTCTGC
CAACAGTCATGTCTAGTCCCCATAAACCCTGTCATGAGATCAGAAAGCAGGCCTGTGTCT
GAGGGAGGGAGGGAACATTTCTAGTAAATGCATGTTCTGTTCTTAAGTGGCTATGCCATA
GGGTGCTCCTTGGTCTTCTATCTTGGTTGTCTCCAGTTTTGCATTTTCATACATAAAGAT
GCTCTTGACTAACTTGCATGTGAGTCTTTGTAAAGAAATGAGATGTTGATGGAACAGCAG
GTAGAAATTTAGAGACAGCATTTAGAAATTCAGAGACAGGAAATGTACAGGACAAGTTCA
GGAGAACTGTGAATGCTAAAATGACCCTGTGAATTCAGAGAAAAATTAAAAATACTTCCC
AGGCATAGGACAGACATTTACCATCTAGAACCAAGCCTCTCTATAAGCACAAGCAATTTT
CTGAAAGGCTGGGCCAAGGGTCACCCTTCAGGTAATGGACTCTGGGTGATAAGGCCTGAG
ATCAGCAGTAAAGGGCACTGAGACAGGACTCAGGCTAGTAGCTATTGATGACAGATAGAG
ATTGAGAGTGGATGCAATATACATCGATCCTAGGGCCTTGTGCATGCATCCTGATACATT
CCTACAGGCCTATGTCCTCAGACCTTTAAAAAATAATAATAAACAAGCTTGAGACAGACT
CTTGTTAAGTTTCCCAGCTGGGCCTGATTTTAGGATCCTCCGTCCATAGCCTCCCATGAG
TTGTGGCAGTTACTATGTGCAATCTTGCCAGGCCAGGAAGTGTCTTCTTATTTGAGTAAC
TTGTGTAGCTATAACAGTGCTTATGTTCTGTAATGGTTAGTTTGATTTGTCAACTTGACA
CAACCTATAGTTACCTGGAAGACAGTCCCATTGAGAGACTGTCTGGATCAGGTTGTCCTG
TGGGCATGTTTGAGGGTGACTATCTTTTGGGGGAAGTTGAAACAGGGTTTCCCTGTGTAG
CCCTGTCTGTCCTAGAACTCACAGGCTGGCCTCAAACTTACAGAGATTCACCTTTACAGT
GCTGAGATGAAAGGCGTGCATGACCACCACATGTCATGTGGGTGATTATCTTGATCAGGT
AGTTCTGTGGGTATGTTTGTGAGTTATTATCTTGATTACCTTAACTAATATAGAAAGACA
TCATCTGATTATAAGACGTTTCATTACCAGGGTTGGGTCCCTGGACTGCACAAGAGTAGA
AAGAGCTAGCTGAGCAATAAATGTGCAGGTCTATTCTCTCTGCTCTTGACTGTAGTGACT
AGCTATTTACGGCTCTGGCCACTGTGATTTTCCTAAGAAGACAGATTATAACTTGGAATT
ATAAGATAAAATAAACCTTTTTCTGTCAATTGCTTTCTATCAGGATATTTTATCAGAGTA
AGAAATGAATGTAGGAAAGGTGCTGTATAGATGTTCTGTGAGGCTGTGGGTCAGCACTTA
GGGAAATGGATGGCATTCACAGGAAGATAAGGCACCAGGTAGGATTTAGAAATGTCCTGA
CATGTGGATATCTCATTTTACACACCCATCTATGTCAACACAGCTCCAAAAGAATGTCAA
ATAAAGTGATTAATAAAAAATTATAATCTGCTGGGTGTGGTGGTGCATGCCTTTAATTCC
AGCACTTGGGAGGTAGAGGCAGGCGGATTTCTGAGTTCGAGGCCAGCCTGGTCTACAAAG
TGAGTGCCAGGACAGCCAGGGCTATACAGAGAAACCTTGTCTCGAAAAACCAAAAAAAAA
AAAATTATAATCTGTCTTTATTAAACACGAGTCTAGTAAGCAGCTCTAACCCATATTTGC
ATTTAAGATGTTTCCCTTCCATGGAGAATAGAGGGAAGATGCTTGTGTCTTCCCAGACAG
GGCTCAGTTCTGGAAACTTCTTGGTTACAAGTGTCAGGAATTCCTCTTGTGATACAACTC
CTACTTCATGCCTTTAATCCCAGCACTCGGGAAGCAGAGACAGGTGGGTCTCTGAGTTCA
AGGACAGCCTGATCTACAGATTGAGTACCAAGACAACTAGGGGTACACAGTAAGACCCTG
ACTAAAGAAAAAGAATAAAGAAAGATGAAAGAACACCATGCATTGTTGACATTAGGAACC
ATGCATTGTTGACATTAGGAACCATGCATTGTTGACATTAGGAATCATGCATTGTGACAT
TAGGAGCCATTCATTGTGACATTAGGAACCATGTATTGTTGACATTAGGAACCATGTAAT
GTTGACATTAGGAACCATATTGTTGAATTAGGAACCATGTATTGTTGACATTAGAAACCA
TGCATTGTTGACGTTAGGAGCCATGTAATGTTCCATGTAATGACATTAGGAACAGACAAG
ACTGTGTATGTTTATAGTAGGTAGGGTGGGCCAGGGCATTTGGGCATCTCATTTTCATGG
ACAAACTCCCTTAGGGTCATTTCCACATGACGTATGAGTTATACCCAATGTACTTGGAGG
ATTAGATGGCATACTGAGTCAATGTTATTGTTAAAGCTAAAATGGATCCAACCATTTTAG
TCTTTATTCAAAACTATTGAAACATTTGAGTGGGCCTGAAGCAACTGCACCAAAACCAAA
GGGCTGGATGGGTTTAAAGAGCCTCATGGGAGAAGCACAGGACATCTGTGTGTGATAATT
TGACTTTTTGTTTGTTTGTTTGGTTGGTTTTTGTTTTTTGTTTTTCGGGACAGGGTTTCT
CTGTATAGCCCTGGCTATCCTGGAACTCACTCTGTAGACTAGGCTGGCCTCGAACTCAGA
AATCCGCCTGCCTCTGCCTCCCAAGTACTGGGATTAAAGGTGAGCGCCACCACCCTGCCC
CCCCCCCCCCCCCCCCCCCCGGTGATAATTTGACTTTTATGACTCTAAAGTTAGGCATTT
ACCCTTTCACTGAGACTGGGAGACAGGGGTGTTGGATCTTTCCGAGTTTTGTTGCAGAAA
GATGGATCTCAGGGCCTTCTAAATGACATTCCTGGGTGAAACCAGAAGTCACACATATAG
TTAACCTTCTGGATCCAGAGTGTTGCATCTGCAATTACTCCAAAAATATTCAAAACATAT
TTTCTTGCAAAGTTTTTATTTTATGTGTATGAGTATTTTGCTTGCATGTGTGTCTATATA
CCAGCACCACATTAATGCTTGGTTCCTGGGAAAACCAGAAGAGGTCATTATACCCCCTGA
AACTGGACTTACAGACAGTTGTGATCCACCATGTAGGTCAATCCCAGGTCCTCTGGAAGA
GCAGTAAGTGCTCATAACCACAGAGCTATCATTCTAGCCTCTCAAACATACATTTTAAAA
ATTGTAGGTGTGTTGAGTGTGATGGCACACTCAATCAGTCCCAGCACTGGGAGGCAGAGG
TAGGCAGATCTGTATGAGTTCAAGACCAGCCTGGTCTACATAATGAGTTCTAAGCCAGTC
AGAGCTACAAGTTGAGACTCTGATTCAGCAAAGTGTGTGCCTGTGCCTCTCTCTCTCTCT
CTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTTCCTCTCTCTCTCTCTGTCT
CTCTCTCTCCCTCTCTCTGCCTGTCTCTCTCTGCATGGGTCTGTCTGTTTGTCTGTCTGT
GTGGGGGTAGGAATCTGGAGAGATGGCTCCCAGTTTAGAGCACTGATTACTTCTTTCAGA
GGACATTGGTTCGAATCCTAGCATCTGCATGGCTACTCACAACTGAAACTCCAGTTATAG
GGAATCTGATGCCCTTTTGTGACTTCTTTGAGCACTATACACATATAATGCACAGACCTC
TATTCAGGAAAAACACTCATAAACATAAGATAAAAATAAATTGCAGGTGAACTTGTTGTG
CCAGGAAGTGTTCGTGAACCCCAAAAGACCACCAAGAAGCTGATTTTGATGTAGTCTCAC
TAAGGTCTCTTTATTTAAGCTCAAACTTGGGCCACACCAGCATCTCTAATGCAGTAGAAT
GGGAAGATATAGCCCTGAGCCCAGCTTTTACTGATTGGGGGTAGGGGGAGGGCATTAAGG
CCTTTAACATAATTGGCTGGTGCTGGGAGCCAAACCATAAACTTAACTTCTGTTTTCCTT
CTGTTTGTTGGTTGTTAGAAAATGAAGTGCCAGGGGCAGACTTGTTGGGGAATAACCTGG
AAACTGGTGTAGGTACCAGCCTGTTAGTTAACTTGAGTTCAACCTTAGGTCAGGTTCTCT
AACATGAAGTCTGAACCCAAAAGATCTGATCTCAACCTCAGCAAATTACTCCTTGGCTAA
TATAACAATTACTTACATAGCATGTATATTGTATTGGACATTATAAGTAATCTAGAGATG
TCCTGAAGTGTATGGGAACCAGGCACCACGATGCAGGCCTATAATCTGAGTAATTGAGAT
GCTTAGACTATGGAATTGTGAGTTCAAGGTCAGCCTGGACTACTGAGTGGGTCTGAGATC
AGTTTAATCTACATAGCAAGGCAATATTTCAAAGAACAAGCAAAATGAAGTGCCTAGAAA
ATGTGCACAAGTGTTTATCCTCCATGACAGGTAAGAATGAGCAATATAGACACTGACCTT
AGATGGGCACTCCCACCTAGCTACTCTATACCCTAGATGGGATTATGGAAAACAAGTAAG
TCTTGTGCCCCCATCCAGCTCATCTTTAAAAAACAAAAAAGGGAGAGGCTTGAGTAAAAT
TGGCTAAATAGGCCTTAAGTGTTTGCCATAGTTGGTCTTCTGCCGATCTGGGTAAAGTCT
TCGGACCTAGGGTGGAGTCTTCCTCCTTGCTGCACCTACAGCTTCCAACAGGAGCAGACT
GCCTGCTGAGCATGCTTTGCAATACAATTCAGCTGAAACAAAGGATGGGTCTGTGGGCCC
TCCCTATATAATTACAGTGTTAAATATTAAACCTTGAGCCTTGAACAGAAACCTTTGTCT
TGGCTTCATCCTTCTCTTGCCTGCCTGTCCTTTTTCATTTCCAGCCTCCCTTTCAGGTAT
ACCATGTTCAACCAAAGCTGATGTACAGCTACACATTGGTTGTATGAATGCATAGTACCA
CTTTTATAAAAGGGCTCTGAGCCCTTTGGCTGTTCACTGGGAGGCTGGGACTCACTCCTT
TCAGTCTGGGAGAAACTATCTTTTAAAGTGAATGTTCCTGGGACTGGAGAGATGGCTCAG
TGGTTAAGAGCACTGACTGCTCTTCCGAAGGTCCTGAGTTCAAATCCCAGCAACCACATG
GTGGCTCACAACCATCCGTAATGAGATCTGATGCCCTTTCCTGGTGCATCTGAAGACAGC
TACAGTGTACTTAGATATAATAATAATAAATAAATCTTTAAAAAAAAAAGTGAACGCTCC
ATGAAAAGGTAACTTGGGGGCCTCAAGTTGCCTAAAGTTTGGCTAAACTTGGAGGGATGT
TAAGGGGATCTTGATGGTCCTTTTGTGCAGTTCTTCATAAGCACATCCCCAATTTCACTC
TCGCTGTTTGAGAAGGACCTTATCTGCGGGAACTCTCAGACCCCTGTATGAGCTCCTTCT
CATGAACGGCCCATTGAGACGAACTCATGAATGTTCCCTTTTAATGTTCTTAGGGAAGGG
TATTTTCGTTGAGTGATTCAATAAACATTTATGAGGCGGCTCGTCTGTGCCAGGTGGTAT
GTTAGGTATGAGCCAGGTGGAAATTCCCCTCAAAGAGACCTCAAGACACCAAAAGAAGAC
AGATGAATAAATAAAAATATTCAACATAAAGTTGTCCTGGGATCCAGACATCCCCGAGAG
ACTTGCTGGCCATGAAAATACCCATACACAGAAGCTCACTGTAGCATAATTCTGAGTGAG
CAAATGGGAGAGAGCACACACTGAACCAATGGTGACAAGGGAGATGTGGCATTTACTGTT
ATTCAGTATTGGTCACCAATGAGAAGGAAGAAAGCTCCAGTTCATGCCACACTGTGAGTG
GACCCGGAAAACATTCCAACAAATGAAAAATGCCAGGCACAAAAGGCCATATACTACACT
ATTCTGTTGGGTGGAAATGTCTAGATTCAGCAAATCCAGTCACAGAGCATGCATGAGAGA
TTGCCTAAGGCCTTGGGGTTGAGAAAATGGGGAATTGGGTGCCAATGATACAGGGTTCCC
TTTTTTTAAAAAAATAAAAAAACAGTAAAGTTGATTGTGGTGAGGAAGGCCTCATTTTGT
GACTAGGCTGAAAACTGTTGTGCACTTTTTTTTTTTTTTTTTTTTGGTTTTTCGAGACAG
GGTTTCTCTGTATAGCCCTGGCTGTCCTGGAACTCACTTTGTAAACCAGGCTGGCCTCGA
ACTCAGAAATCCACCTGCCTCTGCCTCCCAAGTGCTGAGATTAAAGGCGTGCGCCACCAC
GCCCGGCTTGTTGTGCACTTTTTAATGGGTGTCTTACATGACCCACAAATTCCATCTCAA
GAAGCATGGCACTATGGGGAGTTCAGAGGTGGCTCAGAAGCTAAGAACACTTGCTGCTCA
ATCCTGAGCCCTGAAGTTAAGATCCCAGCACCAACACTGGGCAGCTCACAGATTCAAGTA
ACCTTCAGGTGGCACACACAAGACAGGGTTTCTCTGTGTAGACATGGCTGTCCTTCAGCT
CTGTAAACCATGCTGGCCTTGAACTCACAGAGATCTGCCTGCTTCTGCCTCCCAAGTGCT
GGGAATAAAGGTGTGGGGCACCACTGCCTGGCTAGTGACTCATACTTTTAATTCCAGCAC
TCAGTTAAAACAAACAAACAACTAAAGCAAGCAAGCAAGTAAACACACACACACAAAAAC
CCTTAAATGCCTATAACCCTAGCTCTAGGGAGTCTGATGTCCTGCTTTGGACCTCAGGCA
CCACACATACCTCTACATACACTCACATAGAAGCAAGTACATACAAATAAAATCAAGTCA
GCATGTGCAGGGTGCAGCATGAGGGTCTCAAGGGGAAGCGATGCCTGAGAAGGTGAAGCT
TGCAGCTTGAATGCCCGGGTTTCCACAGTCGTTCGAGAAGAGGGGACACATGTTAGAAAT
GAGCTCAGGGATGTGTTTTCTTCTCATACTCTCAGGCAAGAATGTTGCCCTGGATTGACT
CAATAAACATTTATGAAGCAGCTCATTTGAACTTGGTATTATATTCGGGATGAATGGAAT
GTACGTCTTCCTTCGAAGAAACCTCACAGCTCTGAAGAAGATACATGGAGCCCTGTCAGA
ATGGAAGGCATTGCCATGGGCCCAGAACCAAGCATTCTGAGGATATGCAGGTGTCCCAGT
GGTTCCAGATCATAGGTATCTGTGGAAAGTCTAGGGACAGACATTGCCTGGGCATGGACA
GAAGTTAGACTTTCATCCACCAAGCATCAGGAGGGGTCAACAGGCTAGGGATATGGGCTC
AATTCCAGCTCTGCATCAGTGACCTGAGCAAGTCACATCACTTTTCTCACCCGCTTCTCT
GTGACACATATAGCACTGGGGCATCCGACATCCCTGCAACAGGGCCTGGCAAGCTCTGAA
TATCTGGGCATGTGTGTTGACATCACATCATAATGAATTACTGTCAAGTGACTCATTCCC
ATGAAGTGGAGGCTGAAGAGACCAGACTAAAGCAATGAGATGGGAGAAGTCAGAGTTGTC
CACAGAGGATGATGGCTAGGGAGGTCAGGAGCAGCAGGGATGGCAAGGAGAGAGACTCCC
AGGACCCAATGGGGATGACTTCAGCCAAAATACACAGCCAAAGGGGAGCTAGAACCAGTA
GAGACCACCTCCAGCAGATAGGCACAGTCCCTGGTTGAGGGATGGGGTCACCCGCCCATC
TCAAAGCTTTTAACCAGAGATGTTCCTGTCCAAAGGAAAGACAGGGACAAAAAATGGAGC
AGAGACTGAAGGAAGGGCCATTTGGGGACAGCCTTACCTGGGGATCCATCTGGTCTGCAG
ACACCAACCCTGGATACTGTTGCTGTTGCCACGAAGTTCTTGCTGACAGAAACCTAGTGT
GGCTGTTCTCTGGGAAGTTCTGCCAGAGCCTGACCAATATAGATGTGGATGCTTGTAGCC
AACCATTGGACTGAGCTCAGGACCCCAGTGGGGGAGTTGGGGGAAGGACTGGAGGAGTGG
AGGGAGACTCAAACCCATAGGAAGAACCATGTCAGCTGGTTAGACTACCCGGTGCTCCCA
GGTACTATACCACCAACCAAGGAGTGTACATGAAGGGATCTATGACTCCAGATACATATG
TACCAGAGGATGGCTGCTTCAGTGGGAAGGGAGACCTTCAGGCCTGTGGAGGTTTGAAGC
CCCAGTGTAGGGGGATGGTGGAGTGGTAAGACAAGAGTGGGTGAGTGGGTGGTTGGGGGA
GCACTCTCATAGAGGCAAAGGGGAAGGAAGAGAGGGCAGATGGGATGGGGGAGTTGTGGA
GGGGTAACTGGAAAGGGGGATATCATTTGAGAAGTAAACAAATAGAATGATTAATAAAAA
TGAAGAAGAAGAAGAAACACTGGGGTGTGTTGACTAATAAGCTAAGGGCAGGGAGAGGTG
GAGGTGTGCCTTTAGGAGCCTTCTGGAGGCTTTGTTGTTTCCTTCTGTTTTTGTGCCTTT
CAAGACAGGGTTTCTCTGTGTAGCCCTGAGTGTCCTGGAACTTGCTTTGTAAACCAGTCT
GGCCTTGAACTCAGAGATTCACCTGCCTCTGCCTTCTGAGTGCTGCCATTAAAGTCATGC
TCCACCACCACCTGGCTTGCTTTTAAGTTTCTGGTTTGAACAATTGGATGGATGGATGGT
GGGATCATTCATGGAAATGAAGAAAACAGAAGAAAGAGAAAGTGCAAAATTCATGTATGT
CACTGGCGAAGTCTGGCATATGGTATCTGTGTTGGATACTGTTATTATTATGCATATAAT
TTCATTTTTTCTTATAGCTAAATAAAACTCCTCCGTTGTATATATCCAACAAGGTTGCTT
CCTCCTCCTCCTCCTCCTACTCTTCCTCCTCCTCCTCTTCTTCTTCTTCTTCCTCTTCCA
GTACTTGTCTCACTATGTAGCCCATTGGTCCTAAAACTAAGTAAATTAGGCTAGCCTCAG
ATTCACGGAATTCCACCTGCTTCTGCTGTGCTGGGTGGAATTAAAGGCATACACCACCAC
ACCTAGCCTTAGTCTGACTTGTTTTATGTAACGTGATGTTCTCCAGTTCCGTCCATTTTT
CTACAGATGACATAATTTTATTTTTTCTTAGATCTAAATAAAACTCCAATGTGTATATCT
CCCACCCTCCCTCCCTCTCACCTTTTCGCTCCCTCCCTCCCTCCCCCCCCCCATCAGTGT
GTGTGGCAAGTATACTTGTTAGTGTCTTTTCTTGAATATTCTCTACCTTTGTCATTTTGA
ACCTGAGCCTCACTGAGCTCACGGACTCTGCTAGGCTGGATGGCCAGTGAGGGTGAGTGA
CCTTCCTGTCTCTGTATTCTAGTGCACTCCCTCCCTCCCCTGCTTTTCCACACAGGTTCT
AGGGACCCAAACCCAGGACCTCATGCTTGCAGACATTTTAGGAACTGAGCCACCTCCCTG
AGTCATTTTCTCTATCTACTCATCTGTTGACAGCAACAAGGCCGACTCAATAACTTGGCT
GTTGTGAATGGTGTCGCAGTGAACAGACACGAGTGATTATCTCGTTCATACAATGACCTT
GATGCCTCCAGGATACACACAGGTGTCCTCCTAAGTCCCCTAATTTCTGATCCAGAACAC
TTCTCATTTGTTCCCCTTTCAGTCACTAGTGTTGGGACCCTCTCTTGAGGTGGCATGAAA
GGTCATGAGGTGGCCGGCCTGGTGGGCAGCTCTGAGGTAGAGCAAGTGAGAACTGAAGAG
TTATGACAGTAGCTGCCTATGGTTTGGGATAGAAAGTTCTGAGGGAACTGGGAGATCATG
GGAAGCAGCTCGGGACCATTTCTTGGACCAGGTCAGCATAATTGGCACAAATGTAAGGTT
AAAAATGTGAGATGTACACTTCATTCTCATTAGAGGGCTCTGTTACTCCGCTCAGGGACT
TCTGATACCTGGCCATTTTCTCCCAGGCTGGCTCTGAGAGAACAGCATGGAGTTTACTCC
CTAAGTCTTTTGGCAGAGACAGTGGGTTTATGAAACTCCAAAGTGGATATAAGTGACCTT
GGAGAAAGTTGGTAACGTTTACCCAAAGCTGACTGGTCAGTGACTGGTACGTGGGCTTTG
GAGAAAGTCAGTGCTCAGTAAATGTCTATGCTTGGATGGAATGCTCTTTAAATGGGCACG
GGCAGACTGAGGATCTCAAGGCTGCCACAAGTGTTTCCCATATCCACGGTGTCACCCAGG
ATTCCTGTCAAAATGGCTCTGCTCTACACAAGAAAACCTACAGAATCAACTAACCTGGGC
CCATGAGACTCACAGAGACTGAAACACCAACTAAAGAGCATGCAGGGGGTGGGGCTGGAG
AGATGGCTCTGACTGCTCTTCCAGAGATCTTTAGTTCAATTCCCAGCAACCACATGGTGG
CTCACAACCATCTGTAATGGGATCTGATGCCCTATTCCGGTGTGTCTGAAGACAGCTACA
GTGTATTCATATATACAAAATAAATAAGTCTTAAAAAGAAAAAGAGCATGAAGGCTGGAC
CTAAGCCCCCTACACATACATAACAGATGTGCAGTGTCATGTGGGGCCCCCAGCAACAGG
AGCAGAGGCTGTCTCTCTGCCGTTGGGACCCTTTCCCCTAACAGGGCTGCCTTGTTTAGC
CTAAAAGGGAGAAGATGCAGCTAATCTTCCTACAACTTGGTATGCACGGTAGGCTGACAT
TCATGGAAGGCATCCCCTTCTCTGAGGAAGCAGAGCTGGGAGGAGGGGACATAGAGAGGG
ACTGGGAGGAGAGGAGGGAGGGAAGCTCCAATCAGGATGTAAAATAAAGCAATGAATTCT
TAAAATGTCTCTGCTCTAAGGCTCTTTTTCAGACAATCTCTTTAATCTGAGATGACTCCT
GATGTGTTTCTTATGCAGGTAACTAAGTACTCCTTGGTCAGTTCTGAGAAGTCAGCACCT
CTAGTTAAAGGCAGGCCAGTGAGAGTCCAGGGAGAGCCCAGAAACAGCCAGTGTTGGCTG
TGCCTTCCTCCACTGGAAAACACTTGTCCATTTACTCTGCTCTTACGTTTTTGCCAGTTA
CATTTATTTCCCAGTCAAGCTTATGGAAGATATTAATATAAAGTCTCATGAGAAGGGAGC
TTCAGGTGAGTGCGCTTCTGTTCCAGAGCTAATGCTTATGGGTTTGTCTTTCTTCCACCC
TTTACCCCCAACCCCCTTTCATCCTTTCAACCCCTAACACTAGATAGGAGAGAAAAAAGG
AGAGAAGGGTGAGAGGGAAGGAAAGAGAACCCTGAATCTAATTTCTTTTTTCTTCTTTGA
GCATGACTAACAAACCACAAAGAACCCTCTTGAATGACCAATAGCAACCCACCCACATCT
CAGGGCTCTAGCATTTATACACCCTCTGAAAAGTCCCCAGATTCCAAATGTCACACAATC
ACAGAAACTATCTACAGCTGGCAAATCCATGCCTCTGCTGGAGCACGAGGCAAATCATAG
TCAGCTGCGGCAGTCGCTCAGAAGCAGCCCCGTATCCCACACCTGGGACTAGAGGGAAAA
CAGTCTTATCATATTTCTGTGTTTCTTAAGGAAACCAAAATTCCAAAATTGTCACTTCAA
ATGATGATCACTACTGGAAAAACTCCAGTTGTCCAATCCTTCAGCTTGCAGCAAGCTGGA
TGACCATCCCAGAAACACTGAAACGTTAAAGGGACGGTGTTCTAGTGCTCCACACAGCTC
AGAGGACCCGAAGGGCTGCATGCAAGTGGTTGCTAAGAAGTATTTTTTTTTATTTATATT
TATATTTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTCTGTGTGTGTGTCTGTGTG
CTAGTATACTGGCTCCCTTTGAGGTGAGGCAAGGATGTTCTCTTCCAGTCCTCTGCGAGA
GCAGCAAGCATAATTGGAACACTGAGCCATCTCCCCAGCCAGGTTATAAAGAAGTATAAG
CATTTTGCTATTGTTGTCTTCTTGCATCTCCACAAACATAGTTTCGTGTTTTAAAGATGC
TTATAACTAGTCATTAATATTAATATAGTTCATTAAATAATACATAGGTTGGCCGGGCGT
GGTGGCGCATGCCTTTAATCCCAGCACTCGGGAGGCAGAGGCAGGCGGATTTCTGAGTTC
GAGGCCAGCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGCTATACAGAGAAACCCT
ATCTCGAAAAACAAAAAACAAAAAAACAAAACAAAACAAAAATAATACATAGGTTGAACC
TAGGGTCTCCGGCTTGCCAGGCATACTCCCTATCACTGAGCTATCTCCTTAGGCCAAGGG
CTCCATGTTTTACTTTGTGTTATCATCCCTGGGAACAGTGTATCAGGTGAGGAGATCCCA
TAGAAGTCACCAGAATGGCCCTGTGGCTCAGTGAGCTTCACCAGACAGACATCTTGTATT
CAGATATCAGGAGCCATTCTTGTCTGACATTTGGATGCAAATAATCTCTGAGAAATTCCT
TCTTTCTCTGGCCCCATATGTTTCAGCCGTGGCTCCCAGCATCCTACCCCATCTTGAGAA
CATGCAAAGAACTCATTCAAACACGCCATCTGCTTCTCCCACTTGGACTCAGGCTGAGTA
TTTCTCAGAGCATCTCCTTGGGCACGGACGTTGGCAAGGACAGTTTAAAACTGCCCCTGC
CAGGGCCCACAAGCTCCACTTCTGTGGAGATTTTTCCAGGGGCCAAAAACATCTCCAGTG
TTCTGGCCTGGAGCAGCCAATGGAAACCACAGCCAGGACCCCTCCCACTCTCCCCCAGTG
GCATCCCGGCTTCCTGCCTTCTGTTTCTCTCTCTCTCTTGCCTGTCTGCCTGACTCAGAA
GTGAGGACTTACTGGGCAGCTGCTTCAGAGTACTGGGGACTTCCAAGATACCTCACCTTA
TTATCTGTCCTGTGGTTTCTGGGGGTGCTCTGTAAAGATGTCCTGGAGACGGGTCATTCT
CCTGTCATCTCTCTTGGCCCTGGTGCTCCTGTGTAGTGAGTATGGGAGGGTCAAAGGGTG
GGTGGTGTTAGCTACACAGGAATACTTACTACGTATAGGTAAATTTGTTCAGGTGGCATA
GGTAGGAGGGGTGTGTTTAGTAAGGAAACTATTCTTGGTGTGTGTTTGTGTGTGTGCAAA
AGATAATGTAATAGAGAAAAACAGCAAAGATAAAAAATAGGAAGCAACCCAGCTCATATG
GTGGGTTTCCATCAAGACTGGATGGTATGCCAAGGGGCAGAGCGCCCCATATGCAGTCTG
GCAAGCCACTGCACCCAGAACTATCGAAGCCCCACCGGGGCCTCTGATGTTGCCACCTTT
CCTTGTGCCTTACCCTACAGTGCTACAGGAGGGGACCAGCGCTTCTGTGGGGAGCAGGCA
GGCAGCTGCAGAGGGGGTGCAGGAAGGTGAGTCTAGGGGCGATCCCTACATGTGGGAGAG
GTGGATCCTGCTCCCCCATCCCATGTGCGTGTGAAGAGCCCTTTTCTGGTTTCAGGTGTG
AAACAGAAGATTTTCATGCAAGAATCTGATGCCTCCAATTTCCTCAAGAGGCGTGGCAAG
CGGTCTCCTAAGTCCCGAGATGAAGTTAATGGTAAGGCTGCTGGATGGTCTCCCTCCCAC
TGTGGAAGACCAAAGCCCCAAGAGATTAAAGTTCTGGGAGCAGTAGTACGATATCTGGGG
CCAGTGAGATGGCTCAAAGGGTGAAAGTGAGTGGAATTAAGTCCTTGGATTGCATTTGGT
AGAAGACAACTGGCCCCAAAAAGTTGCTCTCTGACCTCCATGTGCACACAGTGGTAGGAA
TATGTCCCTAGTAAATTAAATAAATAAAAATATAGAAACGGTATCATATTTCACTGTCTG
TGGGCCACTGGTTGAACTGAATGTGGCATCAGAGTAAAGAACTGTATAAAATAAACCACC
TTAAGAGGACCAGGGGGCTGGTGAGATGGCTCAGTGGGTAAGAGCACCCGACTGCTCTTC
CAAAGGTCTGAAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCTGTAACAAG
ATCTGACGCCCTCTTCTGGGGTGTCTGAAGACAGCTACAGTGTACTTACATATAATAAAT
AAATAAATCTTAAAAAAAAAAAAAAAAGAGGACCAGGATGAGCTGGGCAGTGGTGGTGCA
CGCCTTTAATCCCAGCATTTGGGAGGCAGAGACAGGTGGATTTCTGAGTTCGAGGCCAGC
CTGGTCTACAGATGAGTTCTAGGACAGCCAGGACTATACAGAGAAACCCTGTCTCGAAAA
ACCAAAAGCAAGCAAACAAACAGGCAGCAGGATGGATCCAGATTCAGAAAGTGAAAACCT
AGAATGTGTACTACGTGTAAAGTAAAGGGAATGGGGTACTTCAGAGCGAGAGTAGTGGCC
TGATGCACCCAGGACAACATGTGTCATCAGGGGACAAAGCACAAGGGACCCAAGTGCTGA
GAAGAGGTGGTTTGGTAACAGTTCTGCTGCTGAGTGGCCTTAGCCACTCCCCAACATTGT
TTCCAGTTTCCTTATCTATAAACTTGGGGGGAAAGCTGGTGACAATGTATCAAGGGAGGG
AGCTGGTATATGTGTGTGTTTTGTTTGTTTTGCTTTGTTTCTTTCCTGTGAATTTTAGAC
TCTCCAGTACTCTGAATGCCTCAGTTGGTCGTTGACCTGCCAGCCCAGGGGGCACTGGAA
TTTCCGACCCCTAACACTGATGCTCCTAAGCCTCTGAGCTCAGGCCATCCTGGCTGAGTG
GGTGCTTTGATTCTTCCCTTGTGCATGCGGGTGAATGAACTCTTTGTGTCTTTTACCAAA
CTCAGCAAGGTGACTTGCTGCTCAGTAAAAACAGCAGGATTATTTTCAAATGATGAGGAG
GAACAGATGGAAATGCGTGCAGATCGTTCTTCTTTGAAACTTGGAGACGTCTAATCAACC
ACAGTAGGAAACTCGCCAGACGGCGCACAGCTTGAAATTTGAACAGGCTGATGTCAAGCA
ACACTGAGAGTCTGTGCTGGACCTGCAGTCTTTGGTTGCAATCAGAGAAGCAGCTTCTGG
CAGCCTCTGGGAGTGGCAATTATCTTCTGTCCTGTAAAACCGACTCAGAGTAATGTGGTA
CATGGTTAAGCCTGAGGTCTTTTACCTTAAACAGAAGCTCAGGCAGGCAGTAGATGAGCA
TCCAAGTGAATGACTAAGACTTCACATATGTACTCAGCAGCAGCCACTAGCAAGCTGTGT
GGACAGGTAGAGAAGCATGACCTTGGAATTCACTTGAACTTAAAACTGCTTTAGAGTAAG
AATTGGATAGGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGCGCGCGCGCGCGC
ATGGGTGTGCGAGTACATGTGTGCACACTCATGTGCATGCAGATAGAGGCCAGAAGACAA
CTTCAGGTGTTGTCTCTAAGTTGCTGTCCACTTTTCTTTTTGAGGTAGGGTCTCTCAGTG
GTCTGGAACTTACCAGGTAGTCTAGCTTGTTGACTAGCAAGTCCGTGGGACCTGTGTTTC
CTCCATTCCAGTTCTGGGATTACACGCACATGGCACCATGCCCAGCTACTTTTGAAAGCT
GTATAGAATGTGTTTGTTGGCACCTAGGATAAAACACCCTTTTGGAGGAGAATGAAATTG
TTGGTAGGTCAGATTCAAATCACTCATGGAGTCTTTCCTAAAATTCAAGCCTTCCTGCAG
AAGTTTTGTGATGTCTGGAGCCTCAAGTGAGTCAGAAGGGAGCCACTGTCATGCATAGTG
CTCTGGGCCAGGCAGCTGTGTGACCTCCATTGGGCCACTACACCTCTCTGGGTTTGGATC
ACCTCCTGAGAAATCTGTAGGGTGGAGCGATGGATTGGACTATGTGTCATTTCTGTCAGG
AAAAAGTTTCCTGCCATTGGCAGAACTTTGAAAAGAATCACAGGACTTCTCTCAGAAATC
TGGTCTAAGGCAAACTCACAGATAACCTGGTTTTAGTGAGTTACTTAGTTCTCACATACT
TACTTATTAATGTAAGCTTCTTGCTTCCAGGAGGGATTTGAGATTTTCATCTCCACTTTC
TTATTTCTTTTTCCTTCTTTCCTCCCTCAACAGAACAAAACAAGCAAACAAAAGAAACCA
TTTATTGATTTACTCTGTGGGGCATGTGGGTGCATGCATGTGTGTGTGTGTGTGTGTGTG
TGTGTGTACAGGTCAGAAGACAATTTGTGGAAACCGACTCTCTCCTCTCATATGTGGATT
CTGGGACTCAAACACAGGTTGTCAGGCTTGGTGGCAAATACCTTACTGCTGAGCCATCCT
CTAGACCTCATTTTCTTTCTCTTCTCTGCTGTTCCCTATTACCCCCAGTGCTCAGTATGG
ACTTGGAGGCCTTGTGCATGCTAGGCAAGCCAAATGCTGTACTGTAGAGTGTGATGGGTG
CCTCAGCTTGCCTCAGCTTTTCTGTGTCCCATTCTTCTTTTGCATACCGGTGCTGTACGG
CAACAGGCACTGTGATCCAGGGATGTGGGGGGACCCTGCCTTCACAATGTGAGGTGAACT
GATGGACCCACTCTGTGACCCACAGGCCTTCAGTGTGCTTCCAGCTGAAGGACACATGTT
CTAAGGACCTTTAAAGAGATTTAAATATCGTCTTCCAGAACATCACAGCTCTCAATCTTT
TTTCCTAGATGCCATCATGGAAATAAAAACTTATTTGACTATTATTGCTATTTTGTAAAG
TGTTAGGAATTGAACGTAAGGCCTTGAACATTCTAGGCAAGTACTCTACCATAGAGTCAC
ACCCCGGAGTCTGATGACACTTGATTTCACACACTTCTTAACTGAAAGACAGGGCTGCCC
ATCTTAAGAAGTCGATGGTATCTTTTTTTTTTTTTTAAAGATTTATTTATTCATTATATG
TAAGTACACTGTAGCTGTCTTCAGACACTCCAGAAGAGGGAGTCAGATCTCGTTACGGAT
GGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCTGGACCTTTGGAAGAGCTGTCG
GGTGCTCTTACCCACTGAGCCATTTCACCAGCCTCAGATGGTATCTTTATTTGCTGTTAG
TTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTCCTCCTCCTC
CTTCTTCTTCATTTACAAACCTATTTTCTATGTGTACATGTATTTTGTATGTAGCAGGTG
CATACCTGTTATAGTGCACAAGATGTCAGAAGCCAGCTTGTGGGAATCAGTTCTCGTCTA
CCGTCTGGGTTCTAGGGACTGAATCATGTCGTTGGACTCCCGAGTCCTGTCTGAGATAGG
TGCTCAGAGTGGGAGATTCATGCTTTACAAACTTTATCCTTACTATATGTGCTTGGGTAT
CTTGCCTGCACATATGTCTGTTCAGGACATGCATGCCCGCTGCCCATGGAGGCTAGAACA
GGGCACTGGATTCCCTGAAACTGGAGTTTCTGATGGCTATGAGCTGCAGTGTAAGTGCTG
GGAATCAAACACACATCCCCTGGAAGAGCAGCCAGTGCTCTTAACTGCAGAGCCATCTCT
CTAGCCCCAAGGTTAACTTTCAAGACATTTATTCTTGAGTTCATTTCCCATCACGTGAGT
TCAAGTTTCTAAGTAGTCTGGTACTTGGATCACATCACTAACTTTGTGACCAGAGCCAAA
GCACTTACTCCCTTTGGGCCTCCATCTTCTCATCTGCAAAATGGGGTCACTGGATAGAAT
GGTCTACCAGGCCCTTCGTGTTTTAAAGTCCAGGCAAGGCACAAACCATTTCAGCAAAAC
CCGTGACCATCCTCTTCACCAGGTCTAGCTTCTCAGGTATAGCGTGGTATCCCTCACATA
CACACCCACCTTCTCTTTCTCAAGAGCAACTTTGCGTTCACAGCGGAAAACAGACAGAGG
CTGCGGGATGATGAGCTGCGGAGGGAGTATTACGAGGAGCAAAGGAACGAGTTTGAGAAC
TTCGTGGAGGAACAGAGAGATGGTAAGCTCTCTCCAGCAGCTCCTGGGGGAGGAGAGCAT
AGTGGGGAAATCCCAGGCCTGCCCTCATGTCTCCCCGATGCTGACTGGAGGAAGGAGGCA
TGGATGGGGGAATCCATTTTCAACTCCCATCTATGGTAGATGTGAAGAGAACGAGCCACA
AAAATGGCTATGCAGACTTAAGATGTTGTGGAAGAGGGTAAAGCACATAGGGGCTGGGGA
CCCAGTGGCCCAAGGACAGTGGAGACCAGGGAGTTATTGGCTGACTGTATGGGAGTATAA
CTACCCCATCTCTGTTTTGGAATCACTGTGGATCTAAGCACCCCAAAGGTGACTCGGCTC
CTGCCGAGTTGACAGGTGGATATCAAGGTCATGACCACGAGTCCCTTAGACATGAATGTA
CCAATTCGAGGTGCTACTTAATCCGGGAAGATGAGGACCACTTACCTATTCCTTATAATC
CCTGTCTTCTTCTTTTGCATTTTCTTTTCTTTTTAAAAAACATTTATTTTATTAATATAA
GTACATTGTCCCTGTCTTCAGACAGACCAAAAGAGGGCATCAGATCCCATTACGAATGGC
TGTGAGCCACCATGTGGCTGCTGGGAATTGAACTCAGGATCTCTGGAAGAGCAGTCAGTG
CTCTTAACTGCTGAGCAGTCTCTCCAGCCCCACTCTTTCATCGTATTACATAGGCGAGGC
TTCTCCATCCAATTTGGAGCTGGCCAGTGTGGCTTGTCTCACTAGTCAGCTTGCTCTGGC
AATCCTGTCCCCAACCTCTGACACTAGGGCACCATGCTCACCCAGGATTTTATATGGAGT
TTGGAGCTCACTGTTTAGTTCTGGCTCACGGGCTGGGATGTTGCTTAGGTTGCTCCTCTA
AGGGCACGGTGCAAAGGCTACTGCTTTGGGAATGGAGGACTCACACTTGTGTTTCGAAAG
CTCATCATCTGCTATGCCATCTTGCCAGCCCATAACAACACTTTGATCAAGAGAGCAGAA
GCACCTGTTCCTTTTAGCTGCCTTGTACCTGACTTCTAATATCGTAATTCCATCAGAGCC
TCTCAATTACCCCATAGCAACGTGGGTTCCTAAAAGGCTTCTTCACGTGGTTTTCTGTGT
CTCTCCTCATCTGTCAGAAGGTGCCCTTTTATTTGTTTTGTTGTTGTTGTTGTTTTGTTT
TTTGTTTTTTGTTTTTTTTCGAGATAGGGTTTCTCTGTATAGCCCTGGCTGTCCTGGACC
TCACTTTGTAGACCAGGCTAGCCTCGAACTCAGAAATCCGACTGCCTCTGCCTCCAAGTG
CTGGGATTAAAGGCGTGCGCCACCATGCCCGGTTCCACAGGGAAGAATGGGGGTATGACT
TTTTCTCTTTTGGTCCTTTCCAATTCCAAACCTGCCAGATTCCCACACAGTGTCTTGGAA
GCACCTGGTGCACGGCTTGGGTACAATGCGGGCTTGGGCTTGGGTACAATGCGGGCTTGG
GCTTGGGTACAATGCGGGCTTGGGCTTGGGTACAATGCGGGCTTGGGCTTGGGTACAATG
CGGGCTTGGGTACAATGTGGGCTTGGGCTTGGGTACAATGCTGTCATCCAGGTTCTGATA
CAGACATTGGTTTAGTTCTGGCTCACGGGCTGGGATGTTGCTTAGGTTGCTCCTCTAAGG
GCACGGTGCAAAGGCTACTGCTCTGGGAATGGAGGACTGAAGGCTGTGCCCATTGCCTGG
CGGGGGTCACCTAGCTAAATGTTGCAAGCAGGTGTTGGGCTCCCATCCCAGGAAATAAGA
AATCAAACTTTCTTAGGAACATAATGTAAGGAGTTCAGATGTCACCAAATGCTTCTGTTG
TCAGAGATTTGTTGCCCTTGGCGGGCTGCTGTGGGGAGCAGCTGAGGAGAGCTGTCTTGT
TTTTAAAACCTGAGGATTTGGAATCCAAATTTCCTTCAGTGTGAGTTTACTCACACTGTT
CCTAATAACACGCGACTCAGTGCCGTCCCAAATGTTCCAAGCCGTTGCCAGGCCTGGTGG
TGCTGGCTAGTAATCCCAGCACTTACTTGGTTGACTGAAGCATGGGAGAATCTCAGTTTT
AAAGCCAGCCTGGGCCATATAGTGAAACTGTGAAAAAAAAAAAAAAAAGGAAAAAAGAAA
AAAATAATAACAAGCAAAATTATCATTTTCAAATTTCTAGCATATGGGTGGAAAAAACTG
ACTGTCTTCTCTTTCATGAAGAGTTGGGATGTGGGGTTACCACTTAGAGGGTACTAGGAC
CTTGGTCCTTGAGCTCCACCCACAGAGAAGTGCATCTGGGCAGAAGCTGCCGGGGACTGT
CTTTATAACACTGTTGGCGCTGAGCGTTTGTACGGAAACCTTCGAATTCCTGCCACATTC
CTCTGAAGACAGACCTCACCATTCCCACTTTACAGACTGAAAGACTGAGGCTTAAAAAGG
AAACACAATCCACACACCGATGTGCCAGGAGATGGCCTGGGATGGGTGCTCAGTGTTTGC
CAGCAAGGCTGCTCCTTGTCTCCACCACAGACGACCACACTCATGGAGGCCTTTGGGGAT
CTTCCCACTGGTCCCCAGGGATGATGGGAATGAGTAGGTAAAGGAGAGTGAGCCAAAGGC
TCTCTCCAGAGCTTAATGAGGGAAGGGGAAATGAGAGGAAGTCTAGCTCACCATAGAATT
AATTTTTGAAAAAAGCTGAACCTATTACCCCAACCTCCTGCCTCTCTGCCCTAGAATGAC
TGCCTGGGCTGCTACCTCGAACACACCTGCAACTTTTGCTGATCCCCCCTCCCCCACCCC
CCACATGCCAATCTGCTTCCAGTTAGCCATTTTATGTTAAGCCACTGAAAGTCTCAGCTC
TCCCAGGGAGCTGCTTCATGAAAGGGAAGCCTATTTAACAACAGTGGGATGCCTATTCTG
CTCCTAGGTGCGAGTCAGGCCTGGAAGAGGAAGGAGCGGCTCCACTGAGCTTGAGAGGTG
TCTGAAAGGCTAAGCCCCGACCAGGGCTGGGCTCTGTGTGTACCTGGCTGTTTCGGGGAA
AAAATACAGAAGGGGATTTTCAGCTCTAGGGGAAGCATCCAGTGTAGGCTCACACAGAAA
TGAATCGTCCTCAGTAGCCACGGTGTCAGACACTGGCTTCATGTGTCTCTTTTCCAGCCA
GTTTTGACAACATAGATCTATGTTTGAAACGTAGGAAATAGAGAGCATGCCAGGTATGGT
GGCACACATCTGTAAGGCCAGCACTCAGGAAGTCAAGGCATGAGGATGGTGAGTTCTAGG
TCAGCCTGAGCTGTGGAATAAGACTTTATCTCAAAAGAGCAAAACAAGAAGATAACTTCC
TGAGAGAAAGTACCCATGGCATTCACAGCTCCACGCTGACAACAATCTCCATGATTTGCT
TTACATTATTTTACATTATATAGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGT
GTGTACATGTACATGCTTGTAGAAAGAACACTGTGGGAGTCGGTTCTCTTCTTTTGTGTG
GATTTTCGGGATGGAACTCAGGCCGCTATGTTTAACAGCAAGTACTATTCCCAGATGACC
CATCTCACTGGTTTGTGAATATTTCAAGGTGTGGCTTGTATTTCCATGTGGCCCTTGTGC
TGTTTCTTGTTACTTTGGTGTCTAGTCACCTGCTTAAGCCAGATGACTGCTTAAGGCTCC
TTTCTCCATTGTTGGTAAGGAGGCAGGCCGCTCAGGTGCTAGCTGTTAGCTTCAGTTCTG
CTGGCAACCACCTATGACCTTTATCCTCTGGCCTGCTCCAAGACAGAAACCTTCATACAA
ATGCCTATCAGCCCCGCCCAGCTCCAACCCTGGAAGTCTCATGGCTCAGGTACACTTAGC
TCAATGTCCCTTCAGCAGGTGCTGGGGGCTGATCATCAACTCCTGCTGGGTTGGGCATCT
TCTAATGTGCACAATGGCCTTTTATCTTTCCCGCCTCAGAGCAGGAAGAGAGGACCCGGG
AGGCTGTGGAGCAGTGGCGCCAGTGGCATTATGATGGCCTGTATCCTTCCTACCTCTACA
ACCGCCAAAACATCTGACCTCATTAAAGCAACCGGGGAAGAGAAGCATGTGACAGGCCTG
CCACCTCTCCACAGACGGACCCACAAGGTGAAGCTCCCTCACCGCCCTGGTCAACAGCTC
CAGGAAAGACACCCTCTGTTCTGATGCCTTCTGATGCGTGGCTTTTGCTTCTTTATGGAT
GTTTGTTTTGTTTTGTTTTTGAGTGAGCAACCATCTGTGGTTCTTCCCAGCACCTGCCCC
CTTGCTTAGCCACCAGAAACAGAATCAGAGCACCCATCTGATAGACACTTTCAGGATCGA
AGCATAAAGGTTTTAAGCTTGCTTATGGCCTATTAATAAAAGTGCCGAATCAACACTGTG
TATCATTGCCACAGAACTCCAAGGGACCTGCTGTGTGTCCAAGTATCCACGTGTGGTCCA
TGTGTCTAAGCACATGCTCTACCACTGAGCTATACCCCAGCCCTAACTTTAAATACAGAA
GAAGCACTGTAGACAGGCAGATTGGAGGGACCACCCTCTCCCAAGTGCCTGGTGCTCTGT
CTTCAAAGAAAGACAGAGCCTTTTGTCTTGGGAGAATCACGCTTGGAACACAAACCCCAT
CACAAAAGCCAAGCCAACCCTACCCCCAGATCCCATGGCTACCTTTGTAGCTCCATGGGT
ACATAGCCATCTCTTCTTCCCTTCTCCTTTCCCGTGGAGGACTTTGTGGTCCTCGTCACT
GGAAGCTTTACGGTGCACATGGTGTAGGCTGCCCCAATCTCCACACCAGGCAGTTTCCCG
GTGGGGTAGCAGGTATTTAGAGAATTTTCTGTGCTTTCAAGTTTTTCTTCCTTCAGTGGT
TTTATATTGAAACCACTGGTGTTTTGGGGGTGTGCTGCACTCACATGCCATGGGATAGTC
TAGTGTCACCAGTCCCAGTCCTTCTTCAGTAAGGTGGTGACATGTGGGCCCTAACTTCTA
CACTTTCAACCCAGAGACATCAGTGATTTGAAAACATTTGCAGGGAGTCTCGAGGAAAGA
CTGCCTTGAAAAATACACTATTTCTGGTGTCACCTCGCTGTCACCCATGACCTCACCAGG
CCACCAGTGCAACTTGCATATTCCTACCCTGTCGATTTTGTGTGAAGCCCAACAGAAAGG
CTGCTCAGGAGCCCATCTGCCATAAAGTGAATGTGGTCTATCAGGAGCCCACTGTGAAAG
CCCGCCATCCGATTTTGATTTTGTGCTACTGGAAGGTGTTCTGGGACAAACGTCTCAAGG
GGGCACCTTAATGTCTTTCCCCTCTCTCTTGTTGATGACCATGAAATGAGTGACATATAT
TCCCGCCACAACATCAGGCCTCATGCAAAGCCACAGGGCCAGTCAATCACGGATTGAAAC
CTCCAAACCAAGGACCAGCACTCCATTCTCTCTACACACTGCTTGTCCACAGGCATTTGC
TACAGGAACAGAGTGCTAACAGCTGTTGTTCTGCATTGCCCTCTGCACACGCCATGCAGC
TGGAAGCTGGCATATGCTAGCACCGGAAGAGCTATAAGTTAGAAGTTTGACAGGTACCTC
AAGTTTTGTAGCTTTTATTACCTGAGGGTGCGATTGACATCTCAATGTTTGGAAGATAAA
ATCTCAGCTCAGTTCCTGAGCCAGAGTAAAGAAAGCAATCAGGTTTGGGCAAAGCAAATG
TCAGAGATGTCCTTCTCTGATCTCCTAATTAAGAGACTCATGTACACAGATCGCACCTGC
TTCCTGTCCCATCCCACAGAGACAGAGTAGGAGCATAGCAAGGTTTTGTTTTTTTAACTT
TTAATTCCTAAAGTTGTTCTCTTAGGGGTGTCTCTTTCTACTTTCCAGGGAGGCAAGGGT
CCTAATCTGGGTGACCCTGTCAATGTGGCCCACTTTCATTCCCATCTTCTAGTTGGCATC
CCCTCGCACAGGCTAGTACACAGGTAGATGGTCACAGATGGTTGCATTCTGAGGCCACAT
CCCACACATTCCCCCTGCCTGTTGTGTCTGAGGGAAGGAAGGCTTACACGAGGACATATC
CAAAGGGAAGCAAGGTTTGGGAGAACAGCTAGTTTAGAAGTGAAGAAAGCAAACCTGAAC
AAACTGCCCTTGCCTCTTCAACAGCTGCACTTGGCATTCTGGCTCAAGATAGAGAATTCT
GGCCTCAAGGATCTGGGTAGGAATTCTTTTCCCTCCTTCACCCCTGTCCTTAACAAGGGG
TCCATTATACTTAGGTTTTCAAGTTCAGCCCAGGATTCCTTCACTAAGAGCCAAACACTG
TCATTCCTAGTGAGAACGATGCCAAAGGTAACAAACCCAGCAATCAGAGTGAGCAAATGT
CACAGGCAAACACCAATAGACCGATCTGTACTTGAGGCTGCCCTTGGCAAGTGTGGCTTC
AGGGCTCGATTTTTCTCTTCCTTTCTTTCTCATCACTACGCCCTAATTTTGAAGAGGTTG
AGAACAATGCGTCAAAATTCCTTAGTAATTTCCATTCACTAGTCTCACATATTTTATTTA
CAAATAGAGGGAGGTGGGGTTCAACTGGGAGGTAGACTGGTAAAGCACTTGCTCACCAAG
TTCAAGGTCCTGGGCTCAATTCCCAGCACCACCCAAAACAAACTCAGGAAGCTGTGTGCT
CTGGGGCGATTTTATTTACTCTGACTCTTTGAGTAGAGGCTGGTGATTTTCCTAAGCCCC
ACAATGAGTCGTCCTGTGCTTTCTATACACTTCTGTGCTTTCCCATTTGGTTGGGTTGTT
TAATTTCTAATTAATTTTCAAACAATAGTGTTCTAATGCTTTAGTGAGACTGTCATAATT
TGGGTTGATGAGACAGTCAAAGAGTAAAACTGCCCAGTCTCAAGCCTGATTATGCAAGTG
AGTTTGATCCCCAACACTCACATGATAGAAGCAGAGAACCAACTACTTCCAAGTTACCCT
CCAACCTCAGGCACATTAGCTGTATCTACTTGTTCTATAACTGTTAAAGAAAACACACAC
GTATATATATACATACATATGTATGTATGTGTATATATATATATATATTGAATAAACTCA
CTCTTTTAAATGACAATAAATGGGCAGTGCACATCATCTCTAGACCAGTGGTTCTCAGCC
TCTGGGTGGTGACCCCACTAGGGAGAAGGTTGGATGGCTCTTTCATAGGGGTTGCATATC
AGGTAGCCTGCCTCTCAGTATTTACATTATGATCCATAACAGTGGCAGAATTACAATTAT
AAAGTAGCAACAAAAATAATTTTATGGCTGGGGGGGGGATGGTCACCACAGTGTGAGGCT
ATTAAAGAGTTGCAGCATTAGGAAGATTGAGAACCAAGGCTAGACCACACACAGCAATCC
TTGGAGTACTTCATGGCTAAAGCAAGCATTTGTATTCAGAACATAGAAAGAAATTTTACA
GCTCATCCTAATGGTACAAACATTTGGCTGGTCAATAGCATATGACAAGATGCTCAACAG
AACTGGCTACAAGGAATTAAACCACGGTGAGATGTCACCATACACTGATCTGAACAGCCA
AACTTAAAAAAAGGCCGGGGAGATGGCTCAACAGTTAAGACACTTGCTGCTTTTCTAGGT
GAGTGTGGTTCCTGCACCCACGTAGGGCAGCTCACCATAGCCTGTAACTCCGACTCCTGA
GGATCTGATGCCCTCTTCTGGCCCTCTGTGGCTACTCGTACGTGTGTGCACCGCACACCC
ACTCATATATAAATTAAAAAAGACTGACAATATCAGGTGTGGGTGAAGCCTTGGAGCAAA
TGGGAAATGGAATTCCCATACATTTACTAGATGGTGTGCCAGAGGGCACAAAAGCTTTCG
AGTTCCCTATTTTCCACTCCAAGATTGGTTGCCTTTTTTTTTTTTTTTTTTTTTTTTTTT
TTTTTTTTTTTTTTTTTCCCCCGAGACAGGGTTTCTCTGTGTAATCCTGGAACTCACTTT
GTAGACCAGGCTGTCCTTGAACTCAAGAAATCCACCTGCCGCTGCCTCCCAAGTGCTGGG
ATTAAAGGCGTGGACCACCACTACCACCACCACCCAGCCTTCAAGATTGTTATCTAAAAG
ACTTTATCTTTCTTGCCTGGAAACAGGATTTTGTTTTTTTTTTTTTTTAAGTTACTTTTT
TCTAAATAGGAAAAAAAAAAAAAGAGAGAGAGAGAAAGAAACCTAAAACAAACAAAATAT
TCTGAAGATAGATTCAGAACAGCCAGTTTCTGCTACTTGCCGAGTGCTTACCCAGTTCTG
AGTGCCTGATAACGTGACATGGCTCTGATAGTAAGTCAAGAAAAAAGATAAACATGTAGT
GGATTTATATGAAACTATTTAATAGTTGGTAATTCACTAAAAGGCAGGATTAAAAGGTTA
GTTCCATTAATGAATATTTTCAAGGCCCATGGGTAGGTAGTTCTCTCCCCTCTCCTCACC
CCTGAATATTCTGGGAAACCATACACACACAGACACACACACACATGATGAACACAAATT
CAACCTTCCAATAATATCTGTGAGCGTGGGAAGGGGTTCCACTGTGTTTCTAATTATTTA
GGAGTTAAAAATAAAATTAAAGAAATAAAGGCACCCACACTCAGGTCCCCAGAGCTCTGT
AAGCACCTGGACATCTTATAGACATCAAAGACCCAGCCACGCCCTGAGCAGATGAGAACA
CATCTCCCACCGGCGGCCATCTGCTGTTCCTGATCCCTGCATGTGTGCTGCGGACTTCAG
GTACATCACTCTCCAGATTAGTCCTAAGCCTTTAGTTCTTACTAATAATATTCCCAGAAT
ATTCGGGGTGAGGAGGGGTGGAGAGAACCACCAGTGAGCCTTACTATTTTCTTTATTGAG
TTTAGAAACCAAAGCCCAAACCCTGTTGTAAGCACAAAGACCTCTAAAAAATGGTGGCCA
GACCTTAGGGAAACAGGGACTACAATGGTTAGCGCCTTCAGCCCACACAGAGCAGAGACA
AAGCTGGATGCCACCTGGGGCATGCAATCTTTGGCTCTAAAGCCTCAACCGTGTATTTCC
TAGAACTGCTTTCCACAGAATTACCCTCTTGTCTTGGACAAAACCAAGTCTAGCTAGAGT
TTAGATCCTGCCAATTTATCTTACCCTTAGACAGGACCAGCATTCACATGGGTCAAATAC
CGTTAGAAAACAGTTTGTCCAGCTAGCCTAATCTAAGAAGTACACATTTACTGTCATTAG
CTATGCTTTGGCCTTCGTGACACACACAATAGTAAGCACACCTGTAGGCCTACCCAGAGT
CCTGGGTTCTGTCTGTGTAGCTGGTTTCTGAGTCACGTTTCACAGCCTCTCAAGTTGTAC
ATTTGCTTTTATTAGGAGCATCAAACTTTATTTTAAATAAACCCACACTAAAGGTGAGGA
GAGCTTAGGCATTTCTATCCGAGTCCCATGGCACTGTAGGCAGAGAAACTTTTCTCCATA
CGAAGGAACTGAGTCACAAACTGGCTTGCTGACTTCCCGTCAGAGAAAAAGCTGCAATCA
CAGTCAACAGAAGGAAACCCTGGTACCCAGTGTCAGTAGATCCAGACTACACAGAGGCAG
CGCTATTCATCACCAGAACCAGGGGGGGTTGGGACATTACAGACAAGCAGCCTGGGCTTC
ATGTTCCACATAAGGACTGAGCACGGAAGTGGGGAGAGACCCATGCCATGTTAGCTCTCT
TGTCTCTCGTGCCCACGTTAACACCTGAAGGAGACACAGAGGCAAAGTTCTTGAGTCACC
TTTCAGTTCTGGGGCAGGCATCTGTGACTCAAGGAAAAGCCGCAGTGCCCCGGTTTCCCA
TATGCACATGAGTGTCAAATATGGTGTCAGGCCAGCACATGGAGGAAAGCGGGTAGGCAC
CATGGTTATCAAGCACTTCTTTCTCACAGAGTCAACCAGGAAAAAGGACAGCACAGAGCC
AATCTCTTGCTTTTCAGAGCCACAGGAGTAAGGCCGGTTGGGCGGTGTCTGAAGAGAGTC
ACTTGAGGCTGTTCAGAAACTTGGCGTGCTCTTCCCCTCTCGGCAGCAGGGTCTCTCCTC
CTATCTTTGGACCTGTCTTCTCCTAGGAGGAGAGTGCACGAGGAAGAGACACTTTATCTC
TATTTTCCTGGGTCACCAACTTAATCACGAATTAGAATACAGTACTACCCAGCTAGATAA
TGTCTAGAATGTTCCCAGGGCCATCTGTTACAGCTTGGCACCAAGCTGGTGCTCCTGGGA
GGTGGTGGGACTTGTGGGAGTTCTTAAACCACTGGGGATGAGACCCTGAAGGAACAGGAG
GACCCAGGGATCTTTTGTTTTCTGTATGAGATAAACAAGTCTTTGTCATCTTCTCCCACC
AAAGGTCCAAAAACAGACCAACCAGGTGGAAACGGGAGAACTGTGAACCAAAGGAAACCT
TCCGGGCTGGAGAGATGGCTCAGCAGGTAAGAGCACCCGACTGCTCTTCCGAAGGTCCAG
AGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCGTAACAAGATCTGACTCCC
TCTTCTGGAGTGTCTGAAGACAGCTACAGTGTACTTACATATAATAAATAAATCTTTAAA
AAAAAAAAAAAAAAGGAAACCTTCCCCCCTTTAAAACTGATTATCTCAGGTAATTTTTGT
TACAGTAACGGAAAACGGGTTACCGGATTACCACACATACCTTCAGCATTCCATCCCGTT
CCCACTTGTAGAGGCCACAGTTACTGAAACAGAAAAAATGGCTTTGCTCAATAGTAACAT
ATTAACGGCATGAAGACAATGGGGGTGGGGGTGGGGTCACAGGGAAAAAGTTGCCCCTTC
ATCCAAGGAAGAGCTGCTCAGGGAGGTACCCATATTATCCACCTCATCTCTTCATCCAAG
GAAGAGCTGCTCAGGGAGGTACCCATATTATCCACCTCATCTCTTCATCCAAGGAAGAGC
TGCTCAGGGAGGTACCCATATTATCCACCTCATCTCTTCATCCAAGGAAGAGCTGCTCAG
GGAGGTACCCATATTATCCACCTCATCTCTTCATCCAAGGAAGAGCTGCTCAAGGAGGTA
CCATATTATCCACCTCATCTCTGGTCATGCTCAAAGTTACAGAGAATAAGCACTTCAATG
GCTTGAGAAGCAGCCTTCCACTCCTCTGTAACCTGGAGACTGCAGATATGAAACTTCAGG
TGATCGCACTACACAGTGGTGCGTGTCCCAGTGAGGGGCGCCATGTAGGCACTAACTTCT
GTCTACTGGAGGAGAATGTTCTAGGTCAAGAATTGAGAGACGAGGCTTCAGCCGGCCACC
ATGCACACTCTTCAGCTGAGGGAGGCTCTACCTCTCAAGGGTCTCAGCTAACAGTTCCAA
CTTGGGGGTATCAGGAGCTCCAGGAAAGCTTGGGGTGATGACCCCATGGGGGGACCATGC
AGGCAGTACCATGGAGACAGAGAAGCCCATGAGATGTTCATACCGGCAGTGCTTGTTTGG
GAGCTTGTCCAGGGAGATGGTCCTGTTTCCACAGGGACATTTGAAAAACCTCTTCACGCC
GTCGTGCCAGTGGAGGTTATGCTGCTCGCTGACACAGGTCTCCAGAGGCTTGAAGTGGGT
ATAGGTGCACTGCACAGAGGACACAGACCACACAGGGGTGAGCGGCTTGGAAGGTAGGAA
GAGGAGCTGCTGTCAGGGCCCTCCATGCTCTGCCATGGCTGGAACCTGACCCACTAATCT
TTGGTGATACACTTCTCTTCTGAGATGGGGTTCTGTCTTCTGTAGCCCAGGCTGGGCTTC
CAAACTTGTGCTCATATACAGTCTTTTACTACCTCCCAAAAGCTGGGGTCAGAGGCATAA
GCCACCACGCCAGGCTCGAGTGGAGCTCTTGACTCTCTCTTATACTAATCCCTATTTTCT
AATGTCTGCCCTATTGGGTTGACACAGAAGGGTTGCAAGCTCAAGGACAGCCTTGGCTAC
ATAGTACGTTTCAGATCAGCCAGAGCTAATAGTGAGATTCAAAATACATACTTTTACCTT
TTTGTTTGTTTAAATTTTGGTCAAGGTCCCAGAGATAGCAAACTTGAACTATCAATAAAT
ACATCAGAATTTCTCAGAACTTGACAAACAGCAATAGAACAACTTGATCCTAGTGCCATA
CAGCAGATTCTCCATACAAACACTTCACTGCACAGTTCCAGGTCAAGCAGAGAACCTGAA
TTTTGTCTATCTTGTGCTATTTATTTTCAACTCTAAATGACATATTACAAGCCACGGCCC
CACATCTCACAATTCTTCAGTTCCTGCCGAGTCGGCCCCGACCCAAATGGAGCCCTGCCC
CCACGCACCGTCCTGCACGTCACCACGCGGCATTTCACTTCCCGGGTGGCTCTCATCTTT
TCTTCCATCTGTTCTTTTTTCACCAGTGGCTCAAAATAGGATTTCTGTAGCTCAGCCTCA
GCCTGAATGACAAAACCCACAGGAGTAACTCCACCAAACCCAGTATCTGCTCAGAATAAT
GACAGCCGTGACTTAGCTCAATCATCATAAAAGCAGAACTGAAGAGACCCCTACACAGAG
TAGACCAACTGCAAGCCAAAGATCATAATAGGTAAAAAACAAAAAAACAACAACCAAAAA
ACCCAACAACAAAAAACCTTAAAATAGGGAATAAAAGAAGATTAAAAAGACTTAAAGACT
TGGTTTTTAAAAGAAGTTCAAATAAAAGCCAGCGTGATTATCAGCAGTGGCAGTAAGTTG
AGTGTACGAGCAGACAACCAATTCAACACAGCGTCCCACAGACTCCAGAGGGAAGGCACA
TACAGACGGCCCCACGAACGACAGCCCCATCGGCTAGGTGATGGCCACTCCAAATGCTCA
GGGCACAAGAATGCCCCAAGCAATTAGAGCTGTAGAGATGGGGGCAGGAGCAGCCTCTGA
AGAGGGATGATACAGCTCTGGAGTGGGTAGTCAAACCAAGTGAGTTCACACACCACACAC
ACACACACACACACACACACACACACACACACACCCTCACCCTCATTTAAAATGCCCCTG
CTTAGTAAAGCAAACCATGCACTCTCCAGGCACGTCTTCACTGCTGTGAGAGGACTCCTC
AGTCCTCCTAGAGCCTGGTTTTGAATGACACTGGCCTGACTCCTTGGGCACTCACCTCTT
TCAGGATGTCTGTGTGCTTGGACTTTGCTTTTAGAATCTTCTGAAATTCCTCGGACTCTA
AGTAGGCAAGCTGCTCTCTCCTTTTTTTCCTGGCAGGCTCCAGCTCCTCTGTAGAACAAG
GTTCTAGGTTTTACTGAGAAGACCGAGAGAGAGAACCAGTGTGCTTTGCCCTTCACTCTC
CCGGTCACCAGCCCCTTCAACCTTGACATCAGGACCCCAGTTGTAACTGGCAAGGGTGAC
CTCAGTGAACAGAAAGCTGGGTATGATGGCCTACGATCCCATTATTGGCAAAGGTAAGGC
AGAAGGATTGCCAAGTTTGAAGACAACTTTGGCTACAGAATGAGCCTTTGTTTGTTTATT
TTTTTTTTATTTTATGTATATGAGTACACTGGAGCTGTTGGGAACCTTTATGTGGTTGTT
GGAGTTGAAATTTTTTAGGACCTCTGCTCACTCCGGTCAACTCCGCTCGCTCAGTCCCTG
CTGACTCTGGCCCCAAGATGGATTTATTATTATACAGAAGTACACTGTAGCTGTCTTCAG
ACGTACTAGAAGAGGGCTTCAGATCTCTTTACCAGTGGCTGTGAGCCACCATGAAGTTGC
TGGGACTTGAACTCAGGGCCTTTGGAAGAGCAGTCAGTGCTCTTACCTGCCTAGCCATCT
CACCAGCCCGAGACTTTGTTTAAACAAACAAACAGTAACCAAAAATCGAGCAGAGATTAA
GGAGCATAGACCAAGGTGGAGTTCTTGACAAGAAGAGACACTCTTTACTTCTGATTATGG
TGACAGAAGAACAAAAAGTTGACTTATAAGCCTATTTTAAATGACATTTAGAGTTCCCGT
GCTTTAAAAAGTAAAAACAGCAATTGCTTTCAAAAATCTTATGTTACTATAAAATGCATA
AAGATCCAGGGAACAACCCTTTGCCACCTGCTCAGACTGTGCACAATTCCATTCCAAGTT
CATGTGATACAGCAGTGACTGGAAACCCAGTCCTCAGGACTCTGGAGCAGGAAGACAGAG
CTGGAGCGAGGCAACCTGGACTATTGAGACCCACACTAACACTTGATGTTGGAGGGTAAG
CTGTGCTTAGACCCTGTCTTCTCTAAACAGGCTCTGTCCCCCACCATGACGGCGACGCCA
CAATACCTTCAGGAGAAACTGTGTTGCTATTCTCCACACGCTCCTTCACTCCCAGCATGG
CTCGGCCATCCATTTGCTTCCTTACAGTATTGTTTGGATCTACTTTTGTGAGAATCTGGC
CTTTTGCCCTTAATTTTGCAATAGCAGCTAACTAGAAACAAACAGATAGACAGTCAGTTG
AGATACTGCAGACCACAGCCCTTGGTTCTCTAACAGAAATTGGGCTGTGAGACGGCCCTG
TGTGCAAAGCCCGCTGCCTGAACTCTAACCTGAGAACGCACACGGTAGCTGCGGAGAACC
TATTCCTGCAAGCTGTCTGCCGACCACATGGGTGGCATGTGCATGCACACACACAAAAGA
TGGCACTAAAAGTTGATGGGACAAAAATAAGTCTACACATAGATAAAAATGATGTTTCAG
AGAAATACGCAATATGAAATGGCAGAAGTATGTTTAGGGCACTTTTGGAAATTTTTGGAA
AGTCTATCCAAAAATTCATTTAGCAACTTTTAAAATCAAATGTTCTAACAATACATTTCA
GAGACTTTTACTTTTGATACTTCCATGCTGAGGAATAACAGCAGGGAAATATTAAATGTC
TTTGCTTGCTGTAAACAAGCCATTATGTTGAATTTCCATATTTAAATCATTTTCAAGAGT
AGAAAACTGAGCATGTACCAAAACCATTGCAGACGATTACATAAACCAGCATGGACCTTG
AGCCAGGTGTCACAGTGCTCCTTGGTGCCACGTGCTGAGATGTCAGACAAAGTGCGCACG
TGGAAGGTTCAGAAGCAGGCCTGTAGTGACGTCTCTCCATCAGCACAGGCAAGGATTACC
ACGAATAGCCTGGATTTGTTCTGTGTTTGACTGTGAGTTAATTTTTGCACACTGTGTTCA
TAACCTTTAATCAGTAATAGAATTTTCACAACTCCTAACTTCAGTTACGAGAGCCCCAGT
GCAGTTGCAGCCCTGATTAAGAGGCTGAACTTTGCACCATCAGTTTGTAGTCCTAAGGCT
ACTGTCTCCAGCTGTAGAACAATACCTTCCTGGGGGCTGCCTCCTCCAGACTGACAAGGA
ACTGTATGTATAGCAGTGATGGCTCTGAGTTCGTAGATAAGCTCAGCGGCTCTATGCTGA
TACCATTCACATTGCACTTGCTTTGGAACTATGTAGGATGATTGGTTAACACCATTTCGT
CACAGAATGCAAAGCCAAGCAATGAAGACAGAAGCCAGCAAAAATAAATAAATCCTTAAC
TTTCCTGCCTGTCCCCAGGGTCACATGCAGCCACCATGCCTGGCTTTTTCCTTGAGTGCT
AGGGATCCAAGCTTAGGTCCTCACGCATACATAGTAAGCACCCCGTTGGCTGCCCGACAC
CCCAGCTACCTTTTTAGCTTCTGCTGCTGCGCTCAGTTTTGGTCTTGGTGGTGGTGAATC
ATCAAAGAAGAGAACATCGTCCCCTTCTGAGATGCCTCTGCCCAGCTTGGGCATCCGTGG
GGTTGCAGTTCCTTCCAACCTGGGGAACTCAGCCCCAGTTCGAGGAGACTGGGCAGCAGC
CTGTCGAGAGGAAGACGGCACTGCTGGGCTCTGGACTTCACTTGAGCTTTGGAGGAATCT
TAAAAAGGAATAGGAAGTAACTAAATATGGGTTGGGTATGTGGCTCAATGGTACATCATT
TATTTGTCTAGCATGCCCTAGCCTCTAGGCTCCATGCTACAACCAAAACCCAAAGTAAAT
AAACATAAACGATAAATATATACCCGAGGCTCAAAAGACGTAGAACTCAAAACAGATCAG
GAGACCGTGGATAAGCTTGAGTGGACAATTAGTTGTTGGTAAACAATTTCCTTTCTTTGG
TTAATAATTCAAACTAGCAACTAAGAACACAGGTTTCTCTCGCCTAACTGAGTATAGTGT
GGATTTTCCATCACTTCCTAGCTGATGACCGTTTTACCAACTGGCTTGGCCAGAGATGCT
GTCTACAGCACACATCTAAAATTATAATGCAGAGGCAAATAACCACAAATCTGTGTGTGG
TTAGCTGTAAGACCTCAGGGCCTCATTGCATCGCCCTGCTTCTCCGTTTATCCTTCAGGA
AGGGAATACATAAGAAACCCTTCACAAGGAAGAAGGGAGGAGAAGTTGAAATGGCACCGG
GTGAATTACTACAATTCCTTATAGGCATGTACGGAACTGTCAGAAAATTAAAAAAAAAAG
AAAGAAAGAAAGAAAGAACCTAAACAAGATGGTGGAGGCACATGCCTTTAAGCCCAATAC
CCAGGAGGCAGAAGCAGGCAGCTCTCAAGTTCAAAGGCAGGTCTACAGAACAAGTTCCAG
GAGAGCCAAGGTTACACAGAAAAACCTATCTTGAAAAACAAACAACTTAAACCAAACCAA
ACCAAAAAAAAAAAAAAAAAAAAAAAAAACCCACCAAACCCCCCAAAACAAACAAAAACC
CCCCAACAAACCAAAACCAACCAATCAAACAAAAGCCCTTAACAAAAATGGCACTGCAAT
TTCCTTGTTGATGGAACCCAGCTTGTATGGCTTAGTAGCAGTCACGTTTGCCCACTGAGC
CATCTTGCCAGCCCCATGCCCAACACGTTTGAAATAACAAAGTCTGTTCACTTCAGAACC
ACAGCACCCAGATTTCTCATTCTGCAGATAAACAATTGAGCTCAAGGCCAGTGCTCAGAA
GACCTCTCCACACGGTCTCCTTCCTCGTTCCCAGGGGCACAGTAACTGCTCTCCACACCA
GCAGGCTCTGGGAGCAGGAGCATTGATTGGAGGCAGGGAGCCGGATCTGCTCTTCTTACC
GCTTCTGTATGTCTTCTGATCTCCTCTTCCGCATCTCCAGCATCTGTTGTTTCTGCTGCT
TCAAGAGGGCTGATGCTGAGATGGACTGGATGGCAGGTTTGGAACTCCCTAAAACACAGG
CCACACACTGAGGGGTTGTAGAAAAGATCTGGGGAACATGGGCACACACCCCATGATCAC
ATACGCTGACTCTACCTGAAGCCTTGGCTCTGGCTAGATGCTTTTGTAAGTTTCTGGCTC
CAAATGTGGGCAGGGCCATCAATTCCCTGAACTCCTCAGAGCAGGACAAGCTCTTCTGGG
GAATACCTGAAACATGTAGACATTAATTTTATAGGACTCAAAATGTAAATGGTTTGATAT
CATGTGAGATCACGTTTTAAACTCTACAGTCATGACTTAGTAACCTGTTAGTGAATCAGA
TATAGTAATAATAATACCACCAAAAATCAAAACAAACAAACAGCAAGACTTTTTTTCTTT
TTTTAAGATTTACTCATGTATGTGAGTACACTGTAGTTGTCCTCTGACATACCAGAAGAG
GGCATTGGATCCCATTACAGATGGCTGTGAGCCACCTTGTGGTGGCTGGAAACTGAACTC
AAGATGTCAGGAAGAGCAGTCGTTGCTCCTAACCACTGAGCCAGCTCTCCAGCCAATTCA
GAACTTTTAACTTAAAGGTCAGACTAGTAGGACAGCAAAGGCATCAAACACTAAGCCCCT
AAGGATTGTGGGACCCATGGACGTGCCACTTCTGGAATATGCATGAGTAACACTAAGCCC
CTAAGGATTGTGGGACCCATGGACATGCCACTTCTGGAATATGCATGAGTAAGATATGCA
TGCAGGTTCCTGGTCACTCTTAGGACCAAAGGTGTGGGTGGACCAGCACTATCTAACTAG
GCCTATTTTAGCGAAAGGTAACTGATGAGATCAGCCGGGAACGTGGTACTAATGCTGGAT
ATTGCTGGATATTGCGAGGCTGACCCGCTAAGATCAGGCTGAAGATTTCTCTCACTGCTC
AGTCACCAAGCTTTCTCCTTTAGCCTACGCCACATCGACCACTAAGCTCAGGTGATGAGC
AAGCCATAGCCATTCTCAGTCCCACACTGCGTCCACTGGAGACAGAGGACGGGTGAAAGG
ATTACCAAGCTTTTGTTTTGTTTCCTGGATGATCGAGTTTGTGCCCCGGACAACCAGATT
GGTCAGCGTGGTTTGAACCTTCTTCTTAGGAGCAATGGCCGCCGCCCTGTAACGACAAGT
GCCAAAGCAGAGAAAAAGTGCTTGAGCCTCATTGTCTTCCCAAACAATATGAGGATTCCC
AATGAACCTGTTACCAACGGGCCAAGATCCTCAAGCCCCATGCATGCAGGCTTTGCCGGC
CACAGCTTGGTAGCCCAGGAGTTCTGGTTTATACATTAAATCACTGATGGAGATCCTACA
AATTTGCTTGAGGAACAAGATGACATGGTCACACACCACCTGGGGTTCCTTAGACAGTCT
AGAATCCCAGTAGAGGGTCATGATCATCTGTCCTGCATCACCATGCCCCACGTGAGCCAC
ATCACACGTGTTCATGATGCTAGAAGTGGTTTCTAAGAGGTCTGCAAACTCCTTCTATAA
TAATAACGATAACACCACCAAAACAACAGAGAATAATAACAGCCACTCAAGAAAATCAAC
CCTTTTTTGCTTTGATACAGGAACTCATACGCGCCATGCTGGTCTGGAATGTTGCCACGG
CTGGCATGGACTCCTGATTCTGCTGCCTTCACCTCTTGGTTGTTCTTTCACTTAAAAAGG
TTTTATTCATTTACTCTTTATGTGTATATGAGAGTACGTTTGTGTACACTGACCCAGAGA
GGACAACAGAGAGCATCGACCTCCTGAAGCTAGCGTTACAGCGGTTGAGCCGCCTGCCAT
GGGTACGGACACAAGCTCAGGTCCTCTGACGAACAGTGTGCACTCTGAACTGCCGAGCTA
CCTCTCCAGACTGCCTTCTCCATTTGGGGCACGCTCTCCCTAGACAGCTTAGGTTGGTCA
TGGACTCGTGTTCTGTCTCGGTCTCCCCAGAGCTGGGATTGCGGGTACAAGACTTCACAT
CTGGCTAAATGTAAAGCAGGGGCTCACATGACTCACTGTCTACTCATTCCCAATGTGCTC
CTCTCTCCCTAGAAATAAAAGATGTCCTTGATCACTCAGGCTTCATCTAAGAAGACAGAA
GCTCACTTAAGCACCCTAGGACAGTTGCGGAACAGTCCACCACCCGCTTGCTCTTAAGAG
GGAAGCAAAATCCTTTCCCAAGAGCAGTCAGGAGAGATGCCTCACCTGGACGCTGCGAAG
GATTCGGAAGAAACACCACCATAGTAGAAACCATCTTGGCACAGCCGCTCCTTCAGGCTG
GTGCCTTTGCGGAACTTCTTCGGAATCCGTCCCCCAGAGAAAGTGGACTGCAGATCAGTC
CTCTTTGCGCTGAGCTTCTTGTACTGGGCCTGGATGTGATACTGGCAGTATTCACAGTCA
TGCTGCGGGGAGAAGACGCGATGAGGCTCTGGTCAGCGGCCTGGGGAGCAGGGACACCCA
TCTCTCCTAGACTCACAAGACAACACTATGCGCTCGCTGAGTCCCTGTGACCTCCAGTGC
TCCCCCTTGCTCATCGCCACCACAGCACCTAAAGCTCACCCCTCATGATTGACTGTTCAT
AGGCAAATACTAAAGGATTTGAGACCCACCAAGTTAACTGTCTGTGTACATGGCTCTCCA
TTCTTCTTCTTGGCTTTACAGGCTCCCAGGTCCATAGCTTCTCCCATAATTAAGACTTTT
TGAGGATGATCAATAGATAAGCACACCTGTAAGAGAAAGCTTATGTAAGTGCTACGGTTT
TTATCCTACGAATGGGCGAAGGTCAGTCTGAGCTGGTTTTGGAAGGCACGTGAAGCCAGT
GCTCTAAGCAGCTGTACACTAGGCAGTGCTGAAGACTCAATCCGACTCCCTTTCCTGTAA
CCAACCCTTCCTTCCTCTTAGCTGTCAGAATCCTGACTGTCCAGGCTGGCCGAGTGCTCA
CTGCAGACAGTGGATGTAGCCCTGTTTCCCAGAATTCCTTGTGGCTCACAATGGTCATGT
GACTAAGGCTTGGCAAATTAGCCAGAAACAGGGATTGATAGGGAAGTTCTTGATTTCCTA
GTAAAAAAAGACAGGCTGGCTCCCCTTTCTTCATCCTGCCACCAGTGGTGATAAGTGGAG
GGGGACAGTCTCAATGACCTTGGCTGACTCAGTTTTCCTGCTCCCTGCTGCCAATTCTCA
GGCAGGTCTACCTGGCAGGAACACAGGCTGAGATAAGGACTGTCCTCAGGTGCCTGGGTT
CTCTTCTTGCTCCCAGAACAGGGCATCCTGTCACTTGAAGTCATAGGGCCCAGTGGTTGC
TAGGCAACGAATCCCTCAGCCAGCCTCCCATGCAACCTTGGCCACAGGTACGCCTCCATC
TATACTGGACAGTTCTTCTGAGCTTAGAGGGATGAGCCCACAGAGCAGCCCATCTGTAAC
AGAGTTGTTCTGCCTAACTGCATTCACACCCCGGTAGCTGAGTTTGTGCAAGACCTCCCA
CCAGATCTAGGAATTTTAGCAGAAAATATCAAGCTGTTCAGAGCCTCCCAACCCAGGATC
AATAACCAATGAGTAGATTCCCCACCCAGGGTAGGGAGATGAAGTATTCTGCTTCATAGT
GATTCGCTGTCATCTTGTAACCAAGAGGGAAAGGCAGAAACTCACTACTTTAATTAAAAA
TTGCGCCATAGGTTGATGTATTTGAATATTTGGTACCCGGTTGGCTGGAAATATTTTGAG
AAGAATTAGGAGGTGTGACCTTGTTGGAAGAGGTGTTATCACTGGCTTTGAGGCTTCAAA
AGTCCACAGTTGGGCATAGTCTCTCTGCCTCAAATTTATGGATCAGGATGTAAGCTCTTA
GCTACCACTATAGTGCCATGCCTGCCTACCTGCTGCCTGCCTGCCTGCCTGCTGCTGTGC
TCCCCGCTATGATGGTCATGGACTCACGCTCTGAAACTGGAAGGCTTTCTTTTATAAGTT
GCTGTGGTCACGGTGTCTCTTCACAGGGATAAAAAAGTAACTAAGATACTCACAGAGATA
TGGCAACACTAAGCTGCCTGTTTCTACTCTTTTGTTTTTGTGAGGAGAGATCAGGCTCTT
GCTGTATACAAGAGGATAGACCCGACTGGTCCAAAACTTGTGACTTTCCTGCACCTATCA
CAATACTAGACTGGACTTGGAAGAAAGTTGGGCTGGCAAGAAGGCTTAGTGGGTAAAGGT
ACTTGCTATCAACCCTGATGATCAGAGTTCAACTCTAGGAACCCACAGGGTGGAAGGTGA
GAAGCCATTCTCCCAAGTTGTCCTCTCAATTCCACATATATGATAACACCCATGAACCCC
ACCTCCAGCCCCCAGTAAACTAATAAAGGCAGTAAGTTAAAAAAGAAAAAAGGAAGGAAG
AAAGAAAAGGAAAAACAGTTGGGAATGGTAACTTATACCTATAATCCTAGAATTTGGGAG
TTGGAGGTAAGAGGCCTGCTGCTAGTTCAAGGCCAGCACAGGCTACACACACACACACAC
ACACACACACACACACACACACACACACAGTTATTTTGATTTTGAGACAGGATCTGACTT
TGGAGCCCAGACAGACAATCCTCTGGCCTTTGAACTGCTGGGGTTATAGGTGTGAACTAC
CACACCCATCTAAATCCCACTGTTTGTTTAAAGAAACTGTAATGAAGGGTTTTTTTGATG
TGTTGCTATGAATGATCAAATACACTCCCAACCAACAAATGAAGACTTTTGTCATTCTCT
ACTGGAAATAAGGCTCTTGCTGGGACAGAGCAGAAAAACTATCTAGCCATTGTAGTTTAC
ACTGGTTAGCAGCAACACAACTGGTTAGGAAGCAACAGCAACACAGCACTCACTCTGTGA
GGATCAGCCTTCACTGCAAGCGCCAGCTAGGACTGCAAGGTTAATGAAGCAAACTTCAGT
CAGCTGTGTCACACTCATTTCCTGATACAACCATGGCTGTTACTTATGCAGGGACCTAAG
GAGACCCGAGTGGGAGAGCTCAGTAAAGCTGAGCTGGCGAGATGGCCCAGCAGTACAAAT
GCTCGCCGAGCAAGGCTGCAGTCCCCAGTTCAATCCCCAGACCCACAGAAAGGTAGAGAA
GCGAATGACTCCACAAGTTTGTTCTTTCACTCCACACGTGAAAGTTATAAACTCTGGGAA
CTGTGATGCTAACTCAAAACCATTTACAATAAGAAGATTCACAGAATATCGGTAAGCAGT
GAGCCAGCAAATGAAGAGGCAGAATAATGTGGAATCAGGAAAAGCCCAGAGGGAGATTAA
CACAGATGCTTCCGATACAAAAGGAAGTGCAGAAAGCACCAGCCCAGCAGTCCAAGCTGA
GTTCAAGCCTCACCTCTTTCAAGCCATCTTTGGGCTTCATGGGGTTTGCGTTGAGCAAGC
CTATGACGGTCCCTTGCTCTGTCTTCCAGAGATCTTTGTGAACATCTCCAAACAAGAACA
AGGACACACACTGAGTCAGGTCATGAAGGTCGTTCAGTTTCCAGATGCTAAACGTTTGCC
CCTGGAGTGAACAGAGTTCATTTCAGTCGAACGTTTGAACCTGGCTTACAGGGCCTCCAT
GTAATAGAGTCTTATTGTAGAAAAATAGCTGGACATAATTCACCTCAAATAAACGGGTGT
CAGTGTGGATATCAAATTATACATTAATTCTTTCTTTGGGCTTTAGCTTTTATTACCTGC
CTCATGTAAGATGAACAGAAGCAAGACAGGCCACAGGGAAATTTAGTAGAGTGTATGTAA
CTTAGCAGGTAGCCTGGCTGCCACCCAGTGTCCCAGGGACGATTGTGTGCCCCTCCTTCC
CACTACCACCCTAGTATGAGACAAGCAGCAGCTATAGCACCGTCATTTATACCCGTCACA
GGACTGGACAGCAGGTGACTAATTATCACTGCTGCTGCTATTAAGAGCTATCTCAGTGCA
CACCCCACCCACATGGCCAGGGACCCCAGCACCTTATTCTCACAGGGTTCTCTGGGATTT
GTGGACTCTAATTACTTGGCCTTCTCCACAGGAGAAGTGACAGCATCTCAGGGACAACAT
AGGTGTCCTAAATGGTGAGACCTGAAATGCACTCAGAACAACTGGACGACACGCAGCCCC
ACTGTGCGGCCTGTGTCTCAGCGGAACGTTCTCTGTAGAATGCCAACCCAAAGACGAGTG
CGTGCCTACTGGAAGTTATTTTAAAAGAAGGGCTGGCAGGTGCCAGACGAAGCCCTGGGG
ACCCCCTTTAGCCTAGCCAGGAGCAGCTCTGGAGTCAGTAAAGCAGCTTACACTGGTAGC
ACTCTGTGGAGTGACCTTCCTGAGGATAACCCCAAACGTCACCCAGTCTGTCTCTTCCAG
GTTCTCAGTTGCCATCTTCTCCTTGATCTGAGGCAGTCTGATTAGTTTCCGGCCTGCCAT
CTTCCTGCTCATTTCTGTGGAGGAGACTCGAGGTCGCCTGGGACAAGAAGCCGGTAATTG
CTAGGTCATTATTCTGGTAACAGACTATGTGGAACCTTACCACATAGTGGTCAGGGGACA
TTACAGGGAGCAACCTTTCCAGTGGCTCAGGGGACTTCATGTTTATTTTTATTTAGTTAT
TTTGGTTTCTTAGGACAGGATCTCACTATGTAGCTCATATTGGCCTAGAACTCATTATCT
TGCTGCCTCAGTAAGCATTTTTTTTTCCCTTAAAGTAAATTAAAAAATAATTTTAAAGTG
AGGATTACTTTTCCTCGGACATAGATTTACCTATAAAGTTTACTTTATACTTTCGTAATC
TTATTACAATTATAGGAAGGTACTGTTATTGGTTAAACTGTATTTTTTTTGCTTTTCAGA
CTATTGTTAACTTTGTATCTATTTTATTTATACGAATTTATTATACGAATACACTGTCAC
TGTCTTCAGACACACCAGAAGAGGGCATCAGATCCTATTACAGATGGTTGTGAGCCCCCA
TGTGGTTGCCGGGAATTGAACTCAGGACCTCTGGAAGAGCAGTCAGTGTTCTTACCCACC
GAGCCCTCTCACCACTGGTTAACTTTGAGGGTTAGGTTGGCCATGTAACTATGCAGGCTA
GCCTTATTTCCCAAGCCTTTTTCCTCAGCTTCCTGTGTGTGAGAATCAAAGATATGAACT
ATCACACTTCAATTGTATATATTTAAAAATTGAATATATTGTCTAGGATCCTACAAAATA
AATAATAGGCTAAACCACACCCATTCAAAGTTTTATAATGAAATCTGTGCCACTGTTTTG
ATCTGCCAATTTCTGATTCAATATCTATTATTTTGTCTACTTCCTTTTAATAGGTAAACA
TTATTTGTTTGTTTGTTTTGGAGGCAGGGGCTCTTACATAACCCTAGGTGCTCTGAACTT
ACTATGTTGACCAGGCTGGCCTTGAACTCACAAAGTTCCTCCTGCTTCTGGAACCAGACT
GCTGGGATTAAAGGTGTGTGCCAACCACTACTATCGTTTTGTAGACAAGCCTTCCTTCAA
GAGGCCGTACCACAGTGCACTGAGGTAAGAGTGCAGCCCACCTCAGTGCTAGGATTCCTC
AGTCAAGAGCTGCTGCGGTACAGACCTGGCACGTGCACACACTGCCTCTAGAAGACCCAT
CCTCTGACAGGACTAAGGGCCATCTAGTGGGACGAACAAAGGGACACAAGGGATGTTACA
GCTACTGACCTGAGGCGTAGGCCTGAGAAGGCTTCCACAGAGACCTGGGAAACCTGCTGG
GGCCGGTCCCCAGAATTCCCTGGGGACACTGTGTTTTGATTTCTAATTGTCCTGCTACAT
TTGTTTCCAGGAACAGCTTGAGGTGAGGGTGTGCTTGATCTCGAAGAAGAGGAGTGGTTA
GGCTCTAGAAAACTGGAAGAAACCTGTAGTGGCTGTGCGGGTGTACGCATCCTTGAAGAT
GACTCTAGGAAATTAGCATAAGAGGTGGAGAATGACTGAGAGCCATAAAACCTACTTACC
ACATTCTTTTCATAATCAACATATAGGATACTTTTTTGTTGTTATTTTGAGACTGGGTCT
CACTCTGTAGCTCAGGCTGGCCTAGAATGTAGGTTCCTCTAAATGCTGGATGTCTAAGGC
CTCATGTAATCAAACTTCGCCAGAGAACAAGGCCACTTTGTGACTCATCCAGGTCTCTGC
AGTGCTGTCTAGTAGACCTGTGTGTGGCAATTGCTGGGTAGTTCCCAAATGCTTGTGACT
CCAGCCCCCAGGGACCCCAACCTTTTGTAAGTATATAAGTGTCTGTATACACACAAGCTC
ATTTGCCTGCAACTCTGTCACAAACCACACACACACACACACACACACACACACGCGCGC
GCGCCCCAGTAGAATGATGTATTATTTTCAACAGAGCTGAGCAGTGAGACCCAGGCAGGC
CCTGTAGCACACCTGCAGGAGTCTTTGGCTTCCGAGCAACCCGCTTGGCTTTGGGTAAAG
TGGGGACATCAAGCTCTGCAGAAAAGCACGCTGACTCCTGAATTCTCCGAATTCTCTTCT
CCTTAAGCAGTGGCTGCAGAGATGAATCTTCCCGATTGAAAATGAAAGAAATTAGGAATG
CTACAGTTTTGGCAGGAGCTGGGTGAAAATACTAACGCTATTGTTTCTTGGTAACAAAAA
TGCAAATTACTGCTACAATTACAGTCACATTACCAGGTGGTTCCTGCAAGGGTGCTGTCC
CTGGAGGCTGTTTAATTGATGCAGCTTTTAGCTGCTCCTGTAAGGATTTCATTTGCTCTT
GCAACTTCTTTAATTCATCTACAAAAGAAAAGTATATTAAGAATCAGATAGAATAACATG
CTGTACTGGACACAAACACTGGAGATACTTCTGTTATCCCCCACCCAGACCTTGAGATTC
ACAAAACAATCCCATAGTAACTGTTATATACTTCAGAGAGGTTCCTTAAGAAACCTTTTT
ATCCCTAGCAATCAACCTTTTGACACCTGAGCCAGCCATGAGCTCAGTGGGGCATGGTGG
CGTAAGCCTGTAACTCCAGCGCTCAGGAGGCAGAGGGAGACAGAGGGAGAGATGACTCAG
CCTAGCTGCATAGTAAGACCCTGGGTCAGGAAAACAAAAACCCAACAAATTCCCAACAAG
GAATTCGTACAAACTTGTGTTATAGAGGTCAAGCAACCATAAACTGAAATACCACAACTA
GTACGATCAGTGCTGGCTTCTGTATTAGATCTATGAGAAGGGGCCAGGACCAAGAAAGGG
GGCATGCCTCAAAACAGCAGTTCAGGAATGGTCTTGGTTCTCAACCAGACTGTGTGGGAG
CTTTGAAGGCTTGTCCCTGGCTCCCCGGGGACACAAATCGTGAAGTACTACATTCTGTGA
GAAGTACAGACAGTGTCAGAGCCCTTTTGTTGAAGATCAAGTTTAGCTGGCTGACAAGGA
TGTAAGGAAGACCCTGAATGCAGCAGTGCTGACTTTAATAGTTCCATCTACGCCCTCATT
CAAGGTCAGCCATGTGTGTGCACACACACAAAGGCTTTGTGGTCTGTAGTCCTTGTTGCT
CCTACAGATTTTTTTGAGGCGGGGTCTCTCACTGAGCTTATAGAGTCTGCTAGGTCGGCA
CTGAGCCCCAGGGACCCATCTGTCCCTAACTCCTCGAACTGGGGTTCTGGACTTGGGTCC
TCATGTATGCATCTTACTAAGCCATCTTTCCACCCTTTTGAAAAATAAACCTGCTGGTCA
TTACCCTTGTATATGCAGTTATTTTAATGAATACTGTCAAACTTGGGGCACCCACTGTCT
CATGAGTAAACGGGAGAAAGCAAGCCGCCGTCACATCCTGGTTACCTTGCAGCTCCTCGC
TGGTTTTCTCTTGGCTGGGAGCAGGAGGGGGGCCACTGTTTCCAACTTTCGATGTAGCAA
CTTCATCATCCGTTAAGTCCTCCACATCACCAAAGAGAGTGGCCAAACGTTCCTCCTGGT
TTCCAGTCTTGCCCTCTTCTCCACTGCCAGCCTCTTCTGTGTAAGACTCACCATCACCAT
CAGCATCAAAGAGCTCATCAAATTCATCAGGGTCCCCGTCTCCCAGAGACAAGGACTTAT
CCTTTTCTGAGCTGCAAGGTAAGACTGCCTCATTCTCTTCCAGTAGAGATGTCAGGAGAC
ACAAGTCGTCTTCCTCCACTAGAAGAAATGGGAGGGAATGTAAGTCTACCTCAGACAGAG
TGTCCGAGACAGGCACACTCAGTCAGCACTGATAGCGCAATTGAAAGGAGCCTCCAGATT
GGCCACTCTGCCTGCTGCTCTTGTACCTACCTGAGGGCTTAGAAGACACCGAGGAAAGGG
AAGAGTGAGCAAGCAGGCCAGGCACTAGGCTAGATCTTCCCCCTGCACTGCTTTAACAAG
CTACCTTCCTACAACACCGAGTTTCATCAGATTTGACCAGAAAGGAAGAACTGAAAAAAG
TAGACCTTGACTACTGTGCCGCTTCTTGTTATTTTTATTTATTTACCTGTTTGTCTTTCC
AGTCAGGGTTCGTCTGTTTTAGCTTTAGCTGACCTGGAGCTCGCTCTGTAGACCAGGCTG
GCCTCAAACTCAGAGCTCCTGCCTCTGCCTCCCTAGTGCTGGGATTAAAGGCAGATGACA
CATAACCTGTCCAACTGTTACTTTTAAATGGAGAAAGATACCTAAATACTCATCATGTAG
AATTAGCTGTCATTAGCATTTCTGTCATAGTTGCTTTTATTTGACCTTTAATCATCAAGT
AACATTTTACTTCACTGGTAATTTCATATTAAACATAAAATTAAACCAAATCAGAACATA
TAGTTCTTCCTTTTTTTTTTTTTTGAAACAAGATCTCATATAGCCCAGCTACTATGCAGT
TGAACTCAGAGATTTACCTGCCTCTGACTCATAAGTATTGAGATTAAAGGGCTAAGCCAC
CACACCCAACACAGTTAATTAATTTCAATGTTTGCTTTTACCTTTCTTGAAGAGGACAAA
GTCTAATAAATTCAGCTCACACCCCCCCCCCCCCCCCTTGCAGTCTGCTTGCTCAGGGCC
TATAGAATCAGCACATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGT
GGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACT
CTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCA
TGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATC
AGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGA
ATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGC
TCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTG
TGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGC
ACTCTGTGTGGCTCTAGAATCATCAGCACATGCACTCTGTGTGGCTCTAGAATCATCAGC
ACATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGAATC
AGCACATGCACTCTGTGTGGCTCTAGAATCATCAGCGCATGCACTCTGTGTGGCTCTAGA
ATCATCAGCGCATGCATTCTATGAGCTTTGCTCATCAGAGCAATACTTTTTCACTGAGAT
TTTTCTTTGCACAAATCCCTGAAAAAACAAGCAAAATTCAAAAGAAATGACTACCAGAAT
TTAAAACGGATCTAGACTAAAACCATTTCAAAAGATTTCCACATGCAAAGTAACTCTGGA
GTCAGACCACCCAGTTCAGTTCCCTGGTCTGACATGTAAGTTGGATGTAAGTGACTAAGC
AGTCCTGGCTCCCTGCTACTTTGTGGTAGAATGAAGGATGAAATGGTAGTTTTCCACAAA
CCAAAGAGGAATCCATAAAACTAGAAGGCCTTACCATCCATGTTGTCAAAAGAACAGCTG
AGATGACAAGAATAGAGGAGGATCAGGTAGGCGGTCCAGGAGACGCAATGAGGAGCCTTG
GCTGCATACAAATCAGCATTAGAGCAGTCACTGGCCTCTTCTCACAAGGTACATCCACCA
ACCCCACCTCCCAGCTGCTAACTTAGGGTTCTCCTGGCAGCTGGCACGTCCCATCCCCTC
TCCCATTACCAACAGCTCAGGGGCATCCCCTCCCCTCACATATGCAGAGCACTCTGTTGC
TTCTACCTGGCTTCTAACTGTGGTTAGAGACCAAGCTACAGTGCAGTGTAAGGTGTGAGA
CTACTACTACAGACTCAGTGCAAAAAAGAACTACTCAGGCTGGGGGAAATGTTACAGTTA
TTATCCTGTTTTATTGTTATAATGCACCTGAGGTCTACTTTATCCATTGAAGCAGGAGAG
ACATAGCTCTACCACGAGTTAGGATTTGACTTCCACGCTAACCAGAACAAGTAAGATAGA
AAGATAAAGGCTGGATCGATGGCTCAGTGGTTAAGAGCACCGACTGCTCTTCTGAAGGTC
CTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCGTAATGAGATCTGATG
CCCTTTCCTGGTGCATCTGAAGACAGCTACAGTGTACTTAGATATAATAATAAATAAATC
TTTTTAAAAAAAAGATAGAAAGATAACATTGAAGCTAGGTATGGTATCAAACTCCTTTAA
TTGCAGTCCTGGGGAAGGTGGAAGCAGGTTGTCAGAACCCTGGCCATTCTGCCAAACAGT
GAACGAACTCTGAGAGAGGCCCCAGAGGGGAAAGGCAGAGAGAGGGCCTTTAACCTCAAG
TATAGCTTGCTCCCTGGATGGTTCTTGGACCTGATTTCCAGCCTCCTTCAACAAACATTT
GCATTCAATTTATAAGACATGTTTGTTCCTGTTGTATGTGGGAGCATGGCTATAGAACCC
ACTCTGGTAAAAGGATTGGGTTTTGGTGCACCCCGAATCTGGATATGGCCTTCTGCCTTG
CTTTAGTGTTTCCTCAGATATAAACCCTACCGTGTAGGCCAGGCAATTGTGCTTAACTTG
TTCTGTTCTGGCTTACGGTATACTTATTTACATTCTGCTGCTTTCAATTATCCTTAGAAC
CACATCCACAATGCCCGCCTGAGAAGCAATGGGTGGGTACCTTCTTCCTTGTTTCTATTT
CCTCAATTCCCTGTGTTTGCATCTTCCTGCTAGATTAGCTTGCTTTCAGCTTCTTGAACT
GTTTTCAGCTTAGGCATTTTGTCTAGAAAGCTCTTTTAGAGTACTTTCTCATCTCCAACT
AGCTAATTTCTGAGCCTTTCTAGTCGGCCATACCCCGAAGGTTCCCTCTAGAGCCCCTCT
GCCCTAGTTAACTGCACATTTGTCCACCACTGTGTGCTTGTTATAAGGATCCTCTTCAGA
GTGCACCACCACTGTCCGGCAGAAATAAACTTTTAAAAAACAAAAATAAAAGGGCGCTCT
TAAAAAAAGAAAACAACCGGGTTGGGGAGGTGGCTCAGCGGTTAAGAGCATTGACTGCTC
TTCCAAAGGTTCTGAGTTCAAAGCCCAGCAACCACATGGTGGCTCACAACCATCTGTAAG
GAGATCTGACGCGCTCTTCTGGTGTGTATAAAGACAGCTTACATATAATCAACCAATATT
TAAAAAGAAAGAAAAAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAGAAGAG
AAGAGAAGAGAAGAGAAAAGAAAAGAGAAGAGAAAAGAGAAGACAACCCAAAACGGGCTC
CTTAAGCACTCGAGCCCTCCATCTTCCAGCCCCGGCGCCTTGCCCGTTCCAGCCTCGGCC
AAAGGTCGCCTGCTCCGCTGGATCCAGATCTCGGCGCCTTTGCCCCTCAGAGCCCGCGCC
TCTCCCTCAGACCCCAATCCCTGCGTGGATGCCCAGAGTTCCGGACACACGCAAACCCCG
TGACGCTTACCTAAGACCCGGGCCTCTTCCCGGTCCACAGCGGATCCCGCCAAAAAACTA
AATTGGGCTCCGCCCAACTCTGACGTCGACGCGTTCATTTGTGGAGGACGCTCTGATTGG
CTCCACCGGAACTCTTGGACCACACAGATCCTTGGCTGGGGGAAGCACCGCCTCTCAGTA
GAGCAACCTGATTGGCCATCTTTGTTATGGGCAAAGAACTTCCGGTTGGTGAGGCTGCAG
ATTCCCATAATTAAGATTCACATAGCAGAGCTCCAGCCCATCTCTGTAAGTTAACACTCA
ACTGGTTTCCCTGCTGGAAGTAAACTTATTGAAGTCCCAACCAGTTTTGCTGCTCCTATG
TCCAGTTTAGATATTAGGATTTGAATAGAGAGAGAGATGAAAGTTTCTACTTTTCACTCT
GTCTGACCTACAGGAACTACCATTTCTTCAGATTTTGTTTCTACACCTGTAAACGAGGGA
AAGGCTAGATATTTTTGGACGCAGAAAACAATATCCCTAGAATAGTGCAGATTCAGGGAA
CTAGATTATGTCAGAGTTGAGAATAATTTATCAGATCATTCTTCAGTAAAATTCAAACTT
TTCTTTACAAGTATTTATACATAGGTCTAAAACCATTTTCCAAATGCAGAATATTTACCC
TCCATAATTCCAAAGACTTCCATGCACAGTTTTGTTGATGTTTAAGACAGGGTCTCTCCA
AGAAGCTCTGGCCTTGACCTTTCTGTGTAGATCAGGTGAGCCTTGAACTCAAGACTCTGC
TTCCCACCTACTGGGTTTAGAGTGCCTGCCTGGATTACTTTAAAACAGTATGTAGCAGGA
TCCAGAGTGTCCTGGGATTCCTCCTCCCTCCCCCTCTTCCTTTTCCTTTGTGCTGATGAT
TGGATAACGGGGTTCATGGATTCTAAGCATGCCCTGTGCCACTGCCATGGAGCTGGATTC
ACACCCCTGGCCTAGGATTCTTGAAACCTGCCTCAGCTTCAAGAGTGCTGGGATTACAGT
GACCACACGCACCTCCAAGTGACACTCTTTAGAGTCTGAATTCATCCACTAGTTGATTTG
AGATAAGACAGCATTGGTGTCTCTATCTCTCCACTCTGTTTACCCAGTGTGTGACTAGAA
AGCAAAGAATCTTGATGCCTGGACACGGAGTTTTCTTCTTCTCCATCTCATCGTTATCAA
AGCCTGTGCTCCTGGCTCAGGATTAGGAATAATTCTAGTATGAAAATTTCACAGTGATAA
AGAGACTTCAATAATTAGATAGGCCAGTCCTTTTTTTTTCTTTTTTTTTTTTTTTCAAGA
CAGGGTTTCTCCGTGTAGACCTGGCTGTCTTGGAACTCACTCATAGACCAGGTTGGCCTC
GAACTCAGAAATCCGCCTGCCTCTGCCTCCTGAGTGCTGGGATTAAAGGCGTGCACCACC
ACTGCCCGGCTGATAGGCCAGTTCTTGTTGGTCCTCTCTAGTTCCTTTCTTCCCTGTGAC
TTTACAGATAACCTTTGCTTCCCATGTGATTCCAGGAATAGGAAACAGTATCAATCTAAG
TGTTCAAGCACAGATGGATATGGAGAGCTAAGCAATTTGTACTAATTGGTTTGGTGGCAA
TTTTGAGGAAAGAGGAGGAAGTGATTTGGGGTAAAATAAATTCAGAATCCAATGCCTGTG
GGATATTGAGGAGAGAGAAAGAGGGCAGAGGAAACTCAGACAGAGGCTAGCTGGTCCCTT
TCTGACTTGTACAACTAGTTGTTACTTGAGGTGATCCACTTTAGCAGGGAACATGGGAAA
TCCACATTTAAGGGACATGATAGAGTCCATTTGGTTTCATAATGGCATCTGAATATGTTT
GGCTTCTTGGTTCTGTGACAACTTCAGGCAGGAAGAAATTAGAAATCCTGAGAACATTTA
ACTATCAATGCGCAAGCTGACTTAAGGCAGGACAGATTTGGTTCTATGGCTCCTAGAGCT
GGATGAGGCAGAAGGGTATGTTGATAAGGCGGAGCATGGTGGAAGGTTTGGTGTGCTTGC
ACAGAGCTGCTCGACTCATGCAGCCAGGAAGCAGGAAGACAGAAGAGCCAAGAGCAAATT
TACCACTTCTGCTCTCAGTGACCTCTTCCTCCAGCTAGGCCCCGCCTACAGAGTGCTACC
ACCTCCCAGAAGCCTTTTGTTTTGGCTCAGCTATCCTCGAATGTTCCCCGTAGACCGGGC
TGGCCTTGAACTCAAGAGATCCACCTGCTTCTGCCTCCCAAATGCTAAGATTTAAGGTGT
GTGCCACCACCACACTGTAGCTGGTCTTTCATTACTTTGTGAGTTCTTTCTTCCACCCTT
TCAACCCCACAACACCAAATAAAAGAAAAAAGGATAAAGAGATCCCTGAATAAAGTCAGG
GCTCAGAAATGGGGAGACATTGTTAAGACTACTTCCTGCTGATTAGGGCCATCCGAGTTT
TTGGGACAAGTTTGGTCTTTGCCATCAGGATGTTTAATTTCTTCTTGTTTCTTCTTTGCA
CGTGGCTAATTAACAAACTGGGGCCAACATCAACCAACAACCCACCAGGTTTCTGGCGTT
TATACACCCTCCAAAAAAATCCCTAGAATTCCAAACATCACAAAATCAAAGAAACCATCT
ACAGCTGGCAAAATCACACCCCCACCTCAGCCTGAGGCAAACCATAGTCAGCTGCTGTCA
CAGCTGAAGCAGCCCCATATTCCACAAAGCAAGACATATTCTTAAGATATTTTTTTTTAA
TTTTTATTTTTGTGTTTTTCTTGTTTGCTTGGGGTTGTTTGTTTTGTGTTTTTTGTTTTT
GAGACAGGGTTTCTCTGTATAGCCCTGGCTGTCCTGGAACTCACTTTGTAGACCAGGCTG
GCCTCGTACTCAGAAATCCACCTGCCTTTGCCTCCCAAGTGCTGGGATTAAAGGCGTGCG
CCACTACCACCAATTTTGGCAAGAAACCAAAATTCCAAAATTGTCACACCATCTGGCTCC
CAGTAGTCTATTCCGACCTGGAGGTCACAGTGGATTAATCCACATGATCTGAAAGCTCCT
CTCCTGAACATTGCTTCTCCCGGGGCCAGGCCTTCAATGCAGGAAGCTTTTGAGGCGGAC
ACTTCATATCTAAAGCATAACACTAAGAGAATGAGGAGGAAGGGACCAGAAGCTGCTTGC
TCTCTTCAACCTGAGGCTCTGAAGACAGGCTGCACAGAGGCCCACATATCAGCTCTAAAC
TATTGCACGGTTGGTTTTGCTGTTTTTGTTTTTAAGATCTGTTGGGTTGTTCTGACTGGC
TTTGAACTCCTAATAGTCTCCTACCTCAGCCTCCCAAGTGGCGCTATTAGAAACTGGACA
CATGCTCCACTATGTTCATAGCAGCCTTATTTATAATAGCCAGAAGCTGGAAAGAACCCA
GATGCCCCTCAACAGAGGAATGGATACAGAAAATGTGATACATCTACACAATGGAGTACT
ACTCAGCTATTAAAAAGAATGAATTTATGAAATTCCTAGCCAAATGGATGGACCTGGAGG
GCATCATCCTGAGTGAGGTAACACATTCACAAAGGAACTCACACAATATGTACTCACTGA
TAAGTGGATATTAGCCCAAAACCTAGGATACCCAAGATATAAGATACAATTTCCTAAACA
CATGAAACTCAAGAAAAATGAAGACTGAAGTGTGGACACTATGCCCCTCCTTAGAAGTGG
GAACAAAACACCCTTGGAAGGAGTTACAGAGACAAAGTTTGGAGCTGAGATGAAAGGATG
GACCATGTAGAGACTGCCTTATCCAGGGATCCACCCCATAATCAGCATCCAAACGCTGAC
ACCATTGCATACACTAGCAAGATTTTATCGAAAGGACCCAGATGTAGCTGTCTCTTGTGA
GACTATGCCGGGGCCTAGCAAACACAGAAGTGGATGCCCACAGTCAGCTAATGGATGGAT
CACAGGGCTCCCAATGGAGGAGCTAGAGAAAGTACCCAAGGAGCTAAAGGGATCTGCAAC
CCTATAGGTGGATCAACATTATGAACTAACCAGTACCCCGGAGCTCTTGACTCTAGCTGC
ATATGTATCAAAAGATGGCCTAGTTGGCCATCACTGGAAAGAGAGGCCCATTGGACACAC
AAACTTTATATGCCCCAGAACAGGGGAACGCCAGGGCCAAAAAGGGGGAGTGGGCGGGTA
GGGGAGTGGGGGTGGGTGGGTATGGGGGACTTTTGGTATAGCATTGGAAATGTAAATGAG
CTAAATACCTAATAAAAAATGGAAAGAAACATAAAAAAAAAAAAGAAGGAAAAAAAAAAA
AAAAAAAGAAACTGCACCATGTAGTGGTTCTTAATTTGGGGGTGGGGGTGGGGTAGTTGC
TAACCTAGTAGGGTTTTTCCCTTTCTAGTAAAACACGAACATCGAGAGCCTGTACGCGTT
CCAGTGGTTTGTATACTTTCTGGAAACTAGTCCAGATGCTTCTCAAATGAAGAGCTTCTG
ACGCTGGGCGAGGTGGCGACATACACTTTAATCCCAGCACTCAGGAGGAAAAGACAGGTG
GGGATCTCTGTGGGTTCAAGGCCAGCCTGGTCTACAGAGTGAGCTTTCAGGAACCTCTGG
TGCAGAAGGCCAGAAACTGGGAAGAAGAGGAACCAATGATCAAAACAGCCAGGGAGGACC
ACAAGCTGTCTTCATCCTGAAGCCCCCGCCCTTCCTGGGGCCTTGTTCTCATCCTCAAGT
ATTAGCTGACTGCATCTGTGTGGGCTTGCTTCTTTTTTGGGCATGCAACTCCATTTTGTT
TCATTGCCAATTCTCTAGTCTTGATTGTAGTTTTCCAGTGTATTGAGAGTATTTGAAAAA
CATGCACATTGTATATTGGGAACAAAATAAAAAAGTGGGGGGCCCTGGGGAAGAACGGAA
GGAGAAAGATGCCCACACCCCGCCAGAGTTTCCCTATTCTCTGGACAGTCAGGCGTGGGA
GGGCTGCTATCTACCCTATCCACTCATCCCTGGGTGGGCATTCCTCTATCCCACTCTTCA
GGGGGTGGTCATGGGGCAGCCCTGCCTGGGGACACCCCCCTCCCCAGAGCTACTTTGCTA
AAGCCACCAGGGTTGTGGGAGGGAGGGAAGAAGTTCCCAACACTGACCAGAGTGTGCAGG
GGAACTTGAAGGAGCAGAGCAGAGACTCTATGGTTTTAGAGCTTTATTATAGAAATGCAG
GGAAAAGAGAGAAGGTAGAAAGGAGAGAGAGAGAGACAGAGGAAAGAGAGAAGAGAGGAA
AGACGATGACAAAGAGAAAGGGAAGAGGAGAGAGAAGCGAGAGAGGTGAGAGGACAAAGG
AGCAAGAGAGTGAGGTGCGGGCTGAGCACCCCTTTTTATGGTCTTCACTGTTGCTAGGTA
ACTGGGGAGTAGTTTAGCCTGAAGGTCAGAAGCTTGGGCCATTGCTTATGTGACTACTGA
CCATGCTTCTCTGTGGAGGCTGTGGGAGGTGGTACCTTAGGCAGGGGCCAGAGTTCCAGG
AGCATGAGGGAACGCCTACCATGTCATGTGGGTGAATTATGACCATCAGGGTTCAGACCT
CAGCTCGACTGGAGACCAGCCTGCAATTCCCCACAATTGTGTGTGTGTGTGTATATCTAT
ATATAGATATACATACATACATATACACACACACTAAATAATGAATTCAATTTACTAACA
ATAGCAACAACCAGAAACTTAGGAAAGTCTTTGACTTCATTATTCAATACTGCACTGGCC
ATCTCAGGTCTTTTATTAATATCATCCCACTTAAAACTTTGTTGATTTCCACAAAATAGC
TTGCCAGGATTTTGACTGGAATTACATAGTAGTTAGAACTGACATCTTGAAATTTTTATA
TGCATAGAATGTTTTGAAAATTCCATGCCTGAATATGTCTTTAATCAGATTATCCTCCAT
TACTTTGTCTTACTCCCACCCTTTCCAACTAATCCTCTGATAGTCATGCCTTAATAAATC
CTCTGGGTTTCACTAGGGTTGCCGGCATGAGCAGAGGGGGGTTTCTCAGTAATGTGTGGG
CAACTTACCAGTGTTACACGAAGGAGAATGGCTCCCTGGTCCTCTGGCAACCCATTAACT
GTCAATAGTTTGAGGGGAGGACACTGGGAGCACTTCCCCCATCCATGAGGGAATATTCAT
GAGAATCCTGTCTTGTGTCGGATTGTGCAGCAGCCAGAATATCATCACACCCCTCCCGTT
TACTGATTCCTCTTAATATTCCCTGTGCCTTGGTTTGGGGAATACAGATGTTCTATTTAA
CCTGGGTGTTCAACAGTCACTATTAGTCATTTATTAAAAGCATAAGAAGAGAAATGAAAA
TAGGAACTCAACTGTATCAGAGTAAAAGAAGTCTGCCTGGCCAAAGAAACAACCAACATT
TATTAGAACCAACTACAGAATGAAAGAGAATATTTGCAAAGCAAACTGCGTGTGTGTGTA
TGTGTGTGTGTGTGTATACAAAGTGGTTAATGTACAAAATATCAGCCACCATAAATAGAA
TAAAACCCAATAAACCAAGTAACACAACTTGAAAACGGTCAATGAACTGAAGCAGACACA
TCTCCAATGGCTTGTAAGTGGCCAAGAGCTATACAGAAGGCTCAAGATAACTGATCACTG
GGAAAACACAAAGCCAAATGACATAATGTATTATTCTGTTAAGATGGCTATTATATCAGG
AAAAGGAAGGGCAGACAGACTGCTGAATGGACAGACAGCAAATATTAATAAGCATGAAGG
ACGGGCGAGATGACCAAGCTGCTAATGTGCTTGCCCTGCAAGCCCGGCCACCTGAGGGCT
TTGCTCCAAGAGTAATAATAGTCGCTAACTTTGTCAGTGTGACTGCTGTTGCAAAGCGCC
CTGGAAATTAGTACCTCTCTCCTTAGTTTCTGGAGAGGGAAGGGTTGACATTAAACATGG
GCAGTACTACTTGGCAGGTGGGGAGCCCACTGGGATTAGGCATCTCCTCCAACACTTGTA
CTTCTGTCTTCTTTACTGTCACATATATCACAAATATTTTTGACACACTCCTTATTTCTG
GAGAAAGAAAATGTACCCCTCCTAGGGAGAGCATCTTCTGGACTGACAGGAAGTCACAAA
GAAGAATCTAATTAGCACCCTTCCACATAAGCCAGCCAGTGTTTTTATGTTCTGCTCATG
AGTCACTGTGAGCAGTCAGCCAGATGGCTGCAGTGTTTTTCTAGGTAAATCTTCCCTTAG
TGGGCATCTTGTTGTGTGTGTAATTCTGTGGAAGTTCCATGTGGCTCTTTCTGACTGAAC
ACTGGCCTCCCATGGTGTAAGCTGCCCAGTTCAACCACAGCCTTCCCAACGGGAAGGACC
AAAACCTTTGACACCCCAAGCCAGAAGAAACTTTTCTTCCTTTTCCATTTTTGGTCAGAT
ATTTTGTCACAGCAGCAAAAGTCTGATTAACACATGCAGCTAACCATGCTATTAAAATGT
GAGTGACGCTGGGCGTGGTGGCGCACGCCTTTGATCCTAGCACTCGGGAGGCAGAGGTAG
GCGGATTTCTGAGTTCGAGGCCATCCTGGTCTACAAAGTGAGTTCCAGGACAGCCAGGGC
TACACAGAGAAACCCTGTCTCGAAAAACCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
GGGAGTGACGACTGTAAAGGCAGGAATGTAACACAAATAAACCAGGTTTGCTGGCACATG
CCTTTAGTTCCAGCACCTAGAAGAGAGGCAGGTATCTGTGAGTTTGAAGCCAGCCTGGTC
CACAAAATGAGTTCCAGGACAGCCAGGGCTATACAGCGCAACCCTGTATAGAAAGAAAGA
AAATAATACGTACAAAACTCCTATGACTTGTAACATGCAACAAGGCCTTAGAGCAGATGG
CAGATTAAATAAATCAGATAACACACAGAGGGTTTGCAAGGTGTTTACTAAACTGGTGAT
ATGGCCTTAATATACAAATGATTACAGTCACTATTCTGTACAGATTATCCCTCCTGAGAC
GCTGTGCCATCGGCCAGCACTCTCACTCTTCCCACACCTTCCCTCCTGTCCTGCTACCCA
CTGTTAGGCTCTCAGTGTCTCAGACATCTGTAAGCTGCTACTTCATCTGCAAAGAAAATA
GCTGTTCTTTTAAAAATTAAACTATGTACTGTACTATCCTGTACAGCTCCAGTACGGAGC
CTGAGGGTAATGTCACACCGAACAGCTGAGGGAAGGACTCCAATCCTGAGCTTGTCCCTA
TCTCTCACCTGTCCTGGTGTCAACAGATACCACAGTGTTCAGTCAGAAAGAGCCACATGG
AACTTCCACAGAATTACACACACAACAAGATGCCCACTAAGGGAAGATTTACCTAGAAAA
ACACTGCAGCCATTCTGGCTGACTGCTCACAGTGACTCTCATGAGCAGAACATAAAAACA
CTGGCTGGCTTATGTGGAAGGGTGCTAATTAGATTCCTCTTTGTGACTTCCTGTCGGTCC
AGAAGATGCTCTCCCTAGGAGGGGTACAGTGTGTCAAAAATATTTGTGATATATGTGACA
ATAAAGAAGACAGAAGTACAAGTGTTGGAGGAGAAATCTGGCATTTACCAAGAGCTTTGG
GGACTGGAGAGAACACTCAAATGATGCAGTCCATCACATGGATCTGAAGCGTGTCGATGT
CCGGCAGGACCTCCCCGCACTTGGGGCAGGAGTGAATCGGAATACTGCGAGGCTGCTGCC
CGTGCTGCCAGCTCCTGTCCTCGGCTCCTGGGAGGATGAGAAGTGACAAGTGCCGTCAGC
CAGCTCCATCCCAAGAGCACTTTGGACTTAGCCACGGATGTGAGCATCTGTCAGACTTAG
AAATCAGCCTTGAGTGGGGTACAAATACGTACTTTTGGGTCACTAGTGGAAATCATCACT
ATGAACACAGAGAAACTAGAACTAGTGTTTGTTCCTTAAATCCCATCTGGCGGCCGCAAC
AGTTCTGGGAAACACAGTTACACTTCTAGGGACAGGACAAGGCATGGTCTACTAAGACTT
AAATATGCAGGAGAGTAAGACACCGGTGAGGCTATAAACCAAAGAGGGAGTGATGAGAGG
AGCTGGGGAGTATTCTTGGAAGGACAAGCCGTCTCTCGCAGACGCAGACAGCAATTTCCT
GATTCAGTTGATGGAGAGCCCTCCAGGACTCTAAAGTACTGCTGTGCTGGGCTATGGACG
AGGTAGGGAAGCCAGGTGGAGATGCAGCAGGTACAGCGTCGGGCCCCAGGGGTCCCGCAG
GATTGAGAGTCCCTGGCTCTGCAGCTAGGCCCTGTCTGTCAGGAAGGACACCTTTCCAGA
GGCTCCTGTGCTGATCCTCGGGTGCGGCAGGGGAAGGCTGTGGGACCTTTGGAAGGTGGA
AGTAGGGCATGGCAAGTGTGCTGGGGCTCAGAGCCCTGGCCCTGGCCTTGTCTCTTCCTC
CTGCCCACCACGATGTGACCAGCCTCCTCCTTACAAATGTTCAAACTGTCATGACGTTCT
TTACAAAACAGATTTGAAATGCATCCCAACTCTACATAGATCTTTGATCAATAACTTTCT
CCACTAATGCTGAAAACTGCTTCTGCTCCCAGGGCACCTCTCTCACCTGACCAGCATGGA
ACAAACTTTCGGCTTTTTAGTCTTAGTCAAGTAGTTGACTCAGCTCCCAAACTGTCTTTT
TATTTTTGTTTGAGTATGAAAAGGAAAATGACCTCTAACATTTGTTTGCTTCAAAGCACA
TTGCTTAAATTTATAATATACAAGGCTAATGGATTACTTGTGGCAAACAAATTTAAGACA
TTTCAATTGATTTATTTGCAACACTGAGAGTCAAACTAGGGCCTTAGGTGTGTTCAGCAT
GTTACCACTGAAGCAAGAAGTTTGTGTGGGTGGGGAGTGGCATAGATGTTTGTACGAACA
TGTGTGTGTGGGCATGCTTCACCTGGGCACACACATGTGGTGGCCACAGGCTGACTTGTA
GAATGTCACTTTGAGACAGGCCAGCCTTTGCCTTCTGATGCTGAAAGTACCCCAGGTCAT
TCTGTCAGCCCATGGGCTCTATCCTCTGCATGCTTCAAGGATGCAAATGTTTGCATTTAT
TTTTGTGATTCAGGGTTTTTGTTTTTGTTTTAGTTAGTATATACCCATATATGTAGAAGA
TTTATTACTTTTTATTCATGTGTGCTTGAGTGTGTGCTATGTGTCTTCAGGTGCTTGCAG
AAACCTGAAGGCGTCAGCTCCCCTAGGGCTGCACTGACCGGCAGATGTGAGCTGGGAACT
GAACTTGCTCTTCTGGAAGACCCGCGGGCATCCATCTCTCTAGTTCCTTTATCAATGCAT
ATTAATTATTCAAAATAGTGGGTTTCATTGTGATACGACCATATATGTATACTAATCATT
TATTATTTATTTATTTATTTATTTATTTATTTATTTATTGGGATAGACTAGCCTAGGCTG
GCCTGGAGTTCTCAATCTCTCTGTCTCAGCCTCTCACATACTAGGACTACAGCATGAGTC
ACATTGCTGCTAAACTTATTTTTAACTTGCTTTCCTATAAAAAGACTTTGCTGGGGGGCA
CAGGAGGGGGGAACAGACAGGAAATACCAAATGACATGCAGAGACCTACTTTTCACTGTG
GATTTGCTGTGACTCTCTTCTGCAGTGATAGATGATAACCTACCTACTGGGAATGTGAGT
TAAAATAAGGCCCCTCCTTGGCTTGTCGGGGTGTTATCAGAGCAACAGAAACCAGGGTAG
GGCAGACTGAGGGGCACTCGGGCTGCTCTAGGACTTAGGGACCTTTTCAATGTCTGGGAA
ATTTAAGATGGCATCTTGTTAGGAGAGCATTGCCATTAACATTTTTCCTAGCTTTGTTAG
CTCTTTGAAATAATTTTGTATGAAAAAAATCAAGAATAATCCTTCTTTTGATAGTTTACT
ATAATTCACAGAACATTGTTGCTCGTGTACTGTTACCACCACATCATAAATCTAGCACCA
TGCATTTCTTTAGACCTGGACTTGTCTAGCTTTTCATGAGTATCTGAGTTTCGTTTCCAG
CATCACAAACTAAATAAATCCAAGCAAAACCCTCTCAGTGAAGGCAAACAGAGGCTCAGG
AGGCGTTGAAGAGGGCGGGCGATTCAGGTCAGCTAACAGACGCTGGAGTGAGTGACGTGG
TACTACCTGGCTGCGAGAGTCTGGGCTGAATGAAATGAGAGGCTCTCAGGGGCTGACTTC
TGGGGAAACAAGCGGCGCTGTATTTTGACTAGTTGGATTTCAGAGCCATTCTCTACAACA
TAATCTGAAATCCCAGCTCATAGGTGACTCACCTCTTTGAAACAGGTAAGTCTGCTGGTC
AGAGTCACTGGTTCTTGCCCCGTGTCGGCACTGCATTTCCATCAGGGACTGTCTACTGCA
ACCAAAAGCAAGACCACCTGTGATATTCTATAGCCTGCAACAGGACACCAGCAAGCAGCC
GCCAGAAGGGTGCGTGTGGGAAACAAGTCAAAACCACATGGCTGACCTTCATAAGAAAAC
TGACCCGGACTGAGGATACAGCTCAAGGCTGAGTGCTTGCTAGCATGCACAAGGCTCTGA
AACCCTCAGTGCCAAACAACAGAGTAACCACCCAAAACAAAAGACTAACTTGGTTTTTAG
CAACTATGAGTACCAGGACAGAAGGTGATAAAGATACTAAGTTGAGCTGTATAAAATCAG
GAAATAACCCAACTCACTTTTTTCTTTTCTTTTTTAAAAAAGATGTATTTTATGAAATTC
CTAGGCAAATGGATGGACCTGGAGGGCATCATCCTGAGTGTGGTAACCCAATCACAAAGG
AACTCACACAATATGTACTCACTGATAAGTGGATATTAGCCCAGAAACTTAGGATACCCA
AGATATAAGATACAATTTGCTAAACACATGAAACTCAAGAAGAACGAAGACCAAAGTGTG
GACACTTTGCCCCTTCTTAGAATTGGGAACAAAACTCCCATGGAAGGAGTTACAGAGACA
AAGTTTGGAGCTGTGACAAAAGGATGGACCATCTAGAGTCTGCCATACCCGGGGATCCAT
CCCATAATCAGCCTCCAAACACTGACACCATTGCATACACTAGCAAGATTTTGCTGAAAG
GACCCAGATAGAGCTGTCTCTTGTGAGACTATGCCGGGGCCTAGCAAACACAGAAGTGGA
TGCTCACAGTCAGCTATTGGATGGATCACAGGGCCCCCAATGGAGGAGCTAGAGAAAGTA
CCCAAGGAGCTAAAGGGATCTGCAACCCTATAGGTGGAACAACATTATGAACTAACCAGT
ACCCCGGAGCTCTTGACTCTAGCTGCATATGTATCAAAAGATGGCCTAGTCGGCCATCAC
TGGAAAGAGAGGCCCATTGGACTTGCAAACTTTATATGCCCCAGTACAGGGGAACGCCAG
GGCCAAAAAGTGGGAGTGGGTGGGTAGGGGGGTGGGGGGAAGGGTATGGGGGACTTTTGG
GATAGCATTGGAAATGTAAATGAGGAAAATACCTAATTAAAAAAAAAAAAAGATGTATTT
ATTATGTATACAGCGTTTTGCCTGCATATACACCTGCAGGCCAGAAGAGGGCACCAGATC
TTGCTGGGAACTGAACTCTGTAAGCGCTCTTAACCTCTGAGCCATCTCTCCAGGCCCCCC
AGTCTCTGTTTTAAATGCCAGGCCTTTTCTGTGTAGCCCCGGCTGTCTGGAACTCACTTT
GTAGACCAGGCAGACTCAGATGCCCTCCTGTCTCTGCCTCCTGAGTGCTGGGATTAAGGA
TGTGTGCCACCACTGCCAGGTACCAAACTCTACAGTGATAGCAAAGTGGGTCAGAGAAAG
TGGCTTACTTCTGGATCAAGGCATTACAAAGCAATTAAATAGAATAAATTATTTCATTAG
CTAAGAGAAAAAACTAACCTGCCCTCTTCTGGCCTGCAGGTGTATATGCAGGCAAAATGC
TGTATACATAATAAATACATCTTTTTTTGTTTGTTTGTTTGTTTGTTTTGTTTTTTGAGA
CAGGGTTTCTCTGTGTAGCCCTGGCTGTCCTGGAACTCACTCCGTAGACCAGGCTGGCCT
CAAACTCAGAAATCCGCCTGCCTCTGCCTCCCGAGTGCTGGGATTAAAGGCGCGGGCCAC
CACCACCCAGCTATAAATACATCTTTTTAAAAAAAGAAAAGAAGAAAAGAAAAATGTGAG
TTGGATTATTTCCTGATTTTATACAGCCCAACTTAGTATTTTTCTAAAAAATAATGAACC
CAATCTGCATCAGAGTTCACAATCACATGACATAAATTAAATTGCAGAACAATATCTATA
ACGATCATTTTGTAACTTAGACACAGGAGAGAATTCAGTATTATCTTCCTTTAAAAACAC
AGTGTTGGGAGCTGGGAAGGCGACTCTAACAGAGGACGTGAGTTTGGGTCCTAGCACCCA
CACCCTGTTTCACAACAGTCTGTAACTCCAGTTTCAGGGGATTGCACATCTTCTTCTGAC
TTCTGCTGGCACTAGGCATGCATGTAGTGTATATACAGACATACAGGCAAAACACTCACA
CATAAATACATCTTAAAAAGTTGGCTACAAATATGGTGCAGGGATTTGTGTGCATATCGA
TATGTAAAATTATAATGCAGGTGGGTGGTGGCTCACCAATTTCCTGTTTTCACAAAGTAG
GGGAGAGGGTGTACTGAAGGATGGGGACACAGAGAGCAGCTCTGACTCCTAGTCCTTTGA
TAAAAAGGACTCTGGGGCTGCTGGGACGGCTGAGCTGGAACATCGTTCACGGACAAGCCT
GAGTTCAGTGATGGGAACCACATGACAGAAGAGGAGAAGCTGCCCTCTGACCTCCACACA
CAAATCCATACACAAGGACCCACACTCCACCCATAAGTCATCAAAGCTGTTTAAAAAAAA
TTAAGAAATACTTGAAGCAAATGAAAGAAACAGTTAATTTAGAATGGACTACATAATAAT
TGTATTATTTTAATCTTCTATTTAAAATATCTTAAGACCTCTCCCAATAATTTTTAGCCA
GACATATGGCATATGCCTTTAGTCCCAAGCAGCACTCCAGAGACTGAGGCAGGGGGGCAA
GGTTGAGGCCAGCACGCAGTAGCAATTTCTAGACCAGTCTGGGTTAAAGGGTATGACCGG
TTTCAAAACAAACGGAGTAAGTAAAAATAAAATTTTAAAGTTAGAATTTGGTAAGCATTT
TTTTTAAGGTGGCTAATTCAAAGCCAGCTAGGATACTGAGACACAGAATGTTATTTTCAC
GGCGTGTGCTAAGAACACAGCCTGTACACTGCTCCTCTGTGGTACTGGCCTGTGTGCCAG
TCTCCTTGCATCCTCTTACCTGCCTCCCTCTTCAATGTCATTGTTCTCTTTCAGCAAAAT
CGCGAGCTGCAAGGCCAGCTGCTCCTTTTCTTCATGAATCTTCTCTCTTGCTGCTCTCTC
AGCGTGAAAATCTGAGCAGTACACCTCCATCTGTTAGGGGGAAAAGTTAGGTTACCATGG
AGATGACCGTGGACTCAGGGATGATCATGAGATCAGGGTCCATGCTGCACCTGTAGACAG
GCTTTGGGAATGACGAGACTTCTGTTGTGAGCGGGTGAATCATGGCTTTCCAATGCTATG
AAACAGTAGATACAAGTTGCATATGTGTGGGTGCTTTAAACAATGGGAACTCCTAAACTG
AACTGATATAAATGGCTTCAGGGATGCATGAATCATTAATTCAGTAGATTTTTTTTTTAT
AAAAAAATAGTATTCAGGTATAACATAGTAAATGGCTTACCAGAATGTTGATGTTAAGCT
AAATTTAAAATAAATAAATAAATACACATTATTTGTTGAATTCCAGACATGTGTGTGCTC
TTATGTTGGTTGCTTCTTTGACTTCATCACAAGTCCTCAGAGTCAGCTCTTGGTGATGGA
ACCAGGAGACTCTCTCGTCTGTTCAGGTCTGTGTTGCAAGTCCTGGGCTACACAGCAAGA
CCCTGTCTTTTAAAAGTTCTGGAAATATAAACTGGTCACTTTTCTAGTGAGCTTAATAGT
CCTTAGTCTTAGGAAACTCTGGCTGAGCATGGTAGCACCGGCCTGTAATCTTAGTGTTCC
ACAGGCAGAGGCAAGAAGATGTTGAATTCTAGCCTAGCCTGGGCTACATGGCAAGATTGT
ATGAAAAAAGAAATGTTTAGTGACCTCAGTGTTTGAACCTAGATAAAGGTCTTATTTTCC
TGGACACTTCCTCTACATGTGGGGTCACCGGCCTCCACTGTGGCTTCCGTGATCTTCATG
TCTTGGTGAAGAAATTCTGAGGTCTATTCCCACAGTAGGGCCAGCCTGTGTAAGTCCTAA
GATGCTAGAGAAGGGATGGGGGCGGACTCTGAAACCACATCATAAAGCAAGGTGGGTCAT
GCATTGCTCTCCTCCGGATCGCTTGCTTTGGAGGTCAGCTGCCGTGCATGCCGTGAGCAG
GTCTCTGGAGAGGCACACGTAGGGAGGCCTCCTGACAGGCATGTGACTGAGTCACCTTGG
AAATGGCTGCCATGTCCATTTTTAGTGCAGCCTCATGAGAGACTCTGAGCCAGACCTCCC
CTAGTGAGCTGCGCCTGGACTCTTCATTCATAGAATCTGTACTTGAGATGACAATGTTTG
TTTTGTTAGCTGCTATGCTTTGGGCATAATTTGCCACACAGAAAACCAGATTAATTGCTG
GAATCTCTCAGACACTGAGCCACCAAGCAGGCAGCACACACCAGCCACTATGAGGTCCCA
GACACATACAGCGGAGGCCTGCCGGGTCTGGACTCAGTCCGAGAAGATGCACCTAACCCT
CGAGAGACTTGGGGCCCCAGGGAGGTGTGGTGGGGTGGAGGTGGGCATGGGGGCTTCTCT
TGGAGATGGGGGAAAGAGTTGTGGGATGTGGAAGAGTTGAAGGGTGGACTGGTAGTGGGA
TAAAGTCTGGACTGTAAAAAAATATTAAAGAACAAATAAAATAAAATTGAAAAAAAGGAA
CAGATAAGTAATATTATTATCAGAATAATTTCATTGTTCTCAATTATAACATAAAGCAAA
TTTCACAGTGAATGGAAATGATCTGAACATTGTTTTAATAGCAGTTTTTAAATCTTCTTT
TGCTTTATTTTTTTAAAGATTTATTTATTTTTATGTGCATTGGTGATTTGCCTGCATGTA
TGTTTGTGTGAGGGTGCCAGCCCCCCTGGAACTGAAGCCACAGACAGCATGAGCTGCCAT
ATAGGTGCTGGGAACTGAACCCACATCCTCTGGAAGAGCAACCGGTGAGCTATCAACAAC
TCAGCCATCTCCCCAGCCCCATTTTGTTTTAATTTTTTTTTTTTTTTTAAGATTTATTTA
TTTATTATATGTAAGTACACTATCTTCAGACACTCCAGAAGAGGGCGTCAGATCTTGTTA
CGGATGGTTGTGAGCCACCATGTGGTTGCTGGGATTTGAACTCCGGACCTCTGGAAGAGC
AGTCGGGTGCTCTTACCCACTGAGCCATCTCACCAGCCCTTGTTTTAATTTTTTGAGGCA
GTGTCTCACTAAGTAGCCCTAAGTGGCTTGGAGCTCAATATGCAGACCAGGTTCACTGCA
GATGAGGCCGTGTGTTTGTCACATGACCTGCCTCGAGTACTAAAGATTGCTCACACGCAT
CATTGTACTGGGTGCCTAGATTTCTTTTTTTTAAAAAAAGATTATTACTTTGTGTATGTA
TGTGCTCATGTGTTCACGAGCAAGGGCTGTCTGTATATGCTAAGCTCCTCTCCAGTTCCC
TGGTGCCAAGTTTTCAACTTACTATGTTTAAAACTGGCCTTTGGATTTCATGGCTTTGGG
CTATATTATCTATTACTGTTTAAAGGAAATACAAATCTAAGCCTCGCATAGTGCTGCACA
CCTGTTTTCTAGCATTTGGGGCCAACCTGAGTTACATAGTAACACCTTGTCTAAAAAATT
CTATTATGTTAAAACTATAATTACCAAAAGGTATGTAATATATATATATCAATCATCATT
TTAGGAGGGTTCCATCAATTCTGGGTGATGCAGCATCTTGCGGTGCACAGTAAGTGTTCA
TGGTGGAGACTCACTTCTGTGGTGTGGAATCTCTGTGCTATCCATCGCTGCATCAGTGCT
GAGAGCATTATCTACGCTCTGTTGTGCACAAGTCAGAGCTGGTGAATGACCAAGAGCATC
TACCAAAACCAACACCCATGCACAGTCATGACACAGACTCCAAGCCACAGGGCAGAAAAC
AGCCATATGGGCTATGCAAGGGAACACAAGGCTCCCATGATGTTCCTCTAGTAACGGCAT
TAAAGCCACAGGCACAAACTCCTCTCTGTGGGGTTTGTCCACAATGGGCAGCTGGCAATA
ATGAGCCCCCAGGTAGCATAGAATCTAATGACATCATTTCTAAGTAAAAAACACAAGGAC
GTAAAGACATTGGGGCCCTCCTGAGAGAATTCTGGTCATGTATTTTTGTAAGATAAACTG
GTAGTGTTTAATTTTAAAATTAGCAATGTACATAATGATGTAATCTCTCTTTCCCTCTTC
ACTGTGTGTGTGTGTGTGTGTGTGCGCGTGCGCATATGGGAACATGTACATGTGGAGGCG
GGAGGACAACCTCAGATGTCATTCCTCAGGTGCCATCCACTTTGGTTTTTGAGACAGCGG
CTGTCACTGGCCTGGGTCTTCCCAGCTGGGCTGGACTGGCTGGCCAGGGAACTCAGGGAT
CTCAGCACTGGGATCACAAGTAAATGCTGCCACGCCCAGTGTTTTTCAACCCTGTGTCTA
GCATTTCTATTTAATAGCAACTTTTAAGAAAAAGACCCATATGAAGCTAGGCATGGGGAC
ATGCCTGTGTGATCAGGGGTTCAAGGCCATCCTTGGCTACATAGCAAATTTATGGCTAGC
TTGTCTTTTGAGGCCCTGTCGGAAAACAAAAACATAAACAAAAAAACCCAAAACCCACTT
TCCCCAAAACACCATTTATAATAAATAGTATAAGTTACAAAAATATTTAGAAATAAGTCT
TATACTAGTACCTGGGAGTCTAAAGTTGGCCTTGAACTATTAATTTCCCTGCCTTTATTT
CTCAAGTGCTGAAATTTCAGGTGTGCACAACCATGCCTGACTTTCATTTTTTAAAAAACT
CCACTGGGTAGGTACGGTGGTGCAGGCCTTTAGTCACAGCCCTTGGAAAGCAGAGGCAGG
CAGATCTCTGTGAGTTGAAGGCCTACCTGGCCTACATAGTAAATTCCAAGTCAGCCAGAG
CTAAACAGTGAGACCACGTAGTGACAAAACAGACAAAAAAGAATGAGGAGGAAGAGGAAG
AGGAAGAGAAGGAGATGAAGAGGAGGAGGAAGGAACTGGCAGAAAGAACATTAAAAAAAA
ATCACTGTTATGTTAAGCATTGCCATTCTCACAGTGGAAATGTCTCGGGGGCATCACTCA
GGCCAGACTCTAGCCTGACTCTCACCTGAGCCCTGAGGACGGCCATGGTCTCCAGGTCTT
CCTCCTGCTTAGCGAGCGTCTGCTTCATCTCATCCATCTGGAGCTGTTTGGATGCCAGAG
CCTGCTCTGCCAGCTCCAGCTTCTCGCTGAGCTCCTGCAGCAACATCTTGTCCACCTTTT
CTGCCTGAAAAATACAACTTTATTCTAGAAATGGCTTGGAAACGATGCAGCTTATTTTAG
GAAAATATAAAGCTTTACACTTAAGAACTGTCAGCTCCAGTCTGTTACTCAGCCATGACA
ACTCATTCAGCAAGCTGTAGTCACTTTTGCCTTGCCAATAAGCACTTCCTTGGCTAAAAC
ACGTTCTTTCTTGCTTTTTAAAGATTTATTTGTTTATTTATTTATTACATGTAAGTACAC
TGTAGCTGTCTTTAGACACACCAGAAGAGGGTGTCAGGTCTCACTATGGATGGTTGTGAG
CCACATGGTGATGTGGTTGCTGGGACTTGAACTCAGGACCTTCGGAAGAGCAGTCGGTGC
TCTCACCCACTGAGCCATCTCTCCAGCCCAAACACTTTCTGAGAAGGTAACAGCGAGTGA
GCGTAGCATAGCACTGTTCCCAGTAGATGAGTTCAGATCTCAGCACACACGAAACCAGAT
CAATGTCCCATGAGAACAAGCCTACTCTGATGAGCCTGAGGCATGGATACTATTATTTAT
CTTGTTACTTTAGCTTTGATGTTACTTTAGTTTACATTTAAAAGGGATCAGGTCCTTATT
GGACAATGCAGCTCACACCTCTAATCCCAGCACTCTGGAGGCAGCAGGGATGGGTAGAAC
TCTGAGTTCAAGGCCAGCCTTGTCTATGCAGTGAGTTCCAGGCTAGCCAAGGACACATAA
AGGCTCTTTCTCTAGATAAACAAACAAACAAACAAACAAACAAACAAAAGGTTCTCTCTC
TTTTTTTAAAGCTATAGTTTAAGAGAGTTATAAAATTTTTTTGTTTTTTAATGAAGTAAA
AAGGCCTGGGGGATTACCCAGTCCCTAGTGCCTGCTGTGTGTATGAGATCTGAGGCCAGT
TCCTCAGCATCCATCTAAAAGGTAGATATGGTGATAACTCTTGCTTGCAACCCTAGTCCT
GGGGATGCAGAGACAGGAGGGTGCCTGGTTTGCTGGCTGGCCAGCCTAGCCAATTGGTAA
GCTTCAATAAGAGAGACCCTCAGAAACTAAAGTGGCCTGTCTCAAAGAAAATACCAAAGT
CAGCTTTTGACTTCCACATGAACATGCCAATATGTACATGGACCCCACCCCCTACACCCT
GCCCCCTCTGGAAAAGGAAAAGAAAACATGGTGCTTATGTCAGAGACCTGTAATCGTAAC
TACTCAGGAGATTGAGCAGTAGGCTTGCAAGTTCAAGGTCTGCTCAAGTAACTCTGAGAC
CCTGTAAGAGGGAAGGCAGGAGGGTGTAGCTCAATAGTAGAACATTTGCCAAATATGCAA
GAGGCCCTAGGCTTATTCGAACATCCTTACTAATTTAAACTAAATGCTGTAAAACCAGGG
TTCCAAGTTCAGTGCCAGCAGGCAAGATGGCCTTGCACAGTCTCAGCCAGTAGATGGCTA
TAGCTAGCTGTCTCGCTCCACTGTTGACAAGGAGCCCAGGCTCTCAGCTTTCCTACAGAC
ACACCCTCGGGAAGTAGGAAAAGCCCTTGCCCTGCCTGGAGACATCAGCACCCCCTCCAT
ACACAAGTCACGTTTTATATACAAGCTGAGGTGAAAAGCTATAATAATTCTGTTACAACT
GATAACCGCAAAGCAGTTCTTGAGAGTGGATTTAGTTGAGGGGTCATTTGGTGGTTCAAT
CCCCAGGCTATGGAAGTACCTTTGCTCTGTAAATACCTGTTGCTTGGTTAGTTCTTCAAT
TGTTTTCAGTGCCTTATTATGTTCTTGAAGGAGCTTGTTGTGAGTTGCCTGCAGAGTGGC
TAACCTGGACCTATTAAAATGTGATATTAAAAGTGGAATAATGAGGGAAATATCACAGAA
GCCCATCCTCCTGTCTCCCTAACAGACTTTGAAAACTCAAGTAGAAAAATCTCTTGGTTT
TTTTCCATCCCACCAACTTTTAACTCTCAGCTTGACAGGACCAGGAGTCACCTGAGGAAA
GTCTCAGTGAGAGATCGCTTCCATCAGGTTGGCTCAGGGGCCTGTCTGTGAGGACTGTCT
GCACTGCCTTTACCCATGTCGGATGACCTGCCACATGAAAGCAGTGACACCGGCCAGTCC
CTAGCTTAGGGCTCTCGATTATCCCAGCACTCGGGTGTAAGAGGCAGGTGGATCTCTGTG
AATTCTGGGACAGCCAGAGAAACACAGACCAATCCTGTCTCAAAAAACAAAACTAAGCAA
TAGAAGTAGGCAAGGCAAGCTGAGAACTAAGCATTCATTTCTCTCTGCTCTTGACATGAT
GTGAATGGGCTTCCAGCCCAGAGCGCCTTGGCCAACTCCCTCCCAGTGAGTGGCTGGACC
GTGTAAGCTAAGATAACCCCTCTGTCCACGAAGTTGCTTTGTCAGGCTATTTTATCATGG
AACAGAAATGAAACTACAGCCACCACTTGTCAGCATTTTTCTTACTCTCAAAGAAAATGG
TATCTTCCATAAGACTGTCTTTCTCTCAAAAGATAGAATAAAAATAATTTTCCTATTTTT
GCTACAACGCAAAACTTTAATCTGTCCAGGAGTCTCCTAGACATCTAGTTTCCAGATGGT
AAAACAGATTTTATGCCATGACTCCCAGGTACACCCCCACCCCCACCCCACCCCATCTGT
ATTTGGCCAGCTGTCCTTCCCCTTCTGGGTGAGCTGCCGCCCCACCCCGCCCCGCCCCCG
CCCCGCCCCCACCCCACGCACACAGGTGCACACACTCACTTCTCCTCCTCTGTCTTGGCC
TGCTCCATCTTGATTTCGGAGCGCATGCTCTCCACCTGCAGCTCTAACTTCTTGTTACTG
TAAACGAGCTCTTGCTTTTCATTCAGCTCTGATGGTGTTGCAGAGTTCTTCCTCTCCAGA
GCCTGACACCTGAAAAAGATGAATATTCCCCGAGGAGAAACAACACTTTGTCACTCTCCC
TGGCTTCTGCACAAATCCTCAAGAGGATATCAAGTACAGAGTGTGGTAGGGCCACAGGGC
AAAACACTTTGTTCTTTTTGCTTCAGGTTTGCTTTCTTGTTTTGTTTCTTCCCGCCTTAT
GGTGGGTGGGATATTTTAAACATCTTATATTTTTAATATATTTTTACCCAACCTGAACTA
AGGAGCAAATTACAGCAAAATCCCTGGGCACCCTTCAGAATCTAAAGTCTGCCTGTCACA
AAGACTCTCATTTCTGATGAGGATCCAGTAAGAGGAAAGGAAAGCCCCGAGCATCTCCTA
TGAGAGCCGAAAGACAGATACACTATGGCTATGTGCAGGGTGTTAATGCCAAGTACAGCA
AATCTCTCACATCACAATACTATATGTAGCTCTGTACAGGGGTTACAGAGGTTGGTGCTC
TTCACAGCACAGTGCAAGTCCTCTTGTGTCCTTATGACCCGTGTGACAACAGCTTCAGGA
ATACACACCAACACTAAGTTCTCTTTTTCTGAACCGTCTATCAGGTCCCTGCTTGTTTTA
ATACAGTAACAAAACTGCTTTGCTACAGTAACGCACTTCATAAATCATGCGAGGAAATTA
AATGAGTTATTACTTTTCTTGAAGTCTCTTCTTCATCAGCTCAGCCTCACTGAGTTTTGT
GTGTGCCTCTTGAAGCTCCTTAAACAGAGAGGTCACTTGAATGCTCAGTGTTTCCACTTC
GCTTCCAACCTGTCAGACAATGTCAGACATTCACGTGAGACAGAGCATTCGAGAGGAGGT
GGACCTTGTGTGAGGAGAAAGTATGGACCACTAATATCCAGCTAACACGGAAACCCTGAG
TAGACTTGATTTGCGCAAGACTTCCCCAAGTGACTTATGTGAAAAGCAGTCTGGGCAAGC
TTGTGTTTCTGTGCACCACATCCACTATCAGTCTAGGCCTGTGTGATAATGGATTTACTG
CTAAACCTGGACCTACTCAGGCTTCTGGGATCACAGGTCACCAGGTCAAAATATAACTTT
ATTCGTGTGGGGAAAGACTCCGAGACTATATTGCCTTGCCAATGTCTGCTTCTAGCTTAC
GTAATTATTTGTTATCCAGCTCTTCTCCCGGAAGCCCGCCAGTTGTCAATTTGCATATGA
GTTTTATCCGAGCTTAGAAACATCAATACTTTCCCATTAACTGTTGGTCCATCAGTTAAC
GGTGTGCTGTTCTGGCAGCGTGCTCTCTTCATGTAAGCTCATCCTGTTCTCTCTCCACCT
TCCCCACCCCCGTTTTGCTTTTGCACTCATGCTGATCTGGAATTTGCTGTCACATAAGCT
GTCCTTAAATCTGAAATCCAACTGCCTCAGTCTACCAGACACCAGACTCATAGGGGTATG
CACCACTGTACCAGTCTTCAGTGTTCTCCATTGTCTTAAGGTTGGGACTCAGAGCCAGAG
AAGCCGCTGCACGTCTGTAATCCTAGCATAGCAAAGGCAGGGAACATCGTAGTTCCTCTC
CTAGGCTACGTGTGAGTCTGAGCTCAGCCTAGGCTGGATAAGACACAATCTCAAAATTTA
AAAAAATAAAGAGAAATGAAAGGGAAAGGAAGGACATAGCCAGTGTGTGTGTGAGTGAGT
GTATGAGAGAGTGTGTGTGTGTGTATGTGTGTTGAATGTGTATGAGTGTGTGTGTGTGTA
TGAGTGTGTGTGTGAATGAGTGTGTGTGAGTGTGTATGTGAGTGTGTATATGAGTGTATG
TGAGTGAGTGTGTTTGTGAGTGTGTGAGAGTGAGTGTGTGTGTGTACTGATGAATACATG
AACAGAAGGATCATTCTATATGTCTCTCGTACAGACTACTGTGAACTCTTTAATTTCCTG
GCTTCAGGAACTTTTCCTAAACTTAAAACTCTTCAGGCTCAAGGGCATAAGTTATTCAGG
AACTTTTTTTTTTTTTTTTTAAACGCTAATTCCTTTGTTCCCTACCAGTGCTGGGACAGA
GCCAAGATCTTTCCATTCTAAAGTCTCAGATTCATGTTCACAAAGGACATCTTATAAGTC
AGTCAAAATGTCTTTTTCTGGTGGTGGACTTAAGGATTCAGGAGATGCCATCAGACAAGG
AGAGATATGAGAGTGTACAGACTGGTTCACATCTTACTGACATGCACTTCAAATTCAGGA
TAAGGAAATGAAAACGAAAGAAGTAGAAAGTATTCTGAAACAAACAAGTTTCCATTTCTA
AGGTAAATAGTGCAACGTAAGACTTGAACCCAGCAACCACGTCACCAACGGGGACATGCC
AGGGACGTGCCAGTCCTTTGGCGGTGCTGTACCCACACTCTCTTGGCCTTTGTCCTCCTT
CTCTCTGTCTGCTCTCCTCGCTGTCTGCTTCTCAGTAGAAGAATGGCCATTTGCTTTCTT
TTCAAAATCTGAAATTCTGAAAACAACAAAACAAAACACCAACAACATCAGAATGTAGAG
AAGTTTTACTTTCTGTTTAGACACACGAGGACAAGCAGCTGTAGAGGCACTCGAATGCAC
GTGTCAGAGCCTGGAGAAAGGCAGGGCTTCAATGTCTCTTTATATTTGCCTCTTTAGCAG
TCATCTTGCTTTTATCCTATTGCTGACTAGAACTCCTGTGATGAATACATACAGATGAAT
ACATAAGATGAATACATACAGAATACAGATGAAGCAAAGAGGTGGGAGACTTTTGGCTAG
GCAGATCTCAGAAAATATTCTCTTCTCATATTCTTCCTCAGTAAGTCAGTAGAGATACAG
TGTACTTTACTAAGGGGGAAAGAGTAAGAAAGGCACTGGGTTAAGGAAATGGGATCCAAC
AGTGGCGAGCTGAGGAATTCTATAGGATGCTGAATTGGAATGAGGAATTCTATAGGAATT
CTATAGGATGCTGACTAAAAGCGGTCTTAGGAACGACTACAAAGTAGTGGAATCAAGATA
CCTTAAGAACAATCCGAGTCGTAATGAATTGACTGTAATGAAGAGACTGGCTCCCAGGGA
AACCATGAAGCTATAACTAAACAACCCTTTCAAACCTCACAGTGAGTTTTCTGAGGGGTG
AGAGACTTTATTTTTAACTGTGTGTGAATGCAGGAGTCAGGAGAGAGCTTAAGATCCCCT
GGAACTGGAGTTGCAGGCAGTTGTGAGTCACTCCACATGGGGGCCTGGACTTAGGTGTTC
TATAAGAGCAGTCTATGCTCTTGACTGCGGAGCACCTCTCCAACCTTCCACGTTGACACT
TAGTTGCCATGGTGCTGTAGCAGCATGCCTTCACAGTTACCATCTCAGGAGTGGGTTCCT
AATAAAGGCTGGGTTAAAAGCTCCATTGTTTTCTGTTGAAAGCCTCAGGACTATAGGCTG
AAAACACTTCCATAGTTTACAACCTGTCTAGTCTAGCACTCTGTTAAAGAAGCAGAAAAC
AGACCAACGCAAGAGGCAACTGGTTAGATGGCGAATTTTGTACTGAGACCTAAAAAGTAT
AAAAGGAAAGTGACTGCTGTCTAGTGCAAGCTCGCCTGACTGTGAGCGAGCACACATGTG
CATAGTATGCCTGACTGTGAGCGAGCACACGTGTGCACTGTATGCCTGACTGTGAGAGAG
CACATATGTGCACTGTATGCCTGACTGTGAGCGAGCACACGTGTGCACTATATGCCTGAC
TGTGAGCGAGCACACGTGTGCACTGTATGCCTGACTGTGAGAGCACACGTGTGCACTGTA
TGCCTGACTGTGAGCGAGCACACATGTCATTGTGCTTGACTGTGAGCGAGCACACATGTG
CATTGTATGCATGTGTCCAAATGCACAGGGGCACGAACAGAGTAGTAATTTGAGGAAAGT
TCAAAATTATCGATTTCAGCTAGGAAGAGGAGGTACAGAAAGTTCCAGAAATGCATGTAC
TGGGCGGCTGATGGTTGTGCAAGACAGTTCAGCCTTCCTCGTTCATACCTAGAGGTCAAT
AGGTCATGATTAAATCTTCAAAAACGTAAGTAACAATTTAAACCTTATCCATGGAGGCAG
CTACTTGGAAGTGACCAAGAAGCAGGAAAGTGGCTGTGGAAGGGCTGCTCAAAGCACTGC
TTCCCTCAAGGCTCCTGTCAAAGCAGTGCTGCGCCATGGGAAGTCTGTAGAGATGTGTTG
TTTCCCATTTTTCTGTTACAAACTACCAACCCTAATTGGTATTCAGTTATTGTCCCTTTG
GCTTGGCTGAATACACGGCAGAGGCAGCAGATGGTACTCGCAGGAGTGTGGGCTTACCCA
CACGGTAGGACACTTCACATTTGGCCCAGGTTTTGGCCTACATGTGAATTACAAGTTATC
TTAATTTTCTAGGGCAAATGTTCACTTTGGGTCATCTTTCCCTTGTTATTTCCTGAAATA
TTATTATTAAAAAAAAACAACAAACAAACAAACAAGGCTGTATTTCTTATACAACCTCTT
ATCCTTACTGGCTAATTTAGAAAATACAAATTCAATCAGTTGTGCACACACTTTTAATCT
CAGCCCTCGGGGGTCAGAGGCGTGAGGGGGGGTGGGGTGGGGGTGGAGTGTCTCTGTGAG
ATCAGTATGGTCTACCACAGCATGTCCCAGGCCACCCAGAATAACATAGTGAGAGCCTGT
CTCAAGAAAACCAAAACAACAACAGAACCTCAAAATAAAAAAATAAATAAAGCCAGGTGG
TGGTGGTGGCGCACGCCTTTAATCCCAGCACTTGTGAGGCAGAGGCAGGTGGATTTCTGA
GTTCGAGGCCAGCCTGGTCTACAGAGTGAGTTTCAGGACAGCCAGGGCTACACAGAGAAA
CCCTATCTCGAAAAACCAAAATAAATAAATAAATAAATAAAAACCAAAAATCCCCAAATG
ACAAACAAAAACCCAACACAGAAAACCCTGAGCTGGAACACGAACGCCTCACACACCCCA
AGACAGAAGGCCAGCCACATCCACTCCTCTACCCCACATAGCACCCAAAATTTTCTTTTC
AGAAAGATTAAATTTAGAATATCTGTATTCCTATTTCCAGTGATTAGGGAGAAAGCTGGC
TTGCTTGTTTCAGGAAAATACAGCATCTTGCAATGTGTTGGTGCCAGCACTGATTTCAGT
GTGTGCCAATCAGGCTGCTGACCATGGGTCCCTGACGCTTCTTAGCTTTATTTAGTCCTC
TCTTGTCGGAGAAGCAACCACTACCCCGGTACCCACGCAGAGAACACGAGCGTCTGCAAC
TACTTACTGGCTTGCCCTGTTAAATACTGAGTCAGCTGGCTCACAAGATAGAAGTTCAAT
GCCATTGAAAAAGGAATCTTTCCAGGGTACTCAAGGTGGGGCATGCACCCTCCTTCTCCA
GAGGCAGGCCTGACCCACTAACTATAATCTAAAGAACTATATGCCTTCAGTATCCAGGGA
GAGAGCTGTGGTTTTGTTTGTTTTGTTTGAAAGCAGGAAGAAAGATTAGAAATATATAAG
TGGCAAGCTGCCAAGTATTCATGTCTTCTCGTTGGTCATTCACCTGCCTTAAGGACAAAC
AGAACTTTGTGGATAGAGAGTGAAAAAAGTCAGTAGAAGACCGTACTGTTTGAGTCCAAA
TGCGAATGTGCGGGATGCAGAGCTCTCCCAAGTCACAGGGAGAGGCAGGTAGTGAATGCT
GAGGGGTACTGACTCTCGTGTGGGGGAGAATGTCCTAAGATGTACTGTGGCAGAGGGCAC
AGGGCACACAGCCCGGTGCACTGCCTCACATGGTGCCTTCCTTTATCTACCAAAGCCTTT
CATTTTCACATTAATATTTCATACCTTTCTTTGGCTTCTCTGAGGGCGACTTCAAGTCTC
TCCACCTTTTGGTTTCCTTCCCTTAGGCAAAGCAGAAGCTGGCTCACAGTCAGTTCTTCA
AACTCCGCACAACTCCTGGCATCCTCTGTACAGTTGCTCCTAAAAAGACATCACTGCCAT
ATTCAGTATGGAAAATAAAAAGGTTTTGATTGCAACAAAAATGTCAAGAGTAAGAGAGAA
GCATGATACAACTGAAATCCATGTCCTCCAATCAGTTCTTGACTGCCCTAAGCACAGCTG
AGCCAATCCTTGTACGCACGCAACGAAGGCTGTGGGGACCAGCAATGCTTCAAGGACGCT
AACCTCATAATGTTAGCATTCACTCCAAAGAGGTACTGTGTCCACAAGGCCACAGAATCC
ACAGGGACAGCTCAGCAGCTGTGCAGGAGATGCCACCATCTCCAGAGATCAGTTTCAGAG
AGGACTTTGGGCTGACTATTCAGGTCCATTCAGACCTGAATGGACCCACTGCAACTGGTC
AGAGACTATCACCTTTGTGAGTCAAGGAATAAAAAAAAAAAAACTTTTCTGGCTTTGGTT
TGCACACGAAGCAGAGATGTGTAGATACTACCGGCAAATGTTTTACTAAGTTTCAGAATC
TTATCAAGAGGCACATTCACGACAAACTGTGACCATCACCCAGTAACGGAATGTTCAGAG
CAATGACGATGACGAAGGTACCAGGGACGGCAGCTAGCCTTTTAGGCATCTGCCAGGCTC
ATATATCTGAACACCAGGATTAGACTCCAAGGCTGCAGCCCCAAGTCTAGAAGCCAATCT
CAGACCTTACCAGCCTCATAAAGCTTACGAGCTATGGCATGAAAGAGGAAGTGGTCTCTG
TATATGGAAATAAATGAATGGGAAGTGGCTTAAAATTTCCAAATAGTTTTTCTTTCCTCT
GCTTCCAGGAAAGTCTTGATAGTAAAAGCAGCAATTTGAGGAAAGTTGACTTCTAAACCA
AAATTAAAAAAAAAAAACCACTAAAAACAGGAATAACATTCATTTATACTAATTATTCTA
TTTGGTGAAAGACTATTGCATTATTTATACTCTCCCTGATGTGAGAACATAGGGAAAGAC
ATAAAAAGTGTTTTATTACTTTTTCTGTGTCATTCTCTATGCATATTTATCAACTAATAT
AAAAAATGTTTTTAAAGGTTTGTGACATAAGAGAAATTATGAGTAAGCCGACAGGCAAAT
GGACTAATGTCGCCCCCTCCCCCCCCCCCCCCCCCCCCCCCCCGACACATACACACAGGA
TGAGCAAACCACCAGCTCTGGGTAATTTTACCTTCACGAACCAAGAAGTTCAGGGCCTGG
CTCTACTGCCTCTGCTGAAAGGCCCTTCCATAACTTATTATGTGTTTCCCAGAACTGCTC
GGGACAGGCACATTTGAGATTCCAAAGGTAAGAACATGGCCCTTTTGAGGTTGAGGAGAT
GGCTCAGTGGGTCAAGATGCTTGCCATCAATCCTGATGGCCTGAGTTTGATCTTCAGAGC
CCACACAGTGCAGAGAACAGACTTCCATAAGCCAGTGCTTCTCAGCCTAAGGCTGGGACC
CTTTACAGTTCCTCATGCTGTAGTAACCCACGCCATACAATTATTTCAGTGATACTTCAT
AACCGCATTCTGCTGTTGTTATGAATCATAAATGTAAATGTTTTTGGAGACAGAGGTTTG
CCAGAGGGGTTGTAACCCACAGGTTGAGAACTGCTGCTACTGTCCTGTGGCCTCCATATG
TGTGCTATGGCGTGTCCCCTGTCCACCATATACATATACATATACATATACATATACACA
TTCATATCGACAGCTCTCTTAGCCACTGCCTCAGAAGAGCACCAGCAACAGTTACTGTGG
CTGATAATCTGAATAGGGAACGCAAAAGGGTGTGTCCCACTTAAGGAAGTCCAGCTGGCA
GCCTGCTTAGTCCAAGCAGGCACAGGACTGCGGACTAGGGGCGAGTCTCTTTTTGATTGA
GGATGAATGTGTTTCCACTTCTAACAGAGGTGGGCATTTGTCAGCCTTTAAAAGGTACAG
GACTTTGTTTCCATTCTCTGCCAGTCTTAAATTAATAAGACATTAAATACCATTGAATAC
CATTGAAAATGAATGTTAGCACTTGAGAGGCTAAGGCAGAGGGTGTTGCAGGTTCAAATC
AAACCTGGATCACAGAGCAAGACCCAGCCTCAAAAAACAAAGTAACTTTTCTTCATGTCT
GACCTCCAATGATAGGCTCAAATTAACAAGACACTAGAGTCCCATCACCTACAAGCTGAT
GGGGTCTGTTCTTGTGGGTGTAGGGCAGTTCTTCATCTCCTTCATTGCCCCTTCAGTCTC
TCCTTCCTGTAAAAGCAGAGATAAAAGGGATTAAATGCCACAGATCTGCAAGACAGATCC
CCTTCAAAAGAAAAAAAAAGACAAAAGTTTCCATCCAAGGAAAATACTCACTCAGCCTTT
GTATGAGATAGGATCTAAATTGGGTCACTCAAATGAAACAGAAAACACTCTCCCCGTCAG
GATTATAAATATCTAAGTTTAGGTATGAAGGTCACTCTCCTGCCCTGGAATACACTCAAC
CCAGCTCCATGAATGTGGCTTCGGCTTGCAAGGCAATGCCTTTGCTAAGCTGGCAGCCGT
TGTCTGTTTGCCTGACCAGTGGCCGTTAGGAAACCAACGCCTAAACACTGAGGCTGACAG
GATCTGTGAGCTGGTTATATCTCCATACACAAATGGAGCAAATCTTCACAATTGCACAAA
GATGGCTCTGGATGCTGTGGCTACACTCTTCCTAAGCCACGGGCAGGGTTCTCCAGCCCA
CAGAAGCAAAGCGAAGCACATTTACACTTGCAGTAACTGTCACTCAGCCGGGAGGCAGCA
GATGATGCCAGCCCTGGAGAAGCAACATTTGGAAACTTTTGATAAAATGTCTGGGTTTCC
TGACTTTTATCAGCCATCACAGGGGTAAAACTGTGTTTCAGTTATCTCCTGTCACTTGTA
GAGAAGTTTGTTTTTCAAATTCTCCTCTGGGCACCCTGACTGCATCTAAATGTCTTAGAG
GGTATGGACGGAGTAAGGGTCATTGGCCAACGGACTGCTCTGTAGGGCAGTTGGTGAGTA
AGGGGTTCCACACTAAATATTCCAGGGCTACATTAGGAGTCTTACAGGCTGCTCTCTACT
CCCTGGCTTTATCTACCAAGTACGCTCTCTTTAATCTCTTCCTCCTTCAGATATAAACTC
TGACAAAGTGAAAATGACACTTCTGATATGAAGGACTTTGCCTGGTCTCACCCTCACTTC
AGAGGTCTCTCAGCAGCACAGGAGAGGTTCCCCCAGTGCCCACTCACCTGCTTTTCCCTG
TTATGGGACCCATCAAAAGGGGTGCCTCCCAGGAGCTCAGGAATGGGTACATACTGCCTC
AGCTGGCCAGTTCACAGCACTTAAGTTTGATAGCTCTGGCTTCAACTTCTGCTCTCAGAA
GCTAAATCATGGCTTCTGGCAGGACAGTAAAGACCAGATCTCCTCAATCTACCTCCAGAG
TTGTTCTCTCTGCTTAAATATTTATTTTATCTCCGATACGTGCATATACATACTGGTGTA
TAAATAAGGGTAGGTGAGAACAGGTATCGTCAGACGCCAGAAGGTGTTATGCCCTGGAGC
TGGAGGTAAAGGCAGCTCTGAGCCTCCACAGCCCTGTGGGAACAGAAGTCAGAGCCTCAA
AAAGGCTAGTATCCTTTAACTACTGAGTTCTATCTCCAGCCATCCCATCCCCCCTTTTGA
GACATGGTTTCACATATCCCAGGCGAGCCTTGAACTGGCTTCGTAGCTGAGAAAGAACGA
CCTTAAACATCTTTTTGCTCCTGCCTCCACCTACCAGTCCCAGGCTTACAGGCTTATCCC
ATCCTACCCAGTTTATGTGGTGCTGAAGAAGAGACCCAGGGTCTCACTCATGAGGGTGCC
AGGCTCATAGCTAATGTCAGGTCCAAAGGGAATGCCAATTCCCAAAACTACAAAGGCAGT
TTGTATGGAAGTGACAGTCTTGGCCCAGCTGAAGCTAGACTATAAAAGGCTTTCTGGTGG
TCAGATAAAGGCCAGCATTCCTCGGTGACTTATGAACTGGGGTTCTCTGCTGCCATCGTT
TTCCTTGCCTCTAGAAAAGTGTCCCTCAGCATCATATACCTGTAGCTTCATATCAAAGTG
CAGGCTGGCCTCAGGCTCCTCCAGTCTCTATACACAAGCATTTGTTCTACACCTCAGGTC
TCCCTTCCTCCTTGTCCCGAAACTCCCAGCCCAGCCCTAGCTCCCTTCCCCCACCTACTC
TCTTCCCCTCCTCAGAATCCACATGATTTCCATATGCCCCTCCACCCACCCACTTCCCTT
CTTTTGCAGATAGCCCTGGCCGGGTCAGTCTGCTGCTTTGCCTCTTTGATCTGGACTCTT
CTCAGTGCCTCTGGATATTTTCTCTTATTCACAATAAAACCCTCCCTCCTAACAGTGGAG
TGGCCGATTCAATGTTTCTTTCTTTCTTTTTTAAAGATTTATTTATTTACTTATTTATTA
TATAAGTACACTGTGGCTGTCTTCAGACACACCAGAAGAGGGCATCAGATCTCATTACAA
ATGGTTGTGAGCCACCATGTGGTTGCTAGGATTTGAACTCAGGACTTTTGGAAGTGGAAG
AGCAGTCAGCGCTCTTAACCTCTGAGCCATCTCTCCAGCCCCCTGATGCAATGTTTCTTT
ACTGCACCCCTCACATACAACTAGGACAACCCTTATCGGTCACTATCCACTTAAGAATAA
ACCAATGGAGTCTCCTCTCGGGGTAGCATCATCTGCTGCCTCCCCGCTGAGTGAGAGTTA
CTGCGAGTGTAAATGTGCTTCGCTTTGCTTCTGTGGCTTAGGAAGAGTGTAGCCACAGCA
TCCAGAGCCATCTTTGTGCAGTTGTGAAGATTTGCTTCATTTGCGTATGGAGCTATAACC
AGCTCACAAATCCGCTCAGCCTGGTCTCTGCCTCTTGTTCCCTAACAAGTCAGTACTGCA
GGCAAGTTTATAATGGCAGCTGGCTTGGCAAAAAAAAACAAAAAACAAAAAACAAAAAAC
TCGGAATCGGCACTTTAGCTCTGTTACATTCTTACTCCTCATTATTTGGCTTAGCTGTGC
TGACAGCAAACGGTGGTAATTGTTTCCTGCGGGGCCCCTGGAGGCTTTGAAGCCTGCTTC
CTGTGTCCAATTTGCAAGCAACCACTCTCAGCAATTAAGCCACACAGCCAGTCCATCTCA
TGACTGAGACGTTATTTATTATTACTATTTGTATGTGTGTGGGAGGATGTGGGGGTGTGG
GGGCGCTTGTGCCATGGAGCAGGTGCAAGGCCAGGTGACAAACCCTGGGAAGTCAGTGAG
CCTCGTTTTCCCCTCTGTGTGAGTTCCTGAGCCCAGGCTTAGGTGGCAAACACCTTCTCC
TGCTGCACCATCCTTCCAGGCCCTCTCAGCTTTCAATTTAATTATTTAATTATTTACATT
CCAGATGTTGACTCCCTCCCATTCCCCCTCCCTTTGCCTCTGAGAGGGTGCTCCCCTCCC
CCACTTATAGTTTATTACCATGCCTCCTCACTAGACTCTGGAACGAGTCTATTAAACACA
GTTAAACGCCGTTTCAGGGCTGGTGAGGTGGCTCAGAGTTAAGACACTTGTCCCCGTTAT
ACTGGAATCTCACTATTTGCATCAGCTGTGTCGACAACACGTTCAGGTGTTGTGTTTCAT
TCTAGAGGGGGCTTGGACATTTGCTTCATAGAAAAAGAACCACAATTCTTACGGTCATCC
TGATCTCAACGAAGGAGTCTTCCGAGGAGCCGCCGGAGTTGAGTTTGAGCTGCAGTTCTG
AGACGATGCCCAGCAGGTCTGCCTTTTCAGCCCGAAGGCGCATCACCTGGATCTTCAGAT
GCTCCACTTCCTGCTCCACCTGGGTCTTCAGCTTCTCCACTTCCTCCTCCAAGGCTCTGG
GATACCTGTAGCCACCTGTGAGGTCCTGGGAAGACCAGGAATGAGGCATGAGGCGAATAC
AAAAATCAAACGGAAGGTCTGGCTAGTAAACTTGATGGCCAAGCATCACAGACAGTGAGT
GTTGTATGCGCACTCTCTCTCTTTTCTCTTTCTCAAAGCAGGATATCATGTAGTCCAAGG
TTGACCTTGAACTTACAGCTGAGGACAGCACTACCTCTACCTCCCAACTGCTGGTATTAT
CAACATGTGCCACTAGACCCCACTTTATTTTTGTATGTTAGGGGTGCACATGTGTGTGTA
TGCTCATGGTAATCGTGTGCAAAGGCAGAGGAAAACAACCTTGGGAGGGAGTCGCTCTTC
AGGTGCCATCCACCTAGTCCACCTTTTCTGTTTGTTTTAGTTTGGAGACAGGGCCTCCTA
TTGGCTAGGGAGTTGCCAGTGAGCCCAGGAACCTGCTTGGTTTTGCAACCCCAGCACTGG
GGTTATACACACACACACACACACACACACACACACACACGTCACTACGCCTAGCCTTTT
CATGTATGTTCTGGAGATTAAACTCAGAGCCTCAGCGGTTTCTTGGCCAAGCCACATCTC
CAGCCCCATGCCTGTTTTTAGAAAAGGCAATTTTCTAACATCTTTGTCTGCTACGCTTTA
AGTAGAAGGTTTTCCTTGTTGTTTAACAACTTATTTTGATACACTATATAAGAACGAGAA
TGTGGGAGCTAGTGATACAGCGCAGTATTAGCTCGTCTCAAGTGTGTTCAACCCACAGAG
CCATACATACTAGAAAGAAACTCAGAAAAACTTAATGACAAGAAAGAAAGGCTTCCACCA
CATGCTGGGATGATGTTAAAATCATAAAAAGAACCAACCAGACTTTGACAGTGGTAGACT
CAGCCACTGAAGTTCAAAATTCCAGAAAACAGGAACAAGAGCTGTTAGAACTCAGCCTCA
ACCCTTTCTCTCCCCCATCCCCATCCACAGTCTCCATGTCTCCCACACTCATTTATGCAG
CCAGAAGCCAGAGCACCAAGAACGCCGTGTGGCTCAGTGGTGGCATGATAAGGAAAGGTC
TGCAGCTATCCCAGGACACCAGCTGCTGGCTGCTCTAACCTTGCCAGTGTTATACATTGG
TAAAAGTAGGAGCTGGAGAGATGGTTCAGTGCTTAAGAGCACTGACTGCTCTTCCAGAGG
ACCTGAGTTCAATTCCCAGCAACCACATGGTGGCTTACAACCATCTGTAAAGGGATGCCG
TCTTCTGGTGTGCCAGACGACAGCAACAGTGTACTCATATAAATAAAATAATAAATTTTA
GAAAAAAAAAGATTGATAAAAGTACATCTGGGAGGGAGAAGAAGACAAAAATCTCAAAGA
CTGAATTTCAGCCTATACAAGACCAGTAATGCACGTTAAGTAGCATTGCATATCTCTGTG
AAGTATAAACACACGTGTTGGGTTCACCGCCTTCTAATGACCACATTGACAGCATGGGGG
AACAAGCCTGTTTGGGCAGGGTGCTTTTTTTTCTGGGGCATAGGGAGGACAGACCTGTCT
GCATTCACAGATCACTAGGGGTGTGAGCCTAGCACTCTCTAAGGTACCCGCCTCAGTCTT
CTTGGGTCAGAAGGAAAGTATGGTACCATGGTCTCTTCAGTGACCGCCCAGGCCTCCCTG
GTTTCCTCTCTGGGAAACCTCAATACAAGTATAAGATGCCGTGCTTCACTCCCCTTTTCA
AACTTCAAATACAAATACTCAGGAGAAACAAACTTTGAATGCAGTCTCTTTCTCTCTCTC
TCACTCTCTCTCTCTCTCACACACACACACACATATTTGGGTTTTTTTTTTTTTTTTTTT
TTTTTTTTTGGTTTGGTTTTTTTTCGAGACAGGGTTTCTCTGTATAGCCTTGGCTGTCCT
GGAACTCACTTTGTAGACCAGGCTGGCCTCGAACTCAGAAATCCACCTGCCTCTGCCTCC
CGAGTGCTGGGATTAAAGACGTGCGCCACCACGCCCGGCATATTTGTTTTTTGAGTTAGT
CTCTTTCTATGTAGCCCAGGCTGGCCAACTCAGGCAGTAGCTTGGGCTGTACTTGACTTC
ATGATCCTCCTGCCTTAGCCTGAGTCCTGGAATTACAAGAAGTATACCTGGGTCACACTC
ACTTAAATTTCAGACAAGATTTTAAAGAAAAGTCTTAATTCTCCTCAGGAATTAATACCA
TAATTTAACACCATCTACTCACAGACTGGTGCCTAACCCAACTGTCAGCACAGAGGCACA
CAAACATTAGGCAGAGCTCAGGGCACCCCACAGAAGATGGAGAGAAGGAAGGATTACAGG
AGCCAGAGGTGTCAAGGACACCAGAACACAGCCCACAGAATCAAGCAAGCAGGGCTCAGA
GGGGCTCACAGAACATGCATGGGTCTGTGCTAGGTTGCCAAGTTTTCTGTATCCATGCTG
TGGTAGTTTAGCTTATTGTTTGTTTTTTGGTGAGACTCCTAACAGTGAAAGTGGGGGTGT
CTCTGATTCTTGCCTGCTCTTGGGACCCTTGCCCTCCTACTGGGTTGGCTTGTATAGTCT
TGATATGGGGGTTGTTCTTAATTTCATTGCACTTTGTTACGCTGTGTTTGGTTGATGTCC
CTGGGAGGTCTGCTCTTTTCTGAAGGGAAATACAGGAGCAGTGGATCTGGGGGAGAAGGG
GAAAGGGAGAGGGGCTGGAAGGAGTGGAGGCTGGGGTCAGGATATATTGTATGAGAAAAG
GATGAATAAATTAATTAAAAATAGTCTACAACCATACTTGGTAGAAGGGAAGGAAACAGA
GCTTTCAACAAGTGCCTGAAGGCCATGATATTAGAATCTCACATTATTGGGTTAATTTTG
TTTTCCTAAATCATAAGGATCTCCTAGTAGCCTGTGGGAAATTATGAATCCAGATATTTG
GCCTTCTAAGAGAACTCTCTAAATTCCCCTTTCTTTTACTATTGGTGTTCTCCATCATTC
GCACTAAAACCAACATGGTGTATCTCTCCTCGATATCTGGACTCCTCTGTTAGCATCCAC
CCACTCTGAGCTATTTCAACTCCATTGTTAGAGCATTTACCCCCTTTGAGATCTAGCCAC
TGGCCTCATGGGATACAGCTCCTTTGTCTTTTCATGTACTCATTTCATTGGTCTGAAGAT
GGGCCAATTGAGGTGGCTAATCTTGACTGTCAATATGATTAAATAAAGATATGCCTGAGA
GATCTGCAAATCTGGCCTGTACAGCCAGACCCTACTCAGCTAAAAGCTTCCCGTGGGTGG
GGCTGGGAGAAAGGCTCCATTGATAAAGCACCGTCTGTGCAAGTGTCTGAGTCCCATGTC
CAGCATCTGTATAAAACTTCTGGATGCAGAGGTGCACACTGCAGAGGTGCGCGCTTGTAA
TCCAAGGCTAGAGAGGTGAAGGCAAGGGGACTTAGTTGGTGAGCTTCAGGCCAGTAAAAG
AGTCTGTCTCAAAGGAGAAGTGGGCTGCAGAGATGGCTCAGTGGTTCCGGAGGTCCTGAG
TTCAGTTCAATTCCCAGCAACCACATGGTGGCTCACAACCATCTGTAATGGGAATGGGAT
GCCCTCTTCTGGTGTGTCTGAAGACAGCAACAGTGTACTCACATATATGGAATAAATAAA
TAAATCTTAAAAAAAAAAAAGGAGAAGGCTAGCCTTCTTGAGGATGACAGCTGAGGTTTT
CCTGTGGCTTCTATATCACTCTCTCTCTCTCTCTCTCTCATACACACACACACACACACA
CACACACACACACACACACACTCTCCCCCCTCCACCCCCCACGTGCGACTGATACAATGT
TTCAATGTTTTCTAAGTAGCTTTTTATGCTTTAAGTTATTCTATATAATTTCTTTTCCAT
TACTTTGTTTGCTTTACTTTGTTTCCATTTTTATCCATTTACAGAAAAGAGAGATTAACA
AAATTCAGAGTAAATTCTCAAGAAAAATCATTAGTATCTGAAACACAGCCAGGCATCCTC
CATCCTCTGAAGGGTTAGTGTGAGGCTTGGAAGGAAATGGCTAAGTGTCACCTGGGGCTT
TGGAGGACCAGCTGGAAGCAAGTGTTCTCTGCTTTGTCCTTTGCTAATGTCGCTGACTGC
AGAATCAGGGGTCAAACATTTTCCCAGGACCTTTGGGTCAATCAAATGTGACCATTTTCC
TCTTTAATTGTGCACAGCAGCCTGCAATCAGTGTCGTATATCTGACACGGCACTGCTGAA
CCAGTCTTCAGAAGCAAACTATAAAGGGAAGAATCACTACTTAAAGGAGAGCATGACAAA
AAGGCGAACATCCCAAGGCACACTTATAAAATCTAAGTTTATGTCAAGGATATAAAACTA
AAAACTAGCAACCAGGTGGTTCAAGGCAAAGGTCCACCTACCATTTTTAATGAGAATATG
AAACACTGATTAATAACATGAATATTTTTAGTTTTAGATTTGGTTTTTTGAGACAGTGAG
ACTCATACTACCCAGCCTGGCCTGGAACTTGCTATGTAGTTCAGACTGGCTTTGGACTCT
CCAGCCACCTGCCTCGGTCCTTATCTGTTTGTGGGTATGTGCATGTGTGAAGGTGCACAC
GCATGTGGGTGTGTATTATGGAGGCCAGAGATTGTCACTGGGTGTCTTCTTAGATCACTG
TCCATCTTTTTTTTTTTTGAAACAAAAAAAAGATGGACAGTGATCTAAGATCACTCTCTC
TAAGATCTAAGATCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTGTGTGTGTGAACCTGGAGCCCATTGATTCCGCTAGCTGGCCAA
CAAATTTCAGACATCTGCTTATCTTGGCTCCTAGTGCTGAATTTACAGATATGCATTCCT
GATTCTAGATTTTACACAAGTGTCAGAGAGCAGGCCTTCAGGATTGCATGGCAAGCAATC
TCCTCAGCTGAGACCATCTCAGCTCTGCCCTTCTAAATATCTTCCCCAACAGAGATTACA
TGCGACCCAGCCAGTGTTTCCAGCAAACCCACACTGCTTCCAAGACCATGTAAAACACCA
GTCCAGCCTGAACCATGGAGCTTTGTGATCTGACAGTCCAGACTAAGAAGATTCTCTTTC
TGTTGTGTAATAGTTTCCTCCCAGATAGAAACATTCCTTCCTGCAGGAAAGCAAAGGACT
CAAAATACCTTCAGGAAGTCCCTGAAACTGACCAGAATTACTAGAGGTCCCTCCCAGCCA
TAGTAACAAATAAAAAAAGCTGAGAGTCCCCCTTAGAGGGAAGAAAGCTGAGCTATAAAG
ACAATGAGGGGCTGGTGAGATGGCTCAGTGGGTAAGAGCACCCGACTGCTCTTCCAAAGG
TCAGGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCCCTAACGAGGTCTGA
CTCCCTCTTCTGGAGTGTCTGAGGACAGCTACAGTGTACTTACATATAATAAATAAAAAA
AAAAAAAAAAAAAAAAAGACAATGAGAAAAAAAAAAAAAGTACAAATAAGACGATGAGAG
GAAGCCAGTTGCCTGAAAGAAGCAGAAACCAGGAGAGCCTCTTAGAAGAAGTTTAGACCT
AGAAAGGACACTCCAACCTGTTGAGCTGCCTCCAGGCTGTGCAGTGAGCTCCAGGGCTCC
CAGCTTTTGTGAGCTGTCGCCCATGCTGGGGTGTGTCACGGCACTCTGGTGGAGTCAGCT
TGACAAAGCGAAAGCTGGGAAGCTGGTTCATGAAGCAAAGAGTTTCAAGGAAACTCCCTT
CCCGGGGGCCTGGCATTTTCTCCCTAATCTATATAACCCATAAAATTAATTTTCCAAATC
CACATTAGTCTAGTGTATGGATCCACGTGCACTCTATATAGTATTACCTTATAGTAAATG
CCTTTTAAGATTGTATTCTAACATAGCTAAAGCCTTTTTCCAGTGTTCTTAGATTCCAGA
TAGCAGCAAGGAGCTTAACCTATTCAGTAATTAATTAAGCTGTATCATAAAACAATAAAA
CATCTGTCATTTACTCAGCTGTCTGTAGATAGAGACTAAAAGTCTCACTGAGATAGAAAT
CTTTTACTACAGGCTACATTCCATGTCAAGTATAAGTTGATATACTACCCTGATAAGGGG
GAACTCTCCAGACAGGATAAGTTTTACTAGACCTAAGAATTTAGAGCTCCTGATAACACA
CTACTCTTAAGGCCTATCAAGAGTTAACAACCCCCTGATGCTTTTAGGCTGATCCTAGGC
AGGGCTTGTTATCCCTAATGTAAACATTTAATTAGTCCCTGCAAATTCCTTTCTGCTGTA
ACTGGTGAATTTCAGTGTATCTTGTCTTTTTGTGATTTGTATCCTCTGATAATTCGTTGT
AATATAAGTCTGAAGCTCAACCAGAACATTACATTCAGATCCAACACCACTCTCGTGTGT
CTGACTGTCACTACATCCTAATCTCTGCCCATCTACTCTAGAGACTCTTTCCTACGCAGG
CACAGGGGACCAGAGGGTCTGCGGCAGGGGTGGGCCTTGGTGATGCATCTGTCTGAGTCA
TTTCTGCTTCTGTAAGTAACCATTCACTGATTCTGCCCCATAAGTAGCCCTAATAAAATT
AGTTTACCAAGTGGGACTTGGATGGGCTCTTTACTTTGGTCTGTTGTGGGATCCCTCTGG
GTGAGTAGACAAGTGTGTGTCCCCACAAAAAGGTTTGTTGCACAGCAGCTGTATGTAGTC
AGGAAATAAACCCACAGTGGATCGTGTACTCACTTCCAATGGCTTTTCTGATTTCTCTTT
GAATTTTCCAAGCTCTTCCTTCAGCCTCTCATTTTCATGAGTCAGGGCCTTAAGGCGCTC
CTTAACCTCTTTGCTTTGCATCTCAAACAACAGGCGCTCTTCCTTCTGCTTCTCTGTCCA
GGCGGACAGCTCCTCAAATCGCCCTTTCATAGCTTGATTATTTAGCTTCATGGCTTCTGT
TTGGGGTTCAGAGAGAGGGAGTCACCCACCAGGGAATGGATGGAATCTCATGAATCAGCA
CCACCCCCTCCCCCAGCCCTGGGTCTCTGGATCTAAACATGCCTGGGTGGCCTGGGATGG
GTATGTCAGCAAATAAATAAATAAATAAATAAATAAATAAATAAATAAAAGACCATAGTG
GTGTGAGCAGTTTGCTAAAAAACTAGAACATTGCTGCTAGTCCTTAGATGTCACGAGAAA
GACCAGGCATGGTGGCTTATGGCTGTACTCCCAACACTTGGGAGGCAAGAGGTAGGAAAA
TGAGTCCGTGGTCAGTCTCTGCTACATAATGAGCTACAGGCCATGTGGGTCTATATGAGA
CAGTGTCTCAAAACAACAAATTCTCCCAAATAAAAACCAATTGAGAGATAAAGTCCTGCT
AATGACTAGAAATCTAAGAGACTGAGGGAGGTCCTATCATTCATTGATTACAAAGTTTAA
CGATTAGCCATGGCTTGAGATAGCAGAATATAACCCCTCCCCTGAAACAAAGTTTCACTA
TGTATGAAGTCTAGGAGGGTCTTGAATTTGCTATGTAGCACATGGTAGTACTGAACTTAG
AATGCCCCTGCTACTTGGAATGTGTTCTGGAGCTAGGATACAGCCCGGTACCATCAAGTC
TACCTCCTCAGAATGCTTTCACCTAACTCTGTAACTACAGTAGTTCCTCTATACTTCCTT
TTTTAAAGATTTATTTATTTATTTTATGTATATGAGTACACTGTAGCTATACAGATGGTT
GTGAGCCATCGTGTGGTTCCTGGGAATTGAACTCAGGACCTCTGCTCACTCTGGGGCCCT
GTTCATTCAGGCCCAAAGATTTTATTTATTGTTATATGTGAGTACACTGTAGTTGTCCTC
AGACACACCAGAAGAGGGCATCAGATCTCATTACAGATGGTTGTAAGCCACCATGTGGTT
GCTGGGATTTGAACTCAGGACCTGCGGAAGAGCAGTCTGTGCTCTTAAGCACTGAGCCAT
TTCTCTAACCCTTTAAACAGGGGTAAATGTCATTTTCCTATTTCCTGAGATGGAATACTT
TTTTTTGGTATGGTGATAAGGATCCACTCTAGATCCTTACAGATAGATGTTAGGCATGCT
CTCTATTACTGATCTTAGCCCCTAAACAGAATACTTTTTAGTCTGATCTGTAAACAGACG
TAAACAAGCCCCTAAGCCCTGGCCAAAGTTTTGCTGTGCTGTTTTTCCCTCTAGGGAAAC
AAGCTGAGAAAGGCCCTCACTGACAAGGCCTTCAGAAGAGATTGTGTTTCCTGAGTGGAG
AGCCCAGATGGACAGTCCAGCTCACCTTTCAGCTGGTGGTTCTCAACCAGGAGTTCCTTC
ATTTGCTGCAGCAGCTCCTCAGGGGTGAATGTGTCCAGGCTGGGGTGAACCATATTGGAG
GGTCCATTTCCTGGGGTCTCACAAGGGCTGTCCCCCTTCTCAGTCAGGCAGCTCAGAGGT
TGATGGGACATGGTAACAGGTCCTACGGAAAAGCCATAAGCTAAAAATATAGCTGTCGCT
GGTCTACCCCAGGCCTCTGAAAGGCCCACAATTCCACTAGGAATGAGAGGTAGTAAATCC
CAGGGTTGCTGGCTTTCCCTCAGGTTGCACTGGAGAGGTGTTCTCTTTAAACATCCAGTT
AACGCTGCCCGGCTTCACCAGACCATGCAACAAAGGGGGGGACCCAGAGAGGAGGTGGGA
AGTAACAACCGCAATAATGAGAGAGAGAATATCTGCAGCCTTGGTGAAGGATCACTACTA
GATAACCTGAAATCTCTAAGTCCAAATAGCCTTCTTCTGAGGGAACTGTATTGCTTGGAA
ATTAGAACTCAATAAAGCTACTAAAATATCCATAGTTTATACTTACTGAAAGCTATTAAA
CCCTGCATATTTTGTATTTATTAAGAGCTATTAAGATCTCCATAGTTTATCTTCGATTAA
AAAGGAATGGTTGGTGATGTTTATTTTTGGCCATCCTTAGGCACAGTATATGCTGAAACA
CATGTTGTGCAGCCATGCCCTTGCCTACTCTGGATCACTGCATGAGGAAGCAGGTGCAGC
AGCTTGCCCAAGGTCAGCAGCAGCACACAGCAAGGCTGGCGTGCAGCAGCAGACAGCAAG
GCTGGCGTGCAGCAGCACACAGCAAGGCTGGCGTGCAGCAGCAGACAGCAAGGCTGGCGT
GCAGCAGCACACAGCAAGGCTGGCGTGCAGCAGCACACAGCAAGGCTGGCGTGCAGCAGC
AGACAGCAAGGCTGGCGTGCAGCAGCAGACAGCAAGGCTGGCGTGCAGCAGCACACAGCA
AGGCTGATGTGCAGACACCATCTCATAACACACAAAAGGTGTGAGTGAAGCTGTATTTTT
TTTTTGAGGCTTTGATATGGTATTCCTTGGTGTATACACAAAAGACACTAAAGCAGCTTG
TTACCTACTGCATATCCTGAAAACACTTCTACTGATATGGCTTTATTTCACAGACATGCC
AATGAGAACACATAAATAAGAATAAATGTCAATCCCACTTCTTTAATCACCTAGCCCCCA
GGCAAACATAGGCAAACAAATTTTAATCTTTACACGTCATGAAAACGATAGATATTCCCG
TCGGGAATGGCCCTGTTCTACAAAGGCAAATTACTGAAGTCCAGAGAGATGACTTAAAAA
ACATTATTTCTTGGGCCTAGGGAGATGACTCAGTATTTAAAAGCACTCACTCCTCTTTGG
CTCCTAGCACCCATGTCAGATGGCTCAAAACTGCCCGTTACCAGCTGCAGGGGATTGGAT
GTTCTCTTCTGGCTTCCACAGACACACGTATACACATGCCAAAAACTCATACGAACACAG
AGACACATAAATCATTTTTTAAAAAAACTTTATCTCTAATAACTATAATTTAAAACAAAT
CTACGTAACAAATGGTGCTTGCCCCACAACTGTGATGAACTGGTGCTAACTAGTGCCAAA
AAAGGCAGGTGGCTTCTTCACCTGGGACATGGGTGGTGAGCTCTCCCACTCTCAACAGGA
ATTGAATTTAGAACATCAGGCATGTTAGTTAAATGCTCCACAACTTAGCCCCAGCCCTGG
TCCCCAATCTCGTTTCTAACTGGGGAGAAGGCGTTGCTCTCAGACTGCTAGCAGTTCATG
ATTAAGTGCTTCATGGTTCCATTGCGTCGTAGTCTATTATGAACCCAGTCCCTGTTCTGG
AAGGAGGATAACCATCCTTTCTGCCACACAACCACATCATAACATAAGTGTGCAGGCTTC
ATGCCCACATATGAAAATAAGACCAGATGCACAGAACGAGAGCTGCTTTCTATGCCTACA
GGAGGCGCGATCCTGGGCTCTCTGCGGGTTCTCTAAAGTCAAGCAAGGGTCTGGTGCACT
GCTTCTAGACTGAAGAACTTGTAGGTGAATCAAGTGTTACTTAAAGCGCCTGGCTAGAAG
AAAAGCATCCCAAGCAGCACATAGGAGGATGGAAACTTCAGAGGGAAACACCGACCAGGC
ATTGCTCACTTGTGCGCCTTGTGTGGGCATAGGTTTTACCCAACTGAACTGATTTAAGAT
GCCATCCCTACACCCTTTCTGGGTAAAGCAGTGTTTCTGACTTTCTATAACATTCACTTT
TGCAGCTAAGTATGAACATGCACACTTATTCATTGCCTTAGGAGGCTGGGGCAGGAGGAT
CAAAAGTCTCAGACCATTGCTGTTACATGTTGTAAACCTGCCCTTGCAAAATCAATGAAG
GGAGCTGAGGAGATGGGCCAGGGGCTCGAGTGCCCACTGTGCAAGCACAAGGACTGGGGT
TTGGATCCCCAGAACCCATAAAAAGTCAGGAAAGCATGCTGGTTTCTTGTAATCACATCA
TTTGGGAGGCAGAGATGGGATCCTGGGGCAAGCTGGACAGCTACAGTAGTTGGAATTTGT
GAGTTCCAGGTTCAGTGAAGAGATCCTGCCTCAATAAATAAAGTAGACAGCAATCAAGGA
AGATGCCTGATGTCAACTTCAGACATGCACCTAGACATGTATGCCTATATATGCATATAT
ATACATATAGAAAAAAATCATTAAAAAAACTTTTTGTACATAATGATATTGGTGACTATA
TTTCATAAAAATGAGTTTTTTTTTGAGCAATAGTAAAATTTCCTGAAGTATTTAATCTGA
AAAAGCTATAAAACATTTGACAGATGTGTATGTTGGGAAGCAGATGCCAGGGACAGAACC
GGGACTTATGAATACCAGCAAGTGCTCTAATGAGCTATACCTACACTCAACATTGTATTT
TGATTTTGTTTTTATCTTTGCTTTTTGAAACAAGGTCTCATTCTATAGCCCAGGTTAGCC
TAGGACTCATTATGTAGAGCCAATTGCCCTTGAACTCATGGTGATCCTCCTGCCTCCACA
TGCTGACTGCTGACTGAGATTAAAAGATAAGCCATTATGCCCATCTCAACAGATTTTAAA
AATATAATAGACATCCAGAAAATGTGTCTAGGGGCTGGAGAGATGGCTCAGCGGTTAAGA
GCACGGTTCTGCTCTTCCGAAGGTTCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCA
CAACCATCTGTAATGAGATCTGATGCCCTCTTCTGGTGTGTCTGAAGATAGCAACAGTGT
ACTTACATATGCTGGAGCAAGCCAGGCTGCAGTGAGCAGAGGTCCTGAGTTCAATTTCCA
GCAACCATGTGATGGCTCACAACCATCTGTACAGCTATAGTGTACTCATATACATAAAAT
AAATAAATAAATCTTTTAAAAAAAGAAAATGTGTTTAGTTCTATCTTATATTCATAAACT
AATGTCTCTCAATCTCTATTTTTTTTTTTTTTGAGACAGAGACTAGCTATGTAGCCCAGG
CTAGCCTCAAATTGGTAAACTTCCTGCCTTAGCCTCCTCAGTGCTGGGATAACAGGCATG
CCACCACACTTAGGTCCAGCAACAAATTATCTCTTTATGGTTTTATCAAAAGAAAGGAAG
GGAGGGAGGGGGAGGAACAGAGCCCAGAAGGACGAAGGAGCAAAGGGAGAAAGAAGGAAG
GCTCCAGGAATGGGGAAGGAGACTGCTTAGCTGTCTCTGCCCCTTGACCTCCCATCTGCA
CCTCCCTCAGCCTACAGACTCAGCCACAATAACGCTGGCCATGCTCCTAACAGTTCCAGC
AATCCTTCTATACCTGCTGCAGGCTGCTCAGATTCTACAAGGACACACAAAACAAAACAA
AACAAAACCAGGGCGGTAGACAGTAGAAGGTGATCCTCCTGCCTCCACATGCTGACTGCT
GACTAAGATTAAAAGATCTAGATGAGACAGTAGAAGAACAGCCCAGTGTGTGGCCTTGGG
AGGCACCTGACCTGCACAGGCTATTTACTGACTCCTCATGACTCCTCAACAGCTCTCAGC
TCAATGACTCTCAAAACACACGCTTACGTTTCTAGAAAGATCACAGTTCCATGTCCACCC
TTCAACACAGGCACACTCAGTATTCCTCACGCCACCCCCCTCTGTCAGCCCTGCCAGCAC
CCTGATTATTCTTACAAATACATACTCACTTAGTCGCACTGCTGTCAAATGGTGTTAGGA
AAAGGAATACCATAATTCAAATGTCATGGTGACTAAGAAGTCAGCATATACAGCAAACGT
GAACATTCAACTACTACCACCATTTTACTAAAAGCAGTTTCTAGTGATAGTGGAAGTCTC
AAAGGACTTTTCAGGATTTTTGAGTGCTCTAAAGGATAACAATATGAAATATCTACTGGT
AGACTGTAATAGCAGAATGCTTAAATCTCTAAAGTCTCTAAACACTTTGATTCTATCTGT
CTATCCATCTATCTATCTATTGGTACATACACTATTGTCTGCATGTATATGTGTGTCTAT
GAGAGAGACAGAAAGAATGTGTGTGTGCGCGCGCGCGCACACACACACACACACACACAC
ACACCTGCACATGAACAATCACAAGCATCATGCCTGCAGTCTATGCGGGGTTCTAACGAC
AACCTTTCTCTCTCCTTCCACCATCTGGGTTCCAAGGACAGAAATCAGATCATCAAGCTG
AGCAGCAAACGTCTTAACTTGTTAAACCACCTCACTGGAGCCTGAATGTCTGAGTCATTA
AGTTCCCCTTGAACTACATTAAACGGAGCAAACACAGAGATACATATTTCTATCTATGTA
TCCCCAGAGCTTATAACTGGAAAGGGGTATTTATTGCAAGGGTCCCCCTAACAACAATTC
CTCATGAAAATCCAACTGATCTGGGTACGAAGTACCATTTCTAGGCAAACATATTTAGTA
AGAAGGGGAAGGTGGTACACGCCTATAACCCAGTACTTGGCAAGCTGAGGCAGGAGGACA
GCTTTGAGTTTGAGGATAACTTGGGATACATGGTAAGTTCCAGAGCATTGAAGTATACCA
CTGAAGTATAAGACCATTGAAGTATAAGGCGAGAGAGAGAGAGAGAGAGACAGACAGACA
GACAGACAAAGAGTGTTAGCATGAGATTAGCAAGCCAAAAAATTTTAGGCCTGTGTGACC
ATGCAAGCCTATAATCCCAGCTCTAGGTAGGAAAGCTAGGGCTGCCAGAAGTTCTAGGCC
AGCCTGGGGGACAGAGCTAACCCAGATTCAGAGTAAACAAACAGAGATACTTAACAATGG
AAGGCAGGATTTGTCAAGATTTCCCTAACAAGAAAGACCTAGAACTAGTACCGCAGAAAG
TCAGAGGCCAAAGCTCCAGGTTTTCTTCCCTAGATCTGCTCCTGAGTCCCTAACCATGTA
CCCATATGTACTCAGGGGCCAAGTAACTAATGACCTGACCTTACAGACATGGCCATAATC
TCATTCCTGAGTTGGCCTTAATCCACTCTGGCTTCTTATTCACTATAAGAATGTCTGTGT
GGTTCCCGTGACACAAGGCAGCACAGAGTAGGCTTAGATGCTTGAGTGATGGGCCACGAG
TCAAGTCCTGCCCCCTCTCTCCCCCAGCAGGCACTGTCTCTTCCACTACAGGATGGCTCT
GACAGCCAGAAGGCTGTCTGCCTAGCACTGTCTGACTTAAGCCAACTTCCATCCACTGGA
CGCTGGATGCAAAATGAGCTCAGTCCTTTTTCCCTGATGTAAATGACTTTTCAGATTTAC
GGATGAAGTATTACCAGGCTCAATCCTTGCATAGACCAATTAATTTTTTTCTTTTTTAAT
AGTTATTTTTATTATTTATTTGTATGAAGGTATGTGTGTTCCCATGTGGGTATGTGAATG
TAAATGCAGGTACCCTCAGGTGCCAGAGGCATTAGATTCCCTGGAGCTGAGGCTGCCTGA
AGTAGGTACTGGGAACGACAAAACTTAGGTCCTCTGGAAGAGCAGAAAGTGTTCTTTTAC
TGCTAAGCAATCTCATCAGTCCTGGTACATCAGTTTTAAACAATGAAAACCTGTTTCCTA
AAGAGAACCGATAGCTGGCTATGGTAAATTGTAGTTTCCATTCACAAAAGGGCTAAAGGA
GGCTAGGAAGACGGCTTGCAGGTAAAGGCACTTGATGTCAAACCTGACCACCTCAGTTTG
ATGCCCGGGATCCACATGTCAGAAGGACAGAGCCGATTCTCACAAGCCGTCCTGAGTCTT
CCTCGGAGGTGCCAGGGTATGTGTGCATCCACACCCATACTGACAGAATAAGCATATAAA
TGTAATTATGGGAGGTTGAGTAGATTCTGTGACCAGATGACTAAACACATTATCTGCTTG
GAAAAGAAAGGTGGGAGACATACACTTCTTACTGCTGGAGTAAAAGAAACCTCACTGTTG
CTTATTAGGAATGCTACTAGTGAGGCTACGCCATGCCATACATGGAAAATACAGACGTAA
CCCAGTTTTGAAGGCAGGAGCATAGGAAGTAAGGCTTCCTTCTTTCCATTCCCCTGTCTC
CCAAATCTAAAGGAATCATCAAGTCTGGTCACTTCTTCCTTCAAAGGGGTCCATCCCCCT
CCATCCTTAAAGGCTGAAGCTCGGGCTTTTATTTGGCCTATGATTGGCAATGTTCACCTC
TCGCCTATTTTGTCTACAGCTCTGTCCCCAGCATTGCGACACACACAAGAAAACAAATTG
CCAGGTCCTTGCTGAGTGAGTTTTAGGCATTCCTCGCTCTCCATTTCGAGCCCACTGGTG
TAGAGGTTTATGAGAAGAACATATTTGTATTTATTTTCAGGTTCTGGGCTTACTTATCCA
TACACATCAATGCCACCTCCTATCACAAAGCCACAAATACCACATCAAAGGGCTCACAGT
TCCATGCACTCTTCACCTCTGTGCCCTTGCCTCTTCGGTGCCCTCTGTCTGGGCGAGGTC
TGGCCCATGGGAGAACTTCAAAGTCCATCTCAGGGACGACATTTTGTGGAGAAGCCATGC
TTTTGAGCACCTAAGAACCATTTGTATTTCCAGTGCCTCAGCCCTCCTAGTAATTACTGC
CAGTCTTCTACCATCTACTTTCTCTCTGTCTTTTTCTTACTAGAGACTGGCACACAGCAG
CCTCTGGGTTAATGTTGAAATGACAAACACAACTTACTGAGGTCTCTTTAAGTTTAACAC
TCTCTACTTTAAGTAAAACGCTCTCTACTGTGCGAGCACAAACTGCACACATTAGGACTG
TTATGAGTTTCCTGCGGTTCTATGACGTTCACATCCTGATTCTTGAAGGCATCGTTTAAA
ACTTATTTTTAAAATCAGGTTCTGGGCTTACTTAGCCATAGATATCAATGTCAATGTTTT
TCTCTACCACGGCAAAGAATCTGGATATATCTATATTCTATTATTTTTTTATCATACACA
TGCCAAATCAGAAGCAAGAAAAGCTTTAATAAATTTAATTAAGAAAAATAGATTTTGGAA
GGCATGTGGAACACACCTTTGATCTCAGCACTTGAGGGGAAGAAGCAAAGTAGATCTCTG
TGAGTTCAAGGTCAGCTTGGTCTATGAAATGAGTTTCAGACCAACCAGGCAGACATAGTG
AGACCCCTTCTCAAAATCGAAACAAAACAGATTTTACAGGTCAGAGAGATGACTTGGTGG
GTAAAGGCTCTTCCTGCCAAACCTGATGTCCATGGATCTCTCAAAGACTGTCCCCTGTGG
TCCCCATGAACACCATGACAGGCACGTGCATACAAGCACCAACACCCTCTCACATAAACA
CACAGAAATAATAAATATAGTAAAATTTAAAGGGCTTAATTTCTTTTCTTTTGGATTTTG
ATTTTACAGAAAATCCAAAGAATTCATCAACATGCTAAGGCTCTATAACAAAACTACAGG
CAAGCAGATTTGGGGATGAGTAAGTACAGTTCATGGCCAGAAAAAGTATGGGCTACTTAA
ATGCGGGAGCTCGATAATAACCAGGAGGAAAGTCATACCAACTCCTCTCAAGACTGAGGT
GAGACTGAGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCGCTCG
CTCTTTCTCTCCTCCCCCACACAATTTACAGGCCGGTTGTAAAAACTGTAGCTACTTTCA
TGGTGTTACACACTACATAAAGTACTGCTCAAACCGGCTCACTATAAACAGATCAAATAC
ACACGCGATCCACAGTGGAAACTTCCCTCGTCCAATCAAGTCCAAGGCAGTCTCTGGTAG
TGGCCTCTGCTCTGTTCGGATCTACCCCATTATCAGCCTGGGGCGATGGGCGATAGGCTC
CTAACTTCGCTCCCTAAGTCAAAAGAGCAAAGTGGCTGCTTTGGGTCAAAGGGCAGCTTT
GGATTCAGTTCTGAAAGCGTAAGTGATCCAATACTGCCTGCCTTATGTGATTTTCTTGAG
GTTTTCCATAAGATTGGCCGTTTCAACCTTAAATACTTCAGGCATACATTCATTCCTACA
CAGGAGTCCTGACCCTGCAGGCTAGACCAGGTGCTGGGTTTCATTTCCCTCTGAGGCTTG
CTTACTGCCTCCAATTTACACATTGCCCGTGGTAAAAACAACTCCTTCAAATTTCCCAGC
TTTTAAAAATTCATTCTTATTATCTCACATTCCCCCCGCCACCCGCCTCCGTCTCTTTCT
GTGACCCCCCACTGCCAAGAGTGTATATACATGCATGGATATAGCACTCTCTCCCAGATA
GACACAACAGTTAATGTACCCTTCTGTAAGCCTGTTACTTTGGCAAGGGGTCTCTCTATT
CTTCACTGTTCCTGGGCGACCTCATTCAAACTACCTTCATTCCTTGCGACAGTACCTTAA
CCACTTCCTCCTTAAAATGAACTGACTGCTTGCTCAATCACTCTCAACCTGGGACGTCAC
CTTCAAACCACCTCGATGACTTGAACTGGAAGTCACCTGCGGCCAGCCGAGACTGTTTTA
CTATCCCGGGGAAAGAGGGGTGTCCTCTGGGGTGGCCGTCACTCCCCACCCCCACCTCCA
TCCCCGCCGCCCTGTCACACCAGGGCAGGGTCTGCCTGGGCCTCGGAAGCCTTCTCAGGA
CAGCCGTCCTACAGGAGGGCCGCCCCAGCTTCGTCACCCTTCCCGCGGCAGGCTCCGGAA
GACGGCGACAGCGAGAACCGCTGCCAGGATGGAGTCCGCTGGGGAGAGTCGCCGCGCTCA
GTCAGCGCCCGCCACCCCCCGGCCCGGCTCACCGGCCACAGGGATCCTCTCCTCTTAGGT
CACTGCTTCGTTGGTATTTTGTCCCAAAGCTCTGGATGCCGACGCCCGCCAGGGACCAGC
CGGGGGGCGGCGACCGGGCAGCTGGACGGTGACGCGCGGCCTCGCGACCCGCCAGGCGCC
GCTCAGCTGACCGCAGCGCCCGCTCCCGCCCTAGCCAAGAAATTTCCCAGACCACGCCCA
CTCGGTCACGCCCCTGAAAGCCACGCCCAACGCTCCGCCCCTCTGTAGCTCTTCCTGAGC
CCCAGGGTCTGTCTCCGCGGTTCGTTAGGGATAGAGCCTCTCTTGGAGGCTTTAATTAAA
AACCAAAGAAGAAAAGAAAGACAATGCAAAATGTGTTTGAGCTCTTGTTCTCCCAGATCC
ATTAACATATAGCTGCATCAGATGGCCCAGGCAGGTGAGATTGATGGATTGATTCGGATT
ACACTCAGCAGTCTTAACTGTGCCGAGGATGCCTCTACTTAGACTAGAATGCAAAGCTAG
AAAATAGTAGAGAAACCTTCTAGTTTGCATTCCCAGCCCCTGGGCATCAGCAAGGTGGCA
TCACAGGACACAGATGGCATTTGATCGGAAGGGTGAGCTCCAGGCAAAGCGTTACCTTGA
CAACCAGACCCCAGTGAAAGGTAACTAGGTAGAAACTCTGGCTAGCTCCTGGGTGGCTCA
GAAGATAGCATGAGATTAGGTTTTGTGCTCAAGGTCAAAGAGATGTCATAACCAGGGAAG
AATTTTGATTACTGATGAAAGGAGAGATAAGGAACACATGGTTGTGACTGCATGTGCACC
TGCACACAGGTTGGAAGGAGAGGTCGGGATCCTCACCAACACAGTAAGAGACAGCTCAAC
TCAGCTCACCTAATTGCATAGACCGGATCACCTGCTGTCCGTTCCAAGACTTGGTCTCAA
ATGTTAACCCTAAAGCTGGACAGAGAAGGTTTGAAAAGCTGTGTTGGGGAGCGGGGTGGG
GGGGATGGGGACTTGTAATTTTTATGATAGTCTCCACAACTAACACAGAAGACTTCTGTG
AACCCTTGTCATGCCTCTCGACCACCACCTAGTTGTATTTGCAGGGCATATTGGCCAATG
TCCTTTCATTCTACTGAGTTCTGACACCATGTCCCTGAATGTGGTGGCAGGTCCCACAGG
TAAGAATGCCACCCTGCAGATCTGTCTGAGCCTTCCAATGCCAACGGGAAGCCCCAGGCT
GTTTTTCCCGAGCCTCTGACCCACTAGCCTGCTGTACATTGGGGTTTACAGAATGTCCTT
GTTGGGCTTTACTAATTTGCCATGCAGCTCACAGAACTCAAGGAAACAGTTATGTTTAAT
GGCTTATTATAAAAATGTATTTTTAAAAGATTTATTTATTTATTTATTATATGTAAGTAC
AATGTAGCATTCTTCAGACACCCCAGAAGAGGGCATCAGATCTCATCACGGATGGTTGTA
AACCACCATGTGGTTGCTGGAATTTGAACTCAGGACCTTCGGAAGAGCAGACGGTGCTCT
TAACGTCTGAGCCATCTCTCCAGCCCATAAAAATGTATTTTTAACAGGTAGGTATAAACA
GCTAGATGGGGAGCTATGTAGGTGTACTGGCTAGTGTTGTGTCAACTTGACACAGCTGGA
GTTATCACAGAGAAAGGAGCTTCAGTTGAGGAAATGCCTCCATGAGATGCAATTGTAAGG
CATTTTCTCAATTAGTGATCAAGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCAGGGCT
GGTAGTCTGGTTCTATAAGAAAGCAGGCTGAGCAAGCCAGGTGAGGCAAGCCAGTAAAGA
ACGTCCCTCCGTGGCCTCTGCATCAGCTCCTGCTCCCTGACCTGCTTGAGTTCCAGTCCT
GACTTCCTTTGGTGATGAACAGCAGCATGGAAGTATAAGCCGAATAAACCCTTTCCTCCC
CAACTTGCTTCTTGGTCATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGACAAATTG
GTACTGGGAGTGGGGTATTCCTGTGACAACCTGACCATGTTTTGGGGAGGACTGTGGAAG
GACTTTGGAACTTTGGGCTTGAAGATCCATCCGTTGTTAAGAGCTCTGTCGGATGTTGTG
TAGGAGCTTGGAAGACAACGTTGAGAACACTGCAGAAGATGGAGGTCTGGTTTGTGAAAT
TTCAGAGGGAAAATTAAAGACTCTTTTCAGGGCCATTGCTGTTTTGATTGTGAAGATTCT
GTAGTTCTGGTTAGCTGGGGCTGAAGAATCAGCTGTGATTAACAAGATACCAGAACTACT
AAAGCAAAAACTTTGCATTACTGGGACTATTGATGCTGGTTAGCTGGAGCTAAGAAATTA
GCGGTGATTAAGAAGAGACCAGCATCATTGAGGTGACATCTTCTGGGAAGTGTTTTCTGA
GAGCACAGTGGCTGTGTTCCAGATATAGCCAAAGTTGTACATTGTGCTGTGGCTGGACTT
GGTAATGTGTAAGGGTCACCCAGGTGGTACTGGTTTTGAAGGCATGAAGGAGTTGAGCAG
AGCAGCTGAGGCTTGGCACTGTGAGAGGCCATGGAAGGCCATTGGTGAAAGTGCAGCCTC
AGTTGCAATTGATGGCCCAGGACTGAAGGGGTCATGCAGTGTTTTGGAGATGCCAGTACC
ATGGGATGACCCAAGAGCAGCAGCAGCAGTGGAGTACAGGCATCTGGAACCTAGAGGATG
ATGCGTGTGCTACAAAGGGCCTGGCTGGAGAAGTGACCCAAGCCCTTGGAGGAGCCCAGA
AGATCGTGAGTTGGATCCCAGACATTGGACGGTTGGAGATTGACTTTTGCTTTTGATTGT
GACTGTGCCCTGATATTTTCCCTCTTGAAGGAAGAAACTGTTTTAGTGGAGCCCACAGTT
GAGAGACTTTTAATTGTAAAAAGACTTTGGATTTTAAAAGAAATGGATATTTTAAAGAGA
TTGAAATTTTAAGAATATGTAAAGACTGTGGGACTTTTAAAGTTATTTAGAATGGGGATG
AATAAGATTGTAAGGGTTGAGGCTTACTAGTGATGTTTTTGTGTGTCAAGTTGACAAGGG
GTCAATTGTACTGGCTAGTGTTGTGTCAACTTGACACAGCTGGAGTTATCACAGAGAAAG
GAGCTTCAGTTGAGGAAATGCCTCCATGAGATGCAATTGTAAGGCATTTTCTCAATTAGT
GATCAAGGGGAAAGGCCCCTTGTGGGTGGGACCATCTCAGGGCTGGTAGTCTGGTTCTAT
AAGAAAGCAGGCTGAGCAAGCCAGGTGAGGCAAGCCAGTAAAGAACGTCCCTCCGTGGCC
TCTGCATCAGCTCCTGCTCCCTGACCTGCTTGAGTTCCAGTCCTGACTTCCTTTGGTGAT
GAACAGCAGCATGGAAGTATAAGCCGAATAAACCCTTTCCTCCCCAACTTGCTTCTTGGT
CATGATGTTTGTGCAGGAATAGAAACCCTGACTAAGACAGTAGGGCAAGGTCTGGAAGTG
CTCCTAAGATAGAAGAGTCTGTTGCCGTGGAGTTGGGGTGTGTCCTCCTCCCTCCTTCCT
AGAGGCCTTTCCCCAAGTGTTTAGATATCTAGAAACTCTTGAGTTGATGATGTAGTTGGT
AGAATTCTTGCCCAGCATTTAAAAAACTCTGGATTTAATTCCCAGCATCTTAAGAACCAC
ACAATAGCACTTACTGGAATCCTGTATTGATGGCATGTTAGGCCCAGGAGAACCAGAGAT
TCAAATTGTCTTTGACTACTACTAATACTAAACTGAGTTCAAGGCCAGTGTGGGTTACAA
GACCCTCTTCTCTTGTTCTCCTTTCTTCTCCTTCCTCCCCTTTTCTCTCCTCTCTTCCCC
TCTTCTCTTCTCCCCTACCACCCTCACAGATAGTTAAACCGAGTTGTTATAACTTTCTCT
TTTGACTCTATTTTAAGCCATGGTGAGGTGAAGTACAGTGACAACCAGGTACACTGTGAG
AATGCAGGGAAGAGCCCACCTTGGCTTTCAGGGTCTTGAAATGGAGGGCAGGAGAGGCAG
TTTCAGGTAGAAAATGTACTCAAGGTGCCCTCTGACAATGTGCTCTTCCTGGAACATACT
CCACAATGCCCCTGACTCTCTCTCTCTCTCTCTCTTTCTCTCTCTCTCTCTCTCCCCACC
CCCCACCCCGTACCTAGCTACATGATCTCCACAATGTTTATCTTTCTGTGCGTCATTCTT
GGGCAGTTATCCAAGATGACCACAGTGCCACACCCTGGGCCAGAAGTCATCTTCTCCTCG
GACCCAGCGTGATTCTGGAAGTGACTATAAGGACTTCTCTGGATCACCTTGCAGAATCAA
AACTGAAAGTAATGAACCATATCTATCTATCTATCTATCTACCTATCTATATATATACAT
ATATATGTAGAGATTATATATATATAATTATATACAACTATAATTACATATACTCCTTTG
CCCAGTCTCGCTTCATAGTTTAGGATGAAGTCTGCTGACCTGGAACTTGCAGCAGTCCTC
TTGTCTCAGCCTTCCAGGTGCTTGCTTAGCATAGTCCCAGCCCAGCCTGTTGAGGCTGCT
AGAGCTGAGGTGGTGGTGGCTGTTGCTTCTGCTTTGGCCTTTTCTTCATCTTCACCTCTT
TTCTTCCTCTCTCCCTCCCCCCTCCATTTTCTTCTTTGACAAGGTCTCATCGAACAGCCT
TGGCTGGCTTGAAACTAGCTATGTATACCAGGCTAGCCTAGAACTGACAGAGATCTGCCT
GCTTCTGCTTACCCTCCGATCCCCAGTTCTGAGATTAAAGGCATTTGATACCAGTTCATG
CAAGAGCTGCTTCAGAACTTAAGGAGGTACAATGTTCTATAAACTACATAAATGGCTCTT
TTACAATGCCTGAAATTCATGGTTCTGAAATCACCTACTACTTGAAGATGGTTAAGAGTT
CCTGGAATGAGTCACATGTTAAAAATTACATGTCACCATTGTTCTGGACTGAACTCCTGA
GCTAGATCCTGTGAGGCTGAAAATAAAGTGGAGTCATTCTGAAGAGGTCAGCCCAGGAAC
TTTGGAAAATTCTACCAGACCCCTCCTCTCCTGGAAGAGAGAGATCATGGAGCAGGTAGG
CACCCCTCACCTCCAGAAGGGAGAGGTTGATTACATCTCCAGAAAGACCACAGGGGCCAC
CTGCAGATAAGGGAAGCCCCGGAGCACATAGACACATCCCTAAGGGCAGACGAACCATTG
GTTACCTGCAGACAAGGGAAGCCCTTGCTACCTCATTCTCTAAGGACCAATCAGTTTAAA
AGTCACACTGTTCTGCCAATCATATTGTGCCTAGTTGCTGTTGCTCTATTCTACCCCTGA
AAACTGTAAAAAAAAAAAACCTGGCTGAACAGCCTGGCTGGGGTTGTAGCCTCTCCTTTG
CATGCAGGACAACCCCAGTGCGCTGGAACAATAAACTCCTCTTGCTTTTGCATTGATCTC
CTGCTCCAAGTGGTTCACTCGGGTGGGGGAGGTGTCCTAGGAAGCTAAGGCTCATCAGAG
TCTTACAGCTCAGTGTCTTAGTTACTTTCCTATTGCTGTGATAACATGAAATGACTCCAT
TTTGTGTTTGCTTTGACAAGTTTTAGCCCTCAGCCCTGCTCCTCTGAATGGTCACATCTG
CCTTGGCAGCACACTTGAGATTTCCCATGCCCTTGACCATGGTCCAGGTGTATTAACCAA
AATAATTAAATCAAACAAAAATAACTAGAGAAGATCTAAGTCATGTTATATCTGAGGTAA
TTATTGTGCTCTGTGAGCATCCACTTCTGTGTTTGCTAGACCCCGACATAGTCTCACAAG
AGACAGCTCTATCTGGGTCCTTTCAGCAAAATCTTGCTAGTGTATGCAATGGTGTCAGCG
TTTGGAGGCTGATTATGGGATGGATCCCTGGATATGGCAGTCTCTAGATGGTCCATCCTT
TTGTCTCAGCTCCAAACTTTGCCTCTGTAACTCCTTCCATGGGTGTTTTGTTCCCAATTC
TAAGGGGCAAAGTGTCCACACTTTGGTCTTTTTTCTTCTTGAGTTTCATGTGTTTTGCAA
ATTGTATCTTGTATCTTGGGTATTCTAAGTTTCTGGGCTTATATCCACTTATCAGTGTGT
ACGTATCACGTGAGTTCTTTTGTGATTGGGTTACCTCACTCAGGATGATGCCCTCCAGGT
CCATCCATTTGTCTAGGAATTTCATAAATTCATTCTTTTTAATAGCTGAGTAGTACTCCA
TTGTGTAAATGTACCACATTTCCTGTATCTATTCCTCTGTTGAGGGGCATCTGGGTTCTT
TTCAGCTTCTGGCTATTATAAATAAGGCTGCTATGAACATAGTGGAGCATGTGTCCTTCT
TACCGGTTGGAACATCTTCTGGATATATGCCCAGGAGAGGTATTGCTGGATCCTCCGGTA
GTACTATGTCCAATTTTCTGAGGAACCGCCAGACTGATTTCCAGAGTGGTTGTACAAGCT
TGCAATCCCACCAACAATGAAGGAGTGTTCCTCTTTCTCCACATCCTCGCCAGCATCTGC
TGTCACCTGAATTTTTGATCTTAGCCATTCTGACTGGTGTGAGATGGAATCTCAGGGTTG
TTTTGATTTGCATTTCCCTGATGATTAAGGATGCTGAACATTTTTTCAGGTGCTTCTCAG
CCATTCGGTATTCCTCAGGTGAGAATTCTTTGTTTAGCTCTGAGCCCCATTTTTTAATGG
GATTATTTGATTTTTCTGGAGTCCACCTTCTTGAGTTCTTTATATATATTGGATATTAGT
CCCCTATCTGATTTAGGATAGGTAAAGATCCTTTCCCAATCTGTTGGTGGCCTTTTTGTC
TTATTGATGGTGTCTTTTGCCTTACAGAAGCTTTGCAATTTTATGAGGTCCCATTTGTTG
ATCCTTGATCTTACAGCACAAGCCATTGCTGTTCTATTCAGGAATTTTCCCCCTGTGCCC
ATATCTTCGAGGCTTTTCCCCACTTTCTCCTCTATAAGTTTCACTGTCTCTGATTTTATG
TGGAGTTCCTTGATCCACTTAGATTTGACCTTAGTACAAGGAGAGAGGAATGGATCAATT
CGCATTCTTCTACATGATAACCGCCAGTTGTGCCAGCACCATTTGTTGAAAATGCTGTCT
TTTTTCCACTGGATGGTTTTTAGCTCCCTTGTCGAAGATCAAGTGACCATAGGTGTGTGG
GTTCATTTCTGGGTCTTCAATTCTATTCCATTGGTCTACTTGTCTGTCATTATACCAGTA
CCATGCAGTTTTTATAACAATTGCTCTGTAGTAAAGCTTTAGGTCAGGCAGTCTAGGACA
CTTAAGGTGTTATGTCTTCTACCAGGGCCAGAAAGCAGACTCAGGTTCCATTCTTCTGAC
CAGCAATTAGACGACTACTTACTGTCCCAGTGCTCTGAGGGAAGAGCCCAGGCTCAATGT
CTTCTAAGTTCACTGATATCTAGTTAGTTACATAACAGTGGGGCAGTTCTGATGGTCCAC
ATCTTTTGTTCTAGGACTTGGGAGAGGCCAGGGCAGGAAGATTTTGGGTTCAAGGCTAGC
CTAGAATACGTATTGAGAATCTGCCTCAAAAGAGAAAGGAATGAAGGAGGGAAGGAGTAT
ACTATGGATGGCTTAATTGTCAGCTTACCTAAGCTCTTGTGAACCCAGGAAGAAGAGATG
ACCTTGGGCCTTGGCTGCTTCATCAGTGATGCATATAGGTCCTGGTACAGGTGAGCTCTT
TGTCTCCTCTGATCGTCAGGACTACAGGACAGGAGGATGTTTCTTTCTTTTAAGTCTTAT
TGTTGCACTGTACAAACCCACCTCTGTCTTAGTAAAATTTGCAACTAAATTCTATGAAGT
TTTAGGGCAAAAACCTCCAGCTAGGTTTAGCTACCATCCCACAATGCCAATTATAGAGAT
GACTGGAGCTAGAGAGATGGCTCAGTGGGTAAAGTGCTTGCTATGCAAGCAAGGGAACCT
GAGGTTGAGTCTCTAGAATCCATGTTCTAGTTTCCTTACACATCTGGAGCCCTAGTGTTC
CCGTGTTGAGATAGGAGGGTCCCTGGAATCTCTCTGGACAGCTAAGCTGATAGACACACA
GGGTGAAGGACAGAGACCCTGTCTCAAACAAGGTTCTAGGCAAGGACAACACCTGAGGTT
GTTCTCTAACGTGTACATGTGTTTGTGGCACACATACACCTGATCTGTCTGTCTCCCTCT
CTTCCTTCTTTTCCTCTCTCCCTCTTTTCTTCCTACCCTCCTTTCCTCCTTTCTCTCTCT
TTCCTCTCTCTCTCTTTTTCTCCCCTCCCCCATCTCTCTCTCTCTCTCTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCGTACATTATATGAACACATGGACTCTAGATGATTAACTGT
GAAAAGCAGAGAGGACATTTAGTGAACCCTCTCGCAAGAGGAACAAAGAACAGGAGCATC
ACAGTATCCAATGGCCTCAACCTCACCTTTGCAGTTCTGACGTGAATGTGAGGTTTAAAC
AGAGGATAGAGTGGGGCAGCAGACATGGTGTGAGTAACTAAGCAGCCCTGACTGGATGTC
CTCTGGTGATCATAGTCTCCATTCTGGGTCTGCAAGGTGTCGTCCTGAAGATGTTCTTTG
TTGTTGTTTTCTTTTGTTTCCAAGAGAGGGTTTCTCCATGTAGCCCTTGCTGTCCTGGAA
CTAGCTCTGTAGAGCAGGCTGGCCTAGAACTCACAGAGATCCACCTGCCTCTGCCTTCCA
AGTGCTGGGGTTAAAGGTGTACACCATTACCACCATGTATGAAGATGTTCTAATGGCTTG
AAGGAACAAGGGACAAGGGATTTTTCTGGAGGTGAGCGTTCATGCTCAAGGGGCAGCAGC
ATGGATGATTATCCTGATCTTGGGGTGCTCCATCTGATGAGGCCTTGCTGTTCCTGAAAT
CCATGGTGGCTGCAGATTTAGGCAGCAGTTTATCTTTGTGTCTTCAGCTTGAAAGAAAGG
TAAGATAGGTCAAGCAGATACTTCTTTAAATATGTTTTATTAGATTATGCAATTTATTTT
GTGCATGAGTATTTCACCTGCATGAACGTTTGGTACCTAAGGAAGTCAGAAGAGGATATG
GGATTTCCTGGAAATGGAATTGGAGATGGTTGTAAACCACCATGTGGGTGCTGGGAATTG
AGGCTGGGCCCTCTATGAGAGCAACAAGTGCTCTTAACCACTGAGCCATCTCTCCAGCCC
TCCGGCAGAGTCTTTTTGAGGGATGACCATATCTGTGCAGAGCCTAGAGTCTGAAACAAA
GCAGAGGAGATGACACACTTAAAGTCACAGTAGCAAATTAATGCACAGGAAGTTTGGGTA
GCTTATTTGCTACATATTTTAAAAAATATGACATTTTAGAAATTGGGTTGAAGAAGAAAG
AAAGCATTTGCATGCTACTTCAGGGACAGAATGACTCCAGTTGAAGTGAGTCAACTAGGG
CATGGCACTATTAGGAGACGTGGCCTTGTTGGAGTAGGTGTGGCCTTGTTGGAGTAGGTG
TGACCCTGTTGGAGTAGGTGTGGCCTTGTTGGAATAGGTGTAAGCCTGTTGGAGTAGGTG
TGACCCTGTTAGAGTAGGTGTTTCACTGTGGGTGTGGGGTATAAGACCCTCATCCTAGCT
GCCTGGTAGCGAGTCTTTTCCTACCTGCCTTCAGATGAAGATGTAGAACTCTCAGCTCCT
CCTGCACCATGCCTGGCCTGGATGCTGCCATGCTCCCACCTTGATGATAAATAATGGACT
GAATCTCTGAACATGTAAGCCAGCTCCAATTAACTGTTGTCCTTATAAGAGTTGCTTTGG
TCATGGTGTCTGTTCACAGCAGTAAAGCCCTAACTAAGACAAGTATTATAAATAAGAGAG
GGGTATCGGAGGACAACCCTATTAAAAGTCCAGTAGAGGCTGTGTCAGGGGCAGTTAGCA
CATGTTTCCATGTTGGATGAATTTATGACAGTAGGCCTTTTATCTCAAAAGTAAACATAG
CATGAAGGCAGAGGGCCAGACTTTGTCCCTGTGTTTAGTTCCTCATTGGCTTGAGGCAGG
AGTTAATGGTTGTTAGTGAAAGCATCTTCTCTCTGTCCATTAGACCACAGCAACCCTTGC
TCTCTGTGCTTTCCTCCCTGCTCCCGCCATTCTCCATTTTCCACACTCACTCACTCCTCG
TCTCTCAATCCCTTACTAAAAGGTTGAATGGTGTAGCATTGGTTTCTTGGGAGTGTGCTC
AGTTTAGGGGGCCATCTTTCTAGAGATTATCCCATTTAGGATGGATTTTTATCAGAGCCA
AACACTCAGGGAGGGCAGTGAATGAGAGGTGTGAAATAGGACAAAGTCTACTGTTCTATG
AGTATAAGATACCATGACGAAGCCTGTCACTCTGTATGCTGACAAAAAATTAATAATTAA
AAAAACCTAGAACGACAACATACTTGTCTGTCAAAAGACTTTCAAGGGATCTGCCAGAGG
GGGTGAAATGCATGCGTGCATGCATGCATGTGTGTGTGTGTGTGCGTGCGCGCATGTGCA
TGTACATGTGTGTTAGAGATCAAATACATGCTTGGCTACTGAGCTACACCCCTGCATTTG
AGCCTATTGCAGGTTAGTTTTCATGTCTAGTGCTTATGTTTACTTTTAATTTAAAAAAAA
GTCCTATTTGACATATAATTCATTCAACACGATGACATGTATTAATTGCAGTTGATACAG
CCTCTACTGGACTCTAGAGGTTTTCATCTTACAACATCCTTTTCTTATGTTTATAACACT
AGTTGGCTCAATTCAGTTAGTCTACACTTTTTTTCTTTTTTCTTTAAAGATTTATTTATT
TATTTATTTATTTATTTATTTATTACATGTAAGTACACTGTAGCTGTCTTCAGACACCCC
AGAAGAGGGCATCAGATCTCGGTTACGGATGGTTGTGAGCCACCATGTGGTTGCTGGGAT
TTGAACTCATGAGCTTTGGAAGAGCAGTTGGTGCTCTTAACCGCTGAGCAATCTCTCCAG
CCCCCCCCCCCCGCCCTTTCTTTTTCTTCTACTCCTTCTTCTTCTTCTCCTTCTCCTTCT
CCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCTCCTTCT
CCTTCTCCTTCTCCTTCTCCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCTTCT
AGACAGGGTTTCTCTGTGTAACTCTGACTGTCTGAGACTTGCCCTGTAGACAGACTGACC
TCTAACTCAGAGATTCCCCCTGCCTTGCTTCCTGAGTGCTGGGGTTAAAAGTATGTGCCA
CCACTGCCCAGCTGAACCCAACATTTTCCATGGGTTCTAGGGGGTCGAACTTAGGCCTGA
GCAGTCTCTCCAGCCTCTAACTTATTTTCTTCTTATCCAGACTTCTTAAATAAACATTCA
ACCCTCTGAACGTCACATGTTTAATGGGCTAACCATAGGTTTTCTACATGAAGGCTCAAA
AAAAGATCTTGTTTGGCAAAATTAGGGCTTCTTTCCTTTTCGAGCCTTTAATATGCTAAT
GTGTGGTATGAGGTTCTGAAAGGGAGGCACAGAGCTCAGTGCTTACCAGATGCTTTGGGC
TGAGGTCACTGGACCTCCTATTGCTAAACTCAGTGGCAGTGTAACAGAACATGGCAAAGG
CTCTTAGAAGTCTCCAGGCAGCTCTGTTTTGCACGCAGAGCATGATGGATGGAGTCATCT
TGAAACAGACTTTCTTACTAAGGAAGAGCCACTTAATTCTGTCAGGTCCCAGCTGTGGCT
TGTCTGTGGTGAAAATGCCATAGGTCATTTATTCATTTCACTTTGGTCAGGGCTGAGGCT
GGCTAAGCAGCCAGTTGTAGGTGGATGCAGGAGTCTGCAGGGCACCTGGTGGGAAGTCTG
GGTTCTTGTGTCCTGGAACAAGGAATTGCACCAGGAATTCCTGGATAGTGGTAGATACCA
CACTGGTTTTATTAAGGAAAAAGGTACATCTGAGGATAGAAGAAGGCTAGAGCTGTTTGG
CTTAATGGTGAGTGCTTGACAAATGATTGGATGTTTATACCCTGTTAGCATGGCTTTTGG
GCCATTCTTAGAACAGGAAATGCTCTGTATTGTTCTGTTACAAGATAGACTTGGTAGGGA
GGGTTGTTGGTTTCTTTCCTATGCTAATCTCTGTTCTTTTACATTTAAACACACACACAC
ACACACACACACACACACACTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTT
GGGATGAGGGAGGGAGGGAGGGAGGTAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
AGAGAGAGAGAGAGATCAGAGAACATCTTGAGGTAGTAGGTTTCTCTTCTTCCTTCACAT
GGGTACCAGGGATAGAACTCAAGAGCTTTTCCCTGCTGAGCCATCTCCCCATCTCCCTAA
TCCTTATATGCTAATTTTGATGCCTCTGTTCACTACTCTGCAGCCATAAGACCTCCACTT
GTACCTCTGGTTGCTGAGGCAGCTGTGGCTCTGCCTGGAGGCCACCAATCATTCTAGGAA
GAAGGATAGTGACTTAGTGTTTTCATCGCTGTGAAGAGACACCATGATGATGGCTGCTCC
TTTATAGAGGACAACATTCAGTTGGGGCTGGCTTACAGGTTTAGTTCATTACTATCATAG
TGGGAAGCATGCCAGCATGCAGGTAGACATGGCATGGAGAAGGACCTGAGAGTTCTACAT
GGACTGGCAGACAGCAGGAAAAGCTAGTGAGCCACGGTCTTAGTTAGGGTTTTACTGCTG
TGAACAGATACCACGACCAAGGCAACTCTTATAAAGGACAACTTTTAATTGGAGCTAGCT
TACAGGTTCAGAGGTTCAGTCCATTATCATTAAGGCAGGAACATGGAAACATTCAGGCAG
GCATGGTGCAGGTGGAGCTGAGAGTTCTACATCTTCATCTGAAGGCGGCTAGTAGAATTC
TGACTTCCAGGTAGCTAGAAAGAAGGTCTTATAGCACATACCCCCAGTGACACACCAACT
CCAATAGGGCCACATCTTCTAATAGTGCCACTCCCTGGGCTGAACATATACAAATCATCA
CAGCCACTGAGCCTGGCTTGAGTTTCTGAAACCTCAAAGCTCACTCACTGTGACTCACTG
TCTCCAACACGGCCACACGTCCTAGTGCCACTGTCTAAGCATTCAAAAATTATGAGTTTA
TGGGGACCATTCTTATTCAAACCATCACATTCCACTCCATGACACCCTCCCCCCCCCTAT
AGGCTTATATTCATATCATAACACAGAAATGCGTTCAGTCCAACTCTATCAGTTTCAACC
CCGTGTAAAAGTCCAAGGTCCAAAATCTCTTCTGAGACTCATGGCAGTATCTTAACTGTA
CTCTGCCTATAAATTCAAAATAAAAAAAGCAGATCACATGCTTCCAACATATAATGACCA
GGATATACATGATCATTCCAAGAAGGAGGAGAGGGAGCACAGCGAGGAAGTACTGGACCA
AACAAGACTGAAACCAGCTGGGCAATCGCCAAACTCTACACCTTCCTGTCTAATGTCAAT
GTGCCCTTCAGATCCTTAAGCCCTTCCAGCCATGTTGACTGTCACACACTTCTCTCTCTT
GGGCTGGTTCCACCCCCTCTTAGCAGCTCTCCTTGGTAGGTATCCCATGGCATCTCTAGC
CTCTTGGGTCCTCTAAGGCAATCTAGGCTTCACTTTCACAACTTCATGAAAAGGTCTCCC
TGGGCCTCCATGCAGGGACACTCTTGCCACTCCTGTCTAGCCTCAGCAGCATTCTTCGTC
TCAGAGGGAGATTCCATAACCCCTATCTTGTAGCTTTGACTCTAAAGACAGAATCATGAG
GCTAAAACTGCCAAGTGTTGTTCCTTGCTGGGGCTGCAGTATGGCCTCCTCATTCAAATA
CATTTCCACCAGCTTTCTGTTTTCAATGGTTTCCTTAATTGCTTAAGCTTGGCTGTCTTG
GAACTTGATCATAGACCAGGCTGGTCTCAAATTTAGAGATCCCCTGCCTCGGCCTTCTGA
GTGCTGGGATTAAAAGTGTGTACCATGCACCTGGCCTTAAGTTTTTTAAAACTTCCTCTG
AACAAGTTGGAAACTTAACTGGGTGGGGACTTGCTCTGAGGTCACCATTCCCTTTATCTC
TTGGCCTCAGGCTGTTCTTTAATCTGTTTATACTTCCTGGCACCCCTTTCTTCTCAAACT
GTATACTTTGCATTTCCCTTCCTCAGCTTGTTTCTTTTCAGTATAGATCTGCATAAGACT
GGCCACTGATCACCATACAACTTGGTCGACAATAAGCTATTTTGAAATCTCCTCTGTCAA
CACAATCCAAAACTTTTGAATTTAATCTCAGGCAGACTTTTTTGGACAAAAGCAAAATGC
AGTCACATTCTTCACCAAAAAAGAGTGCTCTTTAGGTCACATAATAATATTCTTCTCTAA
AACCTCTTAAGCTGGGCCCTCACAGTTCCAATCCTTTTCAGCACCACTGTCTTTCATGCT
CCTACTAATATGGTCCATTAAGCCCTTCTCAAAGCATTCAACTGCTTTCCTAATCCAAAG
TCCCAAAGTTTACATTCTGCCAAGAAGAAGCCACATGGTCAAGCTTATCAGAGCAACACC
CCACTTCTGGTACCAACTTCCATCTTAGTTAGGGTTTCTATTGCTGTGAAGAGACACCAT
GACTACAGCAACTCTTATAAAGGAAAATATTTAATTGGGGATGGCTTACAGGTTCAGAGG
TTCAGTCCATTAATGTCAGGTGGGAAGCATGGAAGCCCAAAGGCAAGTATGGTGCTGGAG
AAAGACCTGGAAGTTCTACATCTGGACTGGCAGGCAGTAGGAAGAGTAAGTGAGCCACCC
AGCCTGGCTTGTGCTTCTGAAACCTCAAAGCTCCCCCCACTCCCTTCAGGAAGGTGTCTG
GGAACGATTTACCTCCTAAATGTGCTCAGAGATGTTGTGTTTTTCCTGTAACAATTTACT
TGATTGTTCTCAAGGATGTGATATTTCTATTTGTGGGATGCTTTGTTGTTCTCCTGTCCA
TTTCTCACAAAGCTGGGGATAGGAATAGCCCATTCCTGGACTAAGATCTTGGAGGATGCT
CTAAGACAGATATGCTTGGGTCTGAAGTTAGTTAGGGGCAATCCTGATTCACAGTTAGCT
TCTTAGTGAACTGAAAAAACACTTGATACTTTACTAATATAATGTATAGGACCTGTGTTA
GGTTTCTCCAGCAAAATGGGACGGAGAGGGAGAGGGAGAGGGAGAATGAAGCAGGAATGT
CTAAGGTTTATATGAGGTCATCAGGCTGGAATTTCAGGTAAGAATTACAATTGATGTCTG
GACTCCAAATCCCTCAAGTGAGAAACTGAGGCAGGGTTTCTCTGTGGCAATCTGGTTGAA
GAAAAATTTCTTCTACCTTGAGAAACTGCAGTCTTTACTCTCAAAGCTTTCAAATGAAAG
GACCCACACACAATATGGAGAATCACACGCTTTATGCAGAACACCAATCACATAAAGAAT
GTGTCTCCACAGAAGTATCTCCAGTGGTATTTGGCCAAATGCAGGGCATTTTAGTCTGGC
CAAGTTAATGCACACAGTTAACTATCACATGGGGGAAAACTTATCAGTTTTTAAAGGTTA
CTGAGGGCTTGAGAGGCTGAGGCAGGAGGATCAAGTTTGAGGTCAACCTGGGTTACATGG
CAAGACCTTGGTCTAAACAGTTATTATTATTTTTTTAATTTGAAGAAAAATTTAAAATTT
GAAAAGGCATACGGAGCAGCTGATGTTTCTCCAACATCATCCCGGTGTGGGGAGGTAGAG
GCAGAGGATCAGGAGTTCATGTTCACCCCTAGCTTTATGCTGTCCATGGTTCATCATCTC
TTATGGCCCATATTAGTCATTGTGCCATTCAAAAGCCACAGAGCAAGAGAAACATGTTTC
ACAGCTCCTACTGTATCCTGGACCCTAGGGATGCAACAGTGGCAAGATGTGGTTTCTGCT
CTTCATTGTGAGCTGACTTGGCTGAGGCTATAAAGCAAAGGTGCTTTGTGAAATTCAGAG
AGGATAACGTAAGGTAACTCAGAGATATGCACAGGAAGTTGCATATTTGCAATAAAGCCA
CACACAGCAGAACTATTAGATCCAGGCACTCACTCAACGTGGATTCTGGGCTCTTCAGCT
CTGATCTCTTCAGCTCTCATTTGCTCAGACTGTCTATGTCCAGCAGATGGTGCCAAATGA
CTGTCTGCAGTCAACTGGCAGTCCCTCTCAGGGAAAATCCAAATTGAGCCTATGAAAGAA
AGGTCAGCATTTTTAAGGAAAGTGCTCTTTGTCAGACTAAGACCTTTTAATTTGTCCCAT
TTTAATAGTACATATGTATCAAGATAAAAAAAAAACAGACAAGGAAATGGCCTCCTTTGC
TGGGATTGTGGAATTGTAAGACCCCCGAAACTGGGGAGACCTCCGCTCAAGTCCCGGGTT
GAGCTGGTCGGCACCCCGATAACACCTGATGCAAACTGCAAGACGCTTTATTGTCAGCTA
GCTGAGGGGAGTTCGATCTCGAGCGGTAACAGTAGGGGGCTTTTAACAGCTAGCTGAGGA
GTTGGGAGGAGTTTGGCTACAGCTCTTCTCTGGCGGGTGTCCTTGGTAAAATAACAAGGC
ATGAAGAGTGAGGAGTGAGCTGTAGCTCTTCTCTGGGGAATCTATCTCCATGTCCTTGGC
ACAGGGAGCCAAGCAAGCGCCTGGCTAGGTCTCCCCACAATCATCGAGTCTCTGGCTGTA
AGGCACAGAAACAAAAAGACTTTTTGTTGGCTATAGAGAACAAAGAGCTTCTTTCTGGCT
GTATTTTAAGAGATCAGGGAAAACAAGCTTGGGGAATGTCCAGGGGCTTTACCTTTCAGG
GAGAAACGCTCTAAGTCGGGGTCTCACAGAATTATGGGAACAGAGGTCAGGAAGTACTTC
AGTAAAACAGCACCCCAATATAGACTGGCATATGAAACTCCAATGACTGAGCATACACGT
GTGTATTCATATATTTTGAGTCTACACTTGTATAGAAGTGTATGTATCATGTATGCATAT
GTACATACGTGCCTGTGTGTGAATATATGGGTAGAAGTCCAAGTGTGTGCGTTTTTGTAA
TGTGTCTGTATGTGTTGAGTATTTGCAAGTAGGTGCCTATGGTCACATACAAGCATACTC
ATGGTGTATGTGGAGTGCCTGTGTATGATTGTGAGGAATATGAGTGTGAGTGTGCACATG
TGGATGTGTATATCCATGTGTGACTGTGTACACGTATATGTTTACTTTTGGGAAAAATTA
AAAAATAAAATAGATGAGGAATGGAAGGTTTGACATATTTTTAAAGGGCAAAGGTACAAT
TGTTGAGGCAGTGGAAATTGGGAGGATGGAGCCTAAAAACCGAGAAGGACTAAAGCCTCA
GGCCTTAGCCAACCTTACTCAGAGCATCAGACAATCTATACTCTGAGAGTTAAGAAGAAT
CGAATGAGTACAGTTTACAATCACAAAGACAAACCACACATGGCGGTAACATGTCTGTCT
ACACGGACATAAAACCAAACAATAGCCAGCTCCAATGAACAATCTGAAGTCAACTCCCTC
CTACCCACCATACTTGGGAGGGACATTTAATCACATTTCAGAAAGAAGTTGGCATTTGGA
AGAAACAGGTCACAAAGACTCTTGTTTACTTGGAATTTTCTCACACGAACTCAGAATTCT
TCTTATCGGACTCCATTTTTGGAAAGTGTTCTGACATAAAATACTTAGAACTTCCTAAGA
GAGTTAAGATATTGGAGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTATGTGTGTGTGTGTGTGTATGTGTGTGTGTATGTGTGTGTGTGTGTGTATGTGTGTG
TGTGTGTATGTGTGTGTGTGTGTGTGTATGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
TGTGTGTGTGTGTGTGTTCAAGTGAATATGAGAACCAGGCCTTGATAGAAAGGCATTCAT
TAGAAGTCCCAAAGAAATGATTCAAACCTGCTTTTGCCCAGTCATCTTGGAAGAATATTG
TATAAATGGAAGTTTGGGGGTGAGTGGGGCTCCAGCTCATTCAAGGACCATCCTGTGGAG
TTAGTCATTTCAAGAGACACAAGTCCAGTGCTCCTAGATCTGGGACTGGCTCCACTGACA
GGGTCCTGCTAAAGAAGGTAGGCTGGGACAGGAAACTCACTGGTGAATTCAAATAGCCAA
CGTGAGCTCACATTCTCTTTGTGAGGCTTTTATAAGCTCTCACTAAAATAAAGTCTGTGA
GTCTGGAATGTTAGTGCTCAGAAGAGAGGCAGGAGGATCAGGGTCAAGACCCGTCTAGGC
TGCCTAGTGAGACCTTGCTTCAGATGGGACAAAAAAAGTTGTCAGCTGATAAAGTAGAGA
ATAAGATGCCATGCAGTGCCATCTGATGTGGCAGAGGAACCTAAGGCTTAGTTAAGAAGC
CACTTCTGGGGACTGGGGGTGGGGTATAGCTCAGTGGTACAGTGAGTGCTTCTTCTGCAA
GAAGCCCTGCCCTGGGGGATTACACACACACACACACACACACACACACACACACACACA
CACACACACACACACTTACTTCAATGTCCCATCACCTACTCTGAGACATTTCAGAAAGAA
GACAAAAAAGAGCATCCGGAGGCAGTGTCTTTGGAGCATCAGCATCAGGAAATGAAATGG
CTATCATGCTCTACCCACCCTCATCCCACCATTTCAGTTGCCTCAAAACAGGAAAGCCTG
TGTCTTAAAGAACACCATACAGCTACTAGGTTGGGTGTAGTTACAAACTGTAGGAAAGGA
ACAGTCTTTATGGTTTCTTCTAATTAATAATTTTAGAAATCATCAAACCATGAAAGATTT
CCTAGTAAATCAGTGACACAATTCTGTGTTCTAAAGACTTACCAGCTGCTCTTAAAGGTA
CAGGTGCCCACCCGAGTATCATATATATGACCATATATATGTACACAGAGTATATGTCAC
ATATAATGTGAATAATTATGTTAGATGGCAAGTACTGAATATATGTATGTATATATGTGT
GTATATATATATATATATATACATATATATATATACACACATACATACATACATACACAC
ATACATACATATACATCACAATGCTGCAGGAATATGTGTGTTTATGGGTACATTTTTCTC
ATTTTTTCTTTCAGATAGGTATTATGCCTCATAGGCAGGCCTTCAGGCTCAAGCTGTAAT
GGAGAGGATGACTTTGAAATCTCAATCCTTCTGCCTTCACGTCTCAAGCATTGGTTTCAG
AATTTGTCACCATGCCTAGAGACTGTGGACCTCTGAAGGAAGTCCTGTGAACACAGACCA
GAGGGCCTGAGGGAGGAGCAGCTGGTCCGTGGCTGCAGTGGGATGTTGTCTGGGCATCCG
TGGCTGCAGTGGGATGTCGTCTGGCCGTCCGTGGCTGCAGTGGGATGTCGTCTGGCCGTC
CGTGGCTGCAGTGGGATGTCGTCTGGCCGTCCGTGGCTGCAGTGGGATGTCGTCTGGCCG
TCCGTGGCTGCAGTGGGATGTCGTCTGGGCGTCCGTGGCTGCAGTGGGATGTCGTCTGGC
TGTCCGTGGCTGCAGTGGGATGTTGTCTGGGCGTCCGTGGCTGCAGTGGGATGTCGTCTG
GCCGTCCGTGGCTGCAGTGGGATGTTGACTACTGATGAGCAGTGCACAGGAAATTAGTGG
AGACCGAGGAGAAGAGTTAGCGTTACGTTTTCCTTCTAAAGCATGAACATGGTTAATATT
CCTTAGCCTACACTAAAGATAGCCAGGCAGCAAAGCCAGGCTAGGGATTACAGCTCTAAT
CTCATTAAGTACTTCCAGAGGAGAATTGAAGGAGGAGAGGCCTGACTCAGCAAAATCCAC
TTGGTTTACAAAGTATTTCTGCTTATGTGTATGAGTGTTTTGCTTCTACGTATGTACCTT
ATGTGTGCCTGCTGCTCACGGAGGTCAACAGAGAGCATGGGCTCCCCTGGAACCAGAACA
TCTGGGTTCCGGGAACTGAACCTGAGTCCTCTGCAAGACAGAGAGTGCTCTTCACTGCTG
AGCTATCCCATAAGCCCCCATGCTTTCTTTTGATTTAAAAGAGTCCATTTGGTGTCAGTA
CCAAAAAGCAAAATTAGGGGGCTTGATGGGTGGCTCCTGTGGCGATTTATGGTAGCCCAC
AACCATCTGTATTCTAGTTCTAGAGGAGCTGACACCTCTGGTCTCTATGAATACCAGGTT
CCAACGTACGCATCCAGTGTATGTGCACTGACATATATGCATATCTACACCATGTATACG
AATTAAACACACTGCTCATAATTGCGAGGGAATGCTGGTGCGGTGAACCTACATGGCTTA
CTGTCTTCATCATAGAATTATGCCTGCTTTGTCCAGTGACTTCCAAAAGTTAAAATTTTG
ACAGTGAGGCATACAAAGAATGTAAATACGTATAACCATAGACGATATTAGGCCTGCCTG
AGGTCAAGGGAGGTATATTAGTATGATTAAAAATTACTTCCGATTTTAACAGATGTTTAT
ATTTATAAATATACTTATATTCTTCTGCTTAAACATGCTATCTTTCTTCCCTATATTTTG
CTGACTTTATTAGACATGTATTAGTTAGCTTTCTAGTTTCAATAACCACACAGCTGAAAG
GTGCAATTTAAAAACGGGAGGATCAGGCAAGAGAGGTGGCTCAGCAGTTAAGAGCACTGA
CTGCTCTTCCATGGTCCTGAGTTCAAATCCCAGCAACCACATGGTGGCTCACAACCATCT
GTAGTGGGATCCTGTGCCCTCTTCTGGTGTGTCTGAAGAGAGTAACAGTGTACTCACATA
AATACATTTTTTTAAAAAGGGGGAGGATGGATGTTGGCTCTCAGTTTCAGAGCTCTCATC
TACCAGGGCAGAGAGGGTGTGGCAAACAGAGACATTCACAGGATGACAACAGGAAGCAGA
GGAGAGGGAGCACAAGCATGGATGACTAGGGTAAAATCACTCCTGAGGACATTCCCGCAG
GGACCCGTTTCCTCTGTGAGGCCCTGCCTCCCACTTTTCAACACTTTCCACAGTTTGGTC
AGAACCCTAGAATCTGCCTGTAAAGATGCCCTCATAGACACACCTGAGGGCAGACTTTAC
CAACCTCCTACCTGTTTATTATTAATCAAGCTGAAAATTAGGGCTTAGCATCTGTGTTGG
TTTGAAAATGCCTGCCCCAGGGAGTGGCACTATTAGGAGGTGTGGCCTTGGTGGAGTAGG
TATGGAGGAAGTGTGTCACTGTGGAGGTGGGCTTTGAGATCCTCTTCCTGACTGTTTGGA
AGCCAGTTTTCTCCCAGCTGACTTTGGAACAAGAGCTAGAACTCTCAGCTTCCCAGTGCC
ATGTCTGCCTGCACTCTGCCATGCTTCCCACCATAATGACAATGGACTGAACCTCTGAAC
CTGTAATCTAGCCCCAGTTAAATGTTGGTGCTTCACAGAGGTGGTATAGTCCAGTGGGTA
GAGCAGACTCTGGAGCATGGTGATTGAGTTTTCAATACCAGGCCCATCTTATTGCTTGTG
TGTCTTTGTTGCAGCCATTTAAACTTGAGTGGTTCAGTTTCCTTGTATGTAGCCATGAGA
GGGTTATGATGACCGAATGCCTCTGTGCACATTTATACTCACACATGTGTGGAAGCCGTT
CAGATTGGCCTAGACTAAGATCAGTGGCAAACAGGGACGTGACTGTTTTGTTTTCATGGA
GTATACAGGTAGACTGGAGATTCATGAACTATACTTGAAAATCAAATATAAAACGGGGCT
GAAAAGAATCCTCTTTTCTTTTTTCTTTGTGACAAAAACATTTAAGACTCTGTAAGAATG
TATAATATAAAGCCATGTTGTGCTCATTTAAAACTTAAGACTAGCAAGAGCCAGGACACA
GGACGTGGTGAAGTTGCTAACAGCACATACTGGGTCTGGGGAGATTCTCAATCAGGACAG
CACTTACCATGCAAGCACAAGGCTCTGAGCTTGGCTCCCCAGCACCAGCAGGAAAAGCCA
AGTGTGGTAGCATTGTCTATAGTTCCAGCATCAGGTTGATGTCGAGGGAGGGCAGAGAGA
GGAGCTCCTTGGAGTTCCCTGGTCAACCAGTGAGCAGAATCTATAAGCTCCAGGTTCAAT
GAGAGACCCTGTCTCAAAAGCCAAGATAGAAAGCAATTGTTGGCATCTTACCTCCACATG
TATGTATACACATGTACAATATGTACACATACATATGCTGCACATATATACAAAGTGTGC
TGGCAAGTCTTATGTCATACAAGCTAGAATTATAAGAAAGGAAGAAACCTCAATTGAGAA
AATGCCTCCATAAGATCCAGCTGTAAGGCATTTTCTTTTTTTTTTTAACATGTATTTATT
ATATGTAAAGTACACTGTAGCTGTCTCTCATTATTGGATGGTTGTGAGCCATCATGTGGT
TGCTGGGATTTGAACTCACGACCCTTGGAAGAGCAGTCGGTGCTCTTAACCACTGAGCCA
TCTCTCCAGCCCTATAAGGCATTTTCTTAGTTAGCAGCTGGTGGGGGAGAAGCCACCTCA
TTTTGGGTGAGGCCATCCTTGGGCTGGTGGTCCTGGGTTCTATAAGAAATCAGGTTGAGC
AAGCCATGGAGAGCCAGCCAGCAGGCAGCACCCCTCCATGGCTTCTGCATTAGCTCCTGC
ATCCAGGTTCCTGCCTTGAGTTCCTTCCTGACTTCCTCCAATGATGGATTGCAATGTGGA
AGTGTAAGTCAAACATTTGCTTTTGGTTTAATCACAGCAATGCTTACCATAACTGAGATA
CAAGGCACACTGTGTTTTCCCATGCAATGGGCAGGCCACACATTTGGCTTTAAGCTTCGT
AGCAACCATTGCTGAAAGGGAAACCTGACTGGTTACTCATCAGATTAAAAGAGGCAATTG
CTCAGGAGAAGTGTTAATGCTTATGTTAAGACCGTACACTGACACATTTCATTATTACTT
TTGAGCACTATCTTTGAGATGAGGCTGCATGGTTACTAAACAATATCTTCAGCCTCTTTT
TAGGAAATGAGCTGGATTTCCCAGGAGTATGGTCTATAATATTTCTCACTCAACCAAATC
ATTGCAGCAATCAACCATCAACAGTAACCAACTAACAACCCACCCCACCTCACAGGGCCC
TAGCATTATATAACCTCTGAGAAGTCCCCAGAATTCCAAATGTCACTCAAATGCAGAAAC
TATCTGCTGCTGGTAAAGTCACACTAGAGCATGAGGCAAATAATAGTCAGCTGCTGTGGA
CAATCTGAAGCCCCCTATCCCACACCTAGGATTAAAATGAAAACAGATTCTCTCTCTCTC
TCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTGTGTTTAAAGAAACTAAAC
TTCCAAATTTGTCACTGCACTTGGGCCCTGTTGTTAAGGGATTCACATTCTACCAAGGAA
GGGGTGGAGTTCATACCCCTGGGGCTACTACATGTTAGGTACTGTTTTAGGTCTTTTACA
TACACTACTTAATTTTATTGACACGTATGAATGTTTTATCTACATGTATGTCTGTGTACT
ATAAAATCCAAAATAAATTCAAGACCACCTAGCCCCTTTCCTCTCTGAAGGGACTTTCCA
AACTATATTAGCAGGCCAAGTGCAGAGACATATAAGGAAGCCGGCCGATTAAACAATGCT
GAAAAAGCCATAAGGGCAGGCTGAGTGAGAGAGCAGGCCAAAGGTCTGGTGCAAACCACC
CCATGCAAACCAACCAATGCCTGAAAGGATTTCTTGCAACACCAATTAGAATAAGCCAGC
TAGACATGTTGCCTAAATCTGCCCCTTACAAGGTATAAAAAGTGTGTTCTTTGTTTGTCC
AGGGTCTCCTCTTGCCAGCGTGCTAAGGGGCCCCAACACATTGGATCAATAAAAACCCTC
TTGCAGTTTGCAGCGATCTTGGTCTCTGTGGTCTTTGTGAGTGAGGGTCTTTTGGCAGAC
TCCAACAGTACCATTTGGGTGCCTAGTACCTGCAGAAGCCAGAAAAGGGCATTGAATCAG
TTCTACAGAGAGATGGGGTTGACCACACATGAGGCAGTTACTCTATTAAAAAGCCAGGGT
CTCATTCTGGAACCCAAGTTGTCCTAGACCTGAGATCCTCCTGCCTCAGCTGAGATTATC
AGTACACACACCACACTGGCCCCCAGAGTTTTAAGGAGATGTAGAGTGTTCTCCACTCTG
CTTTATTGATGTGACAGAGGTTTTCAGATTCGAGGGACTTAGCCAATAAACATTTACTTC
TCATCTGTGGAATAGCACAGGGGAGGTGTTCTGAGGCAGGAGGTAGAGTGTAAGTTTGGG
TACAGATCTATTTCAAAAGTAAAAGGTTGGGCTAGTGAGATGATTCAGACAATAAGGGAG
TTTGCCACCAAGCCAGACAACCTGAGCTTGATCCCAGGACCCACATGGTGGAAGGAGAGA
ATTGATACCTGCAAGTTGGCTCATATGTAAAACTCAAACGCATGCGCGCATGCATGTGCG
TGCACACACACACACTCATGCATGCATGCATGCACACATGCATACATGTGTGTGCACACA
TGTACACACACATGTTAATTTTTTAAGTCAAAGATGAACACTGAAGAAGGCTCCATCACC
TTCAATATTTGGCTTCCAAAGCTATCTTGATATCAATGCCTGAGGGAGGGAGAACTGAGC
AGAGGAGAGAACAGAGAGGGCTCACCTAAGGTCAGCACCACACACTGGGAAATGTCTTGT
TTCAGCAGCCTGCCTGCACGTTGGGACCAGAGCATAGCACCCAATTTTGACAGTCAGTTA
================================================
FILE: deeptools/test/test_data/test_paired2.fa.fai
================================================
chr2 5010000 6 60 61
================================================
FILE: deeptools/test/test_data/test_paired2.sam
================================================
@HD VN:1.0 SO:unsorted
@SQ SN:chr2 LN:5010000 M5:5c3b7fcdfff29abcc880fdec2817dd6b UR:./test_paired2.fa
HWUSI-EAS616:7:89:1518:3543#0 99 chr2 5000001 255 36M = 5000064 100 TGTAACAATTTACTTGATTGTTCTCAAGGATGTGAT S\dbdcfaaccbbcccc^dcdc^c^YaaabaaWdaa XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:89:1518:3543#0 147 chr2 5000065 255 36M = 5000001 -100 AGGTCATCAGGCTGGAATTTCAGGTAAGAATTACCA R]bT]`eRd^db]baY`W_W^_\]\_XZUZVVNVHU XA:i:1 MD:Z:34A1 NM:i:1
HWUSI-EAS616:7:93:7807:15274#0 163 chr2 5000304 255 36M = 5000676 408 GAGAGGGAGAGGGAGAGGGAGAATGAAGCAGGAATG hhhhhhhhhehhhhhhhhhehhhhghhhfhhhfghh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:21:17769:5446#0 163 chr2 5000385 255 36M = 5000496 147 TTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG hhhhhhghhhhhhhhhhhhhhfhhhhhhhhhgghdh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:49:8992:4457#0 99 chr2 5000385 255 36M = 5000496 147 TTACAATTGATGTCTGGACTCCAAATCCCTCAAGTG de\dc\fffdf^cdfe\cff_ffffffdafgcgggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:21:17769:5446#0 83 chr2 5000496 255 36M = 5000385 -147 TACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC ghhahhgghhdffccfhhhhhhhghhdfffffdfff XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:49:8992:4457#0 147 chr2 5000496 255 36M = 5000385 -147 TACTCTCAAAGCTTTCAAATGAAAGGACCCACACAC hehhhhgghhgchhghfhhfafhhffhhhhhfdfff XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:86:18020:6752#0 99 chr2 5000560 255 36M = 5000906 382 AACACCAATCACATAAAGAATGTGTCTCCACAGAAG hhgahhhhhghfhhhhhghhhh_cghfhhfhchghh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:93:7807:15274#0 83 chr2 5000676 255 36M = 5000304 -408 AAAACTTATCAGTTTTTAAAGGTTACTGAGGGCTTG hhhghhhhhghhhhhhghhhghhhhhhhdhghhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:64:3102:21101#0 99 chr2 5000737 255 36M = 5001136 435 TTGAGGTCAACCTGGGTTACATGGCAAGACCTTGGT hhhhhhghhhhhhhhhfhhhhhhhhhhhghhhhhgf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:36:16424:18394#0 163 chr2 5000820 255 36M = 5001193 409 TGAAAAGGCATACGGAGCAGCTGATGTTTCTCCAAC hhhhhhhghhhhhhhhhfghghhfhgdhhgehhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:50:18110:21009#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT ffffccafacfffcfahffdfaffc`a`^`ddfdh] XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:111:14171:9899#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT hhhhhhhhhhhhhhhhghhhhhgefhhhhhhhhhgh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:114:18552:5841#0 163 chr2 5000822 255 36M = 5001123 337 AAAAGGCATACGGAGCAGCTGATGTTTCTCCAACAT hhhhhhhhhhhhhhghehhhhhhhhhhhfhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:8:2829:6484#0 99 chr2 5000835 255 36M = 5001214 415 AGCAGCTGATGTTTCTCCAACATCATCCTGGTGTGG hhhfhhhghhhhhhghhhhchghhghhhghhghhhh XA:i:1 MD:Z:28C7 NM:i:1
HWUSI-EAS616:7:4:16767:6127#0 163 chr2 5000856 255 36M = 5001242 422 ATCATCCTGGTGTGGGGAGGTAGAGGCAGAGGATCA hhghhhhhhc^edeec__]_cfccfdfffW_fdad_ XA:i:1 MD:Z:7C28 NM:i:1
HWUSI-EAS616:7:66:4289:12506#0 99 chr2 5000868 255 36M = 5001183 351 TGGGGAGGTAGAGGCAGAGGATCAGGAGTTCATGTT hhhhhhhhdhhghghggghhehhhhhehehfhhhfh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:86:18020:6752#0 147 chr2 5000906 255 36M = 5000560 -382 CCCCTAGCTTTATGCTGTCCATGGTTCATCATCTCT hchhfdhghhfghfahhhhhhhhfhhhhhhhghheh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:23:8152:13433#0 163 chr2 5000926 255 36M = 5000988 98 ATGGTTCATCATCTCTTATGGCCCATATTAGTCATT hhhhhhhhhhhhhhhhhhhghhhhhhehhhhhhehh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:103:13675:10395#0 163 chr2 5000926 255 36M = 5000988 98 ATGGTTCATCATCTCTTATGGCCCATATTAGTCATT ffffahhhhfffgfhffh]f]fddfd_fffdcfff\ XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:106:13391:17723#0 163 chr2 5000938 255 36M = 5001303 401 CTCTTATGGCCCATATTAGTCATTGTGCCATTCAAA hhhhhhhhhhhhhhhhhhhghhghhehhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:23:8152:13433#0 83 chr2 5000988 255 36M = 5000926 -98 AGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC hhhhghghhhhhhehhhgdhhhhhhghhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:103:13675:10395#0 83 chr2 5000988 255 36M = 5000926 -98 AGAAACATGTTTCACAGCTCCTACTGTATCCTGGAC f_ffcfdddcaV`XZa[dadcaWcadddaccd[fcf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:116:8653:16765#0 99 chr2 5001011 255 36M = 5001141 166 CTGTATCCTGGACCCTAGGGATGCAACAGTGGCAAG hhghghhhhfhhhhhhhhhhffhhhhgghghfhfhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:81:1971:19006#0 99 chr2 5001026 255 36M = 5001396 406 TAGGGATGCAATAGTGGCAAGATGTGGTTTCTGCTC hhhhhhhhhhhghfhhhhhhghhhhhhghhhhhghd XA:i:1 MD:Z:11C24 NM:i:1
HWUSI-EAS616:7:39:11820:4528#0 163 chr2 5001051 255 36M = 5001401 386 GGTTTCTGCTCTTCATTGTGAGCTGACTTGGCTGAG hhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:25:4767:20646#0 163 chr2 5001115 255 36M = 5001378 299 TCAGAGAGGATAACGTAAGGTAACTCAGAGATATGC ghhfhhcaahe^d`ebfddc^ad`dada[cVb`^^c XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:2:14523:20268#0 163 chr2 5001116 255 36M = 5001234 154 CAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA ghghhhhhfgchghcecfchhchhhghchchehhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:79:5441:2939#0 163 chr2 5001116 255 36M = 5001234 154 CAGAGAGGATAACGTAAGGTAACTCAGAGATATGCA ghcghfhhhchhhffffaffffacffa_f[fafcaf XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:50:18110:21009#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG \Z_aa^XY^aa\aaaa\^S^cd^dddYccffb\f_f XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:111:14171:9899#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG hhghhhhhhhhhhhhhhhhhhhhghhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:114:18552:5841#0 83 chr2 5001123 255 36M = 5000822 -337 GATAACGTAAGGTAACTCAGAGATATGCACAGGAAG hhhhhhghhhhgghhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:64:3102:21101#0 147 chr2 5001136 255 36M = 5000737 -435 AACTCAGAGATATGCACAGGAAGTTGCATATTTGCA afghhhhgghgehghghhhhhhhhhhfhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:116:8653:16765#0 147 chr2 5001141 255 36M = 5001011 -166 AGAGATATGCACAGGAAGTTGCATATTTGCAATAAA hhhhhhhhhgghhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:66:4289:12506#0 147 chr2 5001183 255 36M = 5000868 -351 CACAGCAGAACTATTAGATCCAGGCACTCACTCAAC hghhhhfffcfddfbdhhhfhhhhhghhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:36:16424:18394#0 83 chr2 5001193 255 36M = 5000820 -409 CTATTAGATCCAGGCACTCACTCAACGTGGATTCTG dbddcbfhehhehffdghhghhggghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:8:2829:6484#0 147 chr2 5001214 255 36M = 5000835 -415 TCAACGTGGATTCTGGGCTCTTCAGCTCTGATCTCT ghhhhhfhhhhhhhhhhhhhhhhhhhhhghhfhhgg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:3:9592:15607#0 163 chr2 5001227 255 36M = 5001568 377 TGGGCTCTTCAGCTCTGATCTCTTTAGCTCTGATTT hhhehhhhhhhhhhfhhhhghghhhhhhhhhhhhgh XA:i:2 MD:Z:24C6C4 NM:i:2
HWUSI-EAS616:7:2:14523:20268#0 83 chr2 5001234 255 36M = 5001116 -154 TTCAGCTCTGATCTCTTCAGCTCTCATTTGCTCAGA aagggggffgaffafcafeafaggcgaggcgfeggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:79:5441:2939#0 83 chr2 5001234 255 36M = 5001116 -154 TTCAGCTCTGATCTCTTCGGCTCTCATTTGCTCAGA gdd`baWfafedd`ae`dKadfcfffaaffdfffff XA:i:1 MD:Z:18A17 NM:i:1
HWUSI-EAS616:7:4:16767:6127#0 83 chr2 5001242 255 36M = 5000856 -422 TGATCTCTTTAGCTCTGATTTGCTCAGACTGTCTAT fggfggaffffcefgaffddf_^ggggeggfgcgdg XA:i:2 MD:Z:9C6C19 NM:i:2
HWUSI-EAS616:7:106:13391:17723#0 83 chr2 5001303 255 36M = 5000938 -401 GTCTGCAGTCAACTGGCAGTCCCTCTCAGGGAAAAT hhhhhhhhhghghhhhhhhhhghhhfhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:25:4767:20646#0 83 chr2 5001378 255 36M = 5001115 -299 GAAAGTGCTCTTTGTCAGACTAAGACCTTTTAATTT gffff_ggaggfaffca^_a\ffd`afgcggggggg XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:81:1971:19006#0 147 chr2 5001396 255 36M = 5001026 -406 ACTAAGACCTTTTAATTTGTCCCATTTTAATAGTAC hhhhhhghhhhhhhhhhhhhhhhhhhhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:39:11820:4528#0 83 chr2 5001401 255 36M = 5001051 -386 GACCTTTTAATTTGTCCCATTTTAATAGTACATATG hhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:29:12313:10611#0 0 chr2 5001492 255 36M * 0 0 AATTGTAAGACCCCCGAAACTGGGGAGACCTCCGCT fd]aeecaaWcdfd_ffffcZ[aaa_\Z]`Z^Z___ XA:i:0 MD:Z:36 NM:i:0
HWUSI-EAS616:7:39:11820:45288#0 16 chr2 5001701 255 36M * 0 0 GACCTTTTAATTTGTCCCATTTTAATAGTACATATG hhhhhhhhghhhhhhhhhghhhhhghhhhhhhhhhh XA:i:0 MD:Z:36 NM:i:0
================================================
FILE: deeptools/test/test_heatmapper/group1.bed
================================================
ch1 100 150 CG11023 0 +
ch2 150 175 cda5 0 -
ch3 100 125 cda8 0 +
================================================
FILE: deeptools/test/test_heatmapper/group2.bed
================================================
ch1 75 125 C11023 0 +
ch2 125 150 ca5 0 -
ch3 75 100 ca8 0 +
================================================
FILE: deeptools/test/test_heatmapper/make_test_data.sh
================================================
computeMatrix reference-point -a 100 -b 100 -S test.bw -R test2.bed -o master.mat.gz -bs 1 -p 1
# unzip but keep original gz file.
gunzip -f -c master.mat.gz > master.mat
# test referencePoint center
computeMatrix reference-point -a 100 -b 100 --referencePoint center -S test.bw -R test2.bed -o master_center.mat.gz -bs 1
# unzip but keep original gz file.
gunzip master_center.mat.gz
# test referencePoint TES
computeMatrix reference-point -a 100 -b 100 --referencePoint center -S test.bw -R test2.bed -o master_TES.mat.gz -bs 1
# unzip but keep original gz file.
gunzip master_center_TES.mat.gz
computeMatrix reference-point -R test2.bed -S test.bw -b 100 -a 100 --outFileName master_nan_to_zero.mat.gz -bs 1 -p 1 --missingDataAsZero
gunzip -c master_nan_to_zero.mat.gz > master_nan_to_zero.mat
computeMatrix scale-regions -a 100 -b 100 -m 100 -S test.bw -R test2.bed -o master_scale_reg.mat.gz -bs 1 -p 1
gunzip -c master_scale_reg.mat.gz > master_scale_reg.mat
plotHeatmap -m master.mat.gz --outFileName master.png
plotHeatmap -m master.mat.gz --outFileName master_relabeled.png --regionsLabel uno dos
plotHeatmap -m master_scale_reg.mat.gz --outFileName master_scale_reg.png
plotProfile -m master.mat.gz --outFileName profile_master.png --regionsLabel uno dos --plotType std
plotProfile -m master.mat.gz --outFileName profile_master_heatmap.png --plotType heatmap
# for tests with multiple bigwigs and multiple beds
computeMatrix reference-point -R group1.bed group2.bed -S test.bw -b 100 -a 100 --outFileName master_multibed.mat.gz -bs 1 -p 1
gunzip -c master_multibed.mat.gz > master_multibed.mat
computeMatrix 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
gunzip -c master_extend_beyond_chr_size.mat.gz > master_extend_beyond_chr_size.mat
computeMatrix 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
plotHeatmap -m master_multi.mat.gz --perGroup --outFileName heatmap_master_multi_pergroup.png --samplesLabel file1 file2 file3 file4
plotHeatmap -m master_multi.mat.gz --colorList 'white,blue' 'white, red' --zMin 1 0 --zMax 4 5 -o heatmap_master_multi_color.png
plotHeatmap -m master_multi.mat.gz --colorMap Reds binary terrain --boxAroundHeatmaps no -o heatmap_master_multi_colormap_no_box.png
plotHeatmap -m large_matrix.mat.gz --interpolation bilinear --outFileName heatmap_master_interpolation_bilinear.png
plotProfile -m master.mat.gz --outFileName profile_master_overlap_lines.png --plotType overlapped_lines --yMin -1
plotProfile -m master_multi.mat.gz --outFileName profile_master_multi.png --numPlotsPerRow 2 --yMax 1.5
plotProfile -m master_multi.mat.gz --outFileName profile_master_multi_pergroup.png --perGroup --yMax 1.5
================================================
FILE: deeptools/test/test_heatmapper/master.mat
================================================
@{"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 threshold":null}
ch1 100 150 CG11023 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch2 150 175 cda5 0.0 - 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch3 100 125 cda8 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch1 75 125 C11023 0.0 + nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch2 125 150 ca5 0.0 - 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000
ch3 75 100 ca8 0.0 + nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000
================================================
FILE: deeptools/test/test_heatmapper/master.tab
================================================
#bin No. Group 1 mean std Group 2
-100 0.0 0.0 0.0 0.0
-99 0.0 0.0 0.0 0.0
-98 0.0 0.0 0.0 0.0
-97 0.0 0.0 0.0 0.0
-96 0.0 0.0 0.0 0.0
-95 0.0 0.0 0.0 0.0
-94 0.0 0.0 0.0 0.0
-93 0.0 0.0 0.0 0.0
-92 0.0 0.0 0.0 0.0
-91 0.0 0.0 0.0 0.0
-90 0.0 0.0 0.0 0.0
-89 0.0 0.0 0.0 0.0
-88 0.0 0.0 0.0 0.0
-87 0.0 0.0 0.0 0.0
-86 0.0 0.0 0.0 0.0
-85 0.0 0.0 0.0 0.0
-84 0.0 0.0 0.0 0.0
-83 0.0 0.0 0.0 0.0
-82 0.0 0.0 0.0 0.0
-81 0.0 0.0 0.0 0.0
-80 0.0 0.0 0.0 0.0
-79 0.0 0.0 0.0 0.0
-78 0.0 0.0 0.0 0.0
-77 0.0 0.0 0.0 0.0
-76 0.0 0.0 0.0 0.0
-75 0.0 0.0 0.0 0.0
-74 0.0 0.0 0.0 0.0
-73 0.0 0.0 0.0 0.0
-72 0.0 0.0 0.0 0.0
-71 0.0 0.0 0.0 0.0
-70 0.0 0.0 0.0 0.0
-69 0.0 0.0 0.0 0.0
-68 0.0 0.0 0.0 0.0
-67 0.0 0.0 0.0 0.0
-66 0.0 0.0 0.0 0.0
-65 0.0 0.0 0.0 0.0
-64 0.0 0.0 0.0 0.0
-63 0.0 0.0 0.0 0.0
-62 0.0 0.0 0.0 0.0
-61 0.0 0.0 0.0 0.0
-60 0.0 0.0 0.0 0.0
-59 0.0 0.0 0.0 0.0
-58 0.0 0.0 0.0 0.0
-57 0.0 0.0 0.0 0.0
-56 0.0 0.0 0.0 0.0
-55 0.0 0.0 0.0 0.0
-54 0.0 0.0 0.0 0.0
-53 0.0 0.0 0.0 0.0
-52 0.0 0.0 0.0 0.0
-51 0.0 0.0 0.0 0.0
-50 1.0 1.41421356237 0.0 0.0
-49 1.0 1.41421356237 0.0 0.0
-48 1.0 1.41421356237 0.0 0.0
-47 1.0 1.41421356237 0.0 0.0
-46 1.0 1.41421356237 0.0 0.0
-45 1.0 1.41421356237 0.0 0.0
-44 1.0 1.41421356237 0.0 0.0
-43 1.0 1.41421356237 0.0 0.0
-42 1.0 1.41421356237 0.0 0.0
-41 1.0 1.41421356237 0.0 0.0
-40 1.0 1.41421356237 0.0 0.0
-39 1.0 1.41421356237 0.0 0.0
-38 1.0 1.41421356237 0.0 0.0
-37 1.0 1.41421356237 0.0 0.0
-36 1.0 1.41421356237 0.0 0.0
-35 1.0 1.41421356237 0.0 0.0
-34 1.0 1.41421356237 0.0 0.0
-33 1.0 1.41421356237 0.0 0.0
-32 1.0 1.41421356237 0.0 0.0
-31 1.0 1.41421356237 0.0 0.0
-30 1.0 1.41421356237 0.0 0.0
-29 1.0 1.41421356237 0.0 0.0
-28 1.0 1.41421356237 0.0 0.0
-27 1.0 1.41421356237 0.0 0.0
-26 1.0 1.41421356237 0.0 0.0
-25 0.0 0.0 1.33333333333 1.24721912892
-24 0.0 0.0 1.33333333333 1.24721912892
-23 0.0 0.0 1.33333333333 1.24721912892
-22 0.0 0.0 1.33333333333 1.24721912892
-21 0.0 0.0 1.33333333333 1.24721912892
-20 0.0 0.0 1.33333333333 1.24721912892
-19 0.0 0.0 1.33333333333 1.24721912892
-18 0.0 0.0 1.33333333333 1.24721912892
-17 0.0 0.0 1.33333333333 1.24721912892
-16 0.0 0.0 1.33333333333 1.24721912892
-15 0.0 0.0 1.33333333333 1.24721912892
-14 0.0 0.0 1.33333333333 1.24721912892
-13 0.0 0.0 1.33333333333 1.24721912892
-12 0.0 0.0 1.33333333333 1.24721912892
-11 0.0 0.0 1.33333333333 1.24721912892
-10 0.0 0.0 1.33333333333 1.24721912892
-9 0.0 0.0 1.33333333333 1.24721912892
-8 0.0 0.0 1.33333333333 1.24721912892
-7 0.0 0.0 1.33333333333 1.24721912892
-6 0.0 0.0 1.33333333333 1.24721912892
-5 0.0 0.0 1.33333333333 1.24721912892
-4 0.0 0.0 1.33333333333 1.24721912892
-3 0.0 0.0 1.33333333333 1.24721912892
-2 0.0 0.0 1.33333333333 1.24721912892
-1 0.0 0.0 1.33333333333 1.24721912892
0 1.0 0.816496580928 0.0 0.0
1 1.0 0.816496580928 0.0 0.0
2 1.0 0.816496580928 0.0 0.0
3 1.0 0.816496580928 0.0 0.0
4 1.0 0.816496580928 0.0 0.0
5 1.0 0.816496580928 0.0 0.0
6 1.0 0.816496580928 0.0 0.0
7 1.0 0.816496580928 0.0 0.0
8 1.0 0.816496580928 0.0 0.0
9 1.0 0.816496580928 0.0 0.0
10 1.0 0.816496580928 0.0 0.0
11 1.0 0.816496580928 0.0 0.0
12 1.0 0.816496580928 0.0 0.0
13 1.0 0.816496580928 0.0 0.0
14 1.0 0.816496580928 0.0 0.0
15 1.0 0.816496580928 0.0 0.0
16 1.0 0.816496580928 0.0 0.0
17 1.0 0.816496580928 0.0 0.0
18 1.0 0.816496580928 0.0 0.0
19 1.0 0.816496580928 0.0 0.0
20 1.0 0.816496580928 0.0 0.0
21 1.0 0.816496580928 0.0 0.0
22 1.0 0.816496580928 0.0 0.0
23 1.0 0.816496580928 0.0 0.0
24 1.0 0.816496580928 0.0 0.0
25 0.0 0.0 0.666666666667 0.942809041582
26 0.0 0.0 0.666666666667 0.942809041582
27 0.0 0.0 0.666666666667 0.942809041582
28 0.0 0.0 0.666666666667 0.942809041582
29 0.0 0.0 0.666666666667 0.942809041582
30 0.0 0.0 0.666666666667 0.942809041582
31 0.0 0.0 0.666666666667 0.942809041582
32 0.0 0.0 0.666666666667 0.942809041582
33 0.0 0.0 0.666666666667 0.942809041582
34 0.0 0.0 0.666666666667 0.942809041582
35 0.0 0.0 0.666666666667 0.942809041582
36 0.0 0.0 0.666666666667 0.942809041582
37 0.0 0.0 0.666666666667 0.942809041582
38 0.0 0.0 0.666666666667 0.942809041582
39 0.0 0.0 0.666666666667 0.942809041582
40 0.0 0.0 0.666666666667 0.942809041582
41 0.0 0.0 0.666666666667 0.942809041582
42 0.0 0.0 0.666666666667 0.942809041582
43 0.0 0.0 0.666666666667 0.942809041582
44 0.0 0.0 0.666666666667 0.942809041582
45 0.0 0.0 0.666666666667 0.942809041582
46 0.0 0.0 0.666666666667 0.942809041582
47 0.0 0.0 0.666666666667 0.942809041582
48 0.0 0.0 0.666666666667 0.942809041582
49 0.0 0.0 0.666666666667 0.942809041582
50 0.333333333333 0.471404520791 0.0 0.0
51 0.333333333333 0.471404520791 0.0 0.0
52 0.333333333333 0.471404520791 0.0 0.0
53 0.333333333333 0.471404520791 0.0 0.0
54 0.333333333333 0.471404520791 0.0 0.0
55 0.333333333333 0.471404520791 0.0 0.0
56 0.333333333333 0.471404520791 0.0 0.0
57 0.333333333333 0.471404520791 0.0 0.0
58 0.333333333333 0.471404520791 0.0 0.0
59 0.333333333333 0.471404520791 0.0 0.0
60 0.333333333333 0.471404520791 0.0 0.0
61 0.333333333333 0.471404520791 0.0 0.0
62 0.333333333333 0.471404520791 0.0 0.0
63 0.333333333333 0.471404520791 0.0 0.0
64 0.333333333333 0.471404520791 0.0 0.0
65 0.333333333333 0.471404520791 0.0 0.0
66 0.333333333333 0.471404520791 0.0 0.0
67 0.333333333333 0.471404520791 0.0 0.0
68 0.333333333333 0.471404520791 0.0 0.0
69 0.333333333333 0.471404520791 0.0 0.0
70 0.333333333333 0.471404520791 0.0 0.0
71 0.333333333333 0.471404520791 0.0 0.0
72 0.333333333333 0.471404520791 0.0 0.0
73 0.333333333333 0.471404520791 0.0 0.0
74 0.333333333333 0.471404520791 0.0 0.0
75 0.0 0.0 1.33333333333 1.24721912892
76 0.0 0.0 1.33333333333 1.24721912892
77 0.0 0.0 1.33333333333 1.24721912892
78 0.0 0.0 1.33333333333 1.24721912892
79 0.0 0.0 1.33333333333 1.24721912892
80 0.0 0.0 1.33333333333 1.24721912892
81 0.0 0.0 1.33333333333 1.24721912892
82 0.0 0.0 1.33333333333 1.24721912892
83 0.0 0.0 1.33333333333 1.24721912892
84 0.0 0.0 1.33333333333 1.24721912892
85 0.0 0.0 1.33333333333 1.24721912892
86 0.0 0.0 1.33333333333 1.24721912892
87 0.0 0.0 1.33333333333 1.24721912892
88 0.0 0.0 1.33333333333 1.24721912892
89 0.0 0.0 1.33333333333 1.24721912892
90 0.0 0.0 1.33333333333 1.24721912892
91 0.0 0.0 1.33333333333 1.24721912892
92 0.0 0.0 1.33333333333 1.24721912892
93 0.0 0.0 1.33333333333 1.24721912892
94 0.0 0.0 1.33333333333 1.24721912892
95 0.0 0.0 1.33333333333 1.24721912892
96 0.0 0.0 1.33333333333 1.24721912892
97 0.0 0.0 1.33333333333 1.24721912892
98 0.0 0.0 1.33333333333 1.24721912892
99 0.0 0.0 1.33333333333 1.24721912892
================================================
FILE: deeptools/test/test_heatmapper/master_TES.mat
================================================
@{"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":["TES"],"min threshold":null,"sort regions":"keep","proc number":1,"bin avg type":"mean","max threshold":null}
ch1 100 150 CG11023 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch2 150 175 cda5 0.0 - 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000
ch3 100 125 cda8 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch1 75 125 C11023 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
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ch3 75 100 ca8 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
================================================
FILE: deeptools/test/test_heatmapper/master_center.mat
================================================
@{"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":["center"],"min threshold":null,"sort regions":"keep","proc number":1,"bin avg type":"mean","max threshold":null}
ch1 100 150 CG11023 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch2 150 175 cda5 0.0 - 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000
ch3 100 125 cda8 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch1 75 125 C11023 0.0 + 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch2 125 150 ca5 0.0 - 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
ch3 75 100 ca8 0.0 + nan nan nan nan nan nan nan nan nan nan nan nan nan 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
================================================
FILE: deeptools/test/test_heatmapper/master_extend_beyond_chr_size.mat
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FILE: deeptools/test/test_heatmapper/master_gtf.mat
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@{"verbose":false,"scale":1,"skip zeros":false,"nan after end":false,"sort using":"mean","unscaled 5 prime":[20],"body":[1000],"sample_labels":["test1.bw"],"downstream":[300],"unscaled 3 prime":[50],"group_labels":["genes"],"bin size":[10],"upstream":[500],"group_boundaries":[0,2],"sample_boundaries":[0,187],"missing data as zero":false,"ref point":[null],"min threshold":null,"sort regions":"keep","proc number":1,"bin avg type":"mean","max threshold":null}
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FILE: deeptools/test/test_heatmapper/master_metagene.mat
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FILE: deeptools/test/test_heatmapper/master_multi.mat
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================================================
FILE: deeptools/test/test_heatmapper/master_multibed.mat
================================================
@{"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":["group1.bed","group2.bed"],"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 threshold":null}
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================================================
FILE: deeptools/test/test_heatmapper/master_nan_to_zero.mat
================================================
@{"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":true,"ref point":["TSS"],"min threshold":null,"sort regions":"keep","proc number":1,"bin avg type":"mean","max threshold":null}
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================================================
FILE: deeptools/test/test_heatmapper/master_scale_reg.mat
================================================
@{"verbose":false,"scale":1,"skip zeros":false,"nan after end":false,"sort using":"mean","unscaled 5 prime":[0],"body":[100],"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":[0,300],"missing data as zero":false,"ref point":[null],"min threshold":null,"sort regions":"keep","proc number":1,"bin avg type":"mean","max threshold":null}
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ch1 75 125 C11023 0.0 + nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
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ch3 75 100 ca8 0.0 + nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan nan 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 1.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000
================================================
FILE: deeptools/test/test_heatmapper/master_unscaled.mat
================================================
@{"verbose":false,"scale":1,"skip zeros":false,"nan after end":false,"sort using":"mean","unscaled 5 prime":[100],"body":[1000],"sample_labels":["unscaled"],"downstream":[300],"unscaled 3 prime":[50],"group_labels":["genes"],"bin size":[10],"upstream":[500],"group_boundaries":[0,1],"sample_boundaries":[0,195],"missing data as zero":false,"ref point":[null],"min threshold":null,"sort regions":"keep","proc number":1,"bin avg type":"mean","max threshold":null}
1 500 1650 foo . . 1.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 2.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 3.000000 4.000000 4.000000 4.000000 4.000000 4.000000 5.000000 5.000000 5.000000 5.000000 5.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 6.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 7.000000 8.000000 8.000000 9.000000 9.000000 9.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 10.000000 11.000000 11.000000 11.000000 11.000000 11.000000 11.000000 11.000000 11.000000 11.000000 11.000000
================================================
FILE: deeptools/test/test_heatmapper/out.bed
================================================
ch3 100 125 cda8 0 +
ch1 100 150 CG11023 0 +
ch2 150 175 cda5 0 -
================================================
FILE: deeptools/test/test_heatmapper/test.bed
================================================
ch1 100 150 CG11023 0 +
ch2 150 175 cda5 0 -
ch3 100 125 cda8 0 +
================================================
FILE: deeptools/test/test_heatmapper/test.bg
================================================
ch1 0 25 0
ch1 25 50 0
ch1 50 75 0
ch1 75 100 0
ch1 100 125 2
ch1 125 150 0
ch1 150 175 0
ch1 175 200 0
ch1 200 225 0
ch1 225 250 0
ch1 250 275 0
ch1 275 300 0
ch1 300 325 0
ch1 325 350 0
ch1 350 375 0
ch1 375 400 0
ch2 0 25 0
ch2 25 50 0
ch2 50 75 3
ch2 75 100 0
ch2 100 125 0
ch2 125 150 0
ch2 150 175 1
ch2 175 200 0
ch2 200 225 0
ch2 225 250 0
ch2 250 275 0
ch2 275 300 0
ch2 300 325 0
ch2 325 350 0
ch2 350 375 0
ch2 375 400 0
ch3 0 25 0
ch3 25 50 0
ch3 50 75 3
ch3 75 100 0
ch3 100 125 0
ch3 125 150 0
ch3 150 175 1
ch3 175 200 0
ch3 200 225 0
ch3 225 250 0
ch3 250 275 0
ch3 275 300 0
ch3 300 325 0
ch3 325 350 0
ch3 350 375 0
ch3 375 400 0
================================================
FILE: deeptools/test/test_heatmapper/test.sizes
================================================
ch1 400
ch2 400
ch3 400
================================================
FILE: deeptools/test/test_heatmapper/test2.bed
================================================
ch1 100 150 CG11023 0 +
ch2 150 175 cda5 0 -
ch3 100 125 cda8 0 +
#Group 1
ch1 75 125 C11023 0 +
ch2 125 150 ca5 0 -
ch3 75 100 ca8 0 +
#Group 2
================================================
FILE: deeptools/test/test_heatmapper/unscaled.bed
================================================
1 500 1650 foo . .
================================================
FILE: deeptools/test/test_heatmapper.py
================================================
import os
import sys
import deeptools.computeMatrix
import deeptools.plotHeatmap
import deeptools.plotProfile
import deeptools.utilities
import json
__author__ = 'Fidel'
ROOT = os.path.dirname(os.path.abspath(__file__)) + "/test_heatmapper/"
def cmpMatrices(f1, f2):
"""
The header produced by computeMatrix will be different every time a command is run in python3!
"""
rv = True
file1 = open(f1)
file2 = open(f2)
for l1, l2 in zip(file1, file2):
if isinstance(l1, bytes):
l1 = l1.decode()
l2 = l2.decode()
l1 = l1.strip()
l2 = l2.strip()
if l1.startswith("@"):
p1 = json.loads(l1[1:])
p2 = json.loads(l2[1:])
for k, v in p1.items():
if k not in p2.keys():
sys.stderr.write("key in {} missing: {} not in {}\n".format(f1, k, p2.keys()))
rv = False
if p1[k] != p2[k]:
sys.stderr.write("values of '{}' is different: {} not in {}\n".format(k, p1[k], p2[k]))
rv = False
for k in p2.keys():
if k not in p1.keys():
sys.stderr.write("key in {} missing: {} not in {}\n".format(f2, k, p1.keys()))
rv = False
else:
if l1 != l2:
sys.stderr.write("lines differ:\n{}\n vs\n{}\n".format(l1, l2))
rv = False
file1.close()
file2.close()
return rv
def test_computeMatrix_reference_point():
args = "reference-point -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 " \
"--outFileName /tmp/_test.mat.gz -bs 1 -p 1".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test.mat.gz')
assert cmpMatrices(ROOT + '/master.mat', '/tmp/_test.mat') is True
os.remove('/tmp/_test.mat')
def test_computeMatrix_reference_point_center():
args = "reference-point -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 --referencePoint center " \
"--outFileName /tmp/_test.mat.gz -bs 1 -p 1".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test.mat.gz')
assert cmpMatrices(ROOT + '/master_center.mat', '/tmp/_test.mat') is True
os.remove('/tmp/_test.mat')
def test_computeMatrix_reference_point_tes():
args = "reference-point -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 --referencePoint TES " \
"--outFileName /tmp/_test.mat.gz -bs 1 -p 1".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test.mat.gz')
assert cmpMatrices(ROOT + '/master_TES.mat', '/tmp/_test.mat') is True
os.remove('/tmp/_test.mat')
def test_computeMatrix_reference_point_missing_data_as_zero():
args = "reference-point -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 " \
"--outFileName /tmp/_test.mat.gz -bs 1 -p 1 --missingDataAsZero".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test.mat.gz')
assert cmpMatrices(ROOT + '/master_nan_to_zero.mat', '/tmp/_test.mat') is True
os.remove('/tmp/_test.mat')
def test_computeMatrix_scale_regions():
args = "scale-regions -R {0}/test2.bed -S {0}/test.bw -b 100 -a 100 -m 100 " \
"--outFileName /tmp/_test2.mat.gz -bs 1 -p 1".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test2.mat.gz')
assert cmpMatrices(ROOT + '/master_scale_reg.mat', '/tmp/_test2.mat') is True
os.remove('/tmp/_test2.mat')
def test_computeMatrix_multiple_bed():
args = "reference-point -R {0}/group1.bed {0}/group2.bed -S {0}/test.bw -b 100 -a 100 " \
"--outFileName /tmp/_test.mat.gz -bs 1 -p 1".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test.mat.gz')
assert cmpMatrices(ROOT + '/master_multibed.mat', '/tmp/_test.mat') is True
os.remove('/tmp/_test.mat')
def test_computeMatrix_region_extend_over_chr_end():
args = "reference-point -R {0}/group1.bed {0}/group2.bed -S {0}/test.bw -b 100 -a 500 " \
"--outFileName /tmp/_test.mat.gz -bs 1 -p 1".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test.mat.gz')
assert cmpMatrices(ROOT + '/master_extend_beyond_chr_size.mat', '/tmp/_test.mat') is True
os.remove('/tmp/_test.mat')
def test_computeMatrix_unscaled():
args = "scale-regions -S {0}/unscaled.bigWig -R {0}/unscaled.bed -a 300 -b 500 --unscaled5prime 100 --unscaled3prime 50 " \
"--outFileName /tmp/_test.mat.gz -bs 10 -p 1".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test.mat.gz')
assert cmpMatrices(ROOT + '/master_unscaled.mat', '/tmp/_test.mat') is True
os.remove('/tmp/_test.mat')
def test_computeMatrix_gtf():
args = "scale-regions -S {0}../test_data/test1.bw.bw -R {0}../test_data/test.gtf -a 300 -b 500 --unscaled5prime 20 --unscaled3prime 50 " \
"--outFileName /tmp/_test_gtf.mat.gz -bs 10 -p 1".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test_gtf.mat.gz')
assert cmpMatrices(ROOT + '/master_gtf.mat', '/tmp/_test_gtf.mat') is True
os.remove('/tmp/_test_gtf.mat')
def test_computeMatrix_metagene():
args = "scale-regions -S {0}../test_data/test1.bw.bw -R {0}../test_data/test.gtf -a 300 -b 500 --unscaled5prime 20 --unscaled3prime 50 " \
"--outFileName /tmp/_test_metagene.mat.gz -bs 10 -p 1 --metagene".format(ROOT).split()
deeptools.computeMatrix.main(args)
os.system('gunzip -f /tmp/_test_metagene.mat.gz')
assert cmpMatrices(ROOT + '/master_metagene.mat', '/tmp/_test_metagene.mat') is True
os.remove('/tmp/_test_metagene.mat')
def test_chopRegions_body():
region = [(0, 200), (300, 400), (800, 900)]
lbins, bodybins, rbins, padLeft, padRight = deeptools.heatmapper.chopRegions(region, left=0, right=0)
e_lbins = []
e_rbins = []
e_padLeft = 0
e_padRight = 0
assert f"{lbins}" == f"{e_lbins}"
assert f"{rbins}" == f"{e_rbins}"
assert f"{bodybins}" == f"{region}"
assert f"{padLeft}" == f"{e_padLeft}"
assert f"{padRight}" == f"{e_padRight}"
# Unscaled 5', 3'
lbins, bodybins, rbins, padLeft, padRight = deeptools.heatmapper.chopRegions(region, left=150, right=150)
e_lbins = [(0, 150)]
e_rbins = [(350, 400), (800, 900)]
e_bodybins = [(150, 200), (300, 350)]
e_padLeft = 0
e_padRight = 0
assert f"{lbins}" == f"{e_lbins}"
assert f"{rbins}" == f"{e_rbins}"
assert f"{bodybins}" == f"{e_bodybins}"
assert f"{padLeft}" == f"{e_padLeft}"
assert f"{padRight}" == f"{e_padRight}"
def test_chopRegions_TSS():
region = [(0, 200), (300, 400), (800, 900)]
# + strand, 250 downstream
downstream, body, unscaled3prime, padRight, _ = deeptools.heatmapper.chopRegions(region, left=250)
e_downstream = [(0, 200), (300, 350)]
e_body = [(350, 400), (800, 900)]
e_unscaled3prime = []
e_padRight = 0
e_ = 0
assert f"{downstream}" == f"{e_downstream}"
assert f"{body}" == f"{e_body}"
assert f"{unscaled3prime}" == f"{e_unscaled3prime}"
assert f"{padRight}" == f"{e_padRight}"
assert f"{_}" == f"{e_}"
# + strand, 500 downstream
downstream, body, unscaled3prime, padRight, _ = deeptools.heatmapper.chopRegions(region, left=500)
e_body = []
e_unscaled3prime = []
e_padRight = 100
e_ = 0
assert f"{downstream}" == f"{region}"
assert f"{body}" == f"{e_body}"
assert f"{unscaled3prime}" == f"{e_unscaled3prime}"
assert f"{padRight}" == f"{e_padRight}"
assert f"{_}" == f"{e_}"
# - strand, 250 downstream (labeled "upstream" due to being on the - strand)
unscaled5prime, body, upstream, _, padLeft = deeptools.heatmapper.chopRegions(region, right=250)
e_upstream = [(150, 200), (300, 400), (800, 900)]
e_body = [(0, 150)]
e_unscaled5prime = []
e_padLeft = 0
e_ = 0
assert f"{upstream}" == f"{e_upstream}"
assert f"{body}" == f"{e_body}"
assert f"{unscaled5prime}" == f"{e_unscaled5prime}"
assert f"{padLeft}" == f"{e_padLeft}"
assert f"{_}" == f"{e_}"
# - strand, 500 downstream (labeled "upstream" due to being on the - strand)
unscaled5prime, body, upstream, _, padLeft = deeptools.heatmapper.chopRegions(region, right=500)
e_body = []
e_unscaled5prime = []
e_padLeft = 100
e_ = 0
assert f"{upstream}" == f"{region}"
assert f"{body}" == f"{e_body}"
assert f"{unscaled5prime}" == f"{e_unscaled5prime}"
assert f"{padLeft}" == f"{e_padLeft}"
assert f"{_}" == f"{e_}"
def test_chopRegions_TES():
region = [(0, 200), (300, 400), (800, 900)]
# + strand, 250 upstream
unscaled5prime, body, upstream, _, padLeft = deeptools.heatmapper.chopRegions(region, right=250)
e_unscaled5prime = []
e_body = [(0, 150)]
e_upstream = [(150, 200), (300, 400), (800, 900)]
e_ = 0
e_padLeft = 0
assert f"{unscaled5prime}" == f"{e_unscaled5prime}"
assert f"{body}" == f"{e_body}"
assert f"{upstream}" == f"{e_upstream}"
assert f"{_}" == f"{e_}"
assert f"{padLeft}" == f"{e_padLeft}"
# + strand, 500 upstream
unscaled5prime, body, upstream, _, padLeft = deeptools.heatmapper.chopRegions(region, right=500)
e_unscaled5prime = []
e_body = []
e_ = 0
e_padLeft = 100
assert f"{unscaled5prime}" == f"{e_unscaled5prime}"
assert f"{body}" == f"{e_body}"
assert f"{upstream}" == f"{region}"
assert f"{_}" == f"{e_}"
assert f"{padLeft}" == f"{e_padLeft}"
# + strand, 250 downstream (labeled "upstream" due to being on the - strand)
downstream, body, unscaled3prime, padRight, _ = deeptools.heatmapper.chopRegions(region, left=250)
e_downstream = [(0, 200), (300, 350)]
e_body = [(350, 400), (800, 900)]
e_unscaled3prime = []
e_padRight = 0
e_ = 0
assert f"{downstream}" == f"{e_downstream}"
assert f"{body}" == f"{e_body}"
assert f"{unscaled3prime}" == f"{e_unscaled3prime}"
assert f"{padRight}" == f"{e_padRight}"
assert f"{_}" == f"{e_}"
# + strand, 500 downstream (labeled "upstream" due to being on the - strand)
downstream, body, unscaled3prime, padRight, _ = deeptools.heatmapper.chopRegions(region, left=500)
e_body = []
e_unscaled3prime = []
e_padRight = 100
e_ = 0
assert f"{downstream}" == f"{region}"
assert f"{body}" == f"{e_body}"
assert f"{unscaled3prime}" == f"{e_unscaled3prime}"
assert f"{padRight}" == f"{e_padRight}"
assert f"{_}" == f"{e_}"
def test_chopRegionsFromMiddle():
region = [(0, 200), (300, 400), (800, 900)]
# + strand, 100 upstream/200 downstream
upstream, downstream, padLeft, padRight = deeptools.heatmapper.chopRegionsFromMiddle(region, left=100, right=200)
e_upstream = [(100, 200)]
e_downstream = [(300, 400), (800, 900)]
e_padLeft = 0
e_padRight = 0
assert f"{upstream}" == f"{e_upstream}"
assert f"{downstream}" == f"{e_downstream}"
assert f"{padLeft}" == f"{e_padLeft}"
assert f"{padRight}" == f"{e_padRight}"
# + strand, 250 upstream/300 downstream
upstream, downstream, padLeft, padRight = deeptools.heatmapper.chopRegionsFromMiddle(region, left=250, right=300)
e_upstream = [(0, 200)]
e_downstream = [(300, 400), (800, 900)]
e_padLeft = 50
e_padRight = 100
assert f"{upstream}" == f"{e_upstream}"
assert f"{downstream}" == f"{e_downstream}"
assert f"{padLeft}" == f"{e_padLeft}"
assert f"{padRight}" == f"{e_padRight}"
# - strand, 100 upstream/200 downstream
upstream, downstream, padLeft, padRight = deeptools.heatmapper.chopRegionsFromMiddle(region, left=200, right=100)
e_upstream = [(0, 200)]
e_downstream = [(300, 400)]
e_padLeft = 0
e_padRight = 0
assert f"{upstream}" == f"{e_upstream}"
assert f"{downstream}" == f"{e_downstream}"
assert f"{padLeft}" == f"{e_padLeft}"
assert f"{padRight}" == f"{e_padRight}"
# - strand, 250 upstream/300 downstream
upstream, downstream, padLeft, padRight = deeptools.heatmapper.chopRegionsFromMiddle(region, left=300, right=250)
e_upstream = [(0, 200)]
e_downstream = [(300, 400), (800, 900)]
e_padLeft = 100
e_padRight = 50
assert f"{upstream}" == f"{e_upstream}"
assert f"{downstream}" == f"{e_downstream}"
assert f"{padLeft}" == f"{e_padLeft}"
assert f"{padRight}" == f"{e_padRight}"
================================================
FILE: deeptools/test/test_multiBamSummary.py
================================================
import deeptools.multiBamSummary as mbs
import numpy as np
import numpy.testing as nt
import os.path
from os import unlink
ROOT = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
BAM = ROOT + "test1.bam"
CRAM = ROOT + "test1.cram"
GTF = ROOT + "test.gtf"
BAMA = ROOT + "testA.bam"
BAMB = ROOT + "testB.bam"
def test_multiBamSummary_gtf():
outfile = '/tmp/_test.npz'
for fname in [BAM, CRAM]:
args = 'BED-file --BED {0} -b {1} {1} -o {2}'.format(GTF, fname, outfile).split()
mbs.main(args)
resp = np.load(outfile)
matrix = resp['matrix']
labels = resp['labels']
if fname == BAM:
nt.assert_equal(labels, ['test1.bam', 'test1.bam'])
else:
nt.assert_equal(labels, ['test1.cram', 'test1.cram'])
nt.assert_allclose(matrix, np.array([[144.0, 144.0],
[143.0, 143.0]]))
unlink(outfile)
def test_multiBamSummary_metagene():
outfile = '/tmp/_test.npz'
for fname in [BAM, CRAM]:
args = 'BED-file --BED {0} -b {1} {1} -o {2} --metagene'.format(GTF, fname, outfile).split()
mbs.main(args)
resp = np.load(outfile)
matrix = resp['matrix']
labels = resp['labels']
if fname == BAM:
nt.assert_equal(labels, ['test1.bam', 'test1.bam'])
else:
nt.assert_equal(labels, ['test1.cram', 'test1.cram'])
nt.assert_allclose(matrix, np.array([[25.0, 25.0],
[31.0, 31.0]]))
unlink(outfile)
def test_multiBamSummary_scalingFactors():
outfile = '/tmp/test.scalingFactors.txt'
args = 'bins --binSize 50 -b {} {} --scalingFactors {}'.format(BAMA, BAMB, outfile).split()
mbs.main(args)
resp = open(outfile).read().strip().split('\n')
nt.assert_equal(resp, ["sample\tscalingFactor", "testA.bam\t1.1892", "testB.bam\t0.8409"])
unlink(outfile)
================================================
FILE: deeptools/test/test_plotCoverage/make_test_files.sh
================================================
plotCoverage --bamfiles ../test_data/test1.bam ../test_data/test2.bam --plotFile plotCoverage_default.png --plotFileFormat png --outRawCounts outRawCounts_default.tabular
================================================
FILE: deeptools/test/test_plotCoverage/outRawCounts_default.tabular
================================================
#plotCoverage --outRawCounts
#'chr' 'start' 'end' 'test1.bam' 'test2.bam'
3R 0 1 0.0 0.0
3R 1 2 0.0 0.0
3R 2 3 0.0 1.0
3R 3 4 0.0 1.0
3R 4 5 0.0 1.0
3R 5 6 0.0 1.0
3R 6 7 1.0 2.0
3R 7 8 1.0 2.0
3R 8 9 1.0 2.0
3R 9 10 1.0 2.0
3R 10 11 1.0 2.0
3R 11 12 1.0 2.0
3R 12 13 1.0 2.0
3R 13 14 1.0 2.0
3R 14 15 1.0 2.0
3R 15 16 1.0 2.0
3R 16 17 1.0 2.0
3R 17 18 1.0 2.0
3R 18 19 1.0 2.0
3R 19 20 1.0 2.0
3R 20 21 1.0 2.0
3R 21 22 1.0 2.0
3R 22 23 1.0 2.0
3R 23 24 1.0 2.0
3R 24 25 1.0 2.0
3R 25 26 1.0 2.0
3R 26 27 1.0 2.0
3R 27 28 1.0 2.0
3R 28 29 1.0 2.0
3R 29 30 1.0 2.0
3R 30 31 1.0 2.0
3R 31 32 1.0 2.0
3R 32 33 1.0 2.0
3R 33 34 1.0 2.0
3R 34 35 1.0 2.0
3R 35 36 1.0 2.0
3R 36 37 1.0 2.0
3R 37 38 1.0 2.0
3R 38 39 1.0 2.0
3R 39 40 1.0 2.0
3R 40 41 1.0 2.0
3R 41 42 1.0 2.0
3R 42 43 1.0 2.0
3R 43 44 1.0 2.0
3R 44 45 1.0 2.0
3R 45 46 1.0 2.0
3R 46 47 1.0 2.0
3R 47 48 1.0 2.0
3R 48 49 1.0 2.0
3R 49 50 1.0 2.0
3R 50 51 1.0 2.0
3R 51 52 1.0 2.0
3R 52 53 1.0 2.0
3R 53 54 1.0 1.0
3R 54 55 1.0 1.0
3R 55 56 1.0 1.0
3R 56 57 1.0 1.0
3R 57 58 0.0 0.0
3R 58 59 0.0 0.0
3R 59 60 0.0 0.0
3R 60 61 0.0 0.0
3R 61 62 0.0 0.0
3R 62 63 0.0 0.0
3R 63 64 0.0 0.0
3R 64 65 0.0 0.0
3R 65 66 0.0 0.0
3R 66 67 0.0 0.0
3R 67 68 0.0 0.0
3R 68 69 0.0 0.0
3R 69 70 0.0 0.0
3R 70 71 0.0 0.0
3R 71 72 0.0 0.0
3R 72 73 0.0 0.0
3R 73 74 0.0 0.0
3R 74 75 1.0 0.0
3R 75 76 1.0 0.0
3R 76 77 1.0 0.0
3R 77 78 1.0 0.0
3R 78 79 1.0 1.0
3R 79 80 1.0 1.0
3R 80 81 1.0 1.0
3R 81 82 1.0 1.0
3R 82 83 1.0 1.0
3R 83 84 1.0 1.0
3R 84 85 1.0 1.0
3R 85 86 2.0 1.0
3R 86 87 2.0 1.0
3R 87 88 2.0 2.0
3R 88 89 2.0 2.0
3R 89 90 2.0 2.0
3R 90 91 2.0 3.0
3R 91 92 2.0 3.0
3R 92 93 3.0 3.0
3R 93 94 3.0 3.0
3R 94 95 3.0 4.0
3R 95 96 3.0 4.0
3R 96 97 3.0 4.0
3R 97 98 3.0 4.0
3R 98 99 3.0 4.0
3R 99 100 3.0 4.0
3R 100 101 3.0 4.0
3R 101 102 3.0 4.0
3R 102 103 3.0 4.0
3R 103 104 3.0 4.0
3R 104 105 3.0 4.0
3R 105 106 3.0 4.0
3R 106 107 3.0 4.0
3R 107 108 3.0 6.0
3R 108 109 3.0 6.0
3R 109 110 3.0 6.0
3R 110 111 3.0 6.0
3R 111 112 3.0 6.0
3R 112 113 3.0 6.0
3R 113 114 3.0 6.0
3R 114 115 3.0 6.0
3R 115 116 3.0 6.0
3R 116 117 3.0 6.0
3R 117 118 3.0 6.0
3R 118 119 4.0 6.0
3R 119 120 4.0 6.0
3R 120 121 4.0 6.0
3R 121 122 4.0 6.0
3R 122 123 4.0 6.0
3R 123 124 4.0 6.0
3R 124 125 4.0 6.0
3R 125 126 3.0 6.0
3R 126 127 3.0 7.0
3R 127 128 3.0 7.0
3R 128 129 3.0 7.0
3R 129 130 3.0 6.0
3R 130 131 3.0 6.0
3R 131 132 3.0 7.0
3R 132 133 3.0 8.0
3R 133 134 4.0 9.0
3R 134 135 4.0 9.0
3R 135 136 4.0 9.0
3R 136 137 3.0 9.0
3R 137 138 3.0 10.0
3R 138 139 3.0 9.0
3R 139 140 3.0 9.0
3R 140 141 3.0 9.0
3R 141 142 3.0 8.0
3R 142 143 3.0 10.0
3R 143 144 2.0 10.0
3R 144 145 2.0 10.0
3R 145 146 2.0 9.0
3R 146 147 2.0 9.0
3R 147 148 2.0 9.0
3R 148 149 3.0 9.0
3R 149 150 3.0 11.0
3R 150 151 3.0 11.0
3R 151 152 4.0 11.0
3R 152 153 4.0 11.0
3R 153 154 4.0 12.0
3R 154 155 4.0 13.0
3R 155 156 6.0 13.0
3R 156 157 6.0 13.0
3R 157 158 6.0 13.0
3R 158 159 6.0 11.0
3R 159 160 7.0 12.0
3R 160 161 8.0 12.0
3R 161 162 8.0 12.0
3R 162 163 8.0 12.0
3R 163 164 8.0 12.0
3R 164 165 8.0 12.0
3R 165 166 8.0 12.0
3R 166 167 8.0 12.0
3R 167 168 9.0 12.0
3R 168 169 10.0 14.0
3R 169 170 9.0 14.0
3R 170 171 11.0 16.0
3R 171 172 12.0 19.0
3R 172 173 13.0 19.0
3R 173 174 13.0 19.0
3R 174 175 14.0 20.0
3R 175 176 16.0 20.0
3R 176 177 16.0 20.0
3R 177 178 16.0 19.0
3R 178 179 17.0 19.0
3R 179 180 17.0 20.0
3R 180 181 17.0 22.0
3R 181 182 18.0 23.0
3R 182 183 18.0 22.0
3R 183 184 19.0 22.0
3R 184 185 18.0 21.0
3R 185 186 18.0 21.0
3R 186 187 19.0 22.0
3R 187 188 20.0 22.0
3R 188 189 20.0 21.0
3R 189 190 20.0 21.0
3R 190 191 20.0 21.0
3R 191 192 20.0 22.0
3R 192 193 20.0 22.0
3R 193 194 20.0 22.0
3R 194 195 21.0 22.0
3R 195 196 21.0 22.0
3R 196 197 21.0 24.0
3R 197 198 21.0 24.0
3R 198 199 21.0 24.0
3R 199 200 20.0 24.0
3R 200 201 20.0 23.0
3R 201 202 20.0 23.0
3R 202 203 19.0 23.0
3R 203 204 19.0 23.0
3R 204 205 19.0 22.0
3R 205 206 19.0 21.0
3R 206 207 17.0 23.0
3R 207 208 17.0 24.0
3R 208 209 17.0 24.0
3R 209 210 17.0 24.0
3R 210 211 16.0 23.0
3R 211 212 15.0 24.0
3R 212 213 15.0 24.0
3R 213 214 15.0 24.0
3R 214 215 15.0 24.0
3R 215 216 15.0 24.0
3R 216 217 16.0 25.0
3R 217 218 16.0 25.0
3R 218 219 15.0 25.0
3R 219 220 14.0 23.0
3R 220 221 14.0 23.0
3R 221 222 12.0 21.0
3R 222 223 12.0 18.0
3R 223 224 11.0 18.0
3R 224 225 11.0 18.0
3R 225 226 11.0 17.0
3R 226 227 9.0 17.0
3R 227 228 9.0 17.0
3R 228 229 10.0 17.0
3R 229 230 9.0 19.0
3R 230 231 9.0 18.0
3R 231 232 9.0 17.0
3R 232 233 8.0 18.0
3R 233 234 8.0 18.0
3R 234 235 8.0 17.0
3R 235 236 10.0 17.0
3R 236 237 10.0 17.0
3R 237 238 9.0 16.0
3R 238 239 8.0 16.0
3R 239 240 8.0 16.0
3R 240 241 8.0 16.0
3R 241 242 8.0 16.0
3R 242 243 8.0 15.0
3R 243 244 8.0 15.0
3R 244 245 8.0 13.0
3R 245 246 7.0 13.0
3R 246 247 7.0 13.0
3R 247 248 7.0 11.0
3R 248 249 7.0 11.0
3R 249 250 7.0 11.0
3R 250 251 7.0 11.0
3R 251 252 7.0 10.0
3R 252 253 7.0 10.0
3R 253 254 7.0 10.0
3R 254 255 7.0 10.0
3R 255 256 7.0 10.0
3R 256 257 7.0 10.0
3R 257 258 7.0 8.0
3R 258 259 7.0 7.0
3R 259 260 7.0 7.0
3R 260 261 7.0 7.0
3R 261 262 7.0 7.0
3R 262 263 7.0 6.0
3R 263 264 7.0 6.0
3R 264 265 7.0 6.0
3R 265 266 7.0 6.0
3R 266 267 7.0 6.0
3R 267 268 6.0 5.0
3R 268 269 6.0 5.0
3R 269 270 7.0 5.0
3R 270 271 7.0 6.0
3R 271 272 7.0 6.0
3R 272 273 7.0 6.0
3R 273 274 6.0 6.0
3R 274 275 6.0 6.0
3R 275 276 6.0 6.0
3R 276 277 5.0 6.0
3R 277 278 5.0 8.0
3R 278 279 6.0 8.0
3R 279 280 5.0 8.0
3R 280 281 5.0 7.0
3R 281 282 5.0 7.0
3R 282 283 5.0 7.0
3R 283 284 5.0 5.0
3R 284 285 6.0 5.0
3R 285 286 5.0 5.0
3R 286 287 3.0 5.0
3R 287 288 3.0 5.0
3R 288 289 4.0 5.0
3R 289 290 4.0 6.0
3R 290 291 4.0 6.0
3R 291 292 4.0 7.0
3R 292 293 5.0 7.0
3R 293 294 5.0 7.0
3R 294 295 5.0 7.0
3R 295 296 5.0 7.0
3R 296 297 5.0 8.0
3R 297 298 5.0 9.0
3R 298 299 5.0 9.0
3R 299 300 5.0 10.0
3R 300 301 5.0 10.0
3R 301 302 5.0 10.0
3R 302 303 5.0 10.0
3R 303 304 6.0 10.0
3R 304 305 6.0 10.0
3R 305 306 6.0 12.0
3R 306 307 6.0 12.0
3R 307 308 6.0 12.0
3R 308 309 6.0 12.0
3R 309 310 6.0 12.0
3R 310 311 6.0 12.0
3R 311 312 6.0 12.0
3R 312 313 6.0 12.0
3R 313 314 6.0 12.0
3R 314 315 6.0 12.0
3R 315 316 6.0 12.0
3R 316 317 6.0 12.0
3R 317 318 6.0 13.0
3R 318 319 6.0 13.0
3R 319 320 6.0 13.0
3R 320 321 5.0 13.0
3R 321 322 5.0 12.0
3R 322 323 5.0 12.0
3R 323 324 5.0 12.0
3R 324 325 5.0 12.0
3R 325 326 5.0 12.0
3R 326 327 5.0 12.0
3R 327 328 5.0 12.0
3R 328 329 5.0 10.0
3R 329 330 4.0 10.0
3R 330 331 4.0 10.0
3R 331 332 4.0 9.0
3R 332 333 4.0 9.0
3R 333 334 4.0 8.0
3R 334 335 4.0 8.0
3R 335 336 3.0 10.0
3R 336 337 3.0 10.0
3R 337 338 3.0 10.0
3R 338 339 3.0 11.0
3R 339 340 2.0 11.0
3R 340 341 3.0 10.0
3R 341 342 5.0 10.0
3R 342 343 5.0 9.0
3R 343 344 4.0 9.0
3R 344 345 4.0 9.0
3R 345 346 4.0 9.0
3R 346 347 4.0 9.0
3R 347 348 4.0 8.0
3R 348 349 4.0 7.0
3R 349 350 4.0 7.0
3R 350 351 4.0 6.0
3R 351 352 4.0 6.0
3R 352 353 4.0 6.0
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3R 354 355 3.0 6.0
3R 355 356 3.0 6.0
3R 356 357 3.0 4.0
3R 357 358 3.0 4.0
3R 358 359 3.0 4.0
3R 359 360 3.0 4.0
3R 360 361 3.0 5.0
3R 361 362 3.0 5.0
3R 362 363 3.0 5.0
3R 363 364 3.0 5.0
3R 364 365 3.0 5.0
3R 365 366 3.0 6.0
3R 366 367 3.0 6.0
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3R 369 370 3.0 5.0
3R 370 371 3.0 5.0
3R 371 372 3.0 5.0
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3R 373 374 3.0 5.0
3R 374 375 3.0 5.0
3R 375 376 3.0 6.0
3R 376 377 3.0 6.0
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3R 378 379 4.0 6.0
3R 379 380 4.0 6.0
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3R 383 384 5.0 9.0
3R 384 385 5.0 9.0
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3R 388 389 5.0 8.0
3R 389 390 6.0 7.0
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3R 392 393 4.0 7.0
3R 393 394 4.0 7.0
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3R 398 399 5.0 8.0
3R 399 400 5.0 9.0
3R 400 401 5.0 10.0
3R 401 402 8.0 10.0
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3R 421 422 10.0 18.0
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3R 443 444 10.0 17.0
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3R 447 448 11.0 17.0
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3R 449 450 11.0 16.0
3R 450 451 11.0 15.0
3R 451 452 11.0 14.0
3R 452 453 8.0 14.0
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3R 458 459 9.0 13.0
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3R 462 463 10.0 13.0
3R 463 464 10.0 11.0
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3R 465 466 9.0 13.0
3R 466 467 10.0 12.0
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3R 468 469 10.0 10.0
3R 469 470 9.0 10.0
3R 470 471 9.0 11.0
3R 471 472 10.0 11.0
3R 472 473 10.0 10.0
3R 473 474 10.0 11.0
3R 474 475 10.0 10.0
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3R 477 478 9.0 12.0
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3R 482 483 8.0 13.0
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3R 486 487 6.0 11.0
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3R 495 496 7.0 13.0
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3R 498 499 5.0 13.0
3R 499 500 5.0 13.0
3R 500 501 5.0 13.0
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3R 502 503 5.0 13.0
3R 503 504 5.0 13.0
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3R 508 509 5.0 12.0
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3R 512 513 4.0 12.0
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3R 514 515 4.0 11.0
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3R 516 517 4.0 9.0
3R 517 518 3.0 8.0
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3R 519 520 3.0 8.0
3R 520 521 3.0 8.0
3R 521 522 3.0 7.0
3R 522 523 2.0 7.0
3R 523 524 3.0 7.0
3R 524 525 3.0 6.0
3R 525 526 3.0 6.0
3R 526 527 4.0 6.0
3R 527 528 4.0 6.0
3R 528 529 4.0 4.0
3R 529 530 4.0 4.0
3R 530 531 4.0 4.0
3R 531 532 4.0 4.0
3R 532 533 4.0 5.0
3R 533 534 4.0 4.0
3R 534 535 4.0 4.0
3R 535 536 4.0 4.0
3R 536 537 5.0 4.0
3R 537 538 5.0 4.0
3R 538 539 4.0 4.0
3R 539 540 4.0 4.0
3R 540 541 4.0 4.0
3R 541 542 5.0 4.0
3R 542 543 5.0 4.0
3R 543 544 6.0 3.0
3R 544 545 6.0 3.0
3R 545 546 6.0 3.0
3R 546 547 6.0 1.0
3R 547 548 6.0 1.0
3R 548 549 6.0 1.0
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================================================
FILE: deeptools/test/test_plotCoverage.py
================================================
import os
import filecmp
from matplotlib.testing.compare import compare_images
from tempfile import NamedTemporaryFile
import deeptools.plotCoverage
import deeptools.utilities
__author__ = 'Bjoern'
TEST_DATA = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
ROOT = os.path.dirname(os.path.abspath(__file__)) + "/test_plotCoverage/"
tolerance = 13 # default matplotlib pixed difference tolerance
def test_plotCoverage_default():
plotfile = NamedTemporaryFile(suffix='.png', prefix='deeptools_testfile_', delete=False)
txtfile = NamedTemporaryFile(suffix='.tab', prefix='deeptools_testfile_', delete=False)
for fmat in ["bam", "cram"]:
args = "--bamfiles {0}test1.{3} {0}test2.{3} --plotFile {1}" \
" --plotFileFormat png --outRawCounts {2}".format(TEST_DATA, plotfile.name, txtfile.name, fmat).split()
deeptools.plotCoverage.main(args)
if fmat == "bam":
assert filecmp.cmp(os.path.join(ROOT, 'outRawCounts_default.tabular'), txtfile.name) is True
res = compare_images(ROOT + 'plotCoverage_default.png', plotfile.name, tolerance)
assert res is None, res
os.remove(txtfile.name)
os.remove(plotfile.name)
================================================
FILE: deeptools/test/test_readFiltering.py
================================================
import deeptools.estimateReadFiltering as est
import deeptools.alignmentSieve as sieve
import os.path
from os import unlink
import hashlib
import pysam
ROOT = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
BAMFILE_FILTER = ROOT + "test_filtering.bam"
BEDFILE_FILTER = ROOT + "test_filtering.blacklist.bed"
PAIREDBAMFILE_FILTER = ROOT + "test_paired.bam"
def test_estimate_read_filtering_minimal():
"""
Minimal testing
"""
outfile = '/tmp/test_minimal.txt'
args = '-b {} -o {}'.format(BAMFILE_FILTER, outfile).split()
est.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
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',
'test_filtering.bam\t193\t193\t0\t0.0\t0.0\t0.0\t0.0\t0.0\t0.0\t0.0\t0.0\n']
# strip the path from the output
_ = resp[1].split("\t")
_[0] = os.path.basename(_[0])
resp[1] = "\t".join(_)
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_estimate_read_filtering_params():
"""
--minMappingQuality 10 --samFlagExclude 512 --ignoreDuplicates -bl
"""
outfile = '/tmp/test_params.txt'
args = '-b {} --minMappingQuality 10 --samFlagExclude 512 --ignoreDuplicates -bl {} -o {}'.format(BAMFILE_FILTER, BEDFILE_FILTER, outfile).split()
est.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
# strip the path from the output
_ = resp[1].split("\t")
_[0] = os.path.basename(_[0])
resp[1] = "\t".join(_)
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',
'test_filtering.bam\t193\t193\t7\t193\t41.4\t0.0\t186.5\t31.6\t0.0\t0.0\t0.0\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_sieve():
"""
Test filtering a BAM file by MAPQ, flag, and blacklist
"""
outfile = '/tmp/test_sieve.bam'
outfiltered = '/tmp/test_sieveFiltered.bam'
outlog = '/tmp/test_sieve.log'
args = '-b {} --smartLabels --minMappingQuality 10 --samFlagExclude 512 -bl {} -o {} --filterMetrics {} --filteredOutReads {}'.format(BAMFILE_FILTER, BEDFILE_FILTER, outfile, outlog, outfiltered).split()
sieve.main(args)
_foo = open(outlog, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['#bamFilterReads --filterMetrics\n',
'#File\tReads Remaining\tTotal Initial Reads\n',
'test_filtering\t5\t193\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outlog)
h = hashlib.md5(pysam.view(outfile).encode('utf-8')).hexdigest()
expectedh = 'acbc4443fb0387bfd6c412af9d4fc414'
assert f'{h}' == f'{expectedh}'
unlink(outfile)
h1 = hashlib.md5(pysam.view(outfiltered).encode('utf-8')).hexdigest()
expectedh = 'b90befdd5f073f14acb9a38661f301ad'
assert f"{h1}" == f"{expectedh}"
unlink(outfiltered)
def test_sieve_BED():
"""
Test alignmentSieve with the --BED option
"""
outfile = '/tmp/test_sieve.bed'
args = '-b {} --minMappingQuality 10 --BED -o {}'.format(PAIREDBAMFILE_FILTER, outfile).split()
sieve.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['chr2\t5000026\t5000390\n',
'chr2\t5000303\t5000711\n',
'chr2\t5000384\t5000531\n',
'chr2\t5000384\t5000531\n',
'chr2\t5000559\t5000941\n',
'chr2\t5000736\t5001171\n',
'chr2\t5000819\t5001228\n',
'chr2\t5000821\t5001158\n',
'chr2\t5000821\t5001158\n',
'chr2\t5000821\t5001158\n',
'chr2\t5000834\t5001249\n',
'chr2\t5000855\t5001277\n',
'chr2\t5000867\t5001218\n',
'chr2\t5000925\t5001023\n',
'chr2\t5000925\t5001023\n',
'chr2\t5000937\t5001338\n',
'chr2\t5001010\t5001176\n',
'chr2\t5001025\t5001431\n',
'chr2\t5001050\t5001436\n',
'chr2\t5001114\t5001413\n',
'chr2\t5001115\t5001269\n',
'chr2\t5001115\t5001269\n',
'chr2\t5001226\t5001603\n',
'chr2\t5001491\t5001527\n',
'chr2\t5001700\t5001736\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
def test_sieve_BED_shift():
"""
Test alignmentSieve --BED --shift
"""
outfile = '/tmp/test_sieve_shift.bed'
args = '-b {} --minMappingQuality 10 --BED -o {} --shift 1 -2 3 -4'.format(PAIREDBAMFILE_FILTER, outfile).split()
sieve.main(args)
_foo = open(outfile, 'r')
resp = _foo.readlines()
_foo.close()
expected = ['chr2\t5000027\t5000388\n',
'chr2\t5000307\t5000708\n',
'chr2\t5000388\t5000528\n',
'chr2\t5000385\t5000529\n',
'chr2\t5000560\t5000939\n',
'chr2\t5000737\t5001169\n',
'chr2\t5000823\t5001225\n',
'chr2\t5000825\t5001155\n',
'chr2\t5000825\t5001155\n',
'chr2\t5000825\t5001155\n',
'chr2\t5000835\t5001247\n',
'chr2\t5000859\t5001274\n',
'chr2\t5000868\t5001216\n',
'chr2\t5000929\t5001020\n',
'chr2\t5000929\t5001020\n',
'chr2\t5000941\t5001335\n',
'chr2\t5001011\t5001174\n',
'chr2\t5001026\t5001429\n',
'chr2\t5001054\t5001433\n',
'chr2\t5001118\t5001410\n',
'chr2\t5001119\t5001266\n',
'chr2\t5001119\t5001266\n',
'chr2\t5001230\t5001600\n']
assert f"{resp}" == f"{expected}", f"{resp} != {expected}"
unlink(outfile)
================================================
FILE: deeptools/test/test_tools.py
================================================
from subprocess import PIPE, run
import os
try:
import tomllib
except ModuleNotFoundError:
import tomli as tomllib
TOMLFILE = os.path.dirname(os.path.abspath(__file__)) + "/../../pyproject.toml"
def test_tools():
"""
Check every script in 'pyproject.toml'
makes sure the version of all tools == version set in toml file
makes sure exitcodes are all 0
"""
with open(TOMLFILE, 'rb') as f:
_toml = tomllib.load(f)
for _p in _toml['project']['scripts'].keys():
_res = run(
[_p, "--version"],
stdout=PIPE,
stderr=PIPE
)
_version = _res.stdout.decode().splitlines()[0]
e_ver = _p + " " + _toml['project']['version']
assert f"{_version}" == f"{e_ver}"
e_retc = 0
assert f"{_res.returncode}" == f"{e_retc}"
================================================
FILE: deeptools/test/test_writeBedGraph.py
================================================
import os
import pytest
import deeptools.writeBedGraph as wr
from deeptools.writeBedGraph import scaleCoverage
@pytest.mark.parametrize("bc", ["bam", 'cram'])
class TestWriteBedGraph():
def ifiles(self, ext='bam'):
root = os.path.dirname(os.path.abspath(__file__)) + "/test_data/"
bamFile1 = root + "testA." + ext
bamFile2 = root + "testB." + ext
bamFile_PE = root + "test_paired2." + ext
chrom = '3R'
step_size = 50
bin_length = 50
func_args = {'scaleFactor': 1.0}
c = wr.WriteBedGraph(
[bamFile1],
binLength=bin_length,
stepSize=step_size
)
return c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args
def test_writeBedGraph_worker(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)
c.zerosToNans = False
c.skipZeros = False
tempFile = c.writeBedGraph_worker(chrom, 0, 200, scaleCoverage, func_args)
_foo = open(tempFile[3], 'r')
res = _foo.readlines()
_foo.close()
expected = ['3R\t0\t100\t0\n', '3R\t100\t200\t1\n']
assert f"{res}" == f"{expected}"
os.remove(tempFile[3])
def test_writeBedGraph_worker_zerotonan(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)
# turn on zeroToNan
c.zerosToNans = True
tempFile2 = c.writeBedGraph_worker(chrom, 0, 200, scaleCoverage, func_args)
_foo = open(tempFile2[3], 'r')
res = _foo.readlines()
_foo.close()
expected = ['3R\t100\t200\t1\n']
assert f"{res}" == f"{expected}"
os.remove(tempFile2[3])
def test_writeBedGraph_worker_scaling(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)
func_args = {'scaleFactor': 3.0}
tempFile = c.writeBedGraph_worker(chrom, 0, 200, scaleCoverage, func_args)
_foo = open(tempFile[3], 'r')
res = _foo.readlines()
_foo.close()
expected = ['3R\t0\t100\t0\n', '3R\t100\t200\t3\n']
assert f"{res}" == f"{expected}"
os.remove(tempFile[3])
def test_writeBedGraph_worker_ignore_duplicates(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)
c = wr.WriteBedGraph(
[bamFile2],
binLength=bin_length,
stepSize=step_size,
ignoreDuplicates=True
)
c.zerosToNans = True
tempFile = c.writeBedGraph_worker(chrom, 0, 200, scaleCoverage, func_args)
_foo = open(tempFile[3], 'r')
res = _foo.readlines()
_foo.close()
expected = ['3R\t50\t200\t1\n']
assert f"{res}" == f"{expected}"
os.remove(tempFile[3])
def test_writeBedGraph_worker_smoothing(self, bc):
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)
c.binLength = 20
c.stepSize = 20
c.smoothLength = 60
tempFile = c.writeBedGraph_worker(chrom, 100, 200, scaleCoverage, func_args)
_foo = open(tempFile[3], 'r')
res = _foo.readlines()
_foo.close()
expected = ['3R\t100\t120\t1\n', '3R\t120\t180\t1.33333\n', '3R\t180\t200\t1\n']
assert f"{res}" == f"{expected}"
os.remove(tempFile[3])
def test_writeBedGraph_cigar(self, bc):
"""
The bamFile1 contains a read at position 10
with the following CIGAR: 10S20M10N10M10S
that maps to a chromosome named chr_cigar.
"""
c, bamFile1, bamFile2, bamFile_PE, chrom, step_size, bin_length, func_args = self.ifiles(bc)
# turn of read extension
c.extendPairedEnds = False
c.binLength = 10
c.stepSize = 10
tempFile = c.writeBedGraph_worker('chr_cigar', 0, 100, scaleCoverage, func_args)
_foo = open(tempFile[3], 'r')
res = _foo.readlines()
_foo.close()
# the single read is split into bin 10-30, and then 40-50
expected = [
'chr_cigar\t0\t10\t0\n',
'chr_cigar\t10\t30\t1\n',
'chr_cigar\t30\t40\t0\n',
'chr_cigar\t40\t50\t1\n',
'chr_cigar\t50\t100\t0\n'
]
assert f"{res}" == f"{expected}"
os.remove(tempFile[3])
================================================
FILE: deeptools/utilities.py
================================================
import sys
import os
from deeptoolsintervals import GTF
from deeptools.bamHandler import openBam
import matplotlib as mpl
mpl.use('Agg')
from deeptools import cm # noqa: F401
import numpy as np
debug = 0
def smartLabel(label):
"""
Given a file name, likely with a path, return the file name without the path
and with the file extension removed. Thus, something like /path/to/some.special.file
should return some.special, since only the first extension (if present)
should be stripped.
"""
lab = os.path.splitext(os.path.basename(label))[0]
if lab == '':
# Maybe we have a dot file?
lab = os.path.basename(label)
return lab
def smartLabels(labels):
return [smartLabel(x) for x in labels]
def convertCmap(c, vmin=0, vmax=1):
cmap = mpl.cm.get_cmap(c)
norm = mpl.colors.Normalize(vmin=vmin, vmax=vmax)
cmap_rgb = []
for i in range(255):
k = mpl.colors.colorConverter.to_rgb(cmap(norm(i)))
cmap_rgb.append(k)
h = 1.0 / 254
colorScale = []
for k in range(255):
C = list(map(np.uint8, np.array(cmap(k * h)[:3]) * 255))
colorScale.append([k * h, 'rgb' + str((C[0], C[1], C[2]))])
return colorScale
def getTLen(read, notAbs=False):
"""
Get the observed template length of a read. For a paired-end read, this is
normally just the TLEN field. For SE reads this is the observed coverage of
the genome (excluding splicing).
"""
if abs(read.template_length) > 0:
if notAbs:
return read.template_length
return abs(read.template_length)
tlen = 0
try:
# the cigartuples property apparently didn't always exist
for op, opLen in read.cigartuples:
if op == 0:
tlen += opLen
elif op == 2:
tlen += opLen
elif op == 7:
tlen += opLen
elif op == 8:
tlen += opLen
except:
pass
return tlen
def getGC_content(tb, chrom, fragStart, fragEnd, fraction=True):
bases = tb.bases(chrom, fragStart, fragEnd, fraction=False)
if fragEnd > tb.chroms(chrom):
fragEnd = tb.chroms(chrom)
if sum(bases.values()) < 0.95 * (fragEnd - fragStart):
raise Exception("WARNING: too many NNNs present in {}:{}-{}".format(chrom, fragStart, fragEnd))
return None
if fraction:
return (bases['G'] + bases['C']) / float(fragEnd - fragStart)
return bases['G'] + bases['C']
def tbitToBamChrName(tbitNames, bamNames):
""" checks if the chromosome names from the two-bit and bam file coincide.
In case they do not coincide, a fix is tried. If successful, then
a mapping table is returned.
tbitNames and bamNames should be lists
"""
chrNameBitToBam = dict((x, x) for x in tbitNames)
if set(bamNames) != set(tbitNames):
sys.stderr.write("Bam and 2bit do not have matching "
"chromosome names:\n2bit:{}\n\nbam:{}"
"\n\n".format(tbitNames, bamNames))
if len(set(bamNames).intersection(set(tbitNames))) > 0:
sys.stderr.write("Using the following common chromosomes between "
"bam chromosome names and 2bit chromosome "
"names:\n")
for item in set(bamNames).intersection(set(tbitNames)):
sys.stderr.write(item + "\n")
chrNameBitToBam = dict([(x, x) for x in
set(bamNames).intersection(set(tbitNames))])
elif set(["chr" + x if x != 'dmel_mitochondrion_genome'
else 'chrM' for x in bamNames]) == set(tbitNames):
sys.stderr.write("Adding 'chr' seems to solve the problem. "
"Continuing ...")
chrNameBitToBam = dict([("chr" + x
if x != 'dmel_mitochondrion_genome'
else 'chrM', x) for x in bamNames])
elif set([x for x in tbitNames if x.count('random') == 0 and
x.count('chrM') == 0]) == set(bamNames):
if debug:
print("Removing random and mitochondrial chromosomes"
"fixes the problem")
chrNameBitToBam = dict([(x, x) for x in tbitNames
if x.count('random') == 0 and
x.count('chrM') == 0])
elif len(set(["chr" + x for x in bamNames if x != 'dmel_mitochondrion_genome']).intersection(set(tbitNames))) > 0:
bamNames2 = ["chr" + x for x in bamNames if x != 'dmel_mitochondrion_genome']
sys.stderr.write("Adding 'chr' seems to solve the problem for the following "
"chromosomes...")
for item in set(bamNames2).intersection(set(tbitNames)):
sys.stderr.write(item + "\n")
chrNameBitToBam = {"chrM": "MT"}
for i in range(len(bamNames)):
if bamNames2[i] in tbitNames:
chrNameBitToBam.update({bamNames2[i]: bamNames[i]})
elif len(set([x[3:] for x in bamNames if x.startswith("chr")]).intersection(set(tbitNames))) > 0:
bamNames = [x for x in bamNames]
bamNames2 = [x[3:] for x in bamNames if x.startswith("chr")]
if debug:
sys.stderr.write("Removing 'chr' seems to solve the problem for the following "
"chromosomes...")
for item in set(bamNames).intersection(set(tbitNames)):
sys.stderr.write(item + "\n")
chrNameBitToBam = {"MT": "chrM"}
for i in range(len(bamNames)):
if bamNames2[i] in tbitNames:
chrNameBitToBam.update({bamNames2[i]: bamNames[i]})
else:
if debug:
print("Index and reference do not have matching ")
"chromosome names"
exit(0)
return chrNameBitToBam
def getCommonChrNames(bamFileHandles, verbose=True):
r"""
Compares the names and lengths of a list of bam file handles.
The input is list of pysam file handles.
The function returns a duple containing the common chromosome names
and the common chromome lengths.
Hopefully, only _random and chrM are not common.
"""
def get_chrom_and_size(bam_handler):
"""
Reads the chromosome/scaffold name and the length from
the bam file and returns a list of (chromname, size) tuples
:param bam_handler:
:return: list of (chrom, size) tuples
"""
try:
# BAM file
return [(x, y) for x, y in zip(bam_handler.references, bam_handler.lengths)]
except:
return [(k, v) for k, v in bam_handler.chroms().items()]
def print_chr_names_and_size(chr_set):
sys.stderr.write("chromosome\tlength\n")
for name, size in chr_set:
sys.stderr.write("{0:>15}\t{1:>10}\n".format(name, size))
common_chr = set(get_chrom_and_size(bamFileHandles[0]))
non_common_chr = set()
for j in range(1, len(bamFileHandles)):
_names_and_size = set(get_chrom_and_size(bamFileHandles[j]))
if len(common_chr & _names_and_size) == 0:
# try to add remove 'chr' from the chromosome name
_corr_names_size = set()
for chrom_name, size in _names_and_size:
if chrom_name.startswith('chr'):
_corr_names_size.add((chrom_name[3:], size))
else:
_corr_names_size.add(('chr' + chrom_name, size))
if len(common_chr & _corr_names_size) == 0:
message = "No common chromosomes found. Are the bam files files " \
"from the same species and same assemblies?\n"
sys.stderr.write(message)
print_chr_names_and_size(common_chr)
sys.stderr.write("\nand the following is the list of the unmatched chromosome and chromosome\n"
"lengths from file\n{}\n".format(bamFileHandles.name))
print_chr_names_and_size(_names_and_size)
exit(1)
else:
_names_and_size = _corr_names_size
non_common_chr |= common_chr ^ _names_and_size
common_chr = common_chr & _names_and_size
if len(non_common_chr) > 0:
sys.stderr.write("\nThe following chromosome names did not match between the the bam files\n")
print_chr_names_and_size(non_common_chr)
# the common chromosomes has to be sorted as in the original
# bam files
chr_sizes = []
for tuple in get_chrom_and_size(bamFileHandles[0]):
if tuple in common_chr:
chr_sizes.append(tuple)
return chr_sizes, non_common_chr
def copyFileInMemory(filePath, suffix=''):
"""
copies a file into the special /dev/shm device which
moves the file into memory.
This process speeds ups the multiprocessor access to such files
"""
# fallback for windows users
if os.name == 'nt':
return filePath
memFileName = getTempFileName(suffix=suffix)
import shutil
shutil.copyfile(filePath, memFileName)
return memFileName
def getTempFileName(suffix=''):
"""
Return a temporary file name. The calling function is responsible for
deleting this upon completion.
"""
import tempfile
_tempFile = tempfile.NamedTemporaryFile(prefix="_deeptools_",
suffix=suffix,
delete=False)
memFileName = _tempFile.name
_tempFile.close()
return memFileName
def gtfOptions(allArgs=None):
"""
This is used a couple places to setup arguments to mapReduce
"""
transcriptID = "transcript"
exonID = "exon"
transcript_id_designator = "transcript_id"
keepExons = False
if allArgs is not None:
allArgs = vars(allArgs)
transcriptID = allArgs.get("transcriptID", transcriptID)
exonID = allArgs.get("exonID", exonID)
transcript_id_designator = allArgs.get("transcript_id_designator", transcript_id_designator)
keepExons = allArgs.get("keepExons", keepExons)
return transcriptID, exonID, transcript_id_designator, keepExons
def toString(s):
"""
This takes care of python2/3 differences
"""
if isinstance(s, str):
return s
if isinstance(s, bytes):
if sys.version_info[0] == 2:
return str(s)
return s.decode('ascii')
if isinstance(s, list):
return [toString(x) for x in s]
return s
def toBytes(s):
"""
Like toString, but for functions requiring bytes in python3
"""
if sys.version_info[0] == 2:
return s
if isinstance(s, bytes):
return s
if isinstance(s, str):
return bytes(s, 'ascii')
if isinstance(s, list):
return [toBytes(x) for x in s]
return s
def mungeChromosome(chrom, chromList):
"""
A generic chromosome munging function. "chrom" is munged by adding/removing "chr" such that it appears in chromList
On error, None is returned, but a common chromosome list should be used beforehand to avoid this possibility
"""
if chrom in chromList:
return chrom
if chrom == "MT" and "chrM" in chromList:
return "chrM"
if chrom == "chrM" and "MT" in chromList:
return "MT"
if chrom.startswith("chr") and chrom[3:] in chromList:
return chrom[3:]
if "chr" + chrom in chromList:
return "chr" + chrom
# This shouldn't actually happen
return None
def bam_total_reads(bam_handle, chroms_to_ignore, stats):
"""
Count the total number of mapped reads in a BAM file, filtering
the chromosome given in chroms_to_ignore list
"""
if chroms_to_ignore:
return sum([s[0] for k, s in stats.items() if k not in chroms_to_ignore])
else:
return sum([s[0] for s in stats.values()])
def bam_blacklisted_worker(args):
bam, chrom, start, end = args
fh = openBam(bam)
blacklisted = 0
for r in fh.fetch(reference=chrom, start=start, end=end):
if r.is_unmapped:
continue
if r.reference_start >= start and r.reference_start + r.infer_query_length(always=False) - 1 <= end:
blacklisted += 1
fh.close()
return blacklisted
def bam_blacklisted_reads(bam_handle, chroms_to_ignore, blackListFileName=None, numberOfProcessors=1):
blacklisted = 0
if blackListFileName is None:
return blacklisted
# Get the chromosome lengths
chromLens = {x: y for x, y in zip(bam_handle.references, bam_handle.lengths)}
bl = GTF(blackListFileName)
hasOverlaps, minOverlap = bl.hasOverlaps(returnDistance=True)
if hasOverlaps:
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")
if minOverlap < 1000:
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))
regions = []
for chrom in bl.chroms:
if (not chroms_to_ignore or chrom not in chroms_to_ignore) and chrom in chromLens:
for reg in bl.findOverlaps(chrom, 0, chromLens[chrom]):
regions.append([bam_handle.filename, chrom, reg[0], reg[1]])
if len(regions) > 0:
import multiprocessing
if len(regions) > 1 and numberOfProcessors > 1:
pool = multiprocessing.Pool(numberOfProcessors)
res = pool.map_async(bam_blacklisted_worker, regions).get(9999999)
else:
res = [bam_blacklisted_worker(x) for x in regions]
for val in res:
blacklisted += val
return blacklisted
================================================
FILE: deeptools/writeBedGraph.py
================================================
import os
import sys
import shutil
import numpy as np
import pyBigWig
# own modules
from deeptools import mapReduce
from deeptools.utilities import getCommonChrNames
import deeptools.countReadsPerBin as cr
from deeptools import bamHandler
from deeptools import utilities
debug = 0
old_settings = np.seterr(all='ignore')
def writeBedGraph_wrapper(args):
"""
Passes the arguments to writeBedGraph_worker.
This is a step required given
the constrains from the multiprocessing module.
The args var, contains as first element the 'self' value
from the WriteBedGraph object
"""
return WriteBedGraph.writeBedGraph_worker(*args)
class WriteBedGraph(cr.CountReadsPerBin):
r"""Reads bam files coverages and writes a bedgraph or bigwig file
Extends the CountReadsPerBin object such that the coverage
of bam files is writen to multiple bedgraph files at once.
The bedgraph files are later merge into one and converted
into a bigwig file if necessary.
The constructor arguments are the same as for CountReadsPerBin. However,
when calling the `run` method, the following parameters have
to be passed
Examples
--------
Given the following distribution of reads that cover 200 on
a chromosome named '3R'::
0 100 200
|------------------------------------------------------------|
A ===============
===============
B =============== ===============
===============
===============
>>> import tempfile
>>> test_path = os.path.dirname(os.path.abspath(__file__)) + "/test/test_data/"
>>> outFile = tempfile.NamedTemporaryFile()
>>> bam_file = test_path + "testA.bam"
For the example a simple scaling function is going to be used. This function
takes the coverage found at each region and multiplies it to the scaling factor.
In this case the scaling factor is 1.5
>>> function_to_call = scaleCoverage
>>> funcArgs = {'scaleFactor': 1.5}
Restrict process to a region between positions 0 and 200 of chromosome 3R
>>> region = '3R:0:200'
Set up such that coverage is computed for consecutive bins of length 25 bp
>>> bin_length = 25
>>> step_size = 25
>>> num_sample_sites = 0 #overruled by step_size
>>> c = WriteBedGraph([bam_file], binLength=bin_length, region=region, stepSize=step_size)
>>> c.run(function_to_call, funcArgs, outFile.name)
>>> f = open(outFile.name, 'r')
>>> f.readlines()
['3R\t0\t100\t0\n', '3R\t100\t200\t1.5\n']
>>> f.close()
>>> outFile.close()
"""
def run(self, func_to_call, func_args, out_file_name, blackListFileName=None, format="bedgraph", smoothLength=0):
r"""
Given a list of bamfiles, a function and a function arguments,
this method writes a bedgraph file (or bigwig) file
for a partition of the genome into tiles of given size
and a value for each tile that corresponds to the given function
and that is related to the coverage underlying the tile.
Parameters
----------
func_to_call : str
function name to be called to convert the list of coverages computed
for each bam file at each position into a single value. An example
is a function that takes the ratio between the coverage of two
bam files.
func_args : dict
dict of arguments to pass to `func`. E.g. {'scaleFactor':1.0}
out_file_name : str
name of the file to save the resulting data.
smoothLength : int
Distance in bp for smoothing the coverage per tile.
"""
self.__dict__["smoothLength"] = smoothLength
getStats = len(self.mappedList) < len(self.bamFilesList)
bam_handles = []
for x in self.bamFilesList:
if getStats:
bam, mapped, unmapped, stats = bamHandler.openBam(x, returnStats=True, nThreads=self.numberOfProcessors)
self.mappedList.append(mapped)
self.statsList.append(stats)
else:
bam = bamHandler.openBam(x)
bam_handles.append(bam)
genome_chunk_length = getGenomeChunkLength(bam_handles, self.binLength, self.mappedList)
# check if both bam files correspond to the same species
# by comparing the chromosome names:
chrom_names_and_size, non_common = getCommonChrNames(bam_handles, verbose=False)
if self.region:
# in case a region is used, append the tilesize
self.region += ":{}".format(self.binLength)
for x in list(self.__dict__.keys()):
if x in ["mappedList", "statsList"]:
continue
sys.stderr.write("{}: {}\n".format(x, self.__getattribute__(x)))
res = mapReduce.mapReduce([func_to_call, func_args],
writeBedGraph_wrapper,
chrom_names_and_size,
self_=self,
genomeChunkLength=genome_chunk_length,
region=self.region,
blackListFileName=blackListFileName,
numberOfProcessors=self.numberOfProcessors)
# Determine the sorted order of the temp files
chrom_order = dict()
for i, _ in enumerate(chrom_names_and_size):
chrom_order[_[0]] = i
res = [[chrom_order[x[0]], x[1], x[2], x[3]] for x in res]
res.sort()
if format == 'bedgraph':
out_file = open(out_file_name, 'wb')
for r in res:
if r[3]:
_foo = open(r[3], 'rb')
shutil.copyfileobj(_foo, out_file)
_foo.close()
os.remove(r[3])
out_file.close()
else:
bedGraphToBigWig(chrom_names_and_size, [x[3] for x in res], out_file_name)
def writeBedGraph_worker(self, chrom, start, end,
func_to_call, func_args,
bed_regions_list=None):
r"""Writes a bedgraph based on the read coverage found on bamFiles
The given func is called to compute the desired bedgraph value
using the funcArgs
Parameters
----------
chrom : str
Chrom name
start : int
start coordinate
end : int
end coordinate
func_to_call : str
function name to be called to convert the list of coverages computed
for each bam file at each position into a single value. An example
is a function that takes the ratio between the coverage of two
bam files.
func_args : dict
dict of arguments to pass to `func`.
smoothLength : int
Distance in bp for smoothing the coverage per tile.
bed_regions_list: list
List of tuples of the form (chrom, start, end)
corresponding to bed regions to be processed.
If not bed file was passed to the object constructor
then this list is empty.
Returns
-------
A list of [chromosome, start, end, temporary file], where the temporary file contains the bedgraph results for the region queried.
Examples
--------
>>> test_path = os.path.dirname(os.path.abspath(__file__)) + "/test/test_data/"
>>> bamFile1 = test_path + "testA.bam"
>>> bin_length = 50
>>> number_of_samples = 0 # overruled by step_size
>>> func_to_call = scaleCoverage
>>> funcArgs = {'scaleFactor': 1.0}
>>> c = WriteBedGraph([bamFile1], bin_length, number_of_samples, stepSize=50)
>>> tempFile = c.writeBedGraph_worker( '3R', 0, 200, func_to_call, funcArgs)
>>> f = open(tempFile[3], 'r')
>>> f.readlines()
['3R\t0\t100\t0\n', '3R\t100\t200\t1\n']
>>> f.close()
>>> os.remove(tempFile[3])
"""
if start > end:
raise NameError("start position ({0}) bigger "
"than end position ({1})".format(start, end))
coverage, _ = self.count_reads_in_region(chrom, start, end)
_file = open(utilities.getTempFileName(suffix='.bg'), 'w')
previous_value = None
line_string = "{}\t{}\t{}\t{:g}\n"
for tileIndex in range(coverage.shape[0]):
if self.smoothLength is not None and self.smoothLength > 0:
vector_start, vector_end = self.getSmoothRange(tileIndex,
self.binLength,
self.smoothLength,
coverage.shape[0])
tileCoverage = np.mean(coverage[vector_start:vector_end, :], axis=0)
else:
tileCoverage = coverage[tileIndex, :]
if self.skipZeroOverZero and np.sum(tileCoverage) == 0:
continue
value = func_to_call(tileCoverage, func_args)
"""
# uncomment these lines if fixed step bedgraph is required
if not np.isnan(value):
writeStart = start + tileIndex * self.binLength
writeEnd = min(writeStart + self.binLength, end)
_file.write(line_string.format(chrom, writeStart,
writeEnd, value))
continue
"""
if previous_value is None:
writeStart = start + tileIndex * self.binLength
writeEnd = min(writeStart + self.binLength, end)
previous_value = value
elif previous_value == value:
writeEnd = min(writeEnd + self.binLength, end)
elif previous_value != value:
if not np.isnan(previous_value):
_file.write(
line_string.format(chrom, writeStart, writeEnd, previous_value))
previous_value = value
writeStart = writeEnd
writeEnd = min(writeStart + self.binLength, end)
# write remaining value if not a nan
if previous_value is not None and writeStart != end and not np.isnan(previous_value):
_file.write(line_string.format(chrom, writeStart,
end, previous_value))
tempfilename = _file.name
_file.close()
return chrom, start, end, tempfilename
def bedGraphToBigWig(chromSizes, bedGraphFiles, bigWigPath):
"""
Takes a sorted list of bedgraph files and write them to a single bigWig file using pyBigWig.
The order of bedGraphFiles must match that of chromSizes!
"""
bw = pyBigWig.open(bigWigPath, "w")
assert bw is not None
bw.addHeader(chromSizes, maxZooms=10)
lastChrom = None
starts = []
ends = []
vals = []
for bg in bedGraphFiles:
if bg is not None:
f = open(bg)
for line in f:
interval = line.split()
# Buffer up to a million entries
if interval[0] != lastChrom or len(starts) == 1000000:
if lastChrom is not None:
bw.addEntries([lastChrom] * len(starts), starts, ends=ends, values=vals)
lastChrom = interval[0]
starts = [int(interval[1])]
ends = [int(interval[2])]
vals = [float(interval[3])]
else:
starts.append(int(interval[1]))
ends.append(int(interval[2]))
vals.append(float(interval[3]))
f.close()
os.remove(bg)
if len(starts) > 0:
bw.addEntries([lastChrom] * len(starts), starts, ends=ends, values=vals)
bw.close()
def getGenomeChunkLength(bamHandles, tile_size, mappedList):
"""
Tries to estimate the length of the genome sent to the workers
based on the density of reads per bam file and the number
of bam files.
The chunk length should be a multiple of the tileSize
"""
genomeLength = sum(bamHandles[0].lengths)
max_reads_per_bp = max([float(x) / genomeLength for x in mappedList])
# 2e6 is an empirical estimate
genomeChunkLength = int(min(5e6, int(2e6 / (max_reads_per_bp * len(bamHandles)))))
genomeChunkLength -= genomeChunkLength % tile_size
return genomeChunkLength
def scaleCoverage(tile_coverage, args):
"""
tileCoverage should be an list with only one element
"""
return args['scaleFactor'] * tile_coverage[0]
def ratio(tile_coverage, args):
"""
tileCoverage should be an list of two elements
"""
return float(tile_coverage[0]) / tile_coverage[1]
================================================
FILE: deeptools/writeBedGraph_bam_and_bw.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
import os
import shutil
import tempfile
import numpy as np
import sys
# NGS packages
import pyBigWig
# own module
from deeptools import mapReduce
from deeptools.utilities import getCommonChrNames, toBytes
from deeptools.writeBedGraph import *
from deeptools import bamHandler
old_settings = np.seterr(all='ignore')
def getCoverageFromBigwig(bigwigHandle, chrom, start, end, tileSize,
missingDataAsZero=False):
try:
coverage = np.asarray(bigwigHandle.values(chrom, start, end))
except RuntimeError:
# this error happens when chromosome
# is not into the bigwig file
return []
if coverage is None:
return []
if missingDataAsZero is True:
coverage[np.isnan(coverage)] = 0
# average the values per bin
cov = np.array(
[np.mean(coverage[x:x + tileSize])
for x in range(0, len(coverage), tileSize)])
return cov
def writeBedGraph_wrapper(args):
return writeBedGraph_worker(*args)
def writeBedGraph_worker(
chrom, start, end, tileSize, defaultFragmentLength,
bamOrBwFileList, func, funcArgs, extendPairedEnds=True, smoothLength=0,
skipZeroOverZero=False, missingDataAsZero=False, fixedStep=False):
r"""
Writes a bedgraph having as base a number of bam files.
The given func is called to compute the desired bedgraph value
using the funcArgs
tileSize
"""
if start > end:
raise NameError("start position ({0}) bigger than "
"end position ({1})".format(start, end))
coverage = []
for indexFile, fileFormat in bamOrBwFileList:
if fileFormat == 'bam':
bamHandle = bamHandler.openBam(indexFile)
coverage.append(getCoverageFromBam(
bamHandle, chrom, start, end, tileSize,
defaultFragmentLength, extendPairedEnds,
True))
bamHandle.close()
elif fileFormat == 'bigwig':
bigwigHandle = pyBigWig.open(indexFile)
coverage.append(
getCoverageFromBigwig(
bigwigHandle, chrom, start, end,
tileSize, missingDataAsZero))
bigwigHandle.close()
_file = tempfile.NamedTemporaryFile(delete=False)
previousValue = None
lengthCoverage = len(coverage[0])
for tileIndex in range(lengthCoverage):
tileCoverage = []
for index in range(len(bamOrBwFileList)):
if smoothLength > 0:
vectorStart, vectorEnd = getSmoothRange(
tileIndex, tileSize, smoothLength, lengthCoverage)
tileCoverage.append(
np.mean(coverage[index][vectorStart:vectorEnd]))
else:
try:
tileCoverage.append(coverage[index][tileIndex])
except IndexError:
sys.exit("Chromosome {} probably not in one of the bigwig "
"files. Remove this chromosome from the bigwig file "
"to continue".format(chrom))
if skipZeroOverZero and np.sum(tileCoverage) == 0:
previousValue = None
continue
value = func(tileCoverage, funcArgs)
if fixedStep:
writeStart = start + tileIndex * tileSize
writeEnd = min(writeStart + tileSize, end)
try:
_file.write(toBytes("{0}\t{1}\t{2}\t{3:g}\n".format(chrom, writeStart,
writeEnd, value)))
except TypeError:
_file.write(toBytes("{}\t{}\t{}\t{}\n".format(chrom, writeStart,
writeEnd, value)))
else:
if previousValue is None:
writeStart = start + tileIndex * tileSize
writeEnd = min(writeStart + tileSize, end)
previousValue = value
elif previousValue == value:
writeEnd = min(writeEnd + tileSize, end)
elif previousValue != value:
if not np.isnan(previousValue):
_file.write(
toBytes("{0}\t{1}\t{2}\t{3:g}\n".format(chrom, writeStart,
writeEnd, previousValue)))
previousValue = value
writeStart = writeEnd
writeEnd = min(writeStart + tileSize, end)
if not fixedStep:
# write remaining value if not a nan
if previousValue and writeStart != end and \
not np.isnan(previousValue):
_file.write(toBytes("{0}\t{1}\t{2}\t{3:g}\n".format(chrom, writeStart,
end, previousValue)))
tempFileName = _file.name
_file.close()
return chrom, start, end, tempFileName
def writeBedGraph(
bamOrBwFileList, outputFileName, fragmentLength,
func, funcArgs, tileSize=25, region=None, blackListFileName=None, numberOfProcessors=1,
format="bedgraph", extendPairedEnds=True, missingDataAsZero=False,
skipZeroOverZero=False, smoothLength=0, fixedStep=False, verbose=False):
r"""
Given a list of bamfiles, a function and a function arguments,
this method writes a bedgraph file (or bigwig) file
for a partition of the genome into tiles of given size
and a value for each tile that corresponds to the given function
and that is related to the coverage underlying the tile.
"""
bamHandles = []
mappedList = []
for indexedFile, fileFormat in bamOrBwFileList:
if fileFormat == 'bam':
bam, mapped, unmapped, stats = bamHandler.openBam(indexedFile, returnStats=True, nThreads=numberOfProcessors)
bamHandles.append(bam)
mappedList.append(mapped)
if len(bamHandles):
genomeChunkLength = getGenomeChunkLength(bamHandles, tileSize, mappedList)
# check if both bam files correspond to the same species
# by comparing the chromosome names:
chromNamesAndSize, __ = getCommonChrNames(bamHandles, verbose=verbose)
else:
genomeChunkLength = int(10e6)
cCommon_number = {}
chromNamesAndSize = {}
for fileName, fileFormat in bamOrBwFileList:
if fileFormat == 'bigwig':
fh = pyBigWig.open(fileName)
else:
continue
for chromName, size in list(fh.chroms().items()):
if chromName in chromNamesAndSize:
cCommon_number[chromName] += 1
if chromNamesAndSize[chromName] != size:
print("\nWARNING\n"
"Chromosome {} length reported in the "
"input files differ.\n{} for {}\n"
"{} for {}.\n\nThe smallest "
"length will be used".format(
chromName, chromNamesAndSize[chromName],
bamOrBwFileList[0][0], size, fileName))
chromNamesAndSize[chromName] = min(
chromNamesAndSize[chromName], size)
else:
chromNamesAndSize[chromName] = size
cCommon_number[chromName] = 1
fh.close()
# get the list of common chromosome names and sizes
if len(bamOrBwFileList) == 1:
chromNamesAndSize = [(k, v) for k, v in chromNamesAndSize.items()]
else:
chromNamesAndSize = [(k, v) for k, v in chromNamesAndSize.items()
if k in cCommon_number and
cCommon_number[k] == len(bamOrBwFileList)]
if region:
# in case a region is used, append the tilesize
region += ":{}".format(tileSize)
res = mapReduce.mapReduce((tileSize, fragmentLength, bamOrBwFileList,
func, funcArgs, extendPairedEnds, smoothLength,
skipZeroOverZero, missingDataAsZero, fixedStep),
writeBedGraph_wrapper,
chromNamesAndSize,
genomeChunkLength=genomeChunkLength,
region=region,
blackListFileName=blackListFileName,
numberOfProcessors=numberOfProcessors,
verbose=verbose)
# Determine the sorted order of the temp files
chrom_order = dict()
for i, _ in enumerate(chromNamesAndSize):
chrom_order[_[0]] = i
res = [[chrom_order[x[0]], x[1], x[2], x[3]] for x in res]
res.sort()
if format == 'bedgraph':
of = open(outputFileName, 'wb')
for r in res:
if r is not None:
_ = open(r[3], 'rb')
shutil.copyfileobj(_, of)
_.close()
os.remove(r[3])
of.close()
else:
bedGraphToBigWig(chromNamesAndSize, [x[3] for x in res], outputFileName)
================================================
FILE: docs/Makefile
================================================
# Makefile for Sphinx documentation
#
# You can set these variables from the command line.
SPHINXOPTS =
SPHINXBUILD = sphinx-build
PAPER =
BUILDDIR = _build
# User-friendly check for sphinx-build
ifeq ($(shell which $(SPHINXBUILD) >/dev/null 2>&1; echo $$?), 1)
$(error The '$(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/)
endif
# Internal variables.
PAPEROPT_a4 = -D latex_paper_size=a4
PAPEROPT_letter = -D latex_paper_size=letter
ALLSPHINXOPTS = -d $(BUILDDIR)/doctrees $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) .
# the i18n builder cannot share the environment and doctrees with the others
I18NSPHINXOPTS = $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) .
.PHONY: help clean html dirhtml singlehtml pickle json htmlhelp qthelp devhelp epub latex latexpdf text man changes linkcheck doctest coverage gettext
help:
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================================================
FILE: docs/_static/welcome_base.css
================================================
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.search-query{width:100%;padding-right:24px}.search-input .search-clear,.search-input .search-loading{position:relative;display:inline-block;float:right;margin-top:-24px;margin-right:4px;font-size:1.4em;line-height:23px;color:grey}.search-input .search-clear:hover{color:#303030}.dataset-choice{border:1px solid lightgrey;border-radius:3px;overflow:hidden;padding:10px 8px 8px 8px}.dataset-choice:hover{border-color:black;cursor:pointer}.dataset-choice:hover>*{cursor:pointer}.dataset-choice .prompt{margin-right:8px}.dataset-choice .prompt:after{content:':'}.dataset-choice .prompt:empty{display:none}.dataset-choice .none-selected-msg{color:grey}.dataset-choice .selected{display:inline-block}.dataset-choice .selected .title{font-weight:bold}.dataset-choice .selected .subtitle{color:grey}.dataset-choice .selected .subtitle:before{content:'-';margin:0 4px 0 4px}.dataset-choice .selected .subtitle i{font-style:normal}.dataset-choice .selected .subtitle i:not(:last-child):after{content:', '}.dataset-choice.multi .selected{display:block;font-weight:normal}.dataset-choice.multi table{width:100%;margin-top:8px;cursor:pointer}.dataset-choice.multi table:hover{border-color:black}.dataset-choice.multi table tr:nth-child(even){background-color:aliceblue}.dataset-choice.multi table th{padding:0;font-weight:normal;font-size:80%;color:grey}.dataset-choice.multi table th:not(:last-child),.dataset-choice.multi table td:not(:last-child){padding-right:8px}.dataset-choice.multi table td.cell-name{font-weight:bold}.dataset-choice-modal .list-panel .list-item.dataset{border-left-width:1px;border-right-width:1px}.dataset-choice-modal .list-panel .controls .title .name{font-size:120%}.peek-column-selector{border-radius:3px;border:1px solid #5f6990}.peek-column-selector td,.peek-column-selector th{padding:4px 10px 4px 4px}.peek-column-selector th:last-child{width:100%}.peek-column-selector .top-left{width:10%;white-space:normal;vertical-align:top;text-align:right;font-family:"Lucida Grande",verdana,arial,helvetica,sans-serif;font-weight:normal}.peek-column-selector .renamable-header:hover{background-color:black}.peek-column-selector .control td.control-prompt{background-color:#5f6990;padding:0 4px 0 8px;text-align:right;color:white}.peek-column-selector .control td{padding:1px;font-family:"Lucida Grande",verdana,arial,helvetica,sans-serif;color:grey}.peek-column-selector .control td .button{min-width:28px;border:1px solid grey;border-radius:3px;padding:4px;color:grey}.peek-column-selector .control td:hover .button{background-color:#EEE;border:1px solid black;cursor:pointer;color:black}.peek-column-selector .control td.disabled .button,.peek-column-selector .control td.disabled:hover .button{background-color:transparent;border:1px solid #CCC;cursor:not-allowed;color:#CCC}.peek-column-selector .control td.selected .button{background-color:black;border:1px solid black;color:white}.pagination{margin:0}.pagination-scroll-container{display:inline-block;background-color:#F8F8F8;border-radius:3px;border:1px solid #BFBFBF;overflow:auto}.pagination-scroll-container .pagination-page-list{margin:3px 0 3px 0}.pagination-scroll-container .pagination-page-list>li:first-child>a,.pagination-scroll-container .pagination-page-list>li:first-child>span{border-radius:0;border-left:0}.pagination-scroll-container .pagination-page-list>li:last-child>a,.pagination-scroll-container .pagination-page-list>li:last-child>span{border-radius:0}.pagination-scroll-container .pagination-page-list>li>a{float:none;position:static;border:1px solid #BFBFBF;border-width:0 0 0 1px}.toolMenuContainer{color:#000000;background:#DFE5F9;min-height:100%;padding:5px 10px}div.toolSectionPad{margin:0;padding:0;height:5px;font-size:0}div.toolSectionWrapper{margin-bottom:5px}div.toolSectionDetailsInner{margin-left:5px;margin-right:5px}div.toolSectionTitle{font-weight:bold}div.toolPanelLabel{padding-top:10px;padding-bottom:5px;font-weight:bold;color:gray;text-transform:uppercase}div.toolTitle{padding-top:5px;padding-bottom:5px;margin-left:16px;margin-right:10px;display:list-item;list-style:square outside}div.toolTitle .labels{float:right;margin-left:2px}div.toolSectionBody div.toolPanelLabel{padding-top:5px;padding-bottom:5px;margin-left:16px;margin-right:10px;display:list-item;list-style:none outside}div.toolTitleNoSection{padding-bottom:5px;font-weight:bold}#tool-search{padding-top:5px;padding-bottom:10px;position:relative}#loading_indicator{position:fixed;right:10px;top:10px;height:32px;width:32px;display:none;background:url(largespinner.gif)}#content_table td{text-align:right;white-space:nowrap;padding:2px 10px}#content_table th{white-space:nowrap;padding:2px 10px}#content_table td.stringalign{text-align:left}#content_table .dark_row{background-color:#DDD}#content_table th{background-color:#AAA}.toolMenuAndView .toolForm{float:left;background-color:white;margin:10px}.text-and-autocomplete-select{background:none;position:relative;padding-right:18px}.text-and-autocomplete-select:after{margin-top:6px;position:absolute;top:2px;right:6px;width:10px;height:10px;display:inline-block;width:0;height:0;margin-left:2px;vertical-align:middle;border-top:4px solid #000000;border-right:4px solid transparent;border-left:4px solid transparent;border-bottom:0 dotted;content:"";opacity:80;-ms-filter:progid:DXImageTransform.Microsoft.Alpha(Opacity=8000);filter:alpha(opacity=8000)}.btn-default .text-and-autocomplete-select:after,.ui-form-composite .ui-button .text-and-autocomplete-select:after{border-top-color:#333}.btn-primary .text-and-autocomplete-select:after,.btn-success .text-and-autocomplete-select:after,.btn-warning .text-and-autocomplete-select:after,.btn-danger .text-and-autocomplete-select:after,.btn-info .text-and-autocomplete-select:after{border-top-color:#fff}.icon-button.general-question{background:url(question-octagon-frame.png) no-repeat;float:right;margin-top:3px;margin-right:4px}.icon-button.tag-question{background:url(question-balloon.png) no-repeat;float:right;margin-top:3px;margin-right:4px}.icon-button.tag{background-image:url(sprite-fugue.png);background-position:-16px -112px;width:16px;height:16px}.icon-button.tags{background-image:url(sprite-fugue.png);background-position:-32px -112px;width:16px;height:16px}.icon-button.tag--plus{background-image:url(sprite-fugue.png);background-position:0 -112px;width:16px;height:16px}.icon-button.toggle-expand{background-image:url(sprite-fugue.png);background-position:-80px -112px;width:16px;height:16px}.icon-button.toggle{background-image:url(sprite-fugue.png);background-position:-48px -112px;width:16px;height:16px}.icon-button.toggle:hover{background-image:url(sprite-fugue.png);background-position:-96px -112px;width:16px;height:16px}.icon-button.arrow-circle{background-image:url(sprite-fugue.png);background-position:-32px 0;width:16px;height:16px}.icon-button.chevron{background-image:url(sprite-fugue.png);background-position:-32px -64px;width:16px;height:16px}.icon-button.bug{background-image:url(sprite-fugue.png);background-position:-64px -32px;width:16px;height:16px}.icon-button.disk{background-image:url(sprite-fugue.png);background-position:-16px -80px;width:16px;height:16px}.icon-button.information{background-image:url(sprite-fugue.png);background-position:-96px -80px;width:16px;height:16px}.icon-button.annotate{background-image:url(sprite-fugue.png);background-position:-112px -96px;width:16px;height:16px}.icon-button.go-to-full-screen{background-image:url(sprite-fugue.png);background-position:0 0;width:16px;height:16px}.icon-button.import{background-image:url(sprite-fugue.png);background-position:-112px -80px;width:16px;height:16px}.icon-button.plus-button{background-image:url(sprite-fugue.png);background-position:-112px -48px;width:16px;height:16px}.icon-button.plus-button:hover{background-image:url(sprite-fugue.png);background-position:-112px -64px;width:16px;height:16px}.icon-button.gear{background-image:url(sprite-fugue.png);background-position:-96px 0;width:16px;height:16px}.icon-button.chart_curve{background-image:url(sprite-fugue.png);background-position:-64px -48px;width:16px;height:16px}.icon-button.disk--arrow{background-image:url(sprite-fugue.png);background-position:-80px -64px;width:16px;height:16px}.icon-button.disk--arrow:hover{background-image:url(sprite-fugue.png);background-position:0 -80px;width:16px;height:16px}.icon-button.cross-circle{background-image:url(sprite-fugue.png);background-position:-80px 0;width:16px;height:16px}.icon-button.cross-circle:hover{background-image:url(sprite-fugue.png);background-position:-80px -16px;width:16px;height:16px}.icon-button.arrow-split{background-image:url(sprite-fugue.png);background-position:-16px -32px;width:16px;height:16px}.icon-button.arrow-split:hover{background-image:url(sprite-fugue.png);background-position:-32px -32px;width:16px;height:16px}.icon-button.chevron-expand:hover{background-image:url(sprite-fugue.png);background-position:-16px -64px;width:16px;height:16px}.icon-button.chevron-expand{background-image:url(sprite-fugue.png);background-position:0 -64px;width:16px;height:16px}.noscript-overlay{position:absolute;width:100%;height:100%;background:white;z-index:10000}.noscript-overlay>div{margin:64px 0 0 64px}#for_bears{display:none}
================================================
FILE: docs/_static/welcome_owl.carousel.css
================================================
/*
* Owl Carousel - Animate Plugin
*/
.owl-carousel .animated {
-webkit-animation-duration: 1000ms;
animation-duration: 1000ms;
-webkit-animation-fill-mode: both;
animation-fill-mode: both;
}
.owl-carousel .owl-animated-in {
z-index: 0;
}
.owl-carousel .owl-animated-out {
z-index: 1;
}
.owl-carousel .fadeOut {
-webkit-animation-name: fadeOut;
animation-name: fadeOut;
}
@-webkit-keyframes fadeOut {
0% {
opacity: 1;
}
100% {
opacity: 0;
}
}
@keyframes fadeOut {
0% {
opacity: 1;
}
100% {
opacity: 0;
}
}
/*
* Owl Carousel - Auto Height Plugin
*/
.owl-height {
-webkit-transition: height 500ms ease-in-out;
-moz-transition: height 500ms ease-in-out;
-ms-transition: height 500ms ease-in-out;
-o-transition: height 500ms ease-in-out;
transition: height 500ms ease-in-out;
}
/*
* Core Owl Carousel CSS File
*/
.owl-carousel {
display: none;
width: 100%;
-webkit-tap-highlight-color: transparent;
/* position relative and z-index fix webkit rendering fonts issue */
position: relative;
z-index: 1;
}
.owl-carousel .owl-stage {
position: relative;
-ms-touch-action: pan-Y;
}
.owl-carousel .owl-stage:after {
content: ".";
display: block;
clear: both;
visibility: hidden;
line-height: 0;
height: 0;
}
.owl-carousel .owl-stage-outer {
position: relative;
overflow: hidden;
/* fix for flashing background */
-webkit-transform: translate3d(0px, 0px, 0px);
}
.owl-carousel .owl-controls .owl-nav .owl-prev,
.owl-carousel .owl-controls .owl-nav .owl-next,
.owl-carousel .owl-controls .owl-dot {
cursor: pointer;
cursor: hand;
-webkit-user-select: none;
-khtml-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.owl-carousel.owl-loaded {
display: block;
}
.owl-carousel.owl-loading {
opacity: 0;
display: block;
}
.owl-carousel.owl-hidden {
opacity: 0;
}
.owl-carousel .owl-refresh .owl-item {
display: none;
}
.owl-carousel .owl-item {
position: relative;
min-height: 1px;
float: left;
-webkit-backface-visibility: hidden;
-webkit-tap-highlight-color: transparent;
-webkit-touch-callout: none;
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.owl-carousel .owl-item img {
display: block;
width: 100%;
-webkit-transform-style: preserve-3d;
}
.owl-carousel.owl-text-select-on .owl-item {
-webkit-user-select: auto;
-moz-user-select: auto;
-ms-user-select: auto;
user-select: auto;
}
.owl-carousel .owl-grab {
cursor: move;
cursor: -webkit-grab;
cursor: -o-grab;
cursor: -ms-grab;
cursor: grab;
}
.owl-carousel.owl-rtl {
direction: rtl;
}
.owl-carousel.owl-rtl .owl-item {
float: right;
}
/* No Js */
.no-js .owl-carousel {
display: block;
}
/*
* Owl Carousel - Lazy Load Plugin
*/
.owl-carousel .owl-item .owl-lazy {
opacity: 0;
-webkit-transition: opacity 400ms ease;
-moz-transition: opacity 400ms ease;
-ms-transition: opacity 400ms ease;
-o-transition: opacity 400ms ease;
transition: opacity 400ms ease;
}
.owl-carousel .owl-item img {
transform-style: preserve-3d;
}
/*
* Owl Carousel - Video Plugin
*/
.owl-carousel .owl-video-wrapper {
position: relative;
height: 100%;
background: #000;
}
.owl-carousel .owl-video-play-icon {
position: absolute;
height: 80px;
width: 80px;
left: 50%;
top: 50%;
margin-left: -40px;
margin-top: -40px;
background: url("owl.video.play.png") no-repeat;
cursor: pointer;
z-index: 1;
-webkit-backface-visibility: hidden;
-webkit-transition: scale 100ms ease;
-moz-transition: scale 100ms ease;
-ms-transition: scale 100ms ease;
-o-transition: scale 100ms ease;
transition: scale 100ms ease;
}
.owl-carousel .owl-video-play-icon:hover {
-webkit-transition: scale(1.3, 1.3);
-moz-transition: scale(1.3, 1.3);
-ms-transition: scale(1.3, 1.3);
-o-transition: scale(1.3, 1.3);
transition: scale(1.3, 1.3);
}
.owl-carousel .owl-video-playing .owl-video-tn,
.owl-carousel .owl-video-playing .owl-video-play-icon {
display: none;
}
.owl-carousel .owl-video-tn {
opacity: 0;
height: 100%;
background-position: center center;
background-repeat: no-repeat;
-webkit-background-size: contain;
-moz-background-size: contain;
-o-background-size: contain;
background-size: contain;
-webkit-transition: opacity 400ms ease;
-moz-transition: opacity 400ms ease;
-ms-transition: opacity 400ms ease;
-o-transition: opacity 400ms ease;
transition: opacity 400ms ease;
}
.owl-carousel .owl-video-frame {
position: relative;
z-index: 1;
}
================================================
FILE: docs/_static/welcome_owl.carousel.theme.css
================================================
.owl-theme .owl-controls{margin-top:10px;text-align:center;-webkit-tap-highlight-color:transparent}.owl-theme .owl-controls .owl-nav [class*=owl-]{color:#fff;font-size:14px;margin:5px;padding:4px 7px;background:#d6d6d6;display:inline-block;cursor:pointer;-webkit-border-radius:3px;-moz-border-radius:3px;border-radius:3px}.owl-theme .owl-controls .owl-nav [class*=owl-]:hover{background:#869791;color:#fff;text-decoration:none}.owl-theme .owl-controls .owl-nav .disabled{opacity:.5;cursor:default}.owl-theme .owl-dots .owl-dot{display:inline-block;zoom:1;*display:inline}.owl-theme .owl-dots .owl-dot span{width:10px;height:10px;margin:5px 7px;background:#d6d6d6;display:block;-webkit-backface-visibility:visible;-webkit-transition:opacity 200ms ease;-moz-transition:opacity 200ms ease;-ms-transition:opacity 200ms ease;-o-transition:opacity 200ms ease;transition:opacity 200ms ease;-webkit-border-radius:30px;-moz-border-radius:30px;border-radius:30px}.owl-theme .owl-dots .owl-dot.active span,.owl-theme .owl-dots .owl-dot:hover span{background:#869791}
================================================
FILE: docs/conf.py
================================================
# -*- coding: utf-8 -*-
#
# deepTools documentation build configuration file, created by
# sphinx-quickstart on Wed Mar 25 12:08:19 2015.
#
# This file is execfile()d with the current directory set to its
# containing dir.
#
# Note that not all possible configuration values are present in this
# autogenerated file.
#
# All configuration values have a default; values that are commented out
# serve to show the default.
import sys
import os
import tomllib
# to allow readthedocs to compile without installing some dependencies
import mock
# MOCK_MODULES = ['numpy', 'numpy.ma', 'scipy', 'pyBigWig']
MOCK_MODULES = ['pyBigWig', 'py2bit', 'plotly', 'plotly.offline', 'plotly.graph_objs', 'plotly.figure_factory']
for mod_name in MOCK_MODULES:
sys.modules[mod_name] = mock.Mock()
# If extensions (or modules to document with autodoc) are in another directory,
# add these directories to sys.path here. If the directory is relative to the
# documentation root, use os.path.abspath to make it absolute, like shown here.
sys.path.insert(0, os.path.abspath('../..'))
# -- General configuration ------------------------------------------------
# If your documentation needs a minimal Sphinx version, state it here.
# needs_sphinx = '1.0'
# Add any Sphinx extension module names here, as strings. They can be
# extensions coming with Sphinx (named 'sphinx.ext.*') or your custom
# ones.
extensions = [
'sphinx.ext.autodoc',
'sphinx.ext.doctest',
'sphinx.ext.coverage',
'sphinx.ext.mathjax',
'sphinx.ext.viewcode',
'sphinx.ext.autosummary',
'sphinxarg.ext'
]
# 'numpydoc'
# This is needed to suppress autosummary reordering
numpydoc_show_class_members = False
# 'sphinxcontrib.restbuilder',
# Add any paths that contain templates here, relative to this directory.
templates_path = ['source/_templates']
# The suffix(es) of source filenames.
# You can specify multiple suffix as a list of string:
# source_suffix = ['.rst', '.md']
source_suffix = '.rst'
# The encoding of source files.
# source_encoding = 'utf-8-sig'
# The master toctree document.
master_doc = 'index'
# General information about the project.
project = u'deepTools'
author = u'Fidel Ramírez, Friederike Dündar, Björn Grüning, Thomas Manke, Devon Ryan, Fabian Kilpert, ' \
u'Andreas Richter, Vivek Bhardwaj, Steffen Heyne'
# The version info for the project you're documenting, acts as replacement for
# |version| and |release|, also used in various other places throughout the
# built documents.
#
# The short X.Y version.
def get_version():
with open('../pyproject.toml', 'rb') as f:
d = tomllib.load(f)
try:
return d['project']['version']
except:
return None
version = get_version()
# The full version, including alpha/beta/rc tags.
release = version
# An rst epilog to apper at the end of every page
rst_epilog = """
+----------------------------------------------------------------+-------------------------------------------------------------+
| `deepTools Galaxy `_. | `code @ github `_. |
+----------------------------------------------------------------+-------------------------------------------------------------+
"""
# The language for content autogenerated by Sphinx. Refer to documentation
# for a list of supported languages.
#
# This is also used if you do content translation via gettext catalogs.
# Usually you set "language" from the command line for these cases.
language = 'en'
# There are two options for replacing |today|: either, you set today to some
# non-false value, then it is used:
# today = ''
# Else, today_fmt is used as the format for a strftime call.
# today_fmt = '%B %d, %Y'
# List of patterns, relative to source directory, that match files and
# directories to ignore when looking for source files.
exclude_patterns = ['_build']
# The reST default role (used for this markup: `text`) to use for all
# documents.
# default_role = None
# If true, '()' will be appended to :func: etc. cross-reference text.
# add_function_parentheses = True
# If true, the current module name will be prepended to all description
# unit titles (such as .. function::).
# add_module_names = True
# If true, sectionauthor and moduleauthor directives will be shown in the
# output. They are ignored by default.
# show_authors = False
# The name of the Pygments (syntax highlighting) style to use.
pygments_style = 'sphinx'
# A list of ignored prefixes for module index sorting.
# modindex_common_prefix = []
# If true, keep warnings as "system message" paragraphs in the built documents.
# keep_warnings = False
# If true, `todo` and `todoList` produce output, else they produce nothing.
todo_include_todos = False
# -- Options for HTML output ----------------------------------------------
# The theme to use for HTML and HTML Help pages. See the documentation for
# a list of builtin themes.
html_theme = 'sphinx_rtd_theme'
# on_rtd = os.environ.get('READTHEDOCS', None) == 'True'
# if not on_rtd: # only import and set the theme if we're building docs locally
# import sphinx_rtd_theme
# html_theme = 'sphinx_rtd_theme'
# html_theme_path = [sphinx_rtd_theme.get_html_theme_path()]
# Theme options are theme-specific and customize the look and feel of a theme
# further. For a list of options available for each theme, see the
# documentation.
# html_theme_options = {}
# Add any paths that contain custom themes here, relative to this directory.
# html_theme_path = []
# The name for this set of Sphinx documents. If None, it defaults to
# " v documentation".
# html_title = None
# A shorter title for the navigation bar. Default is the same as html_title.
# html_short_title = None
# The name of an image file (relative to this directory) to place at the top
# of the sidebar.
# html_logo = None
# The name of an image file (within the static path) to use as favicon of the
# docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32
# pixels large.
# html_favicon = None
# Add any paths that contain custom static files (such as style sheets) here,
# relative to this directory. They are copied after the builtin static files,
# so a file named "default.css" will overwrite the builtin "default.css".
html_static_path = ['_static']
# Add any extra paths that contain custom files (such as robots.txt or
# .htaccess) here, relative to this directory. These files are copied
# directly to the root of the documentation.
# html_extra_path = []
# If not '', a 'Last updated on:' timestamp is inserted at every page bottom,
# using the given strftime format.
# html_last_updated_fmt = '%b %d, %Y'
# If true, SmartyPants will be used to convert quotes and dashes to
# typographically correct entities.
# html_use_smartypants = True
# Custom sidebar templates, maps document names to template names.
# html_sidebars = {}
# html_sidebars = { '**': ['globaltoc.html', 'relations.html', 'sourcelink.html', 'searchbox.html'], }
# Additional templates that should be rendered to pages, maps page names to
# template names.
# html_additional_pages = {}
# If false, no module index is generated.
# html_domain_indices = True
# If false, no index is generated.
# html_use_index = True
# If true, the index is split into individual pages for each letter.
# html_split_index = False
# If true, links to the reST sources are added to the pages.
# html_show_sourcelink = True
# If true, "Created using Sphinx" is shown in the HTML footer. Default is True.
# html_show_sphinx = True
# If true, "(C) Copyright ..." is shown in the HTML footer. Default is True.
# html_show_copyright = True
# If true, an OpenSearch description file will be output, and all pages will
# contain a tag referring to it. The value of this option must be the
# base URL from which the finished HTML is served.
# html_use_opensearch = ''
# This is the file name suffix for HTML files (e.g. ".xhtml").
# html_file_suffix = None
# Language to be used for generating the HTML full-text search index.
# Sphinx supports the following languages:
# 'da', 'de', 'en', 'es', 'fi', 'fr', 'hu', 'it', 'ja'
# 'nl', 'no', 'pt', 'ro', 'ru', 'sv', 'tr'
# html_search_language = 'en'
# A dictionary with options for the search language support, empty by default.
# Now only 'ja' uses this config value
# html_search_options = {'type': 'default'}
# The name of a javascript file (relative to the configuration directory) that
# implements a search results scorer. If empty, the default will be used.
# html_search_scorer = 'scorer.js'
# Output file base name for HTML help builder.
htmlhelp_basename = 'deepToolsdoc'
# -- Options for LaTeX output ---------------------------------------------
latex_elements = {
# The paper size ('letterpaper' or 'a4paper').
# 'papersize': 'letterpaper',
# The font size ('10pt', '11pt' or '12pt').
# 'pointsize': '10pt',
# Additional stuff for the LaTeX preamble.
# 'preamble': '',
# Latex figure (float) alignment
# 'figure_align': 'htbp',
}
# Grouping the document tree into LaTeX files. List of tuples
# (source start file, target name, title,
# author, documentclass [howto, manual, or own class]).
latex_documents = [
(master_doc, 'deepTools.tex', u'deepTools Documentation',
u'Fidel Ramírez, Friederike Dündar, Björn Grüning, Thomas Manke', 'manual'),
]
# The name of an image file (relative to this directory) to place at the top of
# the title page.
# latex_logo = None
# For "manual" documents, if this is true, then toplevel headings are parts,
# not chapters.
# latex_use_parts = False
# If true, show page references after internal links.
# latex_show_pagerefs = False
# If true, show URL addresses after external links.
# latex_show_urls = False
# Documents to append as an appendix to all manuals.
# latex_appendices = []
# If false, no module index is generated.
# latex_domain_indices = True
# -- Options for manual page output ---------------------------------------
# One entry per manual page. List of tuples
# (source start file, name, description, authors, manual section).
man_pages = [
(master_doc, 'deeptools', u'deepTools Documentation',
[author], 1)
]
# If true, show URL addresses after external links.
# man_show_urls = False
# -- Options for Texinfo output -------------------------------------------
# Grouping the document tree into Texinfo files. List of tuples
# (source start file, target name, title, author,
# dir menu entry, description, category)
texinfo_documents = [
(master_doc, 'deepTools', u'deepTools Documentation',
author, 'deepTools', 'One line description of project.',
'Miscellaneous'),
]
# Documents to append as an appendix to all manuals.
# texinfo_appendices = []
# If false, no module index is generated.
# texinfo_domain_indices = True
# How to display URL addresses: 'footnote', 'no', or 'inline'.
# texinfo_show_urls = 'footnote'
# If true, do not generate a @detailmenu in the "Top" node's menu.
# texinfo_no_detailmenu = False
================================================
FILE: docs/content/about.rst
================================================
About
======
Please cite deepTools as follows:
Ramírez, Fidel, Devon P. Ryan, Björn Grüning, Vivek Bhardwaj, Fabian Kilpert,
Andreas S. Richter, Steffen Heyne, Friederike Dündar,
and Thomas Manke. `deepTools2: A next Generation Web Server for Deep-Sequencing Data Analysis `_.
Nucleic Acids Research (2016). `doi:10.1093/nar/gkw257 `_.
Where deepTools are used:
* DEEP consortium
* public Galaxy server hosted at ` `_.
* public Galaxy instance hosted by the Max-Planck-Institute for Immunobiology and Epigenetics: deeptools.ie-freiburg.mpg.de
* in-house Galaxy instance of the Max-Planck-Institute for Immunobiology and Epigenetics
* Galaxy instance of the University of Freiburg, Germany
* Galaxy instance of the ICGMB, Strasbourg, France
* Galaxy instance of LCSB and HPC @ Uni.lu, Belval, Luxembourg
.. image:: ../images/logo_mpi-ie.jpg
This tool suite is developed by the `Bioinformatics Facility `_ at the
`Max Planck Institute for Immunobiology and Epigenetics,
Freiburg `_.
================================================
FILE: docs/content/advanced_features.rst
================================================
Advanced features
=================
Some of the features of deepTools are not self-explanatory. Below, we provide links to longer expositions on these more advanced features:
* :doc:`feature/blacklist`
* :doc:`feature/metagene`
* :doc:`feature/read_extension`
* :doc:`feature/unscaled_regions`
* :doc:`feature/read_offsets`
* :doc:`feature/plotFingerprint_QC_metrics`
* :doc:`feature/plotly`
* :doc:`feature/effectiveGenomeSize`
================================================
FILE: docs/content/api.rst
================================================
deepTools API
=============
deepTools consists of several command line and Galaxy wrappers for summarizing
the information of Next Generation Sequencing data that can be mapped to a reference genome.
Through the API, the engine powering the deepTools commands can be used for other purposes as well.
Our :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.
.. toctree::
:maxdepth: 4
example_api_tutorial
../source/deeptools
Complete information can be found in the following links: :ref:`genindex` and :ref:`modindex`
================================================
FILE: docs/content/changelog.rst
================================================
Changes in deepTools2.0
========================
.. contents::
:local:
Major changes
-------------
.. note:: The major changes encompass features for **increased efficiency**, **new sequencing data types**, and **additional plots**, particularly for QC.
Moreover, deepTools modules can now be used by other python programs.
The :ref:`api` is part of the new documentation.
Accommodating additional data types
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
* correlation and comparisons can now be calculated for **bigWig files** (in addition to BAM files) using ``multiBigwigSummary`` and ``bigwigCompare``
* **RNA-seq:** split-reads are now natively supported
* **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.
Structural updates
^^^^^^^^^^^^^^^^^^^
* All modules have comprehensive and automatic tests that evaluate proper functioning after any modification of the code.
* Virtualization for stability: we now provide a ``docker`` image and enable the easy deployment of deepTools via the Galaxy ``toolshed``.
* Our documentation is now version-aware thanks to readthedocs and ``sphinx``.
* The API is public and documented.
Renamed tools
^^^^^^^^^^^^^
* **heatmapper** to :doc:`tools/plotHeatmap`
* **profiler** to :doc:`tools/plotProfile`
* **bamCorrelate** to :doc:`tools/multiBamSummary`
* **bigwigCorrelate** to :doc:`tools/multiBigwigSummary`
* **bamFingerprint** to :doc:`tools/plotFingerprint`
Increased efficiency
^^^^^^^^^^^^^^^^^^^^
* We dramatically improved the **speed** of bigwig related tools (:doc:`tools/multiBigwigSummary` and ``computeMatrix``) by using the new `pyBigWig module `_.
* 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)
* ``computeMatrix`` now also accepts multiple input BED files. Each is treated as a group within a sample and is plotted independently.
* 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.
* 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``.
New features and tools
^^^^^^^^^^^^^^^^^^^^^^
* Correlation analyses are no longer limited to BAM files -- bigwig files are possible, too! (see :doc:`tools/multiBigwigSummary`)
* Correlation coefficients can now be computed even if the data contains NaNs.
* Added **new quality control** tools:
- use :doc:`tools/plotCoverage` to plot the coverage over base pairs
- use :doc:`tools/plotPCA` for principal component analysis
- :doc:`tools/bamPEFragmentSize` can be used to calculate the average fragment size for paired-end read data
* Added the possibility for **hierarchical clustering**, besides *k*-means to ``plotProfile`` and ``plotHeatmap``
* ``plotProfile`` has many more options to make compelling summary plots
Minor changes
-------------
Changed parameters names and settings
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
* ``computeMatrix`` can now read files with DOS newline characters.
* ``--missingDataAsZero`` was renamed to ``--skipNonCoveredRegions`` for clarity in ``bamCoverage`` and ``bamCompare``.
* 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``.
* Added option ``--skipChromosomes`` to ``multiBigwigSummary``, which can be used to, for example, skip all 'random' chromosomes.
* Added the option for adding titles to QC plots.
Bug fixes
^^^^^^^^^
* Resolved an error introduced by ``numpy version 1.10`` in ``computeMatrix``.
* Improved plotting features for ``plotProfile`` when using as plot type: 'overlapped_lines' and 'heatmap'
* Fixed problem with BED intervals in ``multiBigwigSummary`` and ``multiBamSummary`` that returned wrongly labeled raw counts.
* ``multiBigwigSummary`` now also considers chromosomes as identical when the names between samples differ by 'chr' prefix, e.g. chr1 vs. 1.
* 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.
* 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.
================================================
FILE: docs/content/example_api_tutorial.rst
================================================
.. _api:
deepTools API example
=====================
The following is a short overview of the most useful methods and classes
from deepTools.
Complete information can be found in the following links: :ref:`genindex` and :ref:`modindex`
Finding read coverage over a region
-----------------------------------
With deepTools, the read coverage over multiple genomic regions and multiple files can be computed quite quickly using multiple processors.
First, we start with a simple example that is later expanded upon to demonstrate
the use of multipe processors.
In 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.
.. code:: python
import deeptools.countReadsPerBin as crpb
We also need a BAM file containing the aligned reads.
The BAM file must be indexed to allow quick access to reads
falling into the regions of interest.
.. code:: python
bam_file = "file.bam"
Now, the ``CountReadsPerBin`` object can be initialized.
The first argument to the constructor is a list of BAM files,
which in this case is just one file.
We are going to use a ``binLength`` of 50 bases, with subsequent bins adjacent
(i.e., the ``stepSize`` between bins is also 50 bases). Overlapping bin
coverages can be used by setting a ``stepSize`` smaller than ``binLength``.
.. code:: python
cr = crpb.CountReadsPerBin([bam_file], binLength=50, stepSize=50)
Now, we can compute the coverage over a region in chromosome 2 from position 0
to 1000.
.. code:: python
cr.count_reads_in_region('chr2L', 0, 1000)
.. parsed-literal::
(array([[ 2.],
[ 3.],
[ 1.],
[ 2.],
[ 3.],
[ 2.],
[ 4.],
[ 3.],
[ 2.],
[ 3.],
[ 4.],
[ 6.],
[ 4.],
[ 2.],
[ 2.],
[ 1.]]), '')
The 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.
Filtering reads
---------------
If reads should be filtered, the relevant options simply
need to be passed to the constructor. In the following code, the reads are filtered
such that only those with a mapping quality of at least 20 and not aligned to the
reverse strand are kept (samFlag_exclude=16, where 16 is the value for reverse reads, see
the [SAM Flag Calculator](http://broadinstitute.github.io/picard/explain-flags.html)
for more info).
Furthermore, duplicated reads are ignored.
.. code:: python
cr = crpb.CountReadsPerBin([bam_file], binLength=50, stepSize=50,
minMappingQuality=20,
samFlag_exclude=16,
ignoreDuplicates=True
)
cr.count_reads_in_region('chr2L', 1000000, 1001000)
.. parsed-literal::
(array([[ 1.],
[ 1.],
[ 0.],
[ 0.],
[ 0.],
[ 0.],
[ 2.],
[ 3.],
[ 1.],
[ 0.],
[ 1.],
[ 2.],
[ 0.],
[ 0.],
[ 1.],
[ 2.],
[ 1.],
[ 0.],
[ 0.],
[ 0.]]), '')
Sampling the genome
-------------------
Instead of adjacent bins, as in the previous cases, a genome can
simply be sampled. This is useful to estimate some values,
like depth of sequencing, without having to look at the complete genome. In the following example,
10,000 positions of size 1 base are going to be queried from three bam files to compute the average depth of sequencing.
For this, we set the `numberOfSamples` parameter in the object constructor.
The `run()` method is used instead of `count_reads_in_region` to provide efficient sampling over the entire genome.
.. code:: python
cr = crpb.CountReadsPerBin([bam_file1, bam_file2, bam_file3],
binLength=1, numberOfSamples=10000,
numberOfProcessors=10)
sequencing_depth = cr.run()
print sequencing_depth.mean(axis=0)
.. parsed-literal::
[ 1.98923924 2.43743744 22.90102603]
The `run()` method splits the computation over 10 processors and collates
the results. When the parameter `numberOfSamples` is used, the regions selected
for the computation of the coverage are not random. Instead, the genome is split into 'number-of-samples'
equal 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.
Now it is possible to make some diagnostic plots from the results:
.. code:: python
fig, axs = plt.subplots(1, 2, figsize=(15,5))
# plot coverage
for col in res.T:
axs[0].plot(np.bincount(col.astype(int)).astype(float)/total_sites)
csum = np.bincount(col.astype(int))[::-1].cumsum()
axs[1].plot(csum.astype(float)[::-1] / csum.max())
axs[0].set_xlabel('coverage')
axs[0].set_ylabel('fraction of bases sampled')
# plot cumulative coverage
axs[1].set_xlabel('coverage')
axs[1].set_ylabel('fraction of bases sampled >= coverage')
.. image:: ../images/plot_coverage.png
Computing the FRiP score
------------------------
The FRiP score is defined as the fraction of reads that fall into a peak and is
often used as a measure of ChIP-seq quality. For this example, we
need a BED file containing the peak regions. Such files are
usually computed using a peak caller. Also, two bam files are
going to be used, corresponding to two biological replicates.
.. code:: python
bed_files = ["peaks.bed"]
cr = countReadsPerBin.CountReadsPerBin([bam_file1, bam_file2],
bedFile=bed_files,
numberOfProcessors=10)
reads_at_peaks = cr.run()
print reads_at_peaks
.. parsed-literal::
array([[ 322., 248.],
[ 231., 182.],
[ 112., 422.],
...,
[ 120., 76.],
[ 235., 341.],
[ 246., 265.]])
The result is a numpy array with a row for each peak region and a column for each BAM file.
.. code:: python
reads_at_peaks.shape
.. parsed-literal::
(6295, 2)
Now, the total number of reads per peaks per bam file is computed:
.. code:: python
total = reads_at_peaks.sum(axis=0)
Next, we need to find the total number of mapped reads in each of the bam files. For
this we use the pysam module.
.. code:: python
import pysam
bam1 = pysam.AlignmentFile(bam_file1)
bam2 = pysam.AlignmentFile(bam_file2)
Now, `bam1.mapped` and `bam2.mapped` contain the total number of mapped
reads in each of the bam files, respectively.
Finally, we can compute the FRiP score:
.. code:: python
frip1 = float(total[0]) / bam1.mapped
frip2 = float(total[1]) / bam2.mapped
print frip1, frip2
.. parsed-literal::
0.170030741997, 0.216740390353
Using mapReduce to sample paired-end fragment lengths
------------------------------------------------------
deepTools internally uses a map-reduce strategy, in which a computation is split into smaller
parts that are sent to different processors. The output from the different processors is subsequently collated. The following
example is based on the code available for `bamPEFragmentSize.py`
Here, we retrieve the reads from a BAM file and collect the
fragment length. Reads are retrieved using pysam, and the `read` object returned
contains the `template_length` attribute, which is the number of bases from the
leftmost to the rightmost mapped base in the read pair.
First, we will create a function that can collect fragment lengths over a genomic
position from a BAM file. As we will later call this function using
mapReduce, the function accepts only one argument, namely
a tuple with the parameters: chromosome name, start position, end position, and BAM file name.
.. code:: python
import pysam
import numpy as np
def get_fragment_length(args):
chrom, start, end, bam_file_name = args
bam = pysam.AlignmentFile(bam_file_name)
f_lens_list = []
for fetch_start in range(start, end, 1000000):
# simply get the reads over a region of 10000 bases
fetch_end = min(end, fetch_start + 10000)
f_lens_list.append(np.array([abs(read.template_length)
for read in bam.fetch(chrom, fetch_start, fetch_end)
if read.is_proper_pair and read.is_read1]))
# concatenate all results
return np.concatenate(f_lens_list)
Now, we can use `mapReduce` to call this function and compute fragment lengths
over the whole genome. mapReduce needs to know the chromosome sizes, which
can be easily retrieved from the BAM file. Furthermore, it needs to know
the size of the region(s) sent to each processor. For this
example, a region of 10 million bases is sent to each processor using the `genomeChunkLength` parameter.
In other words, each processor executes the same `get_fragment_length` function to collect data over
different 10 million base regions. The arguments to mapReduce are the list of arguments sent to the function, besides
the first obligatory three (chrom start, end). In this case only one extra argument is passed
to the function, the BAM file name. The next two positional arguments are the name of the function to call
(`get_fragment_length`) and the chromosome sizes.
.. code:: python
import deeptools.mapReduce
bam = pysam.AlignmentFile(bamFile)
chroms_sizes = list(zip(bam.references, bam.lengths))
result = mapReduce.mapReduce([bam_file_name],
get_fragment_length,
chroms_sizes,
genomeChunkLength=10000000,
numberOfProcessors=20,
verbose=True)
fragment_lengths = np.concatenate(result)
print("mean fragment length {}".format(fragment_lengths.mean()))
print("median fragment length {}".format(np.median(fragment_lengths)))
.. parsed-literal::
0.170030741997, 0.216740390353
Indices and tables
------------------
* :ref:`genindex`
* :ref:`modindex`
* :ref:`search`
================================================
FILE: docs/content/example_gallery.rst
================================================
Gallery of deepTools plots
===========================
.. contents:: Published example plots
:local:
We're trying to collect a wide variety of plots generated using deepTools.
For the plots that we created ourselves, we try to point out the options that were used to create
each image, so perhaps these can serve as inspiration for you.
Normalized ChIP-seq signals and peak regions
--------------------------------------------
This image was published by `Ibrahim et al., 2014
(NAR) `__.
They used deepTools to generate extended reads per kilobase per million
reads at 10 base resolution and visualized the resulting coverage files in
`IGV `__.
.. image:: ../images/gallery/coverage_Ibrahim.png
DNase accessibility at enhancers in murine ES cells
---------------------------------------------------
The following image demonstrates that enhancer regions are typically
small stretches of highly accessible chromatin (more information on
enhancers can be found, for example,
`here `__). In the heatmap,
yellow and blue tiles indicate a large numbers of reads that were
sequenced (indicative of open chromatin) and black spots indicate
missing data points. An appropriate labeling of the y-axis was
neglected.
.. image:: ../images/gallery/hm_DNase.png
**Fast Facts:**
* `computeMatrix` mode: reference-point
* *regions file*: BED file with typical enhancer regions from `Whyte et al., 2013 `__ (download `here `__)
* *signal file*: bigWig file with `DNase signal from UCSC `_
* *heatmap cosmetics*: labels, titles, heatmap height
**Command:**
::
$ computeMatrix reference-point \
-S DNase_mouse.bigwig \
-R Whyte_TypicalEnhancers_ESC.bed \
--referencePoint center \
-a 2000 -b 2000 \ ## regions before and after the enhancer centers
-out matrix_Enhancers_DNase_ESC.tab.gz
$ plotHeatmap \
-m matrix_Enhancers_DNase_ESC.tab.gz\
-out hm_DNase_ESC.png \
--heatmapHeight 15 \
--refPointLabel enh.center \
--regionsLabel enhancers \
--plotTitle 'DNase signal' \
TATA box enrichments around the TSS of mouse genes
--------------------------------------------------
Using the `TRAP `__
suite, we produced a bigWig file that contained TRAP scores for the
well-known TATA box motif along the mouse genome. The TRAP score is a
measure for the strength of a protein-DNA interaction at a given DNA
sequence; the higher the score, the closer the motif is to the consensus
motif sequence. The following heatmap demonstrates that:
- TATA-like motifs occur quite frequently
- there is an obvious clustering of TATA motifs slightly upstream of
the TSS of many mouse genes
- there are many genes that do not contain TATA-like motifs at their
promoter
Note that the heatmap shows *all* mouse RefSeq genes, so ca. 15,000
genes!
.. image:: ../images/gallery/hm_TATApsem.png
**Fast Facts:**
* `computeMatrix mode`: reference-point
* *regions file*: BED file with all mouse genes (from UCSC table browser)
* *signal file*: bigWig file of TATA psem scores
* *heatmap cosmetics*: color scheme, labels, titles, heatmap height, only showing heatmap + colorbar
**Command:**
::
$ computeMatrix reference-point \
-S TATA_01_pssm.bw \
-R RefSeq_genes.bed \
--referencePoint TSS \
-a 100 -b 100 \
--binSize 5 \
$ plotHeatmap \
-m matrix_Genes_TATA.tab.gz \
-out hm_allGenes_TATA.png \
--colorMap hot_r \
--missingDataColor .4 \
--heatmapHeight 7 \
--plotTitle 'TATA motif' \
--whatToShow 'heatmap and colorbar' \
--sortRegions ascend
Visualizing the GC content for mouse and fly genes
--------------------------------------------------
It is well known that different species have different genome GC
contents. Here, we used two bigWig files where the GC content was
calculated for 50 base windows along the genome of mice and flies and
the resulting scores visualized for gene regions.
The images nicely illustrate the completely opposite GC distributions in
flies and mice: while the gene starts of mammalian genomes are enriched
for Gs and Cs, fly promoters show depletion of GC content.
.. image:: ../images/gallery/hm_GC.png
+----------------------+--------------------------------------------------------------------------------------+
| Fast Facts | |
+======================+======================================================================================+
| computeMatrix mode | scale-regions |
+----------------------+--------------------------------------------------------------------------------------+
| regions files | BED files with mouse and fly genes (from UCSC table browser) |
+----------------------+--------------------------------------------------------------------------------------+
| signal file | bigwig files with GC content |
+----------------------+--------------------------------------------------------------------------------------+
| heatmap cosmetics | color scheme, labels, titles, color for missing data was set to white, heatmap height|
+----------------------+--------------------------------------------------------------------------------------+
Fly and mouse genes were scaled to different sizes due to the different
median sizes of the two species' genes (genes of *D.melanogaster*
contain many fewer introns and are considerably shorter than mammalian
genes). Thus, computeMatrix had to be run with slightly different
parameters while the plotHeatmap commands were virtually identical
(except for the labels).
::
$ computeMatrix scale-regions \
-S GCcontent_Mm9_50_5.bw \
-R RefSeq_genes_uniqNM.bed \
-bs 50
-m 10000 -b 3000 -a 3000 \
-out matrix_GCcont_Mm9_scaledGenes.tab.gz \
--skipZeros \
--missingDataAsZero
$ computeMatrix scale-regions \
-S GCcontent_Dm3_50_5.bw \
-R Dm530.genes.bed \
-bs 50
-m 3000 -b 1000 -a 1000 \
-out matrix_GCcont_Dm3_scaledGenes.tab.gz \
--skipZeros --missingDataAsZero
$ plotHeatmap \
-m matrix_GCcont_Dm3_scaledGenes.tab.gz \
-out hm_GCcont_Dm3_scaledGenes.png \
--colorMap YlGnBu \
--regionsLabel 'fly genes' \
--heatmapHeight 15 \
--plotTitle 'GC content fly' &
$ plotHeatmap \
-m matrix_GCcont_Mm9_scaledGenes.tab.gz \
-out hm_GCcont_Mm9_scaledGenes.png \
--colorMap YlGnBu \
--regionsLabel 'mouse genes' \
--heatmapHeight 15 \
--plotTitle 'GC content mouse' &
CpG methylation around murine transcription start sites in two different cell types
-----------------------------------------------------------------------------------
In addition to the methylation of histone tails, the cytosines
can also be methylated (for more information on CpG methylation,
read
`here `__).
In mammalian genomes, most CpGs are methylated unless they are in
gene promoters that need to be kept unmethylated to allow full
transcriptional activity. In the following heatmaps, we used genes
expressed primarily in ES cells and checked the
percentages of methylated cytosines around their transcription start
sites. The blue signal indicates that very few methylated cytosines are
found. When you compare the CpG methylation signal between ES cells and
neuronal progenitor (NP) cells, you can see that the majority of genes remain unmethylated,
but the general amount of CpG methylation around the TSS increases, as
indicated by the stronger red signal and the slight elevation of the CpG
methylation signal in the summary plot. This supports the notion that
genes stored in the BED file indeed tend to be more expressed in ES
than in NP cells.
This image was taken from `Chelmicki & Dündar et al. (2014),
eLife `__.
.. image:: ../images/gallery/hm_CpG.png
+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Fast Facts | |
+======================+===================================================================================================================================================================================================+
| computeMatrix mode | reference-point |
+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| regions files | :ref:`BED ` file mouse genes expressed in ES cells |
+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| signal file | :ref:`bigWig ` files with fraction of methylated cytosins (from `Stadler et al., 2011 `__) |
+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| heatmap cosmetics | color scheme, labels, titles, color for missing data was set to customized color, y-axis of profiles were changed, heatmap height |
+----------------------+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
The commands for the bigWig files from the ES and NP cells
were the same:
::
$ computeMatrix reference-point \
-S GSE30202_ES_CpGmeth.bw \
-R activeGenes_ESConly.bed \
--referencePoint TSS \
-a 2000 -b 2000 \
-out matrix_Genes_ES_CpGmeth.tab.gz
$ plotHeatmap \
-m matrix_Genes_ES_CpGmeth.tab.gz \
-out hm_activeESCGenes_CpG_ES_indSort.png \
--colorMap jet \
--missingDataColor "#FFF6EB" \
--heatmapHeight 15 \
--yMin 0 --yMax 100 \
--plotTitle 'ES cells' \
--regionsLabel 'genes active in ESC'
Histone marks for genes of the mosquito *Anopheles gambiae*
-----------------------------------------------------------
This figure was taken from `Gómez-Díaz et al. (2014): Insights into the
epigenomic landscape of the human malaria vector *Anopheles gambiae*.
From Genet
Aug15;5:277 `__.
It shows the distribution of H3K27Me3 (left) and H3K27Ac (right) over
gene features in *A. gambiae* midguts. The enrichment or
depletion is shown relative to chromatin input. The regions in the map
comprise gene bodies flanked by a segment of 200 bases at the 5′ end of
TSSs and TTSs. Average profile across gene regions ±200 bases for each
histone modification are shown on top.
.. image:: ../images/gallery/hm_histonesGomez.png
Signals of repressive chromatin marks, their enzymes and repeat element conservation scores
-------------------------------------------------------------------------------------------
This image is from `Bulut-Karsliogu and De La Rosa-Velázquez et al.
(2014), Mol
Cell. `__
The heatmaps depict various signal types for unscaled peak regions of
proteins and histone marks associated with repressed chromatin. The
peaks were separated into those containing long interspersed elements
(LINEs) on the forward and reverse strand. The signals include
normalized ChIP-seq signals for H3K9Me3, Suv39h1, Suv39h2, Eset, and
HP1alpha-EGFP, followed by LINE and ERV content and repeat conservation
scores.
.. image:: ../images/gallery/hm_Bulut.png
================================================
FILE: docs/content/example_step_by_step.rst
================================================
Step-by-step protocols
========================
This section should give you an overview of how to do many common tasks. We're using **screenshots from Galaxy** here.
If 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.
.. note:: For support or questions please post to `Biostars `__. For bug reports and feature requests please open an issue ``__.
All 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`.
.. 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.
.. contents:: How to do...?
:local:
-----------------------------------
QC and data processing
-----------------------
I have downloaded/received a BAM file - how do I generate a file I can look at in a genome browser?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
* tool: :doc:`tools/bamCoverage`
* input: your :ref:`BAM` file with aligned reads
Of course, you could also look at your BAM file in the genome browser.
However, 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.
.. image:: ../images/GalHow_bamCoverage.png
-----------------------------------------
How can I assess the reproducibility of my sequencing replicates?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Typically, 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.
The `ENCODE consortium recommends `_ that *for messenger RNA,
(...) biological replicates [should] display 0.9 correlation for transcripts/features*. For more information about correlation calculations, see the background description for :doc:`tools/plotCorrelation`.
* tools: :doc:`tools/multiBamSummary` followed by :doc:`tools/plotCorrelation`
* input: BAM files
- you can compare as many samples as you want, though the more you use the longer the computation will take
.. image:: ../images/GalHow_multiBamSummary.png
.. image:: ../images/GalHow_plotCorrelation.png
.. tip:: If you would like to do a similar analysis based on bigWig files, use the tool ``multiBigwigSummary`` instead.
-----------------------------------------
How do I know whether my sample is GC biased? And if it is, how do I correct for it?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
* input: :ref:`BAM` file
* use the tool :doc:`tools/computeGCBias` on that BAM file (default settings, just **make sure your reference genome and genome size are matching**)
.. image:: ../images/GalHow_computeGCbias.png
* have a look at the image that is produced and compare it to the examples :ref:`here `
* 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)
+ 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
.. image:: ../images/GalHow_correctGCbias.png
.. 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.
-----------------------------------------
How do I get an input-normalized ChIP-seq coverage file?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
* input: you need two BAM files, one for the input and one for the ChIP-seq experiment
* tool: :doc:`tools/bamCompare` with ChIP = treatment, input = control sample
.. image:: ../images/GalHow_bamCompare.png
-----------------------------------------
How can I compare the ChIP strength for different ChIP experiments?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
* tool: :doc:`tools/plotFingerprint`
* 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)
.. image:: ../images/GalHow_plotFingerprint.png
.. 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.
-----------------------------------------
Heatmaps and summary plots
---------------------------
How do I get a (clustered) heatmap of sequencing-depth-normalized read coverages around the transcription start site of all genes?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
* tools: :doc:`tools/computeMatrix`, then :doc:`tools/plotHeatmap`
* inputs:
* 1 :ref:`bigWig` file of normalized read coverages (e.g. the output of :doc:`tools/bamCoverage` or :doc:`tools/bamCompare`)
* 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)
.. image:: ../images/GalHow_clustHM01.png
* use :doc:`tools/computeMatrix` with the bigWig file and the BED file
* indicate ``reference-point`` (and whatever other option you would like to tune, see screenshot below)
.. image:: ../images/GalHow_clustHM02.png
* use the output from :doc:`tools/computeMatrix` with :doc:`tools/plotHeatmap`
* 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)
.. image:: ../images/GalHow_clustHM03.png
-------------------------------------------------------------------
How can I compare the average signal for X-specific and autosomal genes for 2 or more different sequencing experiments?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Make sure you're familiar with computeMatrix and plotProfile before using this protocol.
* tools:
* Filter data on any column using simple expressions
* computeMatrix
* plotProfile
* (plotting the summary plots for multiple samples)
* inputs:
* several bigWig files (one for each sequencing experiment you would like to compare)
* two BED files, one with X-chromosomal and one with autosomal genes
How to obtain a BED file for X chromosomal and autosomal genes each
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
1. 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
2. filter the list twice using the tool **"Filter data on any column using simple expressions"**
- first use the expression: c1=="chrX" to filter the list of all genes --> this will generate a list of X-linked genes
- 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")
Compute the average values for X and autosomal genes
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
* use :doc:`tools/computeMatrix` for all of the signal files (bigWig format) at once
* supply both filtered BED files (click on "Add new regions to plot" once) and label them
* indicate the corresponding signal files
* now use :doc:`tools/plotProfile` on the resulting file
* 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
.. image:: ../images/GalHow_profiles_XvsA02.png
:target: ../images/GalHow_profiles_XvsA02.png
================================================
FILE: docs/content/example_usage.rst
================================================
Example usage
=============
.. contents::
:local:
.. toctree::
:maxdepth: 1
example_step_by_step
example_gallery
How we use deepTools for ChIP-seq analyses
-------------------------------------------
To 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.
.. 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.
.. image:: ../images/start_workflow.png
As shown in the flow chart above, our work usually begins with one or
more :ref:`FASTQ `
file(s) of deeply-sequenced samples. After preliminary quality control using
`FASTQC `__,
we align the reads to the reference genome, e.g., using
`bowtie2 `__.
The standard output of bowtie2 (and other mapping tools) is in the form of sorted and indexed :ref:`BAM` files
that provide the common input and starting point for all subsequent deepTools analyses.
We then use deepTools to assess the quality of the aligned reads:
1. **Correlation between BAM files** (:doc:`tools/multiBamSummary` and :doc:`tools/plotCorrelation`).
Together, these two modules perform a very basic test to see whether
the sequenced and aligned reads meet your expectations. We use this
check to assess reproducibility - either between replicates
and/or between different experiments that might have used the same
antibody or the same cell type, etc. For instance, replicates should
correlate better than differently treated samples.
.. tip:: You can also assess the correlation of :ref:`bigWig` files using :doc:`tools/multiBigwigSummary`.
.. image:: ../images/test_plots/heatmap_SpearmanCorr_readCounts.png
:width: 70%
2. **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!
.. image:: ../images/test_plots/ExamplePlotCoverage.png
:width: 70%
For 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.
.. image:: ../images/test_plots/fragmentSize.png
:width: 60%
3. **GC-bias check** (:doc:`tools/computeGCBias`). Many sequencing protocols
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.
See the paper by `Benjamini and Speed `__ for many insights into this problem.
.. image:: ../images/test_plots/ExampleCorrectGCBias.png
:width: 50%
4. **Assessing the ChIP strength**. We do this quality control step to get a
feeling for the signal-to-noise ratio in samples from ChIP-seq
experiments. It is based on the insights published by `Diaz et
al. `_
.. image:: ../images/test_plots/fingerprints.png
:width: 70%
Once we're satisfied with the basic quality checks, we normally **convert**
the large :ref:`BAM ` files into a leaner data format, typically
:ref:`bigWig `.
bigWig files have several advantages over BAM files, mainly stemming
from their significantly decreased size:
- useful for data sharing and storage
- intuitive visualization in Genome Browsers (e.g.
`IGV `__)
- more efficient downstream analyses are possible
The 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.
Finally, once all the converted files have passed our visual inspections (e.g., using the `Integrative Genomics Viewer `_), the fun
of downstream analysis with :doc:`tools/computeMatrix`, :doc:`tools/plotHeatmap` and :doc:`tools/plotProfile` can begin!
================================================
FILE: docs/content/feature/blacklist.rst
================================================
Blacklist Regions
=================
There 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:
.. image:: ../../images/feature-blacklist0.png
The 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.
.. image:: ../../images/feature-blacklist1.png
Note 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.
.. 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).
================================================
FILE: docs/content/feature/effectiveGenomeSize.rst
================================================
Effective Genome Size
=====================
A 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::
1. The number of non-N bases in the genome.
2. The number of regions (of some size) in the genome that are uniquely mappable (possibly given some maximal edit distance).
Option 1 can be computed using ``faCount`` from `Kents tools `__.
The effective genome size for a number of genomes using this method is given below:
+---------------+------------------+
| Genome | Effective size |
+===============+==================+
|GRCh37 | 2864785220 |
+---------------+------------------+
|GRCh38 | 2913022398 |
+---------------+------------------+
|T2T/CHM13CAT_v2| 3117292070 |
+---------------+------------------+
|GRCm37 | 2620345972 |
+---------------+------------------+
|GRCm38 | 2652783500 |
+---------------+------------------+
|GRCm39 | 2654621783 |
+---------------+------------------+
|dm3 | 162367812 |
+---------------+------------------+
|dm6 | 142573017 |
+---------------+------------------+
|GRCz10 | 1369631918 |
+---------------+------------------+
|GRCz11 | 1368780147 |
+---------------+------------------+
|WBcel235 | 100286401 |
+---------------+------------------+
|TAIR10 | 119482012 |
+---------------+------------------+
These values only appropriate if multimapping reads are included. If they are excluded (or there's any MAPQ filter applied),
then values derived from option 2 are more appropriate.
These are then based on the read length.
We can approximate these values for various read lengths using the `khmer program `__ program and ``unique-kmers.py`` in particular.
A table of effective genome sizes given a read length using this method is provided below:
+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+
|Read length | GRCh37 | GRCh38 | T2T/CHM13CAT_v2 | GRCm37 | GRCm38 | GRCm39 | dm3 | dm6 | GRCz10 | GRCz11 | WBcel235 | TAIR10 |
+=================+=================+=================+=================+=================+=================+=================+=================+=================+=================+=================+=================+=================+
|50 | 2685511454 | 2701495711 | 2725240337 | 2304947876 | 2308125299 | 2309746861 | 130428510 | 125464678 | 1195445541 | 1197575653 | 95159402 | 114339094 |
+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+
|75 | 2736124898 | 2747877702 | 2786136059 | 2404646149 | 2407883243 | 2410055689 | 135004387 | 127324557 | 1251132611 | 1250812288 | 96945370 | 115317469 |
+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+
|100 | 2776919708 | 2805636231 | 2814334875 | 2462480910 | 2467481008 | 2468088461 | 139647132 | 129789773 | 1280188944 | 1280354977 | 98259898 | 118459858 |
+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+
|150 | 2827436883 | 2862010428 | 2931551487 | 2489384085 | 2494787038 | 2495461690 | 144307658 | 129940985 | 1312207019 | 1311832909 | 98721103 | 118504138 |
+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+
|200 | 2855463800 | 2887553103 | 2936403235 | 2513019076 | 2520868989 | 2521902382 | 148523810 | 132508963 | 1321355041 | 1322366338 | 98672558 | 117723393 |
+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+
|250 | 2855044784 | 2898802627 | 2960856300 | 2528988583 | 2538590322 | 2538633971 | 151901455 | 132900923 | 1339205109 | 1342093482 | 101271756 | 119585546 |
+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+-----------------+
================================================
FILE: docs/content/feature/metagene.rst
================================================
Metagene analyses
=================
By 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:
.. image:: ../../images/feature-metagene0.png
If 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:
.. image:: ../../images/feature-metagene1.png
Note 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`.
================================================
FILE: docs/content/feature/plotFingerprint_QC_metrics.rst
================================================
plotFingerprint QC metrics
==========================
As 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``.
Sequencing-depth dependence
---------------------------
An 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").
.. image:: ../../images/plotFingerprintQC2.png
This 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.
The metrics
-----------
.. note:: There are many QC metrics, of which we find the "JS distance" the most useful!
- AUC: The "area under the curve", with a maximum value of 0.5. Lower values generally indicate higher and more focal enrichment.
.. image:: ../../images/plotFingerprintQC1.png
- 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.
- 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.
- 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.
- 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.
- 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.
- 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:
.. math::
\begin{align}
JSD(P \parallel Q) = \frac{1}{2} D_{KL}(P \parallel M) + \frac{1}{2} D_{KL}(Q \parallel M) \\
M = \frac{1}{2} (P + Q) \\
D_{KL}({X} \parallel {Y}) = \sum_{i} X_i log\Big(\frac{X_i}{Y_i}\Big)
\end{align}
Here, ``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.
- 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.
- % 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).
- 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.
- 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:
.. math::
\begin{align}
CHANCE divergence = \sqrt{\frac{1}{2} (binRelEntropy(P, M) + binRelEntropy(Q, M))} \\
M = \frac{1}{2} (P + Q) \\
binRelEntropy(X, Y) = X log_2 \Big(\frac{X}{Y}\Big) + (1 - X) log_2 \Big(\frac{1 - X}{1 - Y} \Big)
\end{align}
The ``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.
================================================
FILE: docs/content/feature/plotly.rst
================================================
Plotly
======
`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.
Note 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.
================================================
FILE: docs/content/feature/read_extension.rst
================================================
Read extension
==============
In 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:
Paired-end reads
----------------
1. Regions of the genome are sampled to determine the median fragment/read length.
2. The genome is subdivided into disjoint regions. Each of these regions comprises one or more bins of some desired size (specified by `-bs`).
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.
4. The resulting collection of alignments are all extended according to their fragment length, which for paired-end reads is indicated in BAM files.
- For singletons, the expected fragment length from step 1 is used.
5. For each of the extended reads, the count in each bin that it overlaps is incremented.
Single-end reads
----------------
1. An extension length, L, is specified.
2. The genome is subdivided into disjoint regions. Each of these regions comprises one or more bins of some desired size (specified by `-bs`).
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.
4. The resulting collection of alignments are all extended to length L.
5. For each of the extended reads, the count in each bin that it overlaps is incremented.
Blacklisted regions
-------------------
The 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.
================================================
FILE: docs/content/feature/read_offsets.rst
================================================
Offsetting signal to a given position
=====================================
A 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:
.. image:: ../../images/feature-offset0.png
The 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.
================================================
FILE: docs/content/feature/unscaled_regions.rst
================================================
Unscaled regions
================
Some 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:
.. image:: ../../images/feature-unscaled0.png
================================================
FILE: docs/content/help_faq.rst
================================================
General FAQ
===========
.. tip:: For support or questions please post to `Biostars `__. For bug reports and feature requests please open an issue ``__.
.. Note:: We also have a :doc:`help_faq_galaxy` with questions that are more specific to Galaxy rather than deepTools usage.
.. contents::
:local:
--------------------------------------------------
How does deepTools handle data from paired-end sequencing?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Generally, 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.
You can by-pass the typical fragment handling on mate pairs with the option ``--doNotExtendPairedEnds`` (can be found under "advanced options" in Galaxy).
--------------------------------------------------
How can I test a tool with little computation time?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
When 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)``.
The following tools currently have this option:
* :doc:`tools/multiBamSummary`
* :doc:`tools/plotFingerprint`
* :doc:`tools/computeGCBias`, :doc:`tools/correctGCBias`
* :doc:`tools/bamCoverage`, :doc:`tools/bamCompare`
It 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.
.. 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.
-------------------------------------------------------
Can I specify more than one chromosome in the ``--regions`` option?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
The short answer is: no.
Several programs allow specifying a specific regions.
For these, the input must be in the format of ``chr:start:end``, for example "chr10" or "chr10:456700:891000".
For 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:
General workaround
~~~~~~~~~~~~~~~~~~
Since 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.
.. code::
$ samtools view -b -L regionsOfInterest.bed Reads.bam > ReadsOverlappingWithRegionsOfInterest.bam
or
.. code::
$ intersectBed -abam Reads.bam -b regionsOfInterest.bed > ReadsOverlappingWithRegionsOfInterest.bam
Build-in solutions
~~~~~~~~~~~~~~~~~~~~
``computeGCBias`` and ``multiBamSummary`` offer build-in solutions so that you do not need to resort to tools outside of deepTools.
:doc:`tools/multiBamSummary` has two modes, ``bins`` and ``BED``.
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.
:doc:`tools/computeGCBias` has a ``--filterOut`` option.
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.
------------------------------------------------
When should I exclude regions from ``computeGCBias``?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
.. 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.
Sometimes, 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.
---------------------------------------------------
When should I use ``bamCoverage`` or ``bamCompare``?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Both 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.
``bamCompare`` will always normalize for sequencing depth like ``bamCoverage``, but then it will perform additional calculations depending on what the user chose, for example:
* ChIP vs. :ref:`input `
obtain a :ref:`bigWig` file of log2ratios(ChIP/input)
* treatment vs. control
obtain a :ref:`bigWig` file of *differences* (treatment - control)
* replicate 1 and replicate 2
obtain a :ref:`bigWig` file where the values from two :ref:`BAM` files are summed up (replicate 1 + replicate 2)
-----------------------------------------------------
What should I pay attention to when dealing with RNA-seq data?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
By default, deepTools (**since version 2**) makes use of the information stored in the so-called CIGAR string of the alignment file (`SAM/BAM specification
`_). 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.
.. warning:: It is generally **not** recommended to activate the deepTools parameter ``--extendReads`` for RNA-seq data.
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.
---------------------------------------------------------------------------
How does computeMatrix handle overlapping genome regions?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
If 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.
Let's say your file looks like this::
$ cat testBed.bed
chr1 10 20 region1
chr1 7 15 region2
chr1 18 29 region3
chr1 35 40 region4
chr1 10 20 region1Duplicate
Galaxy-based work around
~~~~~~~~~~~~~~~~~~~~~~~~~~~
To eliminate entries with *identical* genome coordinates, first use the tool "Count" and then filter out all entries that are present more than once.
.. image:: ../images/Gal_FAQ_filteringDuplicates.png
Command line-based work arounds
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
* 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::
$ sort -k1,1 -k2,2n testBed.bed | rev | uniq -f1 | rev
chr1 10 20 region1
chr1 7 15 region2
chr1 18 29 region3
chr1 35 40 region4
* if you would like to *merge all overlapping regions* into one big one, use the ``mergeBed`` from the BEDtools suite:
* again, the BED file must be sorted first
* ``-n`` and ``-nms`` tell ``mergeBed`` to output the number of overlapping regions and the names of them
* in the resulting file, regions 1, 2 and 3 are merged
::
$ sort -k1,1 -k2,2n testBed.bed | mergeBed -i stdin -n -nms
chr1 7 29 region2;region1;region1Duplicate;region3 4
chr1 35 40 region4 1
* 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.
* 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
::
$ sort -k1,1 -k2,2n testBed.bed | mergeBed -i stdin -n -nms | awk '$NF < 2 {print $0}'
chr1 35 40 region4 1
-----------------------------------------------------------------------------
Why does the maximum value in the heatmap not equal the maximum value in the matrix?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Additional 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.
-----------------------------------------------------------------------------
The heatmap I generated looks very "coarse", I would like a much more fine-grained image.
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
* decrease the *bin size* when generating the matrix using :doc:`computeMatrix `
In Galaxy:
* 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
* 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")
-----------------------------------------------------------------------------
How can I change the automatic labels of the clusters in a k-means clustered heatmap?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Each 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:
In Galaxy:
plotHeatmap --> "Advanced output options" --> "Labels for the regions plotted in the heatmap".
If 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.
.. image:: ../images/Gal_FAQ_clusterLabeling.png
In the command line, use the ``--regionsLabel`` option to define the customized names for the regions.
------------------------------------------------------------------------------
How can I manually specify several groups of regions (instead of clustering)?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Simply specify multiple BED files (e.g., genes.bed, exons.bed and introns.bed). This works both in Galaxy and on the command line.
------------------------------------------------------------------------------
What do I have to pay attention to when working with a draft version of a genome?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
If your genome isn't included in our standard dataset then you'll need the following:
1. **Effective genome size** - this is mostly needed for :doc:`bamCoverage ` and :doc:`bamCompare `, see :ref:`below ` for details
2. **Reference genome sequence in 2bit format** - this is needed for :doc:`computeGCBias `, see :ref:`2bit <2bit>` for details
.. _effgenomesize:
-------------------------------------------------------------------------------
How can I use a temp directory other than /tmp?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
You can set your `$TMPDIR` environmental variable to a different directory.
-------------------------------------------------------------------------------
How do I calculate the effective genome size for an organism that's not in your list?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
At 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.
The "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.
We currently have these options for you:
1. Use an :ref:`GEM `
2. Use :ref:`faCount ` (only if you let reads be aligned non-uniquely, too!)
3. Use :ref:`bamCoverage `
4. Use :ref:`genomeCoverageBed `
.. _GEM:
Use ``GEM``
~~~~~~~~~~~~~~~~~~~~~~
There 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.
.. _faCount:
Use ``faCount``
~~~~~~~~~~~~~~~
If 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'.
Here's an example output of ``faCount`` on *D. melanogaster* genome version dm3::
$ UCSCtools/faCount dm3.fa
#seq len A C G T N cpg
chr2L 23011544 6699731 4811687 4815192 6684734 200 926264
chr2LHet 368872 90881 58504 57899 90588 71000 10958
chr2R 21146708 6007371 4576037 4574750 5988450 100 917644
chr2RHet 3288761 828553 537840 529242 826306 566820 99227
chr3L 24543557 7113242 5153576 5141498 7135141 100 995078
chr3LHet 2555491 725986 473888 479000 737434 139183 89647
chr3R 27905053 7979156 5995211 5980227 7950459 0 1186894
chr3RHet 2517507 678829 447155 446597 691725 253201 84175
chr4 1351857 430227 238155 242039 441336 100 43274
chrU 10049037 2511952 1672330 1672987 2510979 1680789 335241
chrUextra 29004656 7732998 5109465 5084891 7614402 3462900 986216
chrX 22422827 6409325 4742952 4748415 6432035 90100 959534
chrXHet 204112 61961 40017 41813 60321 0 754
chrYHet 347038 74566 45769 47582 74889 104232 8441
chrM 19517 8152 2003 1479 7883 0 132
total 168736537 47352930 33904589 33863611 47246682 6368725 6650479
In this example:
Total no. bp = 168,736,537
Total no. 'N' = 6,368,725
.. 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).
.. _mapp_bamCov:
Use ``bamCoverage``
~~~~~~~~~~~~~~~~~~~~
If 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.
.. _mapp_genomeCov:
Use ``genomeCoverageBed``
~~~~~~~~~~~~~~~~~~~~~~~~~~~~
``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.
As described on the `BEDtools website `__ (go to genomeCov description), you need:
* a file with the chromosome sizes of your sample's organism
* a position-sorted BAM file
.. code::
$ bedtools genomecov -ibam sortedBAMfile.bam -g genome.size
---------------------------------------------------------------------------
Where can I download the 2bit genome files required for ``computeGCBias``?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
The 2bit files of most genomes can be found `here `__.
Search for the .2bit ending. Otherwise, **fasta files can be converted to 2bit** using the UCSC program
faToTwoBit (available for different platforms from `UCSC here `__).
================================================
FILE: docs/content/help_faq_galaxy.rst
================================================
Galaxy-related FAQ
===================
.. contents::
:local:
I've reached my quota - what can I do to save some space?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
1. 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
2. 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)).
----------------------------------------------------------------------
Copying from one history to another doesn't work for me - the data set simply doesn't show up in the target history!
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Once you've copied a data set from one history to another, check two things:
* 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?
* hit the refresh button
.. image:: ../images/Gal_historyReload.png
----------------------------------------------------------------------
How can I use a published workflow?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
You **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!
You 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".
.. image:: ../images/GalHow_wf01.png
A 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.
.. image:: ../images/GalHow_wf02.png
----------------------------------------------------------------------
I 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?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Yes, it is possible. The only requirement is that your local Galaxy has a recent installation of deepTools.
Go 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.
----------------------------------------------------------------------
``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?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Galaxy keeps track of everything you do. To see which options you chose to generate a specific data set, simply click on the "info" button.
.. image:: ../images/Gal_FAQ_info.png
----------------------------------------------------------------------
How can I have a look at the continuous read coverages from bigWig files? Which genome browser do you recommend?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
There are 2 popular genome browsers for visualizing continuous data: `UCSC `__ and `IGV `__.
IGV (recommended)
~~~~~~~~~~~~~~~~~~~
We 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.
To display data in IGV, do the following:
1. Go to http://www.broadinstitute.org/igv/, register and download IGV
2. Unpack the IGV archive and change to the extracted IGV folder
3. 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).
4. 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!)
5. Go to your deepTools Galaxy server (http://deeptools.ie-freiburg.mpg.de/) and navigate to your data set of choice
6. 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.)
.. image:: ../images/Gal_FAQ_IGV_dataset.png
Now click on **"display with IGV local"** to visualize your data set in IGV that should already be running on your computer.
.. 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**.
Here's a screenshot of a typical bigWig file display:
.. image:: ../images/Gal_FAQ_IGV.png
For more information, check out the `IGV documentation `__.
UCSC
~~~~~~~~
There 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:
.. image:: ../images/Gal_FAQ_UCSC_dataset.png
Click on "main" and the UCSC browser should open within a new window, displaying the data set that you chose.
The default setting for bigWig files is the "dense" display that looks like a heatmap.
.. image:: ../images/Gal_FAQ_UCSC01.png
If 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".
UCSC 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 `__.
**Known issues with UCSC**
* **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.
* **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).
----------------------------------------------------------------------
What's the best way to integrate the deepTools results with other downstream analyses (outside of Galaxy)?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
You 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.
The descriptions of the tools within Galaxy will also contain details on how to save the data and what sort of format to expect.
----------------------------------------------------------------------
How can I determine basic parameters of a BAM file, such as the number of reads, read length, duplication rate and average DNA fragment length?
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
If you downloaded the :ref:`BAM` file from a public repository, chances are that those characteristics are in fact noted there.
If 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).
The fragment size distribution can be obtained using the deepTools' :doc:`tools/bamPEFragmentSize` (since deepTools 2.0).
================================================
FILE: docs/content/help_galaxy_dataup.rst
================================================
Data import into Galaxy
-------------------------
There are three main ways to populate your Galaxy history with data
files plus an additional one for sharing data within Galaxy.
.. contents::
:local:
Upload files from your computer
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
The 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".
Then select the file via the "Browse" button.
.. image:: ../images/Gal_DataUpload.png
For 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
paste the URL in the empty text box.
If you do not have access to an FTP server, you can directly upload to
our Galaxy's FTP.
1. Register with deeptools.ie-freiburg.mpg.de (via “User” ⟶ “register”; registration requires an email address and is free of charge)
2. You will also need an FTP client, e.g. `filezilla `__.
3. 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.
4. 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)
5. Go back to `deepTools Galaxy `__.
6. 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).
.. image:: ../images/Gal_filezilla.png
Import data sets from the Galaxy data library
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
If you would like to play around with sample data, you can import files
that we have saved within the general data storage of the deepTools
Galaxy server. Everyone can import them into his or her own history,
they will not contribute to the user's disk quota.
You can reach the data library via "Shared Data" in the top menu, then
select "Data Libraries".
Within the Data Library you will find a folder called "Sample Data" that
contains data that we downloaded from the `Roadmap
project `__ and
`UCSC `__
More 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.
In addition, you will find bigWig files created using ``bamCoverage`` and some annotation files in BED format as well as RNA-seq data.
.. note:: To keep the file size smallish, all files contain data for chromosome 19 and chromosome X only!
.. image:: ../images/Gal_DataLib.png
Download annotation files from public data bases
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
In many cases you will want to query your sequencing data results for
known genome annotation, such as genes, exons, transcription start sites
etc. These information can be obtained via the two main sources of
genome annotation, `UCSC `__ and `BioMart `__.
.. 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.)
You 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".
The majority of annotation files will probably be in [BED][] format, however, you can also find other data sets.
UCSC, 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").
.. warning:: The download through this interface is limited to 100,000 lines per file which might not be sufficient for some mammalian data sets.
Here's a screenshot from downloading a BED-file of all RefSeq genes defined for the human genome (version hg19):
.. image:: ../images/Gal_UCSC.png
And here's how you would do it for the BioMart approach:
.. image:: ../images/Gal_biomart.png
.. 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).
.. 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!
Copy data sets between histories
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
If you have registered with deepTools Galaxy you can have more than one history.
In 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.
.. note:: Copying data sets is only possible for registered users.
.. image:: ../images/Gal_copy.png
Copying 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.
**More help**
.. 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.
+--------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `http://wiki.galaxyproject.org/Learn `__ | Help for Galaxy usage in general |
+--------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `deepTools Galaxy FAQs `__ | Frequently encountered issues with our specific Galaxy instance |
+--------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `Biostars `__ | For issues not addressed in the FAQs |
+--------------------------------------------------------------------------------+-----------------------------------------------------------------+
================================================
FILE: docs/content/help_galaxy_deeptools.rst
================================================
Which tools can I find in the deepTools Galaxy?
-----------------------------------------------
As mentioned before, each Galaxy installation can be tuned to the
individual interests.
Our 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**.
.. 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`.
.. tip:: For more specific help, check our :doc:`help_faq_galaxy` and the :doc:`example_step_by_step`.
We provide the following kinds of tools:
.. contents::
:local:
deepTools
^^^^^^^^^^
The most important category is called **"deepTools"** that contains all the main tools we have developed.
Tools for BAM and bigWig file processing
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+------------------------+--------------------------------------------------------------------------------+
| ``multiBamSummary`` | get read counts for the binned genome or user-specified regions |
+------------------------+--------------------------------------------------------------------------------+
| ``multiBigwigSummary`` | calculate score summaries for the binned genome or user-specified regions |
+------------------------+--------------------------------------------------------------------------------+
| ``correctGCBias`` | obtain a BAM file with reads distributed according to the genome's GC content |
+------------------------+--------------------------------------------------------------------------------+
| ``bamCoverage`` | obtain the normalized read coverage of a single BAM file |
+------------------------+--------------------------------------------------------------------------------+
| ``bamCompare`` | normalize 2 BAM files to each other (e.g. log2ratio, difference) |
+------------------------+--------------------------------------------------------------------------------+
| ``bigwigCompare`` | normalize the scores of two bigWig files to each other (e.g., ratios) |
+------------------------+--------------------------------------------------------------------------------+
| ``bigwigAverage`` | average the scores of multiple bigWig files |
+------------------------+--------------------------------------------------------------------------------+
| ``computeMatrix`` | compute the values needed for heatmaps and summary plots |
+------------------------+--------------------------------------------------------------------------------+
Tools for QC of NGS data
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+-----------------------+-------------------------------------------------------------------------------------------------------+
| ``plotCorrelation`` | calculate and visualize the pairwise Spearman or Pearson correlation of read counts (or other scores) |
+-----------------------+-------------------------------------------------------------------------------------------------------+
| ``plotPCA`` | perform PCA and visualize the results |
+-----------------------+-------------------------------------------------------------------------------------------------------+
| ``plotFingerprint`` | assess the ChIP enrichment strength |
+-----------------------+-------------------------------------------------------------------------------------------------------+
| ``bamPEFragmentSize`` | obtain the average fragment length for paired-end samples |
+-----------------------+-------------------------------------------------------------------------------------------------------+
| ``computeGCBias`` | assess the GC bias by calculating the expected and observed GC distribution of aligned reads |
+-----------------------+-------------------------------------------------------------------------------------------------------+
| ``plotCoverage`` | obtain the normalized read coverage of a single BAM file |
+-----------------------+-------------------------------------------------------------------------------------------------------+
Heatmaps and summary plots
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+-------------------+-------------------------------------------------------------------------------------------+
| ``plotHeatmap`` | visualize read counts or other scores in heatmaps with one row per genomic region |
+-------------------+-------------------------------------------------------------------------------------------+
| ``plotProfile`` | visualize read counts or other scores using average profiles (e.g., meta-gene profiles) |
+-------------------+-------------------------------------------------------------------------------------------+
For each tool, you can find example usages and tips within Galaxy once you select the tool.
In addition, you may want to check our pages about :doc:`example_usage`, particularly :doc:`example_step_by_step`.
Working with text files and tables
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
In 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.
There are 3 main categories;
.. image:: ../images/Gal_textfiles.png
Text manipulation
~~~~~~~~~~~~~~~~~~
Unlike Excel, where you can easily interact with your text and tables via the mouse, data manipulations within Galaxy are strictly based on commands.
If you feel like you would like to do something to certain *columns* of a data set, go through the tools of this category!
Example actions are:
* adding columns
* extracting columns
* pasting two files side by side
* selecting random lines
* etc.
A 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)
Filter and Sort
~~~~~~~~~~~~~~~~
In addition to the common sorting and filtering, there's the very useful tool to ``select lines that match an expression``.
For example, using the expression ``c1=='chrM'`` will select all rows from a BED file with regions located on the mitochondrial chromosome.
.. image:: ../images/Gal_filter.png
Join, Subtract, Group
~~~~~~~~~~~~~~~~~~~~~
The 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.
.. image:: ../images/Gal_join.png
Basic arithmetics for tables
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
We offer some very basic mathematical operations on values stored with tables.
The ``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.
.. image:: ../images/Gal_statistics.png
**More help**
.. 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.
+-------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `http://wiki.galaxyproject.org/Learn `_ | Help for Galaxy usage in general |
+-------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `deepTools Galaxy FAQs `_ | Frequently encountered issues with our specific Galaxy instance |
+-------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `Biostars `__ | For issues not addressed in the FAQs |
+-------------------------------------------------------------------------------+-----------------------------------------------------------------+
================================================
FILE: docs/content/help_galaxy_intro.rst
================================================
Using deepTools within Galaxy
================================
`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.
Our publicly available deepTools Galaxy instance can be found here:
`deeptools.ie-freiburg.mpg.de `_.
This server also contains some additional tools that will enable users to analyse and visualize data from high-throughput sequencing experiments, starting from aligned reads.
**Table of content**
.. contents::
:local:
.. toctree::
:maxdepth: 2
help_galaxy_dataup
.. toctree::
:maxdepth: 2
help_galaxy_deeptools
Basic features of Galaxy
-------------------------
Galaxy 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 `_.
Since 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.
Our `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!
The start site
^^^^^^^^^^^^^^^
Here is a screenshot of what the start site will approximately look like:
.. image:: ../images/Gal_startsite.png
The start site contains 4 main features:
+-------------------+----------------------------------------------------------------------------------------------------------------------------+
| **Top menu** | Your gateway away from the actual analysis part into other sections of Galaxy, e.g. **workflows** and **shared data**. |
+-------------------+----------------------------------------------------------------------------------------------------------------------------+
| **Tool panel** | *What can be done?* Find all tools installed in this Galaxy instance |
+-------------------+----------------------------------------------------------------------------------------------------------------------------+
| **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. |
+-------------------+----------------------------------------------------------------------------------------------------------------------------+
| **History panel** | *What did I do?* The history is like a **log book**: everything you ever did is recorded here. |
+-------------------+----------------------------------------------------------------------------------------------------------------------------+
For those visual learners, here's an annotated screenshot:
.. image:: ../images/Gal_startsite_with_comments.png
Details
^^^^^^^^^^^^^^^
In 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.
The **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.
Once you've uploaded any kind of data, you will find the history on the
right hand side filling up with green tiles.
Each tile corresponds to one data set that you either uploaded or created.
The data sets can be images, raw sequencing files, text files, tables - virtually anything.
The 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.
This 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.
Eventhough 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.
Also, every data set can be downloaded to your computer individually.
Alternatively, you can *download* an entire history or *share* the history with another user.
Have 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):
.. image:: ../images/Gal_screenshot_dataSet.png
Each data set can have 4 different states that are intuitively color-coded:
.. image:: ../images/Gal_screenshot_dataSetStates.png
Handling failed files
^^^^^^^^^^^^^^^^^^^^^^
If you encounter a failed file after you've run a tool, please do the following steps (**in this order**):
1. click on the center button on the lower left corner of the failed data set ``(i)``: did you chose the **correct data files**?
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
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.
Workflows
^^^^^^^^^^
Workflows are Galaxy's equivalent of protocols.
This is a very useful feature as it allows users to *share their protocols and bioinformatic analyses* in a very easy and transparent way.
This 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).
.. image:: ../images/Gal_workflow.png
**More help**
.. 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.
+-------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `http://wiki.galaxyproject.org/Learn `_ | Help for Galaxy usage in general |
+-------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `deepTools Galaxy FAQs `_ | Frequently encountered issues with our specific Galaxy instance |
+-------------------------------------------------------------------------------+-----------------------------------------------------------------+
| `Biostars `__ | For issues not addressed in the FAQs |
+-------------------------------------------------------------------------------+-----------------------------------------------------------------+
================================================
FILE: docs/content/help_glossary.rst
================================================
Glossary of NGS terms
=====================
Like most specialized fields, next-generation sequencing has inspired many an acronyms.
We are trying to keep track of those :ref:`abbreviations` that we heavily use.
Do make us aware if something is unclear by opening an issue on `github `__
.. contents::
:local:
.. _abbreviations:
Abbreviations
---------------
Reference genomes are usually referred to by their abbreviations, such as:
* hg19 = human genome, version 19
* mm9 = *Mus musculus* genome, version 9
* dm3 = *Drosophila melanogaster*, version 3
* ce10 = *Caenorhabditis elegans*, version 10
For a more comprehensive list of available reference genomes and their abbreviations,
see the `UCSC data base `__.
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
| Acronym | full phrase | Synonyms/Explanation |
+===============+==========================================+===============================================================================================================================================+
| -seq| -sequencing |indicates that an experiment was completed by DNA sequencing using NGS |
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
| ChIP-seq | chromatin immunoprecipitation sequencing | NGS technique for detecting transcription factor binding sites and histone modifications (see entry *Input* for more information) |
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
| DNase | deoxyribonuclease I | DNase I digestion is used to determine active ("open") chromatin regions |
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
| HTS | high-throughput sequencing | next-generation sequencing, massive parallel short read sequencing, deep sequencing |
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
| MNase | micrococcal nuclease | MNase digestion is used to determine sites with nucleosomes |
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
| NGS | next-generation sequencing | high-throughput (DNA) sequencing, massive parallel short read sequencing, deep sequencing |
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
| RPGC | reads per genomic content | normalize reads to 1x sequencing depth, sequencing depth is defined as: (mapped reads x fragment length) / effective genome size |
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
| RPKM | reads per kilobase per million reads | normalize read numbers: RPKM (per bin) = reads per bin / ( mapped reads (in millions) x bin length (kb)) |
+---------------+------------------------------------------+-----------------------------------------------------------------------------------------------------------------------------------------------+
For a review of popular \*-seq applications, see `Zentner and Henikoff `__.
.. _terminology:
NGS and generic terminology
---------------------------
The following are terms that may be new to some:
.. _bin:
bin
^^^
* synonyms: window, region
* 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.
.. _input:
Input
^^^^^^^^
* Control experiment typically done for ChIP-seq experiments
* 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
.. _read:
read
^^^^^^^^
* synonym: tag
* 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).
.. _file formats:
File Formats
-------------------
Data obtained from next-generation sequencing data must be processed several times.
Most of the processing steps are aimed at extracting only that information
needed for a specific down-stream analysis, with redundant entries often discarded.
Therefore, **specific data formats are often associated with different steps of a data processing pipeline**.
Here, we just want to give very brief key descriptions of the file, for elaborate information we will link to external websites.
Be aware, that the file name sorting here is alphabetical, not according to their usage within an analysis pipeline that is depicted here:
.. image:: ../images/flowChart_FileFormats.png
Follow the links for more information on the different tool collections mentioned in the figure:
`samtools `__ |
`UCSCtools `__ |
`BEDtools `__ |
.. _2bit:
2bit
^^^^^
* compressed, binary version of genome sequences that are often stored in :ref:`FASTA`
* most genomes in 2bit format can be found `at UCSC `__
* :ref:`FASTA` files can be converted to 2bit using the UCSC programm *faToTwoBit*, which is available for different platforms at `UCSC `__
* more information can be found `here `__
.. _BAM:
BAM
^^^^
* typical file extension: ``.bam``
* *binary* file format (complement to :ref:`SAM`)
* contains information about sequenced reads (typically) *after alignment* to a reference genome
* each line = 1 mapped read, with information about:
* its mapping quality (how likelihood that the reported alignment is correct)
* its sequencing quality (the probability that each base is correct)
* its sequence
* its location in the genome
* etc.
* highly recommended format for storing data
* to make a BAM file human-readable, one can, for example, use the program *samtools view*
* for more information, see below for the definition of :ref:`SAM` files
.. _bed:
BED
^^^
* typical file extension: ``.bed``
* text file
* used for genomic intervals, e.g. genes, peak regions etc.
* the format can be found at `UCSC `__
* for deepTools, the first 3 columns are important: chromosome, start position of the region, end position of the genome
* do not confuse it with the :ref:`bedgraph` format (although they are related)
* 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)::
chr1 3204562 3661579 NM_001011874 Xkr4 -
chr1 4481008 4486494 NM_011441 Sox17 -
chr1 4763278 4775807 NM_001177658 Mrpl15 -
chr1 4797973 4836816 NM_008866 Lypla1 +
.. _bedGraph:
bedGraph
^^^^^^^^
* typical file extension: ``.bg``, ``.bedGraph``
* text file
* similar to BED file (not the same!), it can *only* contain 4 columns and the 4th column *must* be a score
* again, read the `UCSC description `__ for more details
* 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):
::
chr1 10 20 1.5
chr1 20 30 1.7
chr1 30 40 2.0
chr1 40 50 1.8
.. _bigWig:
bigWig
^^^^^^
* typical file extension: ``.bw``, ``.bigwig``
* *binary* version of a :ref:`bedgraph` or ``wig`` file
* contains coordinates for an interval and an associated score
* the score can be anything, e.g. an average read coverage
* `UCSC description `__ for more details
.. _FASTA:
FASTA
^^^^^^
* typical file extension: ``.fasta``
* text file, often gzipped (``.fasta.gz``)
* 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)
* see the :ref:`2bit` file format entry for a compressed alternative
* example from `wikipedia `__ showing exactly one sequence:
::
>gi|5524211|gb|AAD44166.1| cytochrome b [Elephas maximus maximus]
LCLYTHIGRNIYYGSYLYSETWNTGIMLLLITMATAFMGYVLPWGQMSFWGATVITNLFSAIPYIGTNLV
EWIWGGFSVDKATLNRFFAFHFILPFTMVALAGVHLTFLHETGSNNPLGLTSDSDKIPFHPYYTIKDFLG
LLILILLLLLLALLSPDMLGDPDNHMPADPLNTPLHIKPEWYFLFAYAILRSVPNKLGGVLALFLSIVIL
GLMPFLHTSKHRSMMLRPLSQALFWTLTMDLLTLTWIGSQPVEYPYTIIGQMASILYFSIILAFLPIAGX
IENY
.. _FASTQ:
FASTQ
^^^^^
* typical file extension: ``.fastq``, ``.fq``
* text file, often gzipped (--> ``.fastq.gz``)
* contains raw read information -- 4 lines per read:
* read ID
* base calls
* additional information or empty line
* sequencing quality measures - 1 per base call
* note that there is no information about where in the genome the read originated from
* example from the `wikipedia page `__, which contains further information::
@read001 # read ID
GATTTGGGGTTCAAAGCAGTATCGATCAAATAGTAAATCCATTTGTTCAACTCACAGTTT # read sequence
+ # usually empty line
!''*((((***+))%%%++)(%%%%).1***-+*''))**55CCF>>>>>>CCCCCCC65 # ASCII-encoded quality scores
* 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
.. _SAM:
SAM
^^^
* typical file extension: ``.sam``
* usually the result of an alignment of sequenced reads to a reference genome
* 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)
.. image:: ../images/glossary_sam.png
SAM header section
~~~~~~~~~~~~~~~~~~~
* tab-delimited lines, beginning with @, followed by tag\:value pairs
* *tag* = two-letter string that defines the content and the format of *value*
SAM alignment section
~~~~~~~~~~~~~~~~~~~~~~
* each line contains information about its mapping quality, its sequence, its location in the genome etc.
::
r001 163 chr1 7 30 8M2I4M1D3M = 37 39 TTAGATAAAGGATACTG *
r002 0 chr1 9 30 3S6M1P1I4M * 0 0 AAAAGATAAGGATA *
* the **flag in the second field** contains the answer to several yes/no assessments that are encoded in a single number
* for more details on the flag, see `this thorough explanation `__ or `this more technical explanation `__
* 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:
* insertion
* deletion (small deletions denoted with `D`, bigger deletions, e.g., for spliced reads, denoted with `N`)
* clipping (deletion at the ends of a read)
.. 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!
================================================
FILE: docs/content/installation.rst
================================================
Installation
=============
Remember -- deepTools are available for **command line usage** as well as for
**integration into Galaxy servers** !
.. contents::
:local:
Command line installation using ``conda``
-----------------------------------------
The recommended way to install deepTools (including its requirements) is via `miniconda `_ or `anaconda `_.
.. code:: bash
$ conda install -c conda-forge -c bioconda deeptools
Note 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:
.. code:: bash
$ CONDA_SUBDIR=osx-64 conda create -c conda-forge -c bioconda -n deeptools deeptools
Command line installation using ``pip``
---------------------------------------
deepTools can also be installed using `pip `_.
You can either install the latest release from `pypi `_:
.. code:: bash
$ pip install deeptools
or a specific version with:
.. code:: bash
$ pip install deeptools==3.5.3
In case you would like to install an unreleased or development version, deepTools can also be installed from the repository:
.. code:: bash
$ git clone https://github.com/deeptools/deepTools.git
$ cd deepTools
$ pip install .
Galaxy installation
--------------------
deepTools can be easily integrated into a local `Galaxy `_.
All wrappers and dependencies are available in the `Galaxy Tool
Shed `_.
Installation via Galaxy API (recommended)
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
First generate an `API Key `_
for your admin user and run the the installation script:
::
$ python ./scripts/api/install_tool_shed_repositories.py \
--api YOUR_API_KEY -l http://localhost/ \
--url https://toolshed.g2.bx.psu.edu/ \
-o bgruening -r --name suite_deeptools \
--tool-deps --repository-deps --panel-section-name deepTools
The ``-r`` argument specifies the version of deepTools. You can get the
latest revision number from the test tool shed or with the following
command:
::
$ hg identify https://toolshed.g2.bx.psu.edu/repos/bgruening/suite_deeptools
You can watch the installation status under: Top Panel --> Admin --> Manage
installed tool shed repositories
Installation via web browser
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
- go to the `admin page `_
- select *Search and browse tool sheds*
- Galaxy tool shed --> Sequence Analysis --> deeptools
- install deeptools
================================================
FILE: docs/content/list_of_tools.rst
================================================
The tools
=========
.. contents::
:local:
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
| tool | type | input files | main output file(s) | application |
+=====================================+==================+=====================================+============================================+===================================================================================+
|:doc:`tools/multiBamSummary` | data integration | 2 or more BAM | interval-based table of values | perform cross-sample analyses of read counts --> plotCorrelation, plotPCA |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/multiBigwigSummary` | data integration | 2 or more bigWig | interval-based table of values | perform cross-sample analyses of genome-wide scores --> plotCorrelation, plotPCA |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/plotCorrelation` | visualization | bam/multiBigwigSummary output | clustered heatmap | visualize the Pearson/Spearman correlation |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/plotPCA` | visualization | bam/multiBigwigSummary output | 2 PCA plots | visualize the principal component analysis |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/plotFingerprint` | QC | 2 BAM | 1 diagnostic plot | assess enrichment strength of a ChIP sample |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/computeGCBias` | QC | 1 BAM | 2 diagnostic plots | calculate the exp. and obs. GC distribution of reads |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|: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 |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/bamCoverage` | normalization | BAM | bedGraph or bigWig | obtain the normalized read coverage of a single BAM file |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/bamCompare` | normalization | 2 BAM | bedGraph or bigWig | normalize 2 files to each other (e.g. log2ratio, difference) |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|: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 |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/estimateReadFiltering` | information | 1 or more BAM files | table of values | estimate the number of reads filtered from a BAM file or files |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/alignmentSieve` | QC | 1 BAM file | 1 filtered BAM or BEDPE file | filters a BAM file based on one or more criteria |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/plotHeatmap` | visualization | computeMatrix output | heatmap of read coverages | visualize the read coverages for genomic regions |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/plotProfile` | visualization | computeMatrix output | summary plot (“meta-profile”) | visualize the average read coverages over a group of genomic regions |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/plotCoverage` | visualization | 1 or more BAM | 2 diagnostic plots | visualize the average read coverages over sampled genomic positions |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|:doc:`tools/bamPEFragmentSize` | information | 1 BAM | text with paired-end fragment length | obtain the average fragment length from paired ends |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|: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 |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
|: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 |
+-------------------------------------+------------------+-------------------------------------+--------------------------------------------+-----------------------------------------------------------------------------------+
General principles
^^^^^^^^^^^^^^^^^^
A typical deepTools command could look like this:
.. code:: bash
$ bamCoverage --bam myAlignedReads.bam \
--outFileName myCoverageFile.bigWig \
--outFileFormat bigwig \
--fragmentLength 200 \
--ignoreDuplicates \
--scaleFactor 0.5
You can always see all available command-line options via --help or -h:
.. code:: bash
$ bamCoverage --help
$ bamCoverage -h
And a minimal usage example can be shown by running a command without any arguments:
.. code:: bash
$ bamCoverage
- 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
- 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
- The vast majority of command line options are also available in Galaxy (in a few cases with minor changes to their naming).
Parameters to decrease the run time
"""""""""""""""""""""""""""""""""""
- ``numberOfProcessors`` - Number of processors to be used
For example, setting ``--numberOfProcessors 10`` will split up the workload internally into 10 chunks, which will be processed in parallel.
Note that for highly fragmented assemblies (> 1000 contigs) the runtime increases drastically. Consider to include only canonical chromosomes in cases like this.
- ``region`` - Process only a single genomic region.
This 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``
Both parameters are optional and available throughout almost all deepTools.
Filtering BAMs while processing
"""""""""""""""""""""""""""""""
Several deepTools modules allow for efficient processing of BAM files, e.g. ``bamCoverage`` and ``bamCompare``.
We 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 `_
- ``ignoreDuplicates``
Reads with the same orientation and start position will be considered only once. If reads are paired, the mate is also evaluated
- ``minMappingQuality``
Only reads with a mapping quality score of at least this are considered
- ``samFlagInclude``
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 `_
- ` `samFlagExclude``
Exclude reads based on the SAM flags - see previous explanation.
These parameters are optional and available throughout deepTools.
.. 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!
Tools for BAM and bigWig file processing
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
:doc:`tools/multiBamSummary`
""""""""""""""""""""""""""""
:doc:`tools/multiBigwigSummary`
"""""""""""""""""""""""""""""""
:doc:`tools/correctGCBias`
""""""""""""""""""""""""""
:doc:`tools/bamCoverage`
""""""""""""""""""""""""
:doc:`tools/bamCompare`
"""""""""""""""""""""""
:doc:`tools/bigwigCompare`
""""""""""""""""""""""""""
:doc:`tools/bigwigAverage`
""""""""""""""""""""""""""
:doc:`tools/computeMatrix`
""""""""""""""""""""""""""
:doc:`tools/alignmentSieve`
"""""""""""""""""""""""""""
Tools for QC
^^^^^^^^^^^^
:doc:`tools/plotCorrelation`
""""""""""""""""""""""""""""
:doc:`tools/plotPCA`
""""""""""""""""""""
:doc:`tools/plotFingerprint`
""""""""""""""""""""""""""""
:doc:`tools/bamPEFragmentSize`
""""""""""""""""""""""""""""""
:doc:`tools/computeGCBias`
""""""""""""""""""""""""""
:doc:`tools/plotCoverage`
"""""""""""""""""""""""""
Heatmaps and summary plots
^^^^^^^^^^^^^^^^^^^^^^^^^^
:doc:`tools/plotHeatmap`
""""""""""""""""""""""""
:doc:`tools/plotProfile`
""""""""""""""""""""""""
:doc:`tools/plotEnrichment`
"""""""""""""""""""""""""""
Miscellaneous
^^^^^^^^^^^^^
:doc:`tools/computeMatrixOperations`
""""""""""""""""""""""""""""""""""""
:doc:`tools/estimateReadFiltering`
""""""""""""""""""""""""""""""""""
================================================
FILE: docs/content/tools/alignmentSieve.rst
================================================
alignmentSieve
==============
.. contents::
:local:
.. argparse::
:ref: deeptools.alignmentSieve.parseArguments
:prog: alignmentSieve
:nodefault:
Background
^^^^^^^^^^
This 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.
Usage example
^^^^^^^^^^^^^
``alignmentSieve`` needs a sorted and indexed BAM file and the desired filtering criteria.
.. code:: bash
$ alignmentSieve -b paired_chr2L.bam \
--minMappingQuality 5 --samFlagInclude 16 \
--samFlagExclude 256 --ignoreDuplicates \
-o filtered.bam --filterMetrics metrics.txt
The 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:
#bamFilterReads --filterMetrics
#File Reads Remaining Total Initial Reads
paired_chr2L.bam 8440 12644
Instead 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:
.. code:: bash
$ alignmentSieve -b paired_chr2L.bam \
--minFragmentLength 140 --BED \
--shift -5 3 -o fragments.bedpe
The ``--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::
----> read 1
read 2 <----
------------------------ fragment
-------------------------------- shifted fragment
The 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:
.. code:: bash
$ alignmentSieve -b paired_chr2L.bam \
--minFragmentLength 140 --BED \
--shift -5 3 -1 4 -o fragments.bedpe
Given that, the ``-5 3`` set would produce the following::
----> read 1
read 2 <----
------------------------ fragment
-------------------------------- shifted fragment
and the ``-1 4`` set would produce the following::
----> read 2
read 1 <----
------------------------ fragment
--------------------- shifted fragment
As 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).
.. note::
If the ``--shift`` or ``--ATACshift`` options are used, then only properly-paired reads will be used.
================================================
FILE: docs/content/tools/bamCompare.rst
================================================
bamCompare
===========
``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.
.. image:: ../../images/norm_IGVsnapshot_indFiles.png
If you are not familiar with BAM, bedGraph and bigWig formats, you can read up on that in our :doc:`../help_glossary`
The basic algorithm works proceeds in two steps:
1. Per-sample scaling / depth Normalization:
- If scaling is used (using the SES or read counts method), appropriate scaling
factors are determined to account for sequencing depth differences.
- Optionally scaling can be turned off and individual samples normalized using the
RPKM, BPM or CPM methods (or no normalization at all)
2. A per-bin calculation is performed after accounting for scaling:
- The genome is transversed and the log2 ratio/ratio/difference/etc. for each bin of fixed width is computed.
.. argparse::
:ref: deeptools.bamCompare.parseArguments
:prog: bamCompare
:nodefault:
================================================
FILE: docs/content/tools/bamCoverage.rst
================================================
bamCoverage
===========
.. contents::
:local:
.. image:: ../../images/norm_IGVsnapshot_indFiles.png
If you are not familiar with BAM, bedGraph and bigWig formats, you can read up on that in our :doc:`../help_glossary`
.. argparse::
:ref: deeptools.bamCoverage.parseArguments
:prog: bamCoverage
:nodefault:
Usage hints
^^^^^^^^^^^^
* A smaller bin size value will result in a higher resolution of the coverage track but also in a larger file size.
* 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.
* 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.
* 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.
Other data, e.g. Chip-seq, where fragments are known to map contiguously, should be processed with read extension (``--extendReads [INTEGER]``).
* 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).
.. warning:: If you already normalized for GC bias using ``correctGCbias``, you should absolutely **NOT** set the parameter ``--ignoreDuplicates``!
.. 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``.
Usage example for ChIP-seq
^^^^^^^^^^^^^^^^^^^^^^^^^^^^
This 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):
.. code:: bash
bamCoverage --bam a.bam -o a.SeqDepthNorm.bw \
--binSize 10
--normalizeUsing RPGC
--effectiveGenomeSize 2150570000
--ignoreForNormalization chrX
--extendReads
If you had run the command with ``--outFileFormat bedgraph``, you could easily peak into the resulting file.
.. code:: bash
$ head SeqDepthNorm_chr19.bedgraph
19 60150 60250 9.32
19 60250 60450 18.65
19 60450 60650 27.97
19 60650 60950 37.29
19 60950 61000 27.97
19 61000 61050 18.65
19 61050 61150 27.97
19 61150 61200 18.65
19 61200 61300 9.32
19 61300 61350 18.65
As you can see, each row corresponds to one region. If consecutive bins have the same number of reads overlapping, they will be merged.
Usage examples for RNA-seq
^^^^^^^^^^^^^^^^^^^^^^^^^^^
Note that some BAM files are filtered based on SAM flags (`Explain SAM flags `_).
Regular bigWig track
~~~~~~~~~~~~~~~~~~~~~
.. code:: bash
bamCoverage -b a.bam -o a.bw
Separate tracks for each strand
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Sometimes it makes sense to generate two independent :ref:`bigWig` files for all reads on the forward and reverse strand, respectively.
As of deepTools version 2.2, one can simply use the ``--filterRNAstrand`` option, such as ``--filterRNAstrand forward`` or ``--filterRNAstrand reverse``.
This handles paired-end and single-end datasets. For older versions of deepTools, please see the instructions below.
.. note:: The ``--filterRNAstrand`` option assumes the sequencing library generated from ILLUMINA dUTP/NSR/NNSR methods, which are the most commonly used method for
library preparation, where Read 2 (R2) is in the direction of RNA strand (**reverse-stranded** library). However other methods exist, which generate read
R1 in the direction of RNA strand (`see this review `_). For these libraries,
``--filterRNAstrand`` will have an opposite behavior, i.e. ``--filterRNAstrand forward`` will give you reverse strand signal and vice-versa.
Versions before 2.2
*******************
To 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.
**For a stranded `single-end` library**
.. code:: bash
# Forward strand
bamCoverage -b a.bam -o a.fwd.bw --samFlagExclude 16
# Reverse strand
bamCoverage -b a.bam -o a.rev.bw --samFlagInclude 16
**For a stranded `paired-end` library**
Now, this gets a bit cumbersome, but future releases of deepTools will make this more straight-forward.
For now, bear with us and perhaps read up on SAM flags, e.g. `here `_.
For 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 `_.
To get the file for transcripts that originated from the **forward strand**:
.. code:: bash
# include reads that are 2nd in a pair (128);
# exclude reads that are mapped to the reverse strand (16)
$ samtools view -b -f 128 -F 16 a.bam > a.fwd1.bam
# exclude reads that are mapped to the reverse strand (16) and
# first in a pair (64): 64 + 16 = 80
$ samtools view -b -f 80 a.bam > a.fwd2.bam
# combine the temporary files
$ samtools merge -f fwd.bam a.fwd1.bam a.fwd2.bam
# index the filtered BAM file
$ samtools index fwd.bam
# run bamCoverage
$ bamCoverage -b fwd.bam -o a.fwd.bigWig
# remove the temporary files
$ rm a.fwd*.bam
To get the file for transcripts that originated from the **reverse strand**:
.. code:: bash
# include reads that map to the reverse strand (128)
# and are second in a pair (16): 128 + 16 = 144
$ samtools view -b -f 144 a.bam > a.rev1.bam
# include reads that are first in a pair (64), but
# exclude those ones that map to the reverse strand (16)
$ samtools view -b -f 64 -F 16 a.bam > a.rev2.bam
# merge the temporary files
$ samtools merge -f rev.bam a.rev1.bam a.rev2.bam
# index the merged, filtered BAM file
$ samtools index rev.bam
# run bamCoverage
$ bamCoverage -b rev.bam -o a.rev.bw
# remove temporary files
$ rm a.rev*.bam
================================================
FILE: docs/content/tools/bamPEFragmentSize.rst
================================================
bamPEFragmentSize
=================
.. argparse::
:ref: deeptools.bamPEFragmentSize.parse_arguments
:prog: bamPEFragmentSize
:nodefault:
Example usage
^^^^^^^^^^^^^^
.. code:: bash
$ deepTools2.0/bin/bamPEFragmentSize \
-hist fragmentSize.png \
-T "Fragment size of PE RNA-seq data" \
--maxFragmentLength 1000 \
-b testFiles/RNAseq_sample1.bam testFiles/RNAseq_sample2.bam \
testFiles/RNAseq_sample3.bam testFiles/RNAseq_sample4.bam \
-samplesLabel sample1 sample2 sample3 sample4
## Output
.. code:: bash
BAM file : testFiles/RNAseq_sample1.bam
Sample size: 10815
Fragment lengths:
Min.: 0.0
1st Qu.: 311.0
Mean: 8960.68987517
Median: 331.0
3rd Qu.: 362.0
Max.: 53574842.0
Std: 572421.46625
Read lengths:
Min.: 20.0
1st Qu.: 101.0
Mean: 99.1621821544
Median: 101.0
3rd Qu.: 101.0
Max.: 101.0
Std: 9.16567362755
BAM file : testFiles/RNAseq_sample2.bam
Sample size: 6771
Fragment lengths:
Min.: 43.0
1st Qu.: 148.0
Mean: 176.465071629
Median: 164.0
3rd Qu.: 185.0
Max.: 500.0
Std: 53.733877263
......(output truncated)
.. image:: ../../images/test_plots/ExampleFragmentSize.png
If the ``--table`` option is specified, the summary statistics are additionally printed in a tabular format::
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.
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
If the ``--outRawFragmentLengths`` option is provided, another history item will be produced, containing the raw data underlying the histogram. It has the following format::
#bamPEFragmentSize
Size Occurrences Sample
241 1 bowtie2 test1.bam
242 1 bowtie2 test1.bam
251 1 bowtie2 test1.bam
The "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
lso included on each row.
================================================
FILE: docs/content/tools/bigwigAverage.rst
================================================
bigwigAverage
=============
.. argparse::
:ref: deeptools.bigwigAverage.parse_arguments
:prog: bigwigAverage
:nodefault:
================================================
FILE: docs/content/tools/bigwigCompare.rst
================================================
bigwigCompare
=============
.. argparse::
:ref: deeptools.bigwigCompare.parse_arguments
:prog: bigwigCompare
:nodefault:
================================================
FILE: docs/content/tools/computeGCBias.rst
================================================
computeGCBias
=============
.. contents::
:local:
.. argparse::
:ref: deeptools.computeGCBias.parse_arguments
:prog: computeGCBias
:nodefault:
Background
^^^^^^^^^^^
``computeGCBias`` is based on a paper by `Benjamini and Speed `_.
The 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.
In 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.
``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.
The 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.
The 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.
In an ideal experiment, the observed GC profile would, of course, look like the expected profile.
This is indeed the case when applying ``computeGCBias`` to simulated reads.
.. _computeGCBias_example_image:
.. image:: ../../images/GC_bias_simulated_reads_2L.png
As 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.
Now, 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.
.. image:: ../../images/QC_GCplots_input.png
.. 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%).
Excluding regions from the read distribution calculation
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
In some cases, it will make sense to exclude certain regions from the calculation of the read distributions to increase the accuracy of the computation.
There 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:
* **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).
.. image:: ../../images/QC_GCregionexclusion_UCSCscreenshot.png
* **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.
* **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``.
Usage example
^^^^^^^^^^^^^^^
::
$ computeGCBias -b H3K27Me3.bam --effectiveGenomeSize 2695000000
--genome genome.2bit -l 200 -freq freq_test.txt
--region X --biasPlot test_gc.png
.. image:: ../../images/test_plots/ExampleComputeGCBias.png
================================================
FILE: docs/content/tools/computeMatrix.rst
================================================
computeMatrix
=============
.. contents::
:local:
.. argparse::
:ref: deeptools.computeMatrix.parse_arguments
:prog: computeMatrix
:nodefault:
Details
^^^^^^^
``computeMatrix`` has two main modes of use:
* for computing the signal distribution **relative to a point** (``reference-point``), e.g., the beginning or end of each genomic region
* for computing the signal **over a set of regions** (``scale-regions``) where all regions are scaled to the same size
.. image:: ../../images/computeMatrix_modes.png
``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.
See :doc:`plotHeatmap` and :doc:`plotProfile` for example plots.
.. image:: ../../images/computeMatrix_overview.png
In 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.
The following tables summarizes the kinds of optional outputs that are available with the three tools.
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| **optional output type** | **command** | **computeMatrix** | **plotHeatmap** | **plotProfile** |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| values underlying the heatmap | ``--outFileNameMatrix`` | yes | yes | no |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| values underlying the profile | ``--outFileNameData`` | no | yes | yes |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| sorted and/or filtered regions | ``--outFileSortedRegions`` | yes | yes | yes |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
.. tip:: ``computeMatrix`` can use multiple threads (``-p`` option), which significantly decreases the time for calculating the values.
.. attention::
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.
.. note::
``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!
Examples
^^^^^^^^
The 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.
Example 1: single input files (reference-point mode)
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Here, we start with a single :ref:`bigWig` and a single :ref:`BED` file, i.e., ``computeMatrix`` will:
1. take the beginning of the regions specified in the BED file
2. add the values indicated with ``--beforeRegionStartLength`` (``-b``) and ``--afterRegionStartLength`` (``-a``)
3. split the resulting region up into 50 bp bins (can be changed via (``--binSize``)
4. calculate the mean score based on the scores given in the bigWig file (the kind of score can be changed via ``--averageTypeBins``)
5. 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)
.. code:: bash
$ computeMatrix reference-point \ # choose the mode
--referencePoint TSS \ # alternatives: TES, center
-b 3000 -a 10000 \ # define the region you are interested in
-R testFiles/genes.bed \
-S testFiles/log2ratio_H3K4Me3_chr19.bw \
--skipZeros \
-o matrix1_H3K4me3_l2r_TSS.gz \ # to be used with plotHeatmap and plotProfile
--outFileSortedRegions regions1_H3K4me3_l2r_genes.bed
Let's have a closer look at the regions' output:
.. code:: bash
$ wc -l testFiles/genes.bed # original file
18257 testFiles/genes.bed
$ wc -l regions1_H3K4me3_l2r_genes.bed # file generated by computeMatrix
12423 regions1_H3K4me3_l2r_genes.bed
As 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.
.. code:: bash
# the original file contained genes for chr.19 and chr.X
$ cut -f 1 testFiles/genes.bed | sort | uniq -c
12439 19
5818 X
# 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)
$ cut -f 1 regions1_H3K4me3_l2r_genes.bed | sort | uniq -c
1 #genes
12422 19
Example 2: multiple input files (scale-regions mode)
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
.. code:: bash
$ deepTools2.0/bin/computeMatrix scale-regions \
-R genes_chr19_firstHalf.bed genes_chr19_secondHalf.bed \ # separate multiple files with spaces
-S testFiles/log2ratio_*.bw \ or use the wild card approach
-b 3000 -a 3000 \
--regionBodyLength 5000 \
--skipZeros -o matrix2_multipleBW_l2r_twoGroups_scaled.gz \
--outFileNameMatrix matrix2_multipleBW_l2r_twoGroups_scaled.tab \
--outFileSortedRegions regions2_multipleBW_l2r_twoGroups_genes.bed
Note 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.
The groups of regions supplied by two individual files will be merged into one:
.. code:: bash
$ head -n 2 regions2_multipleBW_l2r_twoGroups_genes.bed
19 60104 70951 ENST00000592209 0.0 - genes_chr19_firstHalf
19 60950 70966 ENST00000606728 0.0 - genes_chr19_firstHalf
$ tail -n 3 regions2_multipleBW_l2r_twoGroups_genes.bed
19 59108549 59110722 ENST00000596427 0.0 - genes_chr19_secondHalf
19 59110333 59110802 ENST00000464061 0.0 + genes_chr19_secondHalf
#genes_chr19_secondHalf
.. tip:: **More examples** can be found in our `Gallery `_.
================================================
FILE: docs/content/tools/computeMatrixOperations.rst
================================================
computeMatrixOperations
=======================
.. contents::
:local:
.. argparse::
:ref: deeptools.computeMatrixOperations.parse_arguments
:prog: computeMatrixOperations
:nodefault:
Details
^^^^^^^
``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):
+----------------+--------------------------------------------------------------------------------------------------------------------------+
+ **Subcommand** | **What it does** |
+----------------+--------------------------------------------------------------------------------------------------------------------------+
+ info | Prints out the sample and region group names in the order in which they appear. |
+----------------+--------------------------------------------------------------------------------------------------------------------------+
+ subset | Subsets a file by the desired samples/region group names. This can also change the order of these samples/region groups. |
+----------------+--------------------------------------------------------------------------------------------------------------------------+
+ filterStrand | Filters the file to only include regions annotated as being on a particular strand. |
+----------------+--------------------------------------------------------------------------------------------------------------------------+
+ rbind | Concatenates multiple matrices together, top to bottom. |
+----------------+--------------------------------------------------------------------------------------------------------------------------+
+ cbind | Merges multiple matrices, left to right. |
+----------------+--------------------------------------------------------------------------------------------------------------------------+
+ sort | Sorts the given file so regions are in the order of occurence in the input BED/GTF file(s). |
+----------------+--------------------------------------------------------------------------------------------------------------------------+
These 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.
.. attention::
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!
Examples
^^^^^^^^
Suppose 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:
1. 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.
2. 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.
3. Get the list of sample names stored in the matrix file:
.. code:: bash
$ computeMatrixOperations info -m foo.mat.gz
Groups:
genes
Samples:
SRR648667.forward
SRR648668.forward
SRR648669.forward
SRR648670.forward
SRR648667.reverse
SRR648668.reverse
SRR648669.reverse
SRR648670.reverse
4. Create two new files, each containing only the samples containing signal from a given strand.
.. code:: bash
$ computeMatrixOperations subset -m foo.mat.gz -o forward.mat.gz --samples SRR648667.forward SRR648668.forward SRR648669.forward SRR648670.forward
$ computeMatrixOperations subset -m foo.mat.gz -o reverse.mat.gz --samples SRR648667.reverse SRR648668.reverse SRR648669.reverse SRR648670.reverse
5. 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).
.. code:: bash
$ computeMatrixOperations filterStrand -m forward.mat.gz -o forward.subset.mat.gz --strand -
$ computeMatrixOperations filterStrand -m reverse.mat.gz -o reverse.subset.mat.gz --strand +
6. Finally, the files can be merged back together, head to tail. The samples are already in the correct order, as indicated by step 3.
.. code:: bash
$ computeMatrixOperations rbind -m forward.subset.mat.gz reverse.subset.mat.gz -o merged.mat.gz
7. If desired, the transcripts can then be resorted to match the order of the input GTF file.
.. code:: bash
$ computeMatrixOperations sort -m merged.mat.gz -o sorted.mat.gz -R genes.gtf
The 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.
================================================
FILE: docs/content/tools/correctGCBias.rst
================================================
correctGCBias
=============
.. hint:: For background information about the GC bias assessment and correction, see :doc:`computeGCBias`.
.. argparse::
:ref: deeptools.correctGCBias.parse_arguments
:prog: correctGCBias
:nodefault:
Usage example
^^^^^^^^^^^^^^
.. 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/
.. code:: bash
$ correctGCBias -b H3K27Me3.bam
--effectiveGenomeSize 2695000000
--genome genome.2bit
--GCbiasFrequenciesFile freq_test.txt # output of computeGCBias
-o gc_corrected.bam
.. 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!
================================================
FILE: docs/content/tools/estimateReadFiltering.rst
================================================
estimateReadFiltering
=====================
.. contents::
:local:
.. argparse::
:ref: deeptools.estimateReadFiltering.parseArguments
:prog: estimateReadFiltering
:nodefault:
Background
^^^^^^^^^^
Many 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.
Usage example
^^^^^^^^^^^^^
``estimateReadFiltering`` needs one or more sorted and indexed BAM files and the desired filtering criteria.
.. code:: bash
$ estimateReadFiltering -b paired_chr2L.bam \
--minMappingQuality 5 --samFlagInclude 16 \
--samFlagExclude 256 --ignoreDuplicates
By default, the output is printed to the screen. You can change this with the ``-o`` option. The output is a tab-separated file:
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
paired_chr2L.bam 12644 12589 0 6313.2 4114.0 6340.0 0.0 1163.0 0.0 55.0 0.0
The columns are as follows:
* Total reads (including unmapped)
* Unmapped reads
* Reads in blacklisted regions (--blackListFileName)
The following metrics are estimated according to the --binSize and --distanceBetweenBins parameters
* Estimated mapped reads filtered (the total number of mapped reads filtered for any reason)
* Alignments with a below threshold MAPQ (--minMappingQuality)
* Alignments with at least one missing flag (--samFlagInclude)
* Alignments with undesirable flags (--samFlagExclude)
* Duplicates determined by deepTools (--ignoreDuplicates)
* Duplicates marked externally (e.g., by picard)
* Singletons (paired-end reads with only one mate aligning)
* Wrong strand (due to --filterRNAstrand)
The 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.
================================================
FILE: docs/content/tools/multiBamSummary.rst
================================================
multiBamSummary
================
.. contents::
:local:
.. argparse::
:ref: deeptools.multiBamSummary.parse_arguments
:prog: multiBamSummary
:nodefault:
Example
^^^^^^^
The default output of ``multiBamSummary`` (a compressed ``numpy`` array: `*.npz`) can be visualized using :doc:`plotCorrelation` or :doc:`plotPCA`.
The 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.
.. code:: bash
$ deepTools2.0/bin/multiBamSummary bins \
--bamfiles testFiles/*bam \ # using all BAM files in the folder
--minMappingQuality 30 \
--region 19 \ # limiting the binning of the genome to chromosome 19
--labels H3K27me3 H3K4me1 H3K4me3 HeK9me3 input \
-out readCounts.npz --outRawCounts readCounts.tab
$ head readCounts.tab
#'chr' 'start' 'end' 'H3K27me3' 'H3K4me1' 'H3K4me3' 'HeK9me3' 'input'
19 10000 20000 0.0 0.0 0.0 0.0 0.0
19 20000 30000 0.0 0.0 0.0 0.0 0.0
19 30000 40000 0.0 0.0 0.0 0.0 0.0
19 40000 50000 0.0 0.0 0.0 0.0 0.0
19 50000 60000 0.0 0.0 0.0 0.0 0.0
19 60000 70000 1.0 1.0 0.0 0.0 1.0
19 70000 80000 0.0 1.0 7.0 0.0 1.0
19 80000 90000 15.0 0.0 0.0 6.0 4.0
19 90000 100000 73.0 7.0 4.0 16.0 5.0
================================================
FILE: docs/content/tools/multiBigwigSummary.rst
================================================
multiBigwigSummary
==================
.. contents::
:local:
.. argparse::
:ref: deeptools.multiBigwigSummary.parse_arguments
:prog: multiBigwigSummary
:nodefault:
Example
~~~~~~~
In the following example, the average values for our test ENCODE
ChIP-Seq datasets are computed for consecutive genome bins (default size: 10kb) by using the `bins` mode.
.. code:: bash
$ deepTools2.0/bin/multiBigwigSummary bins \
-b testFiles/H3K4Me1.bigWig testFiles/H3K4Me3.bigWig testFiles/H3K27Me3.bigWig testFiles/Input.bigWig \
--labels H3K4me1 H3K4me3 H3K27me3 input \
-out scores_per_bin.npz --outRawCounts scores_per_bin.tab
$ head scores_per_bin.tab
#'chr' 'start' 'end' 'H3K4me1' 'H3K4me3' 'H3K27me3' 'input'
19 0 10000 0.0 0.0 0.0 0.0
19 10000 20000 0.0 0.0 0.0 0.0
19 20000 30000 0.0 0.0 0.0 0.0
19 30000 40000 0.0 0.0 0.0 0.0
19 40000 50000 0.0 0.0 0.0 0.0
19 50000 60000 0.0221538461538 0.0 0.00482142857143 0.0522717391304
19 60000 70000 4.27391282051 1.625 0.634116071429 1.29124347826
19 70000 80000 13.0891675214 24.65 1.8180625 2.80073695652
19 80000 90000 1.74591965812 0.29 4.35576785714 0.92987826087
To compute the average values for a set of genes, use the `BED-file` mode.
.. code:: bash
$ deepTools2.0/bin/multiBigwigSummary BED-file \
--bwfiles testFiles/*bigWig \
--BED testFiles/genes.bed \
--labels H3K27me3 H3K4me1 H3K4me3 HeK9me3 input \
-out scores_per_transcript.npz --outRawCounts scores_per_transcript.tab
$ head scores_per_transcript.tab
#'chr' 'start' 'end' 'H3K27me3' 'H3K4me1' 'H3K4me3' 'HeK9me3' 'input'
19 60104 70951 0.663422099099 4.37103606574 14.9609108509 0.596631607217 1.34274297191
19 60950 70966 0.714223982699 4.54650763906 16.2336261981 0.62173674295 1.41719308888
19 62114 70944 0.747578769617 4.84009060023 18.2951302378 0.648723472352 1.51324474371
19 63820 70951 0.781816722009 5.30500631048 22.5579862572 0.682862029229 1.55490104062
19 65057 66382 0.528301886792 5.45886792453 0.523018867925 0.555471698113 1.97056603774
19 65821 66416 0.411764705882 3.0 0.636974789916 0.168067226891 1.67226890756
19 65821 70945 0.844600775761 4.79176424668 31.1346604215 0.693073728066 1.47911787666
19 66319 66492 0.774566473988 1.59537572254 0.0 0.0 0.578034682081
19 66345 71535 0.877430197151 5.49036608863 43.978805395 0.746026011561 1.43545279383
The default output of ``multiBamSummary`` (a compressed ``numpy`` array: `*.npz`) can be visualized using :doc:`plotCorrelation` or :doc:`plotPCA`.
The 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.
multiBigwigSummary in Galaxy
~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Below is the screenshot showing how to use multiBigwigSummary on the deeptools galaxy.
.. image:: ../../images/bigwiCorr_galaxy.png
================================================
FILE: docs/content/tools/plotCorrelation.rst
================================================
plotCorrelation
===============
.. contents::
:local:
.. argparse::
:ref: deeptools.plotCorrelation.parse_arguments
:prog: plotCorrelation
:nodefault:
Background
^^^^^^^^^^
``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`.
Correlation calculation
~~~~~~~~~~~~~~~~~~~~~~~
The 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.)
.. image:: ../../images/QC_bamCorrelate_intro.png
We offer two different functions for the correlation computation: *Pearson* or *Spearman*.
The *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.
The *Spearman method* is based on **rankings**.
If 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.
.. 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.
Hierarchical clustering
~~~~~~~~~~~~~~~~~~~~~~~~
If 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.
The *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 `_.
Examples
^^^^^^^^
Here'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.
.. image:: ../../images/QC_bamCorrelate_RNAseq.png
As 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.
In 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.
**Scatterplot**
Here 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.
.. code:: bash
$ deepTools2.0/bin/plotCorrelation \
-in scores_per_transcript.npz \
--corMethod pearson --skipZeros \
--plotTitle "Pearson Correlation of Average Scores Per Transcript" \
--whatToPlot scatterplot \
-o scatterplot_PearsonCorr_bigwigScores.png \
--outFileCorMatrix PearsonCorr_bigwigScores.tab
.. image:: ../../images/test_plots/scatterplot_PearsonCorr_bigwigScores.png
.. code:: bash
$ cat PearsonCorr_bigwigScores.tab
'H3K27me3' 'H3K4me1' 'H3K4me3' 'HeK9me3' 'input'
'H3K27me3' 1.0000 -0.1032 -0.1269 -0.0339 -0.0395
'H3K4me1' -0.1032 1.0000 0.3985 -0.1863 0.3328
'H3K4me3' -0.1269 0.3985 1.0000 -0.0480 0.2822
'HeK9me3' -0.0339 -0.1863 -0.0480 1.0000 -0.0353
'input' -0.0395 0.3328 0.2822 -0.0353 1.0000
**Heatmap**
In addition to scatterplots, heatmaps can be generated where the pairwise correlation coefficients are depicted by varying color intensities and are clustered using hierarchical clustering.
The example here calculates the Spearman correlation coefficients of read counts.
The dendrogram indicates which samples' read counts are most similar to each other.
.. code:: bash
$ deepTools2.0/bin/plotCorrelation \
-in readCounts.npz \
--corMethod spearman --skipZeros \
--plotTitle "Spearman Correlation of Read Counts" \
--whatToPlot heatmap --colorMap RdYlBu --plotNumbers \
-o heatmap_SpearmanCorr_readCounts.png \
--outFileCorMatrix SpearmanCorr_readCounts.tab
.. image:: ../../images/test_plots/heatmap_SpearmanCorr_readCounts.png
================================================
FILE: docs/content/tools/plotCoverage.rst
================================================
plotCoverage
============
.. contents::
:local:
.. argparse::
:ref: deeptools.plotCoverage.parse_arguments
:prog: plotCoverage
:nodefault:
What the plots tell you
^^^^^^^^^^^^^^^^^^^^^^^^
The tool generates a panel of two plots.
The 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.
The second plot helps you answer the question *what is the fraction of the genome that has a depth of sequencing of 2?*
.. image:: ../../images/plotCoverage_annotated.png
Usage example
^^^^^^^^^^^^^^
.. code:: bash
$ plotCoverage -b H3K4Me1.bam H3K4Me3.bam H3K27Me3.bam H3K9Me3.bam
--plotFile example_coverage
-n 1000000
--plotTitle "example_coverage" \
--outRawCounts coverage.tab \
--ignoreDuplicates \
--minMappingQuality 10 \
--region 19
# have a look at the optional tabular output: each row represents the number of reads overlapping with a sampled bp
$ head coverage.tab
'H3K27me3' 'H3K4me1' 'H3K4me3' 'H3K9me3'
0 0 0 0
0 0 0 0
0 0 0 0
0 0 0 0
0 0 0 0
0 0 0 0
0 0 0 0
0 0 0 0
0 0 0 0
$ cut -f1 coverage.tab | sort -n | uniq -c
1 'H3K27me3'
548190 0 # the vast majority of sampled bp had 0 overlapping reads
127914 1
35703 2
12271 3
4584 4
1717 5
659 6
251 7
106 8
49 9
16 10
6 11
3 12
2 13
3 14
1 15
1 16
2 17
1 19
1 21
2 22
1 23
1 24
2 28
1 35
1 40 # there was one bp with 40 overlapping reads!
1 44
.. image:: ../../images/test_plots/ExamplePlotCoverage.png
As you can see, the coverage of our test data sets is very poor -- on average, there is fewer than 1 read per bp!
================================================
FILE: docs/content/tools/plotEnrichment.rst
================================================
plotEnrichment
==============
.. contents::
:local:
.. argparse::
:ref: deeptools.plotEnrichment.parse_arguments
:prog: plotEnrichment
:nodefault:
Background
^^^^^^^^^^
It'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.
Usage example
^^^^^^^^^^^^^
``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.
.. code:: bash
$ plotEnrichment -b Input.bam H3K4Me1.bam H3K4Me3.bam \
--BED up.bed down.bed \
--regionLabels "up regulated" "down regulated" \
-o enrichment.png
The values underlying the plot can also be output with the ``--outRawCounts`` option and the y-axis can be auto-adjusted with the ``--variableScales`` option.
.. image:: ../../images/test_plots/plotEnrichment.png
================================================
FILE: docs/content/tools/plotFingerprint.rst
================================================
plotFingerprint
===============
This 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).
.. 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. `__
.. contents::
:local:
.. argparse::
:ref: deeptools.plotFingerprint.parse_arguments
:prog: plotFingerprint
:nodefault:
Background
^^^^^^^^^^^
This tool is based on a method developed by `Diaz et al. `__.
It determines how well the signal in the ChIP-seq sample can be differentiated from the background distribution of reads in the control sample.
For 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.
Vice 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.
Similar 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.
These values are then sorted according to their rank and the cumulative sum of read counts is plotted.
What the plots tell you
~~~~~~~~~~~~~~~~~~~~~~~~
An 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.
Here you see 3 different fingerprint plots.
We 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.
.. image:: ../../images/QC_fingerprint.png
Quality control metrics
~~~~~~~~~~~~~~~~~~~~~~~
For a detailed explanation of the QC metrics, please see: :doc:`../feature/plotFingerprint_QC_metrics`.
Usage example
^^^^^^^^^^^^^^^^
The 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).
.. code:: bash
$ deepTools2.0/bin/plotFingerprint \
-b testFiles/*bam \
--labels H3K27me3 H3K4me1 H3K4me3 H3K9me3 input \
--minMappingQuality 30 --skipZeros \
--region 19 --numberOfSamples 50000 \
-T "Fingerprints of different samples" \
--plotFile fingerprints.png \
--outRawCounts fingerprints.tab
.. image:: ../../images/test_plots/fingerprints.png
The 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.
.. code:: bash
$ head fingerprints.tab
#plotFingerprint --outRawCounts
'H3K27me3' 'H3K4me1' 'H3K4me3' 'H3K9me3' 'input'
1 0 0 0 0
0 0 0 0 1
0 1 0 0 0
12 0 0 3 3
3 0 1 1 0
6 4 0 1 0
1 0 0 0 0
4 1 1 1 0
1 0 0 0 0
================================================
FILE: docs/content/tools/plotHeatmap.rst
================================================
plotHeatmap
===========
.. contents::
:local:
.. argparse::
:ref: deeptools.plotHeatmap.parse_arguments
:prog: plotHeatmap
:nodefault:
Details
^^^^^^^
.. note:: With the release of deepTools 2.3 is is now possible to set the color and scale of each heatmap
individually. Also, we added the option to remove the boxes around the heatmaps.
``plotHeatmap`` does not change the values that ``computeMatrix`` calculated, it simply translates them into heatmaps and summary plots.
It offers a large variety of parameters to explore various visualizations and customize the resulting image (see the commands above).
In addition, you can retrieve all the data tables underlying the various plots including the regions that were used to generate the final plot.
The following tables summarizes the kinds of optional outputs that are available with the three tools.
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| **optional output type** | **command** | **computeMatrix** | **plotHeatmap** | **plotProfile** |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| values underlying the heatmap | ``--outFileNameMatrix`` | yes | yes | no |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| values underlying the profile | ``--outFileNameData`` | no | yes | yes |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| sorted and/or filtered regions | ``--outFileSortedRegions`` | yes | yes | yes |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
.. tip:: For more details on the optional output, see the examples for :doc:`computeMatrix`.
Usage examples
^^^^^^^^^^^^^^
The 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).
.. code:: bash
# run compute matrix to collect the data needed for plotting
$ computeMatrix scale-regions -S H3K27Me3-input.bigWig \
H3K4Me1-Input.bigWig \
H3K4Me3-Input.bigWig \
-R genes19.bed genesX.bed \
--beforeRegionStartLength 3000 \
--regionBodyLength 5000 \
--afterRegionStartLength 3000
--skipZeros -o matrix.mat.gz
$ plotHeatmap -m matrix.mat.gz \
-out ExampleHeatmap1.png \
.. image:: ../../images/test_plots/ExampleHeatmap1.png
As mentioned above, ``plotHeatmap`` has many options, including the ability to do k-means clustering and change the color map.
.. code:: bash
$ plotHeatmap -m matrix_two_groups.gz \
-out ExampleHeatmap2.png \
--colorMap RdBu \
--whatToShow 'heatmap and colorbar' \
--zMin -3 --zMax 3 \
--kmeans 4
.. image:: ../../images/test_plots/ExampleHeatmap2.png
.. tip:: **More examples** can be found in our `Gallery `_.
Multiple colors for heatmaps
++++++++++++++++++++++++++++
Since deepTools version 2.3 it is now possible to adjust the color and scale of each heatmap. There are two ways
to adjust the colors, one by specifying each of the colormaps (e.g. `--colorMap RdBlGr winter terrain`) and the
other is by giving each of the colors in the heatmap (e.g. `--colorList 'red,blue' 'white,green', 'white, blue, red'`).
For the second example, the number of transitions between the colors is given by the `--colorNumber` which by default
is 256.
The following is an example using the `--colorList` method is used. Also the scale of each heatmap is modified
using `--zMin` and `--zMax`.
.. code:: bash
$ plotHeatmap -m matrix_two_groups.gz \
-out ExampleHeatmap3.png \
--colorList 'black, yellow' 'white,blue' '#ffffff,orange,#000000'
--whatToShow 'heatmap and colorbar' \
--zMin -2 -2 0 --zMax 2 2 3
--kmeans 4
--dpi 100
.. image:: ../../images/test_plots/ExampleHeatmap3.png
No box around heatmaps
++++++++++++++++++++++
In version 2.3 we also added the option to remove the box around heatmaps. In the following example
we combine different colormap colors, different scales and the new `--boxAroundHeatmaps` option.
.. code:: bash
$ plotHeatmap -m matrix_two_groups.gz \
-out ExampleHeatmap4.png \
--colorMap Oranges_r Blues_r Greens
--whatToShow 'heatmap and colorbar' \
--zMin -4 -4 0 --zMax 0 0 5
--kmeans 4
--dpi 100
--boxAroundHeatmaps no
.. image:: ../../images/test_plots/ExampleHeatmap4.png
.. tip:: **More examples** can be found in our `Gallery `_.
================================================
FILE: docs/content/tools/plotPCA.rst
================================================
plotPCA
=======
.. contents::
:local:
.. argparse::
:ref: deeptools.plotPCA.parse_arguments
:prog: plotPCA
:nodefault:
Background
^^^^^^^^^^^
Principal 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.
Principal 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.
.. 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.
Usage example
^^^^^^^^^^^^^^^
``plotPCA`` needs the compressed ``numpy array`` output from either :doc:`multiBamSummary` or :doc:`multiBigwigSummary`
.. code:: bash
$ deepTools2.0/bin/plotPCA -in readCounts.npz \
-o PCA_readCounts.png \
-T "PCA of read counts"
After 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:
* the eigenvalues of the **top two principal components**
* 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
.. image:: ../../images/test_plots/PCA_readCounts.png
================================================
FILE: docs/content/tools/plotProfile.rst
================================================
plotProfile
===========
.. argparse::
:ref: deeptools.plotProfile.parse_arguments
:prog: plotProfile
:nodefault:
Details
^^^^^^^^
Like :doc:`plotHeatmap`, ``plotProfile`` simply takes the compressed matrix produced by ``computeMatrix`` and turns it into summary plots.
In addition to a large range of parameters for optimizing the visualization, you can also export the values underlying the profiles as tables.
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| **optional output type** | **command** | **computeMatrix** | **plotHeatmap** | **plotProfile** |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| values underlying the heatmap | ``--outFileNameMatrix`` | yes | yes | no |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| values underlying the profile | ``--outFileNameData`` | no | yes | yes |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
| sorted and/or filtered regions | ``--outFileSortedRegions`` | yes | yes | yes |
+-----------------------------------+--------------------------------+-------------------+-----------------+-----------------+
.. tip:: For more details on the optional output, see the examples for :doc:`computeMatrix`.
Usage example
^^^^^^^^^^^^^^
The following example plots the signal profile over hg19 transcripts for our test ENCODE datasets. Note that
the matrix contains multiple groups of regions (in this case, one for each present chromosome).
.. code:: bash
# run compute matrix to collect the data needed for plotting
$ computeMatrix scale-regions -S H3K27Me3-input.bigWig \
H3K4Me1-Input.bigWig \
H3K4Me3-Input.bigWig \
-R genes19.bed genesX.bed \
--beforeRegionStartLength 3000 \
--regionBodyLength 5000 \
--afterRegionStartLength 3000
--skipZeros -o matrix.mat.gz
$ plotProfile -m matrix.mat.gz \
-out ExampleProfile1.png \
--numPlotsPerRow 2 \
--plotTitle "Test data profile"
.. image:: ../../images/test_plots/ExampleProfile1.png
``plotProfile`` has many options, including the ability to change the type of lines plotted and to plot by group rather than sample.
Here's the same data set, but plotted with a different set of parameters.
.. code:: bash
$ plotProfile -m matrix.mat.gz \
-out ExampleProfile2.png \
--plotType=fill \ # add color between the x axis and the lines
--perGroup \ # make one image per BED file instead of per bigWig file
--colors red yellow blue \
--plotTitle "Test data profile"
.. image:: ../../images/test_plots/ExampleProfile2.png
In this other example the data is clustered using k-means into two groups.
.. code:: bash
$ plotProfile -m matrix.mat.gz \
--perGroup \
--kmeans 2 \
-out ExampleProfile3.png
.. image:: ../../images/test_plots/ExampleProfile3.png
This is the same data but visualized using `--plotType heatmap`
.. code:: bash
$ plotProfile -m matrix.mat.gz \
--perGroup \
--kmeans 2 \
-plotType heatmap \
-out ExampleProfile3.png
.. image:: ../../images/test_plots/ExampleProfile4.png
================================================
FILE: docs/images/gallery/Whyte_TypicalEnhancers_ESC.bed
================================================
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================================================
FILE: docs/index.rst
================================================
=====================================================
deepTools: *tools for exploring deep sequencing data*
=====================================================
.. image:: images/start_collage.png
deepTools is a **suite of python tools** particularly developed for the
efficient analysis of high-throughput sequencing data, such as ChIP-seq, RNA-seq or MNase-seq.
There are 3 ways for using deepTools:
* **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
* **command line usage** -- simply download and install the tools (see :doc:`content/installation` and :doc:`content/list_of_tools`)
* **API** -- make use of your favorite deepTools modules in your own python programs (see :doc:`content/api`)
The flow chart below depicts the different tool modules that are
currently available.
.. image:: images/start_workflow.png
If the file names in the figure mean nothing to you,
please make sure to check our :doc:`content/help_glossary`.
Contents:
---------
.. toctree::
:maxdepth: 1
content/installation
content/list_of_tools
content/advanced_features
content/example_usage
content/changelog
content/help_galaxy_intro
content/help_faq
content/help_faq_galaxy
content/help_glossary
content/api
content/about
While developing deepTools, we continuously strive to create software
that fulfills the following criteria:
- **efficiently extract reads from BAM files** and perform various
computations on them
- **turn BAM files of aligned reads into bigWig files** using different
normalization strategies
- make use of **multiple processors** (speed!)
- generation of **highly customizable images** (change colours, size,
labels, file format, etc.)
- enable **customized down-stream analyses**, meaning that every
data set created can be stored by the user
- **modular approach** - compatibility, flexibility, scalability (i.e.
we can add more and more modules and make use of established methods)
.. tip:: For support or questions please post to `Biostars `__. For bug reports and feature requests please open an issue `on github `__.
Please cite deepTools2 as follows:
Ramírez, Fidel, Devon P. Ryan, Björn Grüning, Vivek Bhardwaj, Fabian Kilpert, Andreas S. Richter,
Steffen Heyne, Friederike Dündar, and Thomas Manke.
**"deepTools2: a next generation web server for deep-sequencing data analysis." Nucleic Acids Research (2016): gkw257.**
.. image:: images/logo_mpi-ie.jpg
This tool suite is developed by the `Bioinformatics Facility `_ at the
`Max Planck Institute for Immunobiology and Epigenetics,
Freiburg `_.
================================================
FILE: docs/requirements.txt
================================================
sphinx==7.2.6
mock==5.1.0
sphinx_rtd_theme==2.0.0
sphinx-argparse==0.4.0
================================================
FILE: docs/source/_templates/layout.html
================================================
{% extends "!layout.html" %}
{% set script_files = script_files + ["_static/welcome_owl.carousel.min.js"] %}
{% set css_files = css_files + ["_static/welcome_owl.carousel.css", "_static/welcome_owl.carousel.theme.css"] %}
================================================
FILE: docs/source/deeptools.rst
================================================
deeptools package modules
=========================
deeptools.SES_scaleFactor module
--------------------------------
.. automodule:: deeptools.SES_scaleFactor
:members:
:undoc-members:
:show-inheritance:
deeptools.bamHandler module
---------------------------
.. automodule:: deeptools.bamHandler
:members:
:undoc-members:
:show-inheritance:
deeptools.correlation module
----------------------------
.. automodule:: deeptools.correlation
:members:
:undoc-members:
:show-inheritance:
deeptools.correlation_heatmap module
------------------------------------
.. automodule:: deeptools.correlation_heatmap
:members:
:undoc-members:
:show-inheritance:
deeptools.countReadsPerBin module
---------------------------------
.. automodule:: deeptools.countReadsPerBin
:members:
:undoc-members:
:show-inheritance:
deeptools.getFragmentAndReadSize module
---------------------------------------
.. automodule:: deeptools.getFragmentAndReadSize
:members:
:undoc-members:
:show-inheritance:
deeptools.getRatio module
-------------------------
.. automodule:: deeptools.getRatio
:members:
:undoc-members:
:show-inheritance:
deeptools.getScorePerBigWigBin module
-------------------------------------
.. automodule:: deeptools.getScorePerBigWigBin
:members:
:undoc-members:
:show-inheritance:
deeptools.heatmapper module
---------------------------
.. automodule:: deeptools.heatmapper
:members:
:undoc-members:
:show-inheritance:
deeptools.heatmapper_utilities module
-------------------------------------
.. automodule:: deeptools.heatmapper_utilities
:members:
:undoc-members:
:show-inheritance:
deeptools.mapReduce module
--------------------------
.. automodule:: deeptools.mapReduce
:members:
:undoc-members:
:show-inheritance:
deeptools.sumCoveragePerBin
---------------------------
.. automodule:: deeptools.sumCoveragePerBin
:members:
:undoc-members:
:show-inheritance:
deeptools.utilities module
--------------------------
.. automodule:: deeptools.utilities
:members:
:undoc-members:
:show-inheritance:
deeptools.writeBedGraph module
------------------------------
.. automodule:: deeptools.writeBedGraph
:members:
:undoc-members:
:show-inheritance:
deeptools.writeBedGraph_bam_and_bw module
-----------------------------------------
.. automodule:: deeptools.writeBedGraph_bam_and_bw
:members:
:undoc-members:
:show-inheritance:
Module contents
---------------
.. automodule:: deeptools
:members:
:undoc-members:
:show-inheritance:
================================================
FILE: docs/source/modules.rst
================================================
deeptools
=========
.. toctree::
:maxdepth: 4
deeptools
================================================
FILE: galaxy/workflows/1_BAM_file_TO_Heatmap_of_read_coverages.ga
================================================
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"tool_state": "{\"__page__\": 0, \"output\": \"{\\\"outFileFormat\\\": {\\\"__class__\\\": \\\"RuntimeValue\\\"}, \\\"save_matrix\\\": \\\"False\\\", \\\"showOutputSettings\\\": \\\"yes\\\", \\\"saveSortedRegions\\\": \\\"False\\\", \\\"__current_case__\\\": 1, \\\"saveData\\\": \\\"False\\\"}\", \"advancedOpt\": \"{\\\"used_multiple_regions\\\": {\\\"clustering\\\": {\\\"k_kmeans\\\": {\\\"__class__\\\": \\\"RuntimeValue\\\"}, \\\"__current_case__\\\": 0, \\\"clustering_options\\\": \\\"kmeans\\\"}, \\\"used_multiple_regions_options\\\": \\\"no\\\", \\\"__current_case__\\\": 0}, \\\"yAxisLabel\\\": \\\"genes\\\", \\\"xAxisLabel\\\": \\\"distance from TSS (bp)\\\", \\\"zMax\\\": \\\"\\\", \\\"heatmapWidth\\\": \\\"7.5\\\", \\\"sortUsing\\\": \\\"mean\\\", \\\"zMin\\\": \\\"\\\", \\\"plotTitle\\\": {\\\"__class__\\\": \\\"RuntimeValue\\\"}, \\\"averageTypeSummaryPlot\\\": \\\"mean\\\", \\\"whatToShow\\\": \\\"plot, heatmap and colorbar\\\", \\\"missingDataColor\\\": \\\"black\\\", \\\"referencePointLabel\\\": \\\"TSS\\\", \\\"yMin\\\": \\\"\\\", \\\"onePlotPerGroup\\\": \\\"False\\\", \\\"regionsLabel\\\": \\\"genes\\\", \\\"yMax\\\": \\\"\\\", \\\"endLabel\\\": \\\"TES\\\", \\\"sortRegions\\\": {\\\"__class__\\\": \\\"RuntimeValue\\\"}, \\\"startLabel\\\": \\\"TSS\\\", \\\"colorMap\\\": {\\\"__class__\\\": \\\"RuntimeValue\\\"}, \\\"showAdvancedOpt\\\": \\\"yes\\\", \\\"__current_case__\\\": 1, \\\"heatmapHeight\\\": \\\"15.0\\\"}\", \"__rerun_remap_job_id__\": null, \"matrixFile\": \"null\"}",
"tool_version": "1.1.0",
"type": "tool",
"user_outputs": []
}
}
}
================================================
FILE: galaxy/workflows/Compute_and_correct_GC_bias.ga
================================================
{
"a_galaxy_workflow": "true",
"annotation": "",
"format-version": "0.1",
"name": "Compute and correct GC bias",
"steps": {
"0": {
"annotation": "",
"id": 0,
"input_connections": {},
"inputs": [
{
"description": "",
"name": "BAM file to be checked for GC bias"
}
],
"name": "Input dataset",
"outputs": [],
"position": {
"left": 148,
"top": 505.88330078125
},
"tool_errors": null,
"tool_id": null,
"tool_state": "{\"name\": \"BAM file to be checked for GC bias\"}",
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"type": "data_input",
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"1": {
"annotation": "",
"id": 1,
"input_connections": {
"bamInput": {
"id": 0,
"output_name": "output"
}
},
"inputs": [
{
"description": "runtime parameter for tool computeGCBias",
"name": "region"
},
{
"description": "runtime parameter for tool computeGCBias",
"name": "source"
},
{
"description": "runtime parameter for tool computeGCBias",
"name": "effectiveGenomeSize"
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{
"description": "runtime parameter for tool computeGCBias",
"name": "image_format"
},
{
"description": "runtime parameter for tool computeGCBias",
"name": "fragmentLength"
}
],
"name": "computeGCBias",
"outputs": [
{
"name": "outFileName",
"type": "tabular"
},
{
"name": "outImageName",
"type": "png"
}
],
"position": {
"left": 404.61669921875,
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"post_job_actions": {
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},
"inputs": [
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"name": "region"
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{
"description": "runtime parameter for tool correctGCBias",
"name": "source"
},
{
"description": "runtime parameter for tool correctGCBias",
"name": "effectiveGenomeSize"
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"name": "correctGCBias",
"outputs": [
{
"name": "outFileName",
"type": "bam"
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],
"position": {
"left": 734.61669921875,
"top": 462
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"post_job_actions": {
"RenameDatasetActionoutFileName": {
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"tool_version": "1.1.0",
"type": "tool",
"user_outputs": []
}
}
}
================================================
FILE: galaxy/workflows/Remove_chr_from_the_beginning_of_genomic_interval_files.ga
================================================
{
"a_galaxy_workflow": "true",
"annotation": "",
"format-version": "0.1",
"name": "Remove 'chr' from the beginning of genomic interval files",
"steps": {
"0": {
"annotation": "",
"id": 0,
"input_connections": {},
"inputs": [
{
"description": "",
"name": "any column-based file of genomic intervals"
}
],
"name": "Input dataset",
"outputs": [],
"position": {
"left": 268.5,
"top": 182.5
},
"tool_errors": null,
"tool_id": null,
"tool_state": "{\"name\": \"any column-based file of genomic intervals\"}",
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"type": "data_input",
"user_outputs": []
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"id": 1,
"input_connections": {
"input1": {
"id": 0,
"output_name": "output"
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},
"inputs": [],
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"outputs": [
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"name": "out_file1",
"type": "input"
}
],
"position": {
"left": 552,
"top": 168
},
"post_job_actions": {
"RenameDatasetActionout_file1": {
"action_arguments": {
"newname": "removed \"chr\""
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"action_type": "RenameDatasetAction",
"output_name": "out_file1"
}
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"tool_id": "trimmer",
"tool_state": "{\"__page__\": 0, \"input1\": \"null\", \"end\": \"\\\"0\\\"\", \"fastq\": \"\\\"\\\"\", \"ignore\": \"\\\"35\\\"\", \"start\": \"\\\"4\\\"\", \"__rerun_remap_job_id__\": null, \"chromInfo\": \"\\\"/data2/galaxy/galaxy-dist/tool-data/shared/ucsc/chrom/mm9.len\\\"\", \"col\": \"\\\"1\\\"\"}",
"tool_version": "0.0.1",
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}
================================================
FILE: galaxy/workflows/readme.rst
================================================
This package contains a collection of Galaxy workflows utilising deepTools.
See http://www.galaxyproject.org for information about the Galaxy Project.
Sample Data
===========
Sample data can be obtained from http://deeptools.ie-freiburg.mpg.de/library or you
can use aligned reads in BAM or SAM format.
Citation
========
If you use this workflow directly, or a derivative of it, or the associated
deepTools wrappers for Galaxy, in work leading to a scientific publication,
please cite:
{publication under review}
Availability
============
This workflow is available on the main Galaxy Tool Shed:
http://toolshed.g2.bx.psu.edu/view/bgruening/deeptools_workflows
Development is being done on github:
https://github.com/deeptools/deepTools
Dependencies
============
These dependencies should be resolved automatically via the Galaxy Tool Shed:
* http://toolshed.g2.bx.psu.edu/view/bgruening/deeptools
================================================
FILE: galaxy/workflows/repository_dependencies.xml
================================================
================================================
FILE: galaxy/wrapper/.shed.yml
================================================
categories:
- ChIP-seq
- Convert Formats
- Sequence Analysis
- Visualization
description: "deepTools: User-friendly tools for the normalization, quality control and visualization of deep-sequencing data"
long_description: |
deepTools address the challenge of visualizing the large amounts of data that
are now routinely generated from sequencing centers in a meaningful way. To do so,
deepTools contain useful routines to process the mapped reads data through removal of
duplicates and different filtering options to create coverage files in standard
bedGraph and bigWig file formats. deepTools allow the creation of normalized
coverage files or the comparison between two files (for example, treatment and control).
Finally, using such normalized and standardized files, multiple visualizations can be
created to identify enrichments with functional annotations of the genome.
For a gallery of images that can be produced and a description of the tools see http://f1000.com/posters/browse/summary/1094053
https://github.com/deeptools/deepTools
doi: 10.1093/nar/gku365
Wikipage: https://github.com/deeptools/deepTools/wiki
Repository-Maintainer: Björn Grüning
https://github.com/deeptools/deepTools
name: deeptools
owner: bgruening
remote_repository_url: https://github.com/deeptools/deepTools/tree/master/galaxy/wrapper/
type: unrestricted
auto_tool_repositories:
name_template: "{{ tool_id }}"
description_template: "Wrapper for the deepTools: {{ tool_name }}"
suite:
name: "suite_deeptools"
description: "deepTools: User-friendly tools for the normalization, quality control and visualization of deep-sequencing data"
long_description: |
deepTools address the challenge of visualizing the large amounts of data that
are now routinely generated from sequencing centers in a meaningful way. To do so,
deepTools contain useful routines to process the mapped reads data through removal of
duplicates and different filtering options to create coverage files in standard
bedGraph and bigWig file formats. deepTools allow the creation of normalized
coverage files or the comparison between two files (for example, treatment and control).
Finally, using such normalized and standardized files, multiple visualizations can be
created to identify enrichments with functional annotations of the genome.
For a gallery of images that can be produced and a description of the tools see http://f1000.com/posters/browse/summary/1094053
https://github.com/deeptools/deepTools
doi: 10.1093/nar/gku365
Wikipage: https://github.com/deeptools/deepTools/wiki
Repository-Maintainer: Björn Grüning
https://github.com/deeptools/deepTools
================================================
FILE: galaxy/wrapper/alignmentSieve.xml
================================================
Filter BAM/CRAM files according to specified parameters
alignmentSieve
deepTools_macros.xml
no
forward
reverse
filterMetrics is True
filteredOutReads is True
read 1
read 2 <----
------------------------ fragment
-------------------------------- shifted fragment
The 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::
----> read 1
read 2 <----
------------------------ fragment
-------------------------------- shifted fragment
and the ``-1 4`` set would produce the following::
----> read 2
read 1 <----
------------------------ fragment
--------------------- shifted fragment
As 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).
-----
@REFERENCES@
]]>
================================================
FILE: galaxy/wrapper/bamCompare.xml
================================================
normalizes and compares two BAM or CRAM files to obtain the ratio, log2ratio or difference between them
bamCompare
deepTools_macros.xml
read count
signal extraction scaling (SES), check with plotFingerprint before using it!
enter own scaling factors
Don't scale reads. Samples can instead be normalized using one of the normalization methods
Normalize to fragments (reads) per kilobase per million (RPKM)
Normalize to counts per million (CPM), same as CPM in RNA-seq
Normalize to bins per million (BPM), same as TPM in RNA-seq
Do not normalize or scale
Compute log2 of the number of reads ratio
Compute the ratio of the number of reads
Compute difference (subtract input from treatment) of the number of reads
Compute the sum of number of reads
Compute the mean of the number of reads between the two files
Computes the fold change. If the fold change is less than 1, the negative of the inverse is reported. E.g. A fold change of 10 to 5 would be reported not as 0.5 but as -2
Returns the scaled value of the first BAM file
Returns the scaled value of the second BAM file
bigwig
bedgraph
no
yes
`_
.. image:: $PATH_TO_IMAGES/bamCompare_output.png
:width: 600
:height: 436
-----
@REFERENCES@
]]>
================================================
FILE: galaxy/wrapper/bamCoverage.xml
================================================
generates a coverage bigWig file from a given BAM or CRAM file
bamCoverage
deepTools_macros.xml
Normalize coverage to 1x
Normalize to reads per kilobase per million (RPKM)
Normalize to counts per million (CPM), same as CPM in RNA-seq
Normalize to bins per million (BPM), same as TPM in RNA-seq
Do not normalize or scale
bigwig
bedgraph
no
yes
no
forward
reverse
`_
.. image:: $PATH_TO_IMAGES/bamCoverage_output.png
:width: 600
:height: 450
Usage hints
------------
* A smaller ``bin size`` value will result in a higher resolution of the coverage track but also in a larger file size.
* The ``1x normalization`` (RPGC) requires the input of a value for the **effective genome size**, which is the mappable part of the reference genome. Of course, this value is species-specific.
* It might be useful for some studies to exclude certain chromosomes in order to avoid biases, e.g. chromosome X for many mammals where the males contain a pair of each autosome, but often only a single X chromosome.
* By default, the read length is **NOT** extended! This is the preferred setting for **spliced-read** data like RNA-seq, where one usually wants to rely on the detected read locations only. A read extension would neglect potential splice sites in the unmapped part of the fragment.
Other data, e.g. ChIP-seq, where fragments are known to map contiuously, should be processed with read extension (``--extendReads [INT]``).
* For paired-end data, the fragment length is generally defined by the two read mates. The user-provided fragment length is only used as a fallback for singletons or mate reads that map too far apart (with a distance greater than four times the fragment length or if the mates are located on different chromosomes).
WARNING: If you already normalized for GC bias using ``correctGCbias``, you should absolutely **NOT** set the parameter ``--ignoreDuplicates``!
-----
@REFERENCES@
]]>
================================================
FILE: galaxy/wrapper/bamPEFragmentSize.xml
================================================
Estimate the predominant cDNA fragment length from paired-end sequenced BAM/CRAM files
bamPEFragmentSize
deepTools_macros.xml
'$outfile'
]]>
no
yes
histogram is True
table is True
outRawFragmentLengths is True
================================================
FILE: galaxy/wrapper/bigwigAverage.xml
================================================
normalizes and average multiple bigWig files
bigwigAverage
deepTools_macros.xml
bigwig
bedgraph
no
yes
================================================
FILE: galaxy/wrapper/bigwigCompare.xml
================================================
normalizes and compares two bigWig files to obtain the ratio, log2ratio or difference between them
bigwigCompare
deepTools_macros.xml
Compute log2 of the signal ratio
Compute the ratio signals
Compute difference (subtract input from treatment) of the signal
Compute the sum of the signals
Compute the mean of the signal in the two files
Computes the fold change. If the fold change is less than 1, the negative of the inverse is reported. E.g. A fold change of 10 to 5 would be reported not as 0.5 but as -2
Returns the scaled value of the first bigWig file
Returns the scaled value of the second bigWig file
bigwig
bedgraph
no
yes
================================================
FILE: galaxy/wrapper/computeGCBias.xml
================================================
Determine the GC bias of your sequenced reads
computeGCBias
deepTools_macros.xml
no
yes
No image
Image in png format
Image in pdf format
Image in svg format
Image in eps format
HTML page rendered with plotly
((
image_format != 'none'
))
`_.
The 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.
In 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.
``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.
The 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.
The 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.
In an ideal experiment, the observed GC profile would, of course, look like the expected profile.
This is indeed the case when applying ``computeGCBias`` to simulated reads.
.. _computeGCBias_example_image:
.. image:: $PATH_TO_IMAGES/GC_bias_simulated_reads_2L.png
As 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.
Now, 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.
.. image:: $PATH_TO_IMAGES/QC_GCplots_input.png
:width: 600
:height: 452
**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%).
For more details, for example about when to exclude regions from the read distribution calculation, go `here `_
-----
@REFERENCES@
]]>
================================================
FILE: galaxy/wrapper/computeMatrix.xml
================================================
prepares data for plotting a heatmap or a profile of given regions
computeMatrix
deepTools_macros.xml
scale-regions
reference-point
no
yes
beginning of region (e.g. TSS)
end of region (e.g. TES)
center of region
no
yes
mean
median
min
max
sum
std
`_.
The intermediate file produced by ``computeMatrix`` is meant to be used with ``plotHeatmap`` and ``plotProfile``.
See the descriptions of ``plotHeatmap`` and ``plotProfile`` for example plots.
.. image:: $PATH_TO_IMAGES/computeMatrix_overview.png
:alt: Relationship between computeMatrix, heatmapper and profiler
:width: 600
:height: 418
=======
Usage hints
-------------
The 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
in 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".
.. image:: $PATH_TO_IMAGES/computeMatrix_selectRegions.png
:width: 600
:height: 150
You 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.
.. image:: $PATH_TO_IMAGES/computeMatrix_selectScores.png
:width: 600
:height: 136
The multitude of parameters can seem daunting at first - here are the options that we tend to tune most often:
* ``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.
* ``Skip zeros`` -- useful to avoid completely blank lines in the heatmap.
* ``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'.
Output files
---------------
The default output is a **gzipped table of values** that is used by both ``plotHeatmap`` and ``plotProfile``.
The 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**.
**TIP:** ``computeMatrix`` can also be used to filter and sort regions according to their score by making use of the "advanced output settings".
.. image:: $PATH_TO_IMAGES/computeMatrix_advancedOutput.png
:width: 600
:height: 189
.. image:: $PATH_TO_IMAGES/computeMatrix_output.png
:width: 600
:height: 297
Note that these advanced output options are available for ``plotHeatmap`` and ``plotProfile``, too.
See the following table for the optional output options:
+-----------------------------------+--------------------+-----------------+-----------------+
| **optional output type** | **computeMatrix** | **plotHeatmap** | **plotProfile** |
+-----------------------------------+--------------------+-----------------+-----------------+
| values underlying the heatmap | yes | yes | no |
+-----------------------------------+--------------------+-----------------+-----------------+
| values underlying the profile | no | no | yes |
+-----------------------------------+--------------------+-----------------+-----------------+
| sorted and/or filtered regions | yes | yes | yes |
+-----------------------------------+--------------------+-----------------+-----------------+
**More examples** can be found in our `Gallery `_.
-----
@REFERENCES@
]]>
================================================
FILE: galaxy/wrapper/computeMatrixOperations.xml
================================================
Modify or combine the output of computeMatrix in a variety of ways.
computeMatrixOperations
deepTools_macros.xml
$outFileTxt
#else if $submodule.command == "relabel":
relabel
-m $submodule.matrixFile
#if $submodule.groupLabels is not None and str($submodule.groupLabels) != '':
--groupLabels $submodule.groupLabels
#end if
#if $submodule.sampleLabels is not None and str($submodule.sampleLabels) != '':
--sampleLabels $submodule.sampleLabels
#end if
#else if $submodule.command == "subset":
subset
-m $submodule.matrixFile
#if $submodule.groups is not None and str($submodule.groups) != '':
--groups $submodule.groups
#end if
#if $submodule.samples is not None and str($submodule.samples) != '':
--samples $submodule.samples
#end if
-o $outFileName
#else if $submodule.command == "filterStrand":
filterStrand
-m $submodule.matrixFile
--strand $submodule.strand
-o $outFileName
#else if $submodule.command == "filterValues":
filterValues
-m $submodule.matrixFile
#if $submodule.minValue is not None and str($submodule.minValue) != '':
--min $submodule.minValue
#end if
#if $submodule.maxValue is not None and str($submodule.maxValue) != '':
--max $submodule.maxValue
#end if
-o $outFileName
#else if $submodule.command == "rbind":
#set $files=[]
#for $f in $submodule.matrixFiles:
#silent $files.append(str($f.matrixFile))
#end for
rbind
-m '#echo "' '".join($files)#'
-o $outFileName
#else if $submodule.command == "cbind":
cbind
#set $files=[]
#for $f in $submodule.matrixFiles:
#silent $files.append(str($f.matrixFile))
#end for
-m '#echo "' '".join($files)#'
-o $outFileName
#else if $submodule.command == "sort":
sort
#set $files=[]
#for $f in $submodule.regionsFiles:
#silent $files.append(str($f.regionsFile))
#end for
-m $submodule.matrixFile
-R '#echo "' '".join($files)#'
-o $outFileName
#else if $submodule.command == "dataRange":
dataRange
-m $submodule.matrixFile
> $outFileTxt
#end if
]]>
Print information (info)
Relabel the samples and/or groups (relabel)
Subset by samples and/or groups of regions (subset)
Filter by strand (filterStrand)
Filter by min/max value (filterValues)
Bind matrices, top to bottom (rbind)
Bind matrices, left to right (cbind)
Sort by region order in specified files (sort)
Returns the min, max, median, 10th and 90th percentile of the matrix values per sample (dataRange)
+
-
. (no annotated strand)
((
submodule['command'] != "info"
))
((
submodule['command'] == "info"
))
================================================
FILE: galaxy/wrapper/correctGCBias.xml
================================================
uses the output from computeGCBias to generate GC-corrected BAM/CRAM files
correctGCBias
deepTools_macros.xml
================================================
FILE: galaxy/wrapper/deepTools_macros.xml
================================================
--numberOfProcessors "\${GALAXY_SLOTS:-4}"
3.5.6
22.05
deeptools
samtools
@BINARY@ --version
no
yes
--plotWidth '$advancedOpt.plotWidth'
--plotHeight '$advancedOpt.plotHeight'
#if $advancedOpt.doExtendCustom.doExtend == 'custom':
--extendReads $advancedOpt.doExtendCustom.extendReadsValue
#else if $advancedOpt.doExtendCustom.doExtend == 'yes':
--extendReads
#end if
$advancedOpt.ignoreDuplicates
$advancedOpt.centerReads
#if $advancedOpt.minMappingQuality:
--minMappingQuality '$advancedOpt.minMappingQuality'
#end if
#if $advancedOpt.samFlagInclude:
--samFlagInclude $advancedOpt.samFlagInclude
#end if
#if $advancedOpt.samFlagExclude:
--samFlagExclude $advancedOpt.samFlagExclude
#end if
#if $advancedOpt.minFragmentLength:
--minFragmentLength $advancedOpt.minFragmentLength
#end if
#if $advancedOpt.maxFragmentLength:
--maxFragmentLength $advancedOpt.maxFragmentLength
#end if
$advancedOpt.metagene
#if $advancedOpt.transcriptID:
--transcriptID $advancedOpt.transcriptID
#end if
#if $advancedOpt.exonID:
--exonID $advancedOpt.exonID
#end if
#if $advancedOpt.transcript_id_designator:
--transcript_id_designator $advancedOpt.transcript_id_designator
#end if
#if str($plotting_type.zMin) != "":
--zMin $plotting_type.zMin
#end if
#if str($plotting_type.zMax) != "":
--zMax $plotting_type.zMax
#end if
--colorMap '$plotting_type.colorMap'
$plotting_type.plotNumbers
--plotTitle '$plotting_type.plotTitle'
Yes, I used multiple groups of regions
No, I used only one group
No clustering
Kmeans clustering
Hierarchical clustering
#if $advancedOpt.used_multiple_regions.used_multiple_regions_options == 'no':
#if $advancedOpt.used_multiple_regions.clustering.clustering_options == 'kmeans':
#if int($advancedOpt.used_multiple_regions.clustering.k_kmeans) > 0:
--kmeans $advancedOpt.used_multiple_regions.clustering.k_kmeans
#end if
#end if
#if $advancedOpt.used_multiple_regions.clustering.clustering_options == 'hclust':
#if int($advancedOpt.used_multiple_regions.clustering.n_hclust) > 0:
--hclust $advancedOpt.used_multiple_regions.clustering.n_hclust
#end if
#end if
$advancedOpt.used_multiple_regions.silhouette
#end if
No extension. The default value and most typically appropriate.
Paired-end extension. Suitable only for paired-end datasets.
A custom length, which will be applied to ALL reads.
Spearman
Pearson
mean
median
min
max
sum
region length
no ordering
maintain the same ordering as the input files
descending order
ascending order
maintain the same ordering as the input files
descending order
ascending order
.. class:: infomark
For more information on the tools, please visit our `help site`_.
For support or questions please post to `Biostars`_. For bug reports and feature requests please open an issue `on github`_.
This tool is developed by the `Bioinformatics and Deep-Sequencing Unit`_ at the `Max Planck Institute for Immunobiology and Epigenetics`_.
.. _Biostars: http://biostars.org
.. _on github: http://github.com
.. _Bioinformatics and Deep-Sequencing Unit: http://www.ie-freiburg.mpg.de/bioinformaticsfac
.. _Max Planck Institute for Immunobiology and Epigenetics: http://www3.ie-freiburg.mpg.de
.. _help site: https://deeptools.readthedocs.org/
10.1093/nar/gkw257
No
Yes
No
Yes
No, use sample names in the history
Yes, I want to specify new labels
[A-Za-z0-9 =-_/+]+
Best (automatic)
upper-right
upper-left
upper-center
lower-right
lower-left
lower-center
center-right
center-left
center
none (only works for heatmaps
0:
--BED #echo ' '.join($files)#
--regionLabels #echo ' '.join($labels)#
#end if
]]>
locally cached
in your history
#if $source.ref_source=="history":
--genome $source.input1
#else:
--genome '$source.input1_2bit.fields.path'
#end if
ce10 (93260000)
dm3 (130428560)
dm6 (125464728)
hg19/GRCh37 (2685511504)
GRCh38/hg38 (2701495761)
GRCm37/mm9 (2304947926)
GRCm38/mm10 (2308125349)
user specified
No
Yes, skip them.
no
yes
png
pdf
svg
eps
plotly
((
output['showOutputSettings'] == 'yes' and
output['saveMatrix'] is True
))
((
output['showOutputSettings'] == 'yes' and
output['saveSortedRegions'] is True
))
RdYlBu
Accent
Spectral
Set1
Set2
Set3
Dark2
Reds
Oranges
Greens
Blues
Greys
Purples
Paired
Pastel1
Pastel2
spring
summer
autumn
winter
hot
coolwarm
cool
seismic
terrain
ocean
rainbow
bone
flag
prism
cubehelix
binary
pink
gray
copper
BrBG
BuGn
BuPu
GnBu
OrRd
PiYG
PRGn
PuOr
PuRd
PuBu
RdBu
RdGy
RdPu
YlGn
PuBuGn
RdYlGn
YlGnBu
YlOrBr
YlOrRd
gist_gray
gist_stern
gist_earth
gist_yarg
gist_ncar
gist_rainbow
gist_heat
gnuplot
gnuplot2
CMRmap
bwr
hsv
brg
jet
afmhot
Wistia
cividis
icefire
inferno
magma
mako
nipy_spectral
plasma
rocket
tab10
tab20
tab20b
tab20c
twilight
twilight_shifted
viridis
vlag
Accent reversed
Spectral reversed
Set1 reversed
Set2 reversed
Set3 reversed
Dark2 reversed
Reds reversed
Oranges reversed
Greens reversed
Blues reversed
Greys reversed
Purples reversed
Paired reversed
Pastel1 reversed
Pastel2 reversed
spring reversed
summer reversed
autumn reversed
winter reversed
hot reversed
coolwarm reversed
cool reversed
seismic reversed
terrain reversed
ocean reversed
rainbow reversed
bone reversed
flag reversed
prism reversed
cubehelix reversed
binary reversed
pink reversed
gray reversed
copper reversed
BrBG reversed
BuGn reversed
BuPu reversed
GnBu reversed
OrRd reversed
PiYG reversed
PRGn reversed
PuOr reversed
PuRd reversed
PuBu reversed
RdBu reversed
RdGy reversed
RdPu reversed
YlGn reversed
PuBuGn reversed
RdYlBu reversed
RdYlGn reversed
YlGnBu reversed
YlOrBr reversed
YlOrRd reversed
gist_gray reversed
gist_stern reversed
gist_earth reversed
gist_yarg reversed
gist_ncar reversed
gist_rainbow reversed
gist_heat reversed
gnuplot reversed
gnuplot2 reversed
CMRmap reversed
bwr reversed
hsv reversed
brg reversed
jet reversed
afmhot reversed
Wistia reversed
cividis reversed
icefire reversed
inferno reversed
magma reversed
mako reversed
nipy_spectral reversed
plasma reversed
rocket reversed
tab10 reversed
tab20 reversed
tab20b reversed
tab20c reversed
twilight reversed
twilight_shifted reversed
viridis reversed
vlag reversed
================================================
FILE: galaxy/wrapper/estimateReadFiltering.xml
================================================
estimates the number of reads that would be filtered given certain criteria
estimateReadFiltering
deepTools_macros.xml
no
forward
reverse
================================================
FILE: galaxy/wrapper/multiBamSummary.xml
================================================
calculates average read coverages for a list of two or more BAM/CRAM files
multiBamSummary
deepTools_macros.xml
Bins
Limit calculation to certain regions (BED file)
outRawCounts is True
scalingFactors is True
================================================
FILE: galaxy/wrapper/multiBigwigSummary.xml
================================================
calculates average scores for a list of two or more bigwig files
multiBigwigSummary
deepTools_macros.xml
Bins
Limit correlation to certain regions (BED file)
outRawCounts is True
================================================
FILE: galaxy/wrapper/plotCorrelation.xml
================================================
Create a heatmap or scatterplot of correlation scores between different samples
plotCorrelation
deepTools_macros.xml
Heatmap
Scatterplot
No
Yes
No
Yes
outFileCorMatrix is True
"Data Library").
Average coverages were computed over 10 kb bins for chromosome X,
from bigWig files using ``multiBigwigSummary``. This was then used with ``plotCorrelation`` to make a heatmap of Spearman correlation coefficients.
.. image:: $PATH_TO_IMAGES/plotCorrelation_galaxy_bw_heatmap_output.png
:width: 600
:height: 518
The scatterplot could look like this:
.. image:: $PATH_TO_IMAGES/plotCorrelation_scatterplot_PearsonCorr_bigwigScores.png
:width: 600
:height: 600
-----
@REFERENCES@
]]>
================================================
FILE: galaxy/wrapper/plotCoverage.xml
================================================
assesses the sequencing depth of BAM/CRAM files
plotCoverage
deepTools_macros.xml
No
Yes
No
Yes
outRawCounts is True
coverageOpt.outCoverageMetrics is True
================================================
FILE: galaxy/wrapper/plotEnrichment.xml
================================================
plots read/fragment coverage over sets of regions
plotEnrichment
deepTools_macros.xml
all(c in ' #abcdefghijklmnopqrstuvwxyz0123456789' for c in value)
outRawCounts is True
================================================
FILE: galaxy/wrapper/plotFingerprint.xml
================================================
plots profiles of BAM files; useful for assessing ChIP signal strength
plotFingerprint
deepTools_macros.xml
no
yes
no
yes
((
output['showOutputSettings'] == 'yes' and
output['saveRawCounts'] is True
))
((
output['showOutputSettings'] == 'yes' and
output['saveQualityMetrics'] is True
))
================================================
FILE: galaxy/wrapper/plotHeatmap.xml
================================================
creates a heatmap for score distributions across genomic regions
plotHeatmap
deepTools_macros.xml
0:
--colorMap #echo " ".join($colorMap)#
#end if
--alpha '$advancedOpt.alpha'
#if str($advancedOpt.colorList).strip() != "":
--colorList $advancedOpt.colorList
#end if
#if str($advancedOpt.zMin).strip() != "":
--zMin $advancedOpt.zMin
#end if
#if str($advancedOpt.zMax).strip() != "":
--zMax $advancedOpt.zMax
#end if
#if str($advancedOpt.yMin).strip() != "":
--yMin $advancedOpt.yMin
#end if
#if str($advancedOpt.yMax).strip() != "":
--yMax $advancedOpt.yMax
#end if
#if str($advancedOpt.sortUsingSamples).strip() != "":
--sortUsingSamples $advancedOpt.sortUsingSamples
#end if
#if str($advancedOpt.clusterUsingSamples).strip() != "":
--clusterUsingSamples $advancedOpt.clusterUsingSamples
#end if
--xAxisLabel '$advancedOpt.xAxisLabel'
--yAxisLabel '$advancedOpt.yAxisLabel'
--heatmapWidth $advancedOpt.heatmapWidth
--heatmapHeight $advancedOpt.heatmapHeight
--whatToShow '$advancedOpt.whatToShow'
--startLabel '$advancedOpt.startLabel'
--endLabel '$advancedOpt.endLabel'
--refPointLabel '$advancedOpt.referencePointLabel'
#if $advancedOpt.samplesLabel and str($advancedOpt.samplesLabel).strip() != "":
--samplesLabel $advancedOpt.samplesLabel
#end if
#if $advancedOpt.regionsLabel and str($advancedOpt.regionsLabel).strip() != "":
--regionsLabel $advancedOpt.regionsLabel
#end if
#if $advancedOpt.plotTitle and str($advancedOpt.plotTitle.value) != "":
--plotTitle '$advancedOpt.plotTitle'
#end if
--legendLocation '$advancedOpt.legendLocation'
--labelRotation '$advancedOpt.labelRotation'
$advancedOpt.perGroup
@KMEANS_CLUSTERING@
#end if
]]>
no
yes
mean
median
min
max
sum
std
plot the profile line based on the statistic selected above.
fills the region between zero and the profile.
color the region between the profile and the standard error.
color the region between the profile and the standard deviation.
summary plot, heatmap and colorbar
summary plot and heatmap (no colorbar)
heatmap and colorbar
`_.
-----
@REFERENCES@
]]>
================================================
FILE: galaxy/wrapper/plotPCA.xml
================================================
Generate principal component analysis (PCA) plots from multiBamSummary or multiBigwigSummary output
plotPCA
deepTools_macros.xml
no
yes
outFileNameData
================================================
FILE: galaxy/wrapper/plotProfiler.xml
================================================
creates a profile plot for score distributions across genomic regions
plotProfile
deepTools_macros.xml
no
yes
no
yes
mean
median
min
max
sum
std
lines
fill
add standard error
add standard deviation
overlapped lines
heatmap
all(c in ' #abcdefghijklmnopqrstuvwxyz0123456789' for c in value)
advancedOpt['showAdvancedOpt'] == "yes" and advancedOpt['outFileNameData'] is True
================================================
FILE: galaxy/wrapper/test-data/alignmentSieve.bed
================================================
chr2L 5093 5232
chr2L 5101 5236
chr2L 5105 5252
chr2L 5108 5267
chr2L 5105 5250
chr2L 5108 5244
chr2L 5108 5279
chr2L 5105 5251
chr2L 5105 5252
chr2L 5105 5224
chr2L 5108 5244
chr2L 5108 5252
chr2L 5108 5244
chr2L 5108 5251
chr2L 5105 5212
chr2L 5105 5266
chr2L 5108 5265
chr2L 5106 5287
chr2L 5106 5243
chr2L 5106 5204
chr2L 5109 5249
chr2L 5109 5213
chr2L 5106 5245
chr2L 5118 5266
chr2L 5116 5224
chr2L 5117 5293
chr2L 5117 5291
chr2L 5120 5265
chr2L 5117 5243
chr2L 5122 5249
chr2L 5119 5268
chr2L 5119 5245
chr2L 5123 5423
chr2L 5120 5293
chr2L 5120 5250
chr2L 5123 5293
chr2L 5129 5197
chr2L 5129 5323
chr2L 5130 5265
chr2L 5127 5280
chr2L 5127 5285
chr2L 5133 5274
chr2L 5138 5293
chr2L 5141 5279
chr2L 5138 5266
chr2L 5141 5279
chr2L 5152 5322
chr2L 5149 5323
chr2L 5149 5250
chr2L 5149 5306
chr2L 5152 5292
chr2L 5152 5322
chr2L 5149 5330
chr2L 5151 5252
chr2L 5154 5326
chr2L 5154 5251
chr2L 5153 5324
chr2L 5154 5341
chr2L 5157 5304
chr2L 5157 5292
chr2L 5159 5292
chr2L 5156 5323
chr2L 5160 5292
chr2L 5157 5323
chr2L 5160 5326
chr2L 5160 5292
chr2L 5161 5326
chr2L 5167 5280
chr2L 5168 5249
chr2L 5168 5325
chr2L 5165 5306
chr2L 5166 5323
chr2L 5166 5306
chr2L 5171 5323
chr2L 5181 5322
chr2L 5179 5356
chr2L 5179 5294
chr2L 5179 5323
chr2L 5182 5312
chr2L 5185 5323
chr2L 5197 5326
chr2L 5206 5322
chr2L 5207 5340
chr2L 5207 5355
chr2L 5211 5325
chr2L 5212 5350
chr2L 5212 5296
chr2L 5209 5381
chr2L 5219 5369
chr2L 5216 5323
chr2L 5219 5356
chr2L 5216 5382
chr2L 5219 5381
chr2L 5219 5369
chr2L 5224 5326
chr2L 5221 5356
chr2L 5224 5380
chr2L 5224 5356
chr2L 5224 5325
chr2L 5224 5375
chr2L 5225 5380
chr2L 5225 5325
chr2L 5225 5377
chr2L 5225 5381
chr2L 5225 5440
chr2L 5225 5375
chr2L 5225 5325
chr2L 5225 5355
chr2L 5225 5355
chr2L 5227 5380
chr2L 5226 5500
chr2L 5230 5326
chr2L 5231 5423
chr2L 5228 5400
chr2L 5236 5383
chr2L 5256 5401
chr2L 5253 5455
chr2L 5257 5467
chr2L 5257 5402
chr2L 5261 5423
chr2L 5258 5355
chr2L 5261 5428
chr2L 5264 5401
chr2L 5264 5401
chr2L 5261 5467
chr2L 5261 5403
chr2L 5265 5426
chr2L 5265 5377
chr2L 5262 5370
chr2L 5262 5392
chr2L 5265 5423
chr2L 5265 5375
chr2L 5265 5401
chr2L 5265 5401
chr2L 5262 5427
chr2L 5274 5465
chr2L 5276 5381
chr2L 5279 5402
chr2L 5281 5423
chr2L 5281 5431
chr2L 5288 5411
chr2L 5289 5382
chr2L 5288 5421
chr2L 5288 5421
chr2L 5291 5420
chr2L 5288 5424
chr2L 5289 5467
chr2L 5302 5462
chr2L 5303 5401
chr2L 5300 5425
chr2L 5303 5464
chr2L 5300 5464
chr2L 5300 5464
chr2L 5306 5401
chr2L 5303 5428
chr2L 5303 5414
chr2L 5303 5465
chr2L 5304 5407
chr2L 5311 5423
chr2L 5310 5467
chr2L 5313 5463
chr2L 5313 5423
chr2L 5310 5465
chr2L 5313 5423
chr2L 5313 5462
chr2L 5317 5500
chr2L 5328 5467
chr2L 5331 5485
chr2L 5334 5467
chr2L 5334 5466
chr2L 5334 5467
chr2L 5331 5480
chr2L 5332 5467
chr2L 5335 5480
chr2L 5332 5485
chr2L 5332 5484
chr2L 5332 5517
chr2L 5335 5465
chr2L 5335 5464
chr2L 5335 5464
chr2L 5332 5469
chr2L 5335 5467
chr2L 5333 5472
chr2L 5337 5480
chr2L 5334 5488
chr2L 5337 5467
chr2L 5334 5503
chr2L 5337 5527
chr2L 5337 5497
chr2L 5334 5498
chr2L 5334 5497
chr2L 5337 5463
chr2L 5337 5516
chr2L 5334 5483
chr2L 5337 5517
chr2L 5337 5453
chr2L 5337 5466
chr2L 5337 5440
chr2L 5334 5454
chr2L 5339 5503
chr2L 5343 5451
chr2L 5340 5518
chr2L 5350 5466
chr2L 5352 5464
chr2L 5349 5467
chr2L 5352 5496
chr2L 5352 5453
chr2L 5361 5527
chr2L 5365 5500
chr2L 5362 5527
chr2L 5365 5517
chr2L 5362 5464
chr2L 5362 5497
chr2L 5368 5517
chr2L 5368 5496
chr2L 5378 5500
chr2L 5378 5499
chr2L 5375 5527
chr2L 5385 5517
chr2L 5385 5497
chr2L 5387 5527
chr2L 5390 5502
chr2L 5387 5527
chr2L 5390 5526
chr2L 5394 5526
chr2L 5391 5557
chr2L 5395 5502
chr2L 5395 5520
chr2L 5392 5481
chr2L 5392 5504
chr2L 5395 5556
chr2L 5394 5533
chr2L 5395 5557
chr2L 5398 5563
chr2L 5398 5556
chr2L 5398 5526
chr2L 5398 5527
chr2L 5395 5543
chr2L 5400 5548
chr2L 5398 5518
chr2L 5398 5500
chr2L 5408 5528
chr2L 5413 5556
chr2L 5413 5596
chr2L 5415 5520
chr2L 5421 5549
chr2L 5419 5567
chr2L 5419 5607
chr2L 5422 5574
chr2L 5419 5567
chr2L 5422 5526
chr2L 5422 5503
chr2L 5422 5582
chr2L 5419 5557
chr2L 5423 5601
chr2L 5426 5583
chr2L 5426 5564
chr2L 5436 5565
chr2L 5437 5567
chr2L 5437 5567
chr2L 5437 5586
chr2L 5440 5549
chr2L 5438 5613
chr2L 5441 5596
chr2L 5438 5583
chr2L 5438 5583
chr2L 5438 5601
chr2L 5441 5598
chr2L 5438 5607
chr2L 5449 5601
chr2L 5449 5542
chr2L 5450 5613
chr2L 5465 5580
chr2L 5465 5598
chr2L 5475 5582
chr2L 5473 5602
chr2L 5478 5612
chr2L 5479 5627
chr2L 5476 5613
chr2L 5479 5626
chr2L 5476 5565
chr2L 5479 5563
chr2L 5476 5599
chr2L 5480 5640
chr2L 5477 5613
chr2L 5480 5566
chr2L 5480 5639
chr2L 5477 5614
chr2L 5477 5591
chr2L 5480 5584
chr2L 5477 5626
chr2L 5477 5628
chr2L 5477 5614
chr2L 5480 5626
chr2L 5480 5626
chr2L 5477 5639
chr2L 5477 5607
chr2L 5477 5614
chr2L 5477 5627
chr2L 5477 5630
chr2L 5483 5639
chr2L 5490 5564
chr2L 5490 5656
chr2L 5490 5612
chr2L 5494 5640
chr2L 5498 5613
chr2L 5495 5627
chr2L 5495 5615
chr2L 5502 5656
chr2L 5502 5675
chr2L 5508 5689
chr2L 5508 5613
chr2L 5512 5711
chr2L 5513 5656
chr2L 5511 5657
chr2L 5514 5613
chr2L 5511 5657
chr2L 5511 5657
chr2L 5516 5623
chr2L 5513 5646
chr2L 5517 5656
chr2L 5518 5670
chr2L 5528 5656
chr2L 5528 5684
chr2L 5541 5657
chr2L 5538 5712
chr2L 5539 5706
chr2L 5542 5690
chr2L 5539 5715
chr2L 5539 5712
chr2L 5539 5713
chr2L 5539 5712
chr2L 5542 5746
chr2L 5539 5710
chr2L 5543 5665
chr2L 5540 5657
chr2L 5540 5691
chr2L 5543 5670
chr2L 5543 5714
chr2L 5543 5670
chr2L 5541 5714
chr2L 5545 5748
chr2L 5549 5718
chr2L 5554 5713
chr2L 5554 5717
chr2L 5555 5710
chr2L 5563 5709
chr2L 5561 5717
chr2L 5561 5717
chr2L 5564 5714
chr2L 5564 5714
chr2L 5573 5711
chr2L 5571 5736
chr2L 5574 5714
chr2L 5574 5711
chr2L 5574 5716
chr2L 5573 5712
chr2L 5581 5714
chr2L 5582 5711
chr2L 5582 5736
chr2L 5582 5689
chr2L 5581 5717
chr2L 5591 5714
chr2L 5589 5802
chr2L 5592 5735
chr2L 5592 5712
chr2L 5589 5718
chr2L 5594 5711
chr2L 5594 5715
chr2L 5591 5736
chr2L 5594 5721
chr2L 5597 5715
chr2L 5598 5749
chr2L 5595 5758
chr2L 5598 5733
chr2L 5598 5735
chr2L 5598 5817
chr2L 5599 5746
chr2L 5604 5736
chr2L 5605 5710
chr2L 5605 5736
chr2L 5608 5749
chr2L 5612 5711
chr2L 5611 5718
chr2L 5619 5718
chr2L 5622 5714
chr2L 5620 5736
chr2L 5620 5758
chr2L 5623 5774
chr2L 5623 5787
chr2L 5624 5749
chr2L 5621 5758
chr2L 5621 5798
chr2L 5624 5747
chr2L 5621 5762
chr2L 5621 5775
chr2L 5624 5775
chr2L 5621 5738
chr2L 5625 5787
chr2L 5625 5757
chr2L 5625 5715
chr2L 5633 5800
chr2L 5633 5798
chr2L 5636 5797
chr2L 5633 5788
chr2L 5633 5822
chr2L 5636 5787
chr2L 5633 5800
chr2L 5636 5802
chr2L 5636 5785
chr2L 5633 5798
chr2L 5637 5800
chr2L 5634 5800
chr2L 5636 5750
chr2L 5636 5786
chr2L 5639 5799
chr2L 5636 5801
chr2L 5636 5750
chr2L 5636 5908
chr2L 5643 5801
chr2L 5646 5819
chr2L 5647 5800
chr2L 5644 5752
chr2L 5647 5827
chr2L 5647 5775
chr2L 5647 5757
chr2L 5644 5801
chr2L 5653 5757
chr2L 5665 5775
chr2L 5668 5801
chr2L 5668 5979
chr2L 5668 5846
chr2L 5668 5800
chr2L 5669 5915
chr2L 5666 5800
chr2L 5669 5827
chr2L 5666 5820
chr2L 5669 5788
chr2L 5671 5804
chr2L 5671 5831
chr2L 5671 5958
chr2L 5671 5846
chr2L 5668 5832
chr2L 5668 5801
chr2L 5668 5800
chr2L 5672 5819
chr2L 5673 5833
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chr2L 9850 9974
chr2L 9853 9972
chr2L 9850 9955
chr2L 9853 9997
chr2L 9850 9972
chr2L 9853 10029
chr2L 9854 10017
chr2L 9851 10003
chr2L 9851 9938
chr2L 9853 9959
chr2L 9854 10005
chr2L 9854 9973
chr2L 9862 10010
chr2L 9861 10031
chr2L 9866 10039
chr2L 9868 10017
chr2L 9869 10018
chr2L 9867 10011
chr2L 9867 10022
chr2L 9867 10025
chr2L 9871 10024
chr2L 9871 10075
chr2L 9871 10004
chr2L 9868 10025
chr2L 9868 9959
chr2L 9868 9957
chr2L 9871 9975
chr2L 9875 9961
chr2L 9872 10030
chr2L 9875 10009
chr2L 9875 9961
chr2L 9876 10017
chr2L 9876 10024
chr2L 9883 10018
chr2L 9880 10025
chr2L 9883 10004
chr2L 9884 10046
chr2L 9884 10030
chr2L 9884 10144
chr2L 9884 10018
chr2L 9886 10017
chr2L 9891 10018
chr2L 9894 9972
chr2L 9896 10054
chr2L 9896 10050
chr2L 9898 10077
chr2L 9900 10050
chr2L 9903 10055
chr2L 9903 10049
chr2L 9903 10056
chr2L 9900 10064
chr2L 9903 10067
chr2L 9903 10067
chr2L 9900 10076
chr2L 9903 10062
chr2L 9904 10018
chr2L 9901 10030
chr2L 9904 10063
chr2L 9904 10073
chr2L 9901 10019
chr2L 9901 10018
chr2L 9904 10046
chr2L 9904 10055
chr2L 9904 10072
chr2L 9901 10051
chr2L 9904 10029
chr2L 9904 10017
chr2L 9904 10068
chr2L 9904 10050
chr2L 9904 10072
chr2L 9904 10049
chr2L 9904 10067
chr2L 9904 10049
chr2L 9901 10047
chr2L 9905 10050
chr2L 9907 10049
chr2L 9904 10047
chr2L 9904 10030
chr2L 9907 10067
chr2L 9907 10036
chr2L 9904 10026
chr2L 9914 10068
chr2L 9914 10017
chr2L 9916 10048
chr2L 9919 10068
chr2L 9916 10064
chr2L 9918 10019
chr2L 9919 10068
chr2L 9924 10069
chr2L 9921 10056
chr2L 9927 10019
chr2L 9931 10067
chr2L 9929 10090
chr2L 9932 10072
chr2L 9931 10089
chr2L 9935 10100
chr2L 9935 10072
chr2L 9935 10067
chr2L 9933 10089
chr2L 9935 10088
chr2L 9936 10045
chr2L 9939 10094
chr2L 9937 10030
chr2L 9942 10135
chr2L 9957 10049
chr2L 9958 10095
chr2L 9958 10106
chr2L 9961 10088
chr2L 9958 10086
chr2L 9962 10089
chr2L 9962 10100
chr2L 9964 10108
chr2L 9967 10088
chr2L 9964 10073
chr2L 9968 10134
chr2L 9965 10068
chr2L 9968 10107
chr2L 9968 10067
chr2L 9966 10089
chr2L 9966 10074
chr2L 9969 10089
chr2L 9971 10089
chr2L 9969 10103
chr2L 9969 10142
chr2L 9969 10094
chr2L 9970 10106
chr2L 9973 10132
chr2L 9973 10121
chr2L 9973 10116
chr2L 9973 10095
chr2L 9971 10280
chr2L 9974 10113
chr2L 9971 10088
chr2L 9974 10116
chr2L 9974 10088
chr2L 9974 10117
chr2L 9974 10134
chr2L 9974 10104
chr2L 9972 10141
chr2L 9972 10073
chr2L 9977 10101
chr2L 9980 10118
chr2L 9981 10125
chr2L 9985 10135
chr2L 9985 10134
chr2L 9982 10133
chr2L 9982 10237
chr2L 9985 10113
chr2L 9985 10134
chr2L 9986 10362
chr2L 9983 10146
chr2L 9986 10132
chr2L 9983 10141
chr2L 9986 10149
chr2L 9986 10141
chr2L 9983 10142
chr2L 9986 10100
chr2L 9986 10134
chr2L 9983 10136
chr2L 9983 10108
chr2L 9986 10141
chr2L 9987 10121
chr2L 9987 10134
chr2L 9984 10141
chr2L 9987 10089
chr2L 9989 10171
chr2L 9989 10099
chr2L 9989 10141
chr2L 9992 10134
chr2L 9989 10158
chr2L 9992 10150
chr2L 9993 10147
chr2L 9990 10108
chr2L 9990 10142
chr2L 9993 10170
chr2L 9990 10135
chr2L 9993 10091
chr2L 9994 10135
chr2L 9991 10145
chr2L 9991 10101
chr2L 9991 10145
chr2L 9991 10133
chr2L 9999 10134
chr2L 10000 10173
================================================
FILE: galaxy/wrapper/test-data/alignmentSieve.txt
================================================
#bamFilterReads --filterMetrics
#File Reads Remaining Total Initial Reads
paired_chr2L.bam 8440 12644
================================================
FILE: galaxy/wrapper/test-data/bamCompare_result1.bg
================================================
chrM 0 16569 1
================================================
FILE: galaxy/wrapper/test-data/bamCoverage_result3.bg
================================================
chrM 0 210 9.76876e+06
chrM 210 220 9.56092e+06
chrM 220 230 7.6903e+06
chrM 230 240 5.19615e+06
chrM 240 250 3.32554e+06
chrM 250 260 623538
chrM 260 16569 0
================================================
FILE: galaxy/wrapper/test-data/bamCoverage_result4.bg
================================================
phiX174 0 10 16038.5
phiX174 10 20 48115.4
phiX174 20 70 144346
phiX174 70 80 192462
phiX174 80 90 176423
phiX174 90 100 160385
phiX174 100 120 112269
phiX174 120 140 144346
phiX174 140 150 160385
phiX174 150 160 128308
phiX174 160 170 160385
phiX174 170 180 176423
phiX174 180 200 208500
phiX174 200 210 192462
phiX174 210 220 240577
phiX174 220 230 272654
phiX174 230 240 336808
phiX174 240 250 320769
phiX174 250 260 288692
phiX174 260 270 336808
phiX174 270 280 400962
phiX174 280 300 417000
phiX174 300 310 352846
phiX174 310 320 320769
phiX174 320 330 368885
phiX174 330 340 352846
phiX174 340 350 288692
phiX174 350 360 256615
phiX174 360 370 224538
phiX174 370 380 240577
phiX174 380 390 304731
phiX174 390 400 256615
phiX174 400 410 240577
phiX174 410 420 224538
phiX174 420 450 288692
phiX174 450 460 304731
phiX174 460 470 336808
phiX174 470 490 417000
phiX174 490 510 497192
phiX174 510 520 465115
phiX174 520 530 561346
phiX174 530 540 497192
phiX174 540 550 529269
phiX174 550 560 545308
phiX174 560 570 641538
phiX174 570 580 625500
phiX174 580 590 561346
phiX174 590 600 609462
phiX174 600 610 545308
phiX174 610 630 625500
phiX174 630 640 577385
phiX174 640 650 513231
phiX174 650 660 545308
phiX174 660 670 561346
phiX174 670 680 593423
phiX174 680 690 657577
phiX174 690 700 641538
phiX174 700 710 561346
phiX174 710 730 593423
phiX174 730 740 513231
phiX174 740 760 593423
phiX174 760 770 497192
phiX174 770 780 513231
phiX174 780 790 529269
phiX174 790 800 545308
phiX174 800 810 449077
phiX174 810 820 433038
phiX174 820 830 368885
phiX174 830 840 320769
phiX174 840 850 352846
phiX174 850 860 304731
phiX174 860 870 336808
phiX174 870 880 256615
phiX174 880 890 352846
phiX174 890 900 384923
phiX174 900 910 465115
phiX174 910 920 545308
phiX174 920 930 561346
phiX174 930 940 545308
phiX174 940 950 577385
phiX174 950 960 593423
phiX174 960 970 513231
phiX174 970 980 481154
phiX174 980 990 433038
phiX174 990 1000 417000
phiX174 1000 1010 449077
phiX174 1010 1030 577385
phiX174 1030 1040 753808
phiX174 1040 1050 785885
phiX174 1050 1060 817962
phiX174 1060 1070 866077
phiX174 1070 1080 834000
phiX174 1080 1090 866077
phiX174 1090 1100 769846
phiX174 1100 1110 737769
phiX174 1110 1120 657577
phiX174 1120 1130 641538
phiX174 1130 1140 625500
phiX174 1140 1150 673615
phiX174 1150 1160 625500
phiX174 1160 1170 593423
phiX174 1170 1180 609462
phiX174 1180 1190 577385
phiX174 1190 1200 513231
phiX174 1200 1210 481154
phiX174 1210 1220 561346
phiX174 1220 1230 481154
phiX174 1230 1240 449077
phiX174 1240 1250 352846
phiX174 1250 1260 336808
phiX174 1260 1270 400962
phiX174 1270 1280 352846
phiX174 1280 1290 368885
phiX174 1290 1300 320769
phiX174 1300 1310 384923
phiX174 1310 1320 513231
phiX174 1320 1330 497192
phiX174 1330 1340 513231
phiX174 1340 1350 481154
phiX174 1350 1370 497192
phiX174 1370 1390 465115
phiX174 1390 1400 352846
phiX174 1400 1410 449077
phiX174 1410 1430 481154
phiX174 1430 1450 545308
phiX174 1450 1460 561346
phiX174 1460 1470 577385
phiX174 1470 1480 609462
phiX174 1480 1490 593423
phiX174 1490 1500 545308
phiX174 1500 1510 657577
phiX174 1510 1520 625500
phiX174 1520 1540 785885
phiX174 1540 1550 721731
phiX174 1550 1570 753808
phiX174 1570 1580 769846
phiX174 1580 1590 673615
phiX174 1590 1600 625500
phiX174 1600 1610 561346
phiX174 1610 1620 529269
phiX174 1620 1630 497192
phiX174 1630 1640 465115
phiX174 1640 1650 481154
phiX174 1650 1660 497192
phiX174 1660 1670 529269
phiX174 1670 1680 593423
phiX174 1680 1690 513231
phiX174 1690 1700 529269
phiX174 1700 1710 593423
phiX174 1710 1720 545308
phiX174 1720 1730 529269
phiX174 1730 1740 577385
phiX174 1740 1750 529269
phiX174 1750 1760 433038
phiX174 1760 1770 417000
phiX174 1770 1780 368885
phiX174 1780 1790 352846
phiX174 1790 1810 336808
phiX174 1810 1820 320769
phiX174 1820 1830 465115
phiX174 1830 1860 705692
phiX174 1860 1870 801923
phiX174 1870 1880 737769
phiX174 1880 1890 673615
phiX174 1890 1900 705692
phiX174 1900 1910 609462
phiX174 1910 1920 400962
phiX174 1920 1930 465115
phiX174 1930 1940 545308
phiX174 1940 1950 449077
phiX174 1950 1960 481154
phiX174 1960 1970 529269
phiX174 1970 1980 673615
phiX174 1980 1990 641538
phiX174 1990 2000 657577
phiX174 2000 2010 673615
phiX174 2010 2020 641538
phiX174 2020 2030 657577
phiX174 2030 2050 673615
phiX174 2050 2060 481154
phiX174 2060 2070 513231
phiX174 2070 2080 481154
phiX174 2080 2100 513231
phiX174 2100 2110 529269
phiX174 2110 2120 513231
phiX174 2120 2130 529269
phiX174 2130 2140 545308
phiX174 2140 2150 513231
phiX174 2150 2160 545308
phiX174 2160 2170 417000
phiX174 2170 2180 352846
phiX174 2180 2190 433038
phiX174 2190 2200 449077
phiX174 2200 2210 433038
phiX174 2210 2220 481154
phiX174 2220 2230 545308
phiX174 2230 2240 593423
phiX174 2240 2250 625500
phiX174 2250 2260 721731
phiX174 2260 2270 625500
phiX174 2270 2290 593423
phiX174 2290 2300 609462
phiX174 2300 2310 737769
phiX174 2310 2320 769846
phiX174 2320 2330 866077
phiX174 2330 2340 850038
phiX174 2340 2350 898154
phiX174 2350 2360 801923
phiX174 2360 2370 914192
phiX174 2370 2380 801923
phiX174 2380 2390 641538
phiX174 2390 2400 593423
phiX174 2400 2410 417000
phiX174 2410 2420 400962
phiX174 2420 2430 352846
phiX174 2430 2440 481154
phiX174 2440 2450 449077
phiX174 2450 2460 609462
phiX174 2460 2470 673615
phiX174 2470 2480 737769
phiX174 2480 2490 753808
phiX174 2490 2500 769846
phiX174 2500 2510 785885
phiX174 2510 2520 641538
phiX174 2520 2530 657577
phiX174 2530 2540 529269
phiX174 2540 2550 465115
phiX174 2550 2560 384923
phiX174 2560 2570 433038
phiX174 2570 2590 465115
phiX174 2590 2600 449077
phiX174 2600 2620 529269
phiX174 2620 2630 545308
phiX174 2630 2640 689654
phiX174 2640 2650 625500
phiX174 2650 2660 561346
phiX174 2660 2670 545308
phiX174 2670 2680 609462
phiX174 2680 2700 657577
phiX174 2700 2710 625500
phiX174 2710 2720 593423
phiX174 2720 2740 657577
phiX174 2740 2750 817962
phiX174 2750 2760 866077
phiX174 2760 2770 850038
phiX174 2770 2780 882115
phiX174 2780 2790 962308
phiX174 2790 2800 817962
phiX174 2800 2810 834000
phiX174 2810 2820 801923
phiX174 2820 2830 673615
phiX174 2830 2840 705692
phiX174 2840 2860 625500
phiX174 2860 2870 609462
phiX174 2870 2880 705692
phiX174 2880 2890 657577
phiX174 2890 2900 609462
phiX174 2900 2910 657577
phiX174 2910 2930 561346
phiX174 2930 2940 513231
phiX174 2940 2950 561346
phiX174 2950 2960 497192
phiX174 2960 2970 577385
phiX174 2970 2980 593423
phiX174 2980 2990 513231
phiX174 2990 3000 529269
phiX174 3000 3010 561346
phiX174 3010 3020 513231
phiX174 3020 3030 465115
phiX174 3030 3040 433038
phiX174 3040 3050 417000
phiX174 3050 3060 545308
phiX174 3060 3070 561346
phiX174 3070 3080 625500
phiX174 3080 3100 577385
phiX174 3100 3110 721731
phiX174 3110 3120 673615
phiX174 3120 3130 641538
phiX174 3130 3140 609462
phiX174 3140 3160 673615
phiX174 3160 3180 769846
phiX174 3180 3190 705692
phiX174 3190 3200 657577
phiX174 3200 3210 673615
phiX174 3210 3220 737769
phiX174 3220 3230 657577
phiX174 3230 3240 705692
phiX174 3240 3250 625500
phiX174 3250 3260 545308
phiX174 3260 3270 593423
phiX174 3270 3280 625500
phiX174 3280 3290 577385
phiX174 3290 3300 529269
phiX174 3300 3310 513231
phiX174 3310 3320 529269
phiX174 3320 3330 609462
phiX174 3330 3340 657577
phiX174 3340 3370 641538
phiX174 3370 3390 657577
phiX174 3390 3400 577385
phiX174 3400 3430 481154
phiX174 3430 3440 513231
phiX174 3440 3450 609462
phiX174 3450 3460 577385
phiX174 3460 3480 673615
phiX174 3480 3490 721731
phiX174 3490 3500 834000
phiX174 3500 3510 801923
phiX174 3510 3520 898154
phiX174 3520 3530 769846
phiX174 3530 3540 753808
phiX174 3540 3550 785885
phiX174 3550 3560 753808
phiX174 3560 3570 689654
phiX174 3570 3580 497192
phiX174 3580 3590 465115
phiX174 3590 3610 433038
phiX174 3610 3620 417000
phiX174 3620 3630 400962
phiX174 3630 3640 384923
phiX174 3640 3650 352846
phiX174 3650 3660 433038
phiX174 3660 3680 400962
phiX174 3680 3690 417000
phiX174 3690 3700 336808
phiX174 3700 3710 384923
phiX174 3710 3720 433038
phiX174 3720 3730 625500
phiX174 3730 3740 593423
phiX174 3740 3750 705692
phiX174 3750 3760 673615
phiX174 3760 3780 657577
phiX174 3780 3790 625500
phiX174 3790 3800 497192
phiX174 3800 3810 417000
phiX174 3810 3820 449077
phiX174 3820 3830 433038
phiX174 3830 3840 545308
phiX174 3840 3850 625500
phiX174 3850 3860 769846
phiX174 3860 3870 801923
phiX174 3870 3880 769846
phiX174 3880 3890 721731
phiX174 3890 3900 673615
phiX174 3900 3910 641538
phiX174 3910 3920 593423
phiX174 3920 3930 449077
phiX174 3930 3950 400962
phiX174 3950 3960 433038
phiX174 3960 3970 529269
phiX174 3970 3980 593423
phiX174 3980 3990 561346
phiX174 3990 4000 641538
phiX174 4000 4010 625500
phiX174 4010 4020 609462
phiX174 4020 4030 641538
phiX174 4030 4040 657577
phiX174 4040 4050 545308
phiX174 4050 4060 481154
phiX174 4060 4070 449077
phiX174 4070 4080 400962
phiX174 4080 4090 433038
phiX174 4090 4100 529269
phiX174 4100 4110 400962
phiX174 4110 4120 368885
phiX174 4120 4130 304731
phiX174 4130 4150 368885
phiX174 4150 4160 336808
phiX174 4160 4170 384923
phiX174 4170 4180 272654
phiX174 4180 4190 336808
phiX174 4190 4200 352846
phiX174 4200 4210 368885
phiX174 4210 4230 320769
phiX174 4230 4250 336808
phiX174 4250 4260 384923
phiX174 4260 4280 481154
phiX174 4280 4290 449077
phiX174 4290 4300 465115
phiX174 4300 4310 529269
phiX174 4310 4320 609462
phiX174 4320 4330 577385
phiX174 4330 4340 465115
phiX174 4340 4350 417000
phiX174 4350 4360 433038
phiX174 4360 4380 513231
phiX174 4380 4390 481154
phiX174 4390 4400 449077
phiX174 4400 4410 529269
phiX174 4410 4420 657577
phiX174 4420 4430 705692
phiX174 4430 4440 785885
phiX174 4440 4450 817962
phiX174 4450 4460 801923
phiX174 4460 4470 769846
phiX174 4470 4480 785885
phiX174 4480 4490 689654
phiX174 4490 4500 625500
phiX174 4500 4510 609462
phiX174 4510 4520 465115
phiX174 4520 4540 433038
phiX174 4540 4550 497192
phiX174 4550 4560 481154
phiX174 4560 4570 433038
phiX174 4570 4580 465115
phiX174 4580 4590 417000
phiX174 4590 4600 433038
phiX174 4600 4610 529269
phiX174 4610 4620 513231
phiX174 4620 4630 577385
phiX174 4630 4640 609462
phiX174 4640 4660 689654
phiX174 4660 4670 721731
phiX174 4670 4680 673615
phiX174 4680 4690 609462
phiX174 4690 4700 689654
phiX174 4700 4720 481154
phiX174 4720 4730 400962
phiX174 4730 4740 465115
phiX174 4740 4760 561346
phiX174 4760 4780 593423
phiX174 4780 4790 609462
phiX174 4790 4800 689654
phiX174 4800 4810 673615
phiX174 4810 4820 657577
phiX174 4820 4830 593423
phiX174 4830 4850 625500
phiX174 4850 4860 577385
phiX174 4860 4870 513231
phiX174 4870 4880 497192
phiX174 4880 4890 593423
phiX174 4890 4900 513231
phiX174 4900 4910 481154
phiX174 4910 4920 417000
phiX174 4920 4930 384923
phiX174 4930 4950 352846
phiX174 4950 4960 272654
phiX174 4960 4970 176423
phiX174 4970 4980 240577
phiX174 4980 4990 208500
phiX174 4990 5020 288692
phiX174 5020 5030 352846
phiX174 5030 5040 336808
phiX174 5040 5050 368885
phiX174 5050 5060 304731
phiX174 5060 5070 288692
phiX174 5070 5080 240577
phiX174 5080 5090 304731
phiX174 5090 5100 272654
phiX174 5100 5110 224538
phiX174 5110 5120 256615
phiX174 5120 5130 320769
phiX174 5130 5140 417000
phiX174 5140 5160 497192
phiX174 5160 5170 481154
phiX174 5170 5180 577385
phiX174 5180 5190 561346
phiX174 5190 5200 529269
phiX174 5200 5210 465115
phiX174 5210 5220 449077
phiX174 5220 5230 400962
phiX174 5230 5240 449077
phiX174 5240 5250 368885
phiX174 5250 5260 272654
phiX174 5260 5270 304731
phiX174 5270 5280 336808
phiX174 5280 5290 272654
phiX174 5290 5300 192462
phiX174 5300 5310 144346
phiX174 5310 5340 96230.8
phiX174 5340 5350 64153.8
phiX174 5350 5386 32076.9
================================================
FILE: galaxy/wrapper/test-data/bamPEFragmentSize_lengths1.txt
================================================
#bamPEFragmentSize
Size Occurrences Sample
241 1 bowtie2 test1.bam
242 1 bowtie2 test1.bam
251 1 bowtie2 test1.bam
================================================
FILE: galaxy/wrapper/test-data/bamPEFragmentSize_result1.txt
================================================
Sample label: bowtie2 test1.bam
Sample size: 3
Fragment lengths:
Min.: 241.0
1st Qu.: 241.5
Mean: 244.66666666666666
Median: 242.0
3rd Qu.: 246.5
Max.: 251.0
Std: 4.496912521077347
MAD: 1.0
Len. 10%: 241.2
Len. 20%: 241.4
Len. 30%: 241.6
Len. 40%: 241.8
Len. 60%: 243.8
Len. 70%: 245.6
Len. 80%: 247.4
Len. 90%: 249.2
Len. 99%: 250.82
Read lengths:
Sample size: 3
Min.: 251.0
1st Qu.: 251.0
Mean: 251.0
Median: 251.0
3rd Qu.: 251.0
Max.: 251.0
Std: 0.0
MAD: 0.0
Len. 10%: 251.0
Len. 20%: 251.0
Len. 30%: 251.0
Len. 40%: 251.0
Len. 60%: 251.0
Len. 70%: 251.0
Len. 80%: 251.0
Len. 90%: 251.0
Len. 99%: 251.0
================================================
FILE: galaxy/wrapper/test-data/bamPEFragmentSize_table1.txt
================================================
Frag. Sampled Frag. Len. Min. Frag. Len. 1st. Qu. Frag. Len. Mean Frag. Len. Median Frag. Len. 3rd Qu. Frag. Len. Max Frag. Len. Std. Frag. Med. Abs. Dev. Frag. Len. 10% Frag. Len. 20% Frag. Len. 30% Frag. Len. 40% Frag. Len. 60% Frag. Len. 70% Frag. Len. 80% Frag. Len. 90% Frag. Len. 99% Reads Sampled Read Len. Min. Read Len. 1st. Qu. Read Len. Mean Read Len. Median Read Len. 3rd Qu. Read Len. Max Read Len. Std. Read Med. Abs. Dev. Read Len. 10% Read Len. 20% Read Len. 30% Read Len. 40% Read Len. 60% Read Len. 70% Read Len. 80% Read Len. 90% Read Len. 99%
bowtie2 test1.bam 3 241.0 241.5 244.66666666666666 242.0 246.5 251.0 4.496912521077347 1.0 241.2 241.4 241.6 241.8 243.8 245.6 247.4 249.2 250.82 3 251.0 251.0 251.0 251.0 251.0 251.0 0.0 0.0 251.0 251.0 251.0 251.0 251.0 251.0 251.0 251.0 251.0
================================================
FILE: galaxy/wrapper/test-data/bigwigCompare_result2.bg
================================================
ch1 0 400 1
ch2 0 400 1
ch3 0 400 1
================================================
FILE: galaxy/wrapper/test-data/computeGCBias_result1.tabular
================================================
0.000000000000000000e+00 0.000000000000000000e+00 1.000000000000000000e+00
0.000000000000000000e+00 0.000000000000000000e+00 1.000000000000000000e+00
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================================================
FILE: galaxy/wrapper/test-data/computeMatrix1.bed
================================================
phiX174 1000 1500 CG11023 0 +
phiX174 150 1750 cda5 0 -
phiX174 150 177 cda8 0 -
phiX174 75 1500 cda9 0 +
phiX174 101 175 C11023 0 +
phiX174 125 150 ca5 0 -
phiX174 450 1750 ca8 0 +
phiX174 80 1500 cda9 0 +
================================================
FILE: galaxy/wrapper/test-data/computeMatrix2.bed
================================================
ch1 100 150 CG11023 0 +
ch2 150 175 cda5 0 -
ch3 100 125 cda8 0 +
ch1 75 125 C11023 0 +
ch2 125 150 ca5 0 -
ch3 75 100 ca8 0 +
================================================
FILE: galaxy/wrapper/test-data/computeMatrixOperations.txt
================================================
Groups:
genes
Samples:
bamCoverage_result4_bw_0
================================================
FILE: galaxy/wrapper/test-data/estimateReadFiltering.txt
================================================
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
paired_chr2L.bam 12644 12589 0 4192.0 4149.0 0.0 0.0 0.0 0.0 55.0 0.0
paired_chr2L.bam 12644 12589 0 4192.0 4149.0 0.0 0.0 0.0 0.0 55.0 0.0
================================================
FILE: galaxy/wrapper/test-data/heatmapper_result2.tabular
================================================
bin labels -0.0Kb 0.0Kb
bins 1 2
file_0 genes 2477942.34473 2610259.65234
================================================
FILE: galaxy/wrapper/test-data/multiBamSummary_regions.bed
================================================
chrM 1 10
chrM 5 15
chrM 10 20
================================================
FILE: galaxy/wrapper/test-data/multiBigwigSummary_result2.npz
================================================
#'chr' 'start' 'end' 'sample1' 'sample2'
ch1 0 10 0.0 0.0
ch1 10 20 0.0 0.0
ch1 20 30 0.0 0.0
ch1 30 40 0.0 0.0
ch1 40 50 0.0 0.0
ch1 50 60 0.0 0.0
ch1 60 70 0.0 0.0
ch1 70 80 0.0 0.0
ch1 80 90 0.0 0.0
ch1 90 100 0.0 0.0
ch1 100 110 2.0 2.0
ch1 110 120 2.0 2.0
ch1 120 130 1.0 1.0
ch1 130 140 0.0 0.0
ch1 140 150 0.0 0.0
ch1 150 160 0.0 0.0
ch1 160 170 0.0 0.0
ch1 170 180 0.0 0.0
ch1 180 190 0.0 0.0
ch1 190 200 0.0 0.0
ch1 200 210 0.0 0.0
ch1 210 220 0.0 0.0
ch1 220 230 0.0 0.0
ch1 230 240 0.0 0.0
ch1 240 250 0.0 0.0
ch1 250 260 0.0 0.0
ch1 260 270 0.0 0.0
ch1 270 280 0.0 0.0
ch1 280 290 0.0 0.0
ch1 290 300 0.0 0.0
ch1 300 310 0.0 0.0
ch1 310 320 0.0 0.0
ch1 320 330 0.0 0.0
ch1 330 340 0.0 0.0
ch1 340 350 0.0 0.0
ch1 350 360 0.0 0.0
ch1 360 370 0.0 0.0
ch1 370 380 0.0 0.0
ch1 380 390 0.0 0.0
ch1 390 400 0.0 0.0
ch2 0 10 0.0 0.0
ch2 10 20 0.0 0.0
ch2 20 30 0.0 0.0
ch2 30 40 0.0 0.0
ch2 40 50 0.0 0.0
ch2 50 60 3.0 3.0
ch2 60 70 3.0 3.0
ch2 70 80 1.5 1.5
ch2 80 90 0.0 0.0
ch2 90 100 0.0 0.0
ch2 100 110 0.0 0.0
ch2 110 120 0.0 0.0
ch2 120 130 0.0 0.0
ch2 130 140 0.0 0.0
ch2 140 150 0.0 0.0
ch2 150 160 1.0 1.0
ch2 160 170 1.0 1.0
ch2 170 180 0.5 0.5
ch2 180 190 0.0 0.0
ch2 190 200 0.0 0.0
ch2 200 210 0.0 0.0
ch2 210 220 0.0 0.0
ch2 220 230 0.0 0.0
ch2 230 240 0.0 0.0
ch2 240 250 0.0 0.0
ch2 250 260 0.0 0.0
ch2 260 270 0.0 0.0
ch2 270 280 0.0 0.0
ch2 280 290 0.0 0.0
ch2 290 300 0.0 0.0
ch2 300 310 0.0 0.0
ch2 310 320 0.0 0.0
ch2 320 330 0.0 0.0
ch2 330 340 0.0 0.0
ch2 340 350 0.0 0.0
ch2 350 360 0.0 0.0
ch2 360 370 0.0 0.0
ch2 370 380 0.0 0.0
ch2 380 390 0.0 0.0
ch2 390 400 0.0 0.0
ch3 0 10 0.0 0.0
ch3 10 20 0.0 0.0
ch3 20 30 0.0 0.0
ch3 30 40 0.0 0.0
ch3 40 50 0.0 0.0
ch3 50 60 3.0 3.0
ch3 60 70 3.0 3.0
ch3 70 80 1.5 1.5
ch3 80 90 0.0 0.0
ch3 90 100 0.0 0.0
ch3 100 110 0.0 0.0
ch3 110 120 0.0 0.0
ch3 120 130 0.0 0.0
ch3 130 140 0.0 0.0
ch3 140 150 0.0 0.0
ch3 150 160 1.0 1.0
ch3 160 170 1.0 1.0
ch3 170 180 0.5 0.5
ch3 180 190 0.0 0.0
ch3 190 200 0.0 0.0
ch3 200 210 0.0 0.0
ch3 210 220 0.0 0.0
ch3 220 230 0.0 0.0
ch3 230 240 0.0 0.0
ch3 240 250 0.0 0.0
ch3 250 260 0.0 0.0
ch3 260 270 0.0 0.0
ch3 270 280 0.0 0.0
ch3 280 290 0.0 0.0
ch3 290 300 0.0 0.0
ch3 300 310 0.0 0.0
ch3 310 320 0.0 0.0
ch3 320 330 0.0 0.0
ch3 330 340 0.0 0.0
ch3 340 350 0.0 0.0
ch3 350 360 0.0 0.0
ch3 360 370 0.0 0.0
ch3 370 380 0.0 0.0
ch3 380 390 0.0 0.0
ch3 390 400 0.0 0.0
================================================
FILE: galaxy/wrapper/test-data/multiBigwigSummary_result2.tabular
================================================
#'chr' 'start' 'end' 'sample1' 'sample2'
ch1 0 10 0.0 0.0
ch1 10 20 0.0 0.0
ch1 20 30 0.0 0.0
ch1 30 40 0.0 0.0
ch1 40 50 0.0 0.0
ch1 50 60 0.0 0.0
ch1 60 70 0.0 0.0
ch1 70 80 0.0 0.0
ch1 80 90 0.0 0.0
ch1 90 100 0.0 0.0
ch1 100 110 2.0 2.0
ch1 110 120 2.0 2.0
ch1 120 130 1.0 1.0
ch1 130 140 0.0 0.0
ch1 140 150 0.0 0.0
ch1 150 160 0.0 0.0
ch1 160 170 0.0 0.0
ch1 170 180 0.0 0.0
ch1 180 190 0.0 0.0
ch1 190 200 0.0 0.0
ch1 200 210 0.0 0.0
ch1 210 220 0.0 0.0
ch1 220 230 0.0 0.0
ch1 230 240 0.0 0.0
ch1 240 250 0.0 0.0
ch1 250 260 0.0 0.0
ch1 260 270 0.0 0.0
ch1 270 280 0.0 0.0
ch1 280 290 0.0 0.0
ch1 290 300 0.0 0.0
ch1 300 310 0.0 0.0
ch1 310 320 0.0 0.0
ch1 320 330 0.0 0.0
ch1 330 340 0.0 0.0
ch1 340 350 0.0 0.0
ch1 350 360 0.0 0.0
ch1 360 370 0.0 0.0
ch1 370 380 0.0 0.0
ch1 380 390 0.0 0.0
ch1 390 400 0.0 0.0
ch2 0 10 0.0 0.0
ch2 10 20 0.0 0.0
ch2 20 30 0.0 0.0
ch2 30 40 0.0 0.0
ch2 40 50 0.0 0.0
ch2 50 60 3.0 3.0
ch2 60 70 3.0 3.0
ch2 70 80 1.5 1.5
ch2 80 90 0.0 0.0
ch2 90 100 0.0 0.0
ch2 100 110 0.0 0.0
ch2 110 120 0.0 0.0
ch2 120 130 0.0 0.0
ch2 130 140 0.0 0.0
ch2 140 150 0.0 0.0
ch2 150 160 1.0 1.0
ch2 160 170 1.0 1.0
ch2 170 180 0.5 0.5
ch2 180 190 0.0 0.0
ch2 190 200 0.0 0.0
ch2 200 210 0.0 0.0
ch2 210 220 0.0 0.0
ch2 220 230 0.0 0.0
ch2 230 240 0.0 0.0
ch2 240 250 0.0 0.0
ch2 250 260 0.0 0.0
ch2 260 270 0.0 0.0
ch2 270 280 0.0 0.0
ch2 280 290 0.0 0.0
ch2 290 300 0.0 0.0
ch2 300 310 0.0 0.0
ch2 310 320 0.0 0.0
ch2 320 330 0.0 0.0
ch2 330 340 0.0 0.0
ch2 340 350 0.0 0.0
ch2 350 360 0.0 0.0
ch2 360 370 0.0 0.0
ch2 370 380 0.0 0.0
ch2 380 390 0.0 0.0
ch2 390 400 0.0 0.0
ch3 0 10 0.0 0.0
ch3 10 20 0.0 0.0
ch3 20 30 0.0 0.0
ch3 30 40 0.0 0.0
ch3 40 50 0.0 0.0
ch3 50 60 3.0 3.0
ch3 60 70 3.0 3.0
ch3 70 80 1.5 1.5
ch3 80 90 0.0 0.0
ch3 90 100 0.0 0.0
ch3 100 110 0.0 0.0
ch3 110 120 0.0 0.0
ch3 120 130 0.0 0.0
ch3 130 140 0.0 0.0
ch3 140 150 0.0 0.0
ch3 150 160 1.0 1.0
ch3 160 170 1.0 1.0
ch3 170 180 0.5 0.5
ch3 180 190 0.0 0.0
ch3 190 200 0.0 0.0
ch3 200 210 0.0 0.0
ch3 210 220 0.0 0.0
ch3 220 230 0.0 0.0
ch3 230 240 0.0 0.0
ch3 240 250 0.0 0.0
ch3 250 260 0.0 0.0
ch3 260 270 0.0 0.0
ch3 270 280 0.0 0.0
ch3 280 290 0.0 0.0
ch3 290 300 0.0 0.0
ch3 300 310 0.0 0.0
ch3 310 320 0.0 0.0
ch3 320 330 0.0 0.0
ch3 330 340 0.0 0.0
ch3 340 350 0.0 0.0
ch3 350 360 0.0 0.0
ch3 360 370 0.0 0.0
ch3 370 380 0.0 0.0
ch3 380 390 0.0 0.0
ch3 390 400 0.0 0.0
================================================
FILE: galaxy/wrapper/test-data/phiX.fasta
================================================
>phiX174
GAGTTTTATCGCTTCCATGACGCAGAAGTTAACACTTTCGGATATTTCTGATGAGTCGAAAAATTATCTT
GATAAAGCAGGAATTACTACTGCTTGTTTACGAATTAAATCGAAGTGGACTGCTGGCGGAAAATGAGAAA
ATTCGACCTATCCTTGCGCAGCTCGAGAAGCTCTTACTTTGCGACCTTTCGCCATCAACTAACGATTCTG
TCAAAAACTGACGCGTTGGATGAGGAGAAGTGGCTTAATATGCTTGGCACGTTCGTCAAGGACTGGTTTA
GATATGAGTCACATTTTGTTCATGGTAGAGATTCTCTTGTTGACATTTTAAAAGAGCGTGGATTACTATC
TGAGTCCGATGCTGTTCAACCACTAATAGGTAAGAAATCATGAGTCAAGTTACTGAACAATCCGTACGTT
TCCAGACCGCTTTGGCCTCTATTAAGCTCATTCAGGCTTCTGCCGTTTTGGATTTAACCGAAGATGATTT
CGATTTTCTGACGAGTAACAAAGTTTGGATTGCTACTGACCGCTCTCGTGCTCGTCGCTGCGTTGAGGCT
TGCGTTTATGGTACGCTGGACTTTGTGGGATACCCTCGCTTTCCTGCTCCTGTTGAGTTTATTGCTGCCG
TCATTGCTTATTATGTTCATCCCGTCAACATTCAAACGGCCTGTCTCATCATGGAAGGCGCTGAATTTAC
GGAAAACATTATTAATGGCGTCGAGCGTCCGGTTAAAGCCGCTGAATTGTTCGCGTTTACCTTGCGTGTA
CGCGCAGGAAACACTGACGTTCTTACTGACGCAGAAGAAAACGTGCGTCAAAAATTACGTGCAGAAGGAG
TGATGTAATGTCTAAAGGTAAAAAACGTTCTGGCGCTCGCCCTGGTCGTCCGCAGCCGTTGCGAGGTACT
AAAGGCAAGCGTAAAGGCGCTCGTCTTTGGTATGTAGGTGGTCAACAATTTTAATTGCAGGGGCTTCGGC
CCCTTACTTGAGGATAAATTATGTCTAATATTCAAACTGGCGCCGAGCGTATGCCGCATGACCTTTCCCA
TCTTGGCTTCCTTGCTGGTCAGATTGGTCGTCTTATTACCATTTCAACTACTCCGGTTATCGCTGGCGAC
TCCTTCGAGATGGACGCCGTTGGCGCTCTCCGTCTTTCTCCATTGCGTCGTGGCCTTGCTATTGACTCTA
CTGTAGACATTTTTACTTTTTATGTCCCTCATCGTCACGTTTATGGTGAACAGTGGATTAAGTTCATGAA
GGATGGTGTTAATGCCACTCCTCTCCCGACTGTTAACACTACTGGTTATATTGACCATGCCGCTTTTCTT
GGCACGATTAACCCTGATACCAATAAAATCCCTAAGCATTTGTTTCAGGGTTATTTGAATATCTATAACA
ACTATTTTAAAGCGCCGTGGATGCCTGACCGTACCGAGGCTAACCCTAATGAGCTTAATCAAGATGATGC
TCGTTATGGTTTCCGTTGCTGCCATCTCAAAAACATTTGGACTGCTCCGCTTCCTCCTGAGACTGAGCTT
TCTCGCCAAATGACGACTTCTACCACATCTATTGACATTATGGGTCTGCAAGCTGCTTATGCTAATTTGC
ATACTGACCAAGAACGTGATTACTTCATGCAGCGTTACCGTGATGTTATTTCTTCATTTGGAGGTAAAAC
CTCTTATGACGCTGACAACCGTCCTTTACTTGTCATGCGCTCTAATCTCTGGGCATCTGGCTATGATGTT
GATGGAACTGACCAAACGTCGTTAGGCCAGTTTTCTGGTCGTGTTCAACAGACCTATAAACATTCTGTGC
CGCGTTTCTTTGTTCCTGAGCATGGCACTATGTTTACTCTTGCGCTTGTTCGTTTTCCGCCTACTGCGAC
TAAAGAGATTCAGTACCTTAACGCTAAAGGTGCTTTGACTTATACCGATATTGCTGGCGACCCTGTTTTG
TATGGCAACTTGCCGCCGCGTGAAATTTCTATGAAGGATGTTTTCCGTTCTGGTGATTCGTCTAAGAAGT
TTAAGATTGCTGAGGGTCAGTGGTATCGTTATGCGCCTTCGTATGTTTCTCCTGCTTATCACCTTCTTGA
AGGCTTCCCATTCATTCAGGAACCGCCTTCTGGTGATTTGCAAGAACGCGTACTTATTCGCCACCATGAT
TATGACCAGTGTTTCCAGTCCGTTCAGTTGTTGCAGTGGAATAGTCAGGTTAAATTTAATGTGACCGTTT
ATCGCAATCTGCCGACCACTCGCGATTCAATCATGACTTCGTGATAAAAGATTGAGTGTGAGGTTATAAC
GCCGAAGCGGTAAAAATTTTAATTTTTGCCGCTGAGGGGTTGACCAAGCGAAGCGCGGTAGGTTTTCTGC
TTAGGAGTTTAATCATGTTTCAGACTTTTATTTCTCGCCATAATTCAAACTTTTTTTCTGATAAGCTGGT
TCTCACTTCTGTTACTCCAGCTTCTTCGGCACCTGTTTTACAGACACCTAAAGCTACATCGTCAACGTTA
TATTTTGATAGTTTGACGGTTAATGCTGGTAATGGTGGTTTTCTTCATTGCATTCAGATGGATACATCTG
TCAACGCCGCTAATCAGGTTGTTTCTGTTGGTGCTGATATTGCTTTTGATGCCGACCCTAAATTTTTTGC
CTGTTTGGTTCGCTTTGAGTCTTCTTCGGTTCCGACTACCCTCCCGACTGCCTATGATGTTTATCCTTTG
AATGGTCGCCATGATGGTGGTTATTATACCGTCAAGGACTGTGTGACTATTGACGTCCTTCCCCGTACGC
CGGGCAATAATGTTTATGTTGGTTTCATGGTTTGGTCTAACTTTACCGCTACTAAATGCCGCGGATTGGT
TTCGCTGAATCAGGTTATTAAAGAGATTATTTGTCTCCAGCCACTTAAGTGAGGTGATTTATGTTTGGTG
CTATTGCTGGCGGTATTGCTTCTGCTCTTGCTGGTGGCGCCATGTCTAAATTGTTTGGAGGCGGTCAAAA
AGCCGCCTCCGGTGGCATTCAAGGTGATGTGCTTGCTACCGATAACAATACTGTAGGCATGGGTGATGCT
GGTATTAAATCTGCCATTCAAGGCTCTAATGTTCCTAACCCTGATGAGGCCGCCCCTAGTTTTGTTTCTG
GTGCTATGGCTAAAGCTGGTAAAGGACTTCTTGAAGGTACGTTGCAGGCTGGCACTTCTGCCGTTTCTGA
TAAGTTGCTTGATTTGGTTGGACTTGGTGGCAAGTCTGCCGCTGATAAAGGAAAGGATACTCGTGATTAT
CTTGCTGCTGCATTTCCTGAGCTTAATGCTTGGGAGCGTGCTGGTGCTGATGCTTCCTCTGCTGGTATGG
TTGACGCCGGATTTGAGAATCAAAAAGAGCTTACTAAAATGCAACTGGACAATCAGAAAGAGATTGCCGA
GATGCAAAATGAGACTCAAAAAGAGATTGCTGGCATTCAGTCGGCGACTTCACGCCAGAATACGAAAGAC
CAGGTATATGCACAAAATGAGATGCTTGCTTATCAACAGAAGGAGTCTACTGCTCGCGTTGCGTCTATTA
TGGAAAACACCAATCTTTCCAAGCAACAGCAGGTTTCCGAGATTATGCGCCAAATGCTTACTCAAGCTCA
AACGGCTGGTCAGTATTTTACCAATGACCAAATCAAAGAAATGACTCGCAAGGTTAGTGCTGAGGTTGAC
TTAGTTCATCAGCAAACGCAGAATCAGCGGTATGGCTCTTCTCATATTGGCGCTACTGCAAAGGATATTT
CTAATGTCGTCACTGATGCTGCTTCTGGTGTGGTTGATATTTTTCATGGTATTGATAAAGCTGTTGCCGA
TACTTGGAACAATTTCTGGAAAGACGGTAAAGCTGATGGTATTGGCTCTAATTTGTCTAGGAAATAACCG
TCAGGATTGACACCCTCCCAATTGTATGTTTTCATGCCTCCAAATCTTGGAGGCTTTTTTATGGTTCGTT
CTTATTACCCTTCTGAATGTCACGCTGATTATTTTGACTTTGAGCGTATCGAGGCTCTTAAACCTGCTAT
TGAGGCTTGTGGCATTTCTACTCTTTCTCAATCCCCAATGCTTGGCTTCCATAAGCAGATGGATAACCGC
ATCAAGCTCTTGGAAGAGATTCTGTCTTTTCGTATGCAGGGCGTTGAGTTCGATAATGGTGATATGTATG
TTGACGGCCATAAGGCTGCTTCTGACGTTCGTGATGAGTTTGTATCTGTTACTGAGAAGTTAATGGATGA
ATTGGCACAATGCTACAATGTGCTCCCCCAACTTGATATTAATAACACTATAGACCACCGCCCCGAAGGG
GACGAAAAATGGTTTTTAGAGAACGAGAAGACGGTTACGCAGTTTTGCCGCAAGCTGGCTGCTGAACGCC
CTCTTAAGGATATTCGCGATGAGTATAATTACCCCAAAAAGAAAGGTATTAAGGATGAGTGTTCAAGATT
GCTGGAGGCCTCCACTATGAAATCGCGTAGAGGCTTTACTATTCAGCGTTTGATGAATGCAATGCGACAG
GCTCATGCTGATGGTTGGTTTATCGTTTTTGACACTCTCACGTTGGCTGACGACCGATTAGAGGCGTTTT
ATGATAATCCCAATGCTTTGCGTGACTATTTTCGTGATATTGGTCGTATGGTTCTTGCTGCCGAGGGTCG
CAAGGCTAATGATTCACACGCCGACTGCTATCAGTATTTTTGTGTGCCTGAGTATGGTACAGCTAATGGC
CGTCTTCATTTCCATGCGGTGCATTTTATGCGGACACTTCCTACAGGTAGCGTTGACCCTAATTTTGGTC
GTCGGGTACGCAATCGCCGCCAGTTAAATAGCTTGCAAAATACGTGGCCTTATGGTTACAGTATGCCCAT
CGCAGTTCGCTACACGCAGGACGCTTTTTCACGTTCTGGTTGGTTGTGGCCTGTTGATGCTAAAGGTGAG
CCGCTTAAAGCTACCAGTTATATGGCTGTTGGTTTCTATGTGGCTAAATACGTTAACAAAAAGTCAGATA
TGGACCTTGCTGCTAAAGGTCTAGGAGCTAAAGAATGGAACAACTCACTAAAAACCAAGCTGTCGCTACT
TCCCAAGAAGCTGTTCAGAATCAGAATGAGCCGCAACTTCGGGATGAAAATGCTCACAATGACAAATCTG
TCCACGGAGTGCTTAATCCAACTTACCAAGCTGGGTTACGACGCGACGCCGTTCAACCAGATATTGAAGC
AGAACGCAAAAAGAGAGATGAGATTGAGGCTGGGAAAAGTTACTGTAGCCGACGTTTTGGCGGCGCAACC
TGTGACGACAAATCTGCTCAAATTTATGCGCGCTTCGATAAAAATGATTGGCGTATCCAACCTGCA
================================================
FILE: galaxy/wrapper/test-data/plotCorrelation_result1.tabular
================================================
#plotCorrelation --outFileCorMatrix
'bowtie2 test1.bam' 'bowtie2 test1.bam'
'bowtie2 test1.bam' 1.0000 1.0000
'bowtie2 test1.bam' 1.0000 1.0000
================================================
FILE: galaxy/wrapper/test-data/plotCoverage.metrics
================================================
Sample Threshold Percent
bowtie2 test1.bam 0 100.000
bowtie2 test1.bam 0 100.000
bowtie2 test1.bam 5 1.509
bowtie2 test1.bam 5 1.509
bowtie2 test1.bam 10 1.461
bowtie2 test1.bam 10 1.461
bowtie2 test1.bam 20 1.406
bowtie2 test1.bam 20 1.406
================================================
FILE: galaxy/wrapper/test-data/plotCoverage_result1.tabular
================================================
#plotCoverage --outRawCounts
#'chr' 'start' 'end' 'bowtie2 test1.bam' 'bowtie2 test1.bam'
chrM 0 1 23.0 23.0
chrM 1 2 35.0 35.0
chrM 2 3 35.0 35.0
chrM 3 4 35.0 35.0
chrM 4 5 35.0 35.0
chrM 5 6 35.0 35.0
chrM 6 7 35.0 35.0
chrM 7 8 35.0 35.0
chrM 8 9 35.0 35.0
chrM 9 10 35.0 35.0
chrM 10 11 35.0 35.0
chrM 11 12 35.0 35.0
chrM 12 13 35.0 35.0
chrM 13 14 35.0 35.0
chrM 14 15 35.0 35.0
chrM 15 16 35.0 35.0
chrM 16 17 35.0 35.0
chrM 17 18 35.0 35.0
chrM 18 19 35.0 35.0
chrM 19 20 35.0 35.0
chrM 20 21 35.0 35.0
chrM 21 22 35.0 35.0
chrM 22 23 35.0 35.0
chrM 23 24 35.0 35.0
chrM 24 25 35.0 35.0
chrM 25 26 35.0 35.0
chrM 26 27 35.0 35.0
chrM 27 28 35.0 35.0
chrM 28 29 35.0 35.0
chrM 29 30 35.0 35.0
chrM 30 31 35.0 35.0
chrM 31 32 35.0 35.0
chrM 32 33 35.0 35.0
chrM 33 34 35.0 35.0
chrM 34 35 35.0 35.0
chrM 35 36 35.0 35.0
chrM 36 37 35.0 35.0
chrM 37 38 35.0 35.0
chrM 38 39 35.0 35.0
chrM 39 40 35.0 35.0
chrM 40 41 35.0 35.0
chrM 41 42 35.0 35.0
chrM 42 43 35.0 35.0
chrM 43 44 35.0 35.0
chrM 44 45 35.0 35.0
chrM 45 46 35.0 35.0
chrM 46 47 35.0 35.0
chrM 47 48 35.0 35.0
chrM 48 49 35.0 35.0
chrM 49 50 35.0 35.0
chrM 50 51 35.0 35.0
chrM 51 52 35.0 35.0
chrM 52 53 35.0 35.0
chrM 53 54 35.0 35.0
chrM 54 55 35.0 35.0
chrM 55 56 35.0 35.0
chrM 56 57 35.0 35.0
chrM 57 58 35.0 35.0
chrM 58 59 35.0 35.0
chrM 59 60 35.0 35.0
chrM 60 61 35.0 35.0
chrM 61 62 35.0 35.0
chrM 62 63 35.0 35.0
chrM 63 64 35.0 35.0
chrM 64 65 35.0 35.0
chrM 65 66 35.0 35.0
chrM 66 67 35.0 35.0
chrM 67 68 35.0 35.0
chrM 68 69 35.0 35.0
chrM 69 70 35.0 35.0
chrM 70 71 35.0 35.0
chrM 71 72 35.0 35.0
chrM 72 73 35.0 35.0
chrM 73 74 35.0 35.0
chrM 74 75 35.0 35.0
chrM 75 76 35.0 35.0
chrM 76 77 35.0 35.0
chrM 77 78 35.0 35.0
chrM 78 79 35.0 35.0
chrM 79 80 35.0 35.0
chrM 80 81 35.0 35.0
chrM 81 82 35.0 35.0
chrM 82 83 35.0 35.0
chrM 83 84 35.0 35.0
chrM 84 85 35.0 35.0
chrM 85 86 35.0 35.0
chrM 86 87 35.0 35.0
chrM 87 88 35.0 35.0
chrM 88 89 35.0 35.0
chrM 89 90 35.0 35.0
chrM 90 91 35.0 35.0
chrM 91 92 35.0 35.0
chrM 92 93 35.0 35.0
chrM 93 94 35.0 35.0
chrM 94 95 35.0 35.0
chrM 95 96 35.0 35.0
chrM 96 97 35.0 35.0
chrM 97 98 35.0 35.0
chrM 98 99 35.0 35.0
chrM 99 100 35.0 35.0
chrM 100 101 35.0 35.0
chrM 101 102 35.0 35.0
chrM 102 103 35.0 35.0
chrM 103 104 35.0 35.0
chrM 104 105 35.0 35.0
chrM 105 106 35.0 35.0
chrM 106 107 35.0 35.0
chrM 107 108 35.0 35.0
chrM 108 109 35.0 35.0
chrM 109 110 35.0 35.0
chrM 110 111 35.0 35.0
chrM 111 112 35.0 35.0
chrM 112 113 35.0 35.0
chrM 113 114 35.0 35.0
chrM 114 115 35.0 35.0
chrM 115 116 35.0 35.0
chrM 116 117 35.0 35.0
chrM 117 118 35.0 35.0
chrM 118 119 35.0 35.0
chrM 119 120 35.0 35.0
chrM 120 121 35.0 35.0
chrM 121 122 35.0 35.0
chrM 122 123 35.0 35.0
chrM 123 124 35.0 35.0
chrM 124 125 35.0 35.0
chrM 125 126 35.0 35.0
chrM 126 127 35.0 35.0
chrM 127 128 35.0 35.0
chrM 128 129 35.0 35.0
chrM 129 130 35.0 35.0
chrM 130 131 35.0 35.0
chrM 131 132 35.0 35.0
chrM 132 133 35.0 35.0
chrM 133 134 35.0 35.0
chrM 134 135 35.0 35.0
chrM 135 136 35.0 35.0
chrM 136 137 35.0 35.0
chrM 137 138 35.0 35.0
chrM 138 139 35.0 35.0
chrM 139 140 35.0 35.0
chrM 140 141 35.0 35.0
chrM 141 142 35.0 35.0
chrM 142 143 35.0 35.0
chrM 143 144 35.0 35.0
chrM 144 145 35.0 35.0
chrM 145 146 35.0 35.0
chrM 146 147 35.0 35.0
chrM 147 148 35.0 35.0
chrM 148 149 35.0 35.0
chrM 149 150 35.0 35.0
chrM 150 151 35.0 35.0
chrM 151 152 35.0 35.0
chrM 152 153 35.0 35.0
chrM 153 154 35.0 35.0
chrM 154 155 35.0 35.0
chrM 155 156 35.0 35.0
chrM 156 157 35.0 35.0
chrM 157 158 35.0 35.0
chrM 158 159 35.0 35.0
chrM 159 160 35.0 35.0
chrM 160 161 35.0 35.0
chrM 161 162 35.0 35.0
chrM 162 163 35.0 35.0
chrM 163 164 35.0 35.0
chrM 164 165 35.0 35.0
chrM 165 166 35.0 35.0
chrM 166 167 35.0 35.0
chrM 167 168 35.0 35.0
chrM 168 169 35.0 35.0
chrM 169 170 35.0 35.0
chrM 170 171 35.0 35.0
chrM 171 172 35.0 35.0
chrM 172 173 35.0 35.0
chrM 173 174 35.0 35.0
chrM 174 175 35.0 35.0
chrM 175 176 35.0 35.0
chrM 176 177 35.0 35.0
chrM 177 178 35.0 35.0
chrM 178 179 35.0 35.0
chrM 179 180 35.0 35.0
chrM 180 181 35.0 35.0
chrM 181 182 35.0 35.0
chrM 182 183 35.0 35.0
chrM 183 184 35.0 35.0
chrM 184 185 35.0 35.0
chrM 185 186 35.0 35.0
chrM 186 187 35.0 35.0
chrM 187 188 35.0 35.0
chrM 188 189 35.0 35.0
chrM 189 190 35.0 35.0
chrM 190 191 35.0 35.0
chrM 191 192 35.0 35.0
chrM 192 193 35.0 35.0
chrM 193 194 35.0 35.0
chrM 194 195 35.0 35.0
chrM 195 196 35.0 35.0
chrM 196 197 35.0 35.0
chrM 197 198 35.0 35.0
chrM 198 199 35.0 35.0
chrM 199 200 35.0 35.0
chrM 200 201 35.0 35.0
chrM 201 202 35.0 35.0
chrM 202 203 35.0 35.0
chrM 203 204 35.0 35.0
chrM 204 205 35.0 35.0
chrM 205 206 35.0 35.0
chrM 206 207 35.0 35.0
chrM 207 208 35.0 35.0
chrM 208 209 35.0 35.0
chrM 209 210 35.0 35.0
chrM 210 211 35.0 35.0
chrM 211 212 35.0 35.0
chrM 212 213 35.0 35.0
chrM 213 214 35.0 35.0
chrM 214 215 35.0 35.0
chrM 215 216 35.0 35.0
chrM 216 217 33.0 33.0
chrM 217 218 33.0 33.0
chrM 218 219 33.0 33.0
chrM 219 220 33.0 33.0
chrM 220 221 33.0 33.0
chrM 221 222 33.0 33.0
chrM 222 223 33.0 33.0
chrM 223 224 33.0 33.0
chrM 224 225 33.0 33.0
chrM 225 226 33.0 33.0
chrM 226 227 33.0 33.0
chrM 227 228 33.0 33.0
chrM 228 229 27.0 27.0
chrM 229 230 25.0 25.0
chrM 230 231 24.0 24.0
chrM 231 232 21.0 21.0
chrM 232 233 20.0 20.0
chrM 233 234 19.0 19.0
chrM 234 235 19.0 19.0
chrM 235 236 19.0 19.0
chrM 236 237 17.0 17.0
chrM 237 238 17.0 17.0
chrM 238 239 15.0 15.0
chrM 239 240 15.0 15.0
chrM 240 241 15.0 15.0
chrM 241 242 10.0 10.0
chrM 242 243 7.0 7.0
chrM 243 244 7.0 7.0
chrM 244 245 7.0 7.0
chrM 245 246 7.0 7.0
chrM 246 247 6.0 6.0
chrM 247 248 5.0 5.0
chrM 248 249 5.0 5.0
chrM 249 250 5.0 5.0
chrM 250 251 3.0 3.0
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chrM 16073 16074 0.0 0.0
chrM 16074 16075 0.0 0.0
chrM 16075 16076 0.0 0.0
chrM 16076 16077 0.0 0.0
chrM 16077 16078 0.0 0.0
chrM 16078 16079 0.0 0.0
chrM 16079 16080 0.0 0.0
chrM 16080 16081 0.0 0.0
chrM 16081 16082 0.0 0.0
chrM 16082 16083 0.0 0.0
chrM 16083 16084 0.0 0.0
chrM 16084 16085 0.0 0.0
chrM 16085 16086 0.0 0.0
chrM 16086 16087 0.0 0.0
chrM 16087 16088 0.0 0.0
chrM 16088 16089 0.0 0.0
chrM 16089 16090 0.0 0.0
chrM 16090 16091 0.0 0.0
chrM 16091 16092 0.0 0.0
chrM 16092 16093 0.0 0.0
chrM 16093 16094 0.0 0.0
chrM 16094 16095 0.0 0.0
chrM 16095 16096 0.0 0.0
chrM 16096 16097 0.0 0.0
chrM 16097 16098 0.0 0.0
chrM 16098 16099 0.0 0.0
chrM 16099 16100 0.0 0.0
chrM 16100 16101 0.0 0.0
chrM 16101 16102 0.0 0.0
chrM 16102 16103 0.0 0.0
chrM 16103 16104 0.0 0.0
chrM 16104 16105 0.0 0.0
chrM 16105 16106 0.0 0.0
chrM 16106 16107 0.0 0.0
chrM 16107 16108 0.0 0.0
chrM 16108 16109 0.0 0.0
chrM 16109 16110 0.0 0.0
chrM 16110 16111 0.0 0.0
chrM 16111 16112 0.0 0.0
chrM 16112 16113 0.0 0.0
chrM 16113 16114 0.0 0.0
chrM 16114 16115 0.0 0.0
chrM 16115 16116 0.0 0.0
chrM 16116 16117 0.0 0.0
chrM 16117 16118 0.0 0.0
chrM 16118 16119 0.0 0.0
chrM 16119 16120 0.0 0.0
chrM 16120 16121 0.0 0.0
chrM 16121 16122 0.0 0.0
chrM 16122 16123 0.0 0.0
chrM 16123 16124 0.0 0.0
chrM 16124 16125 0.0 0.0
chrM 16125 16126 0.0 0.0
chrM 16126 16127 0.0 0.0
chrM 16127 16128 0.0 0.0
chrM 16128 16129 0.0 0.0
chrM 16129 16130 0.0 0.0
chrM 16130 16131 0.0 0.0
chrM 16131 16132 0.0 0.0
chrM 16132 16133 0.0 0.0
chrM 16133 16134 0.0 0.0
chrM 16134 16135 0.0 0.0
chrM 16135 16136 0.0 0.0
chrM 16136 16137 0.0 0.0
chrM 16137 16138 0.0 0.0
chrM 16138 16139 0.0 0.0
chrM 16139 16140 0.0 0.0
chrM 16140 16141 0.0 0.0
chrM 16141 16142 0.0 0.0
chrM 16142 16143 0.0 0.0
chrM 16143 16144 0.0 0.0
chrM 16144 16145 0.0 0.0
chrM 16145 16146 0.0 0.0
chrM 16146 16147 0.0 0.0
chrM 16147 16148 0.0 0.0
chrM 16148 16149 0.0 0.0
chrM 16149 16150 0.0 0.0
chrM 16150 16151 0.0 0.0
chrM 16151 16152 0.0 0.0
chrM 16152 16153 0.0 0.0
chrM 16153 16154 0.0 0.0
chrM 16154 16155 0.0 0.0
chrM 16155 16156 0.0 0.0
chrM 16156 16157 0.0 0.0
chrM 16157 16158 0.0 0.0
chrM 16158 16159 0.0 0.0
chrM 16159 16160 0.0 0.0
chrM 16160 16161 0.0 0.0
chrM 16161 16162 0.0 0.0
chrM 16162 16163 0.0 0.0
chrM 16163 16164 0.0 0.0
chrM 16164 16165 0.0 0.0
chrM 16165 16166 0.0 0.0
chrM 16166 16167 0.0 0.0
chrM 16167 16168 0.0 0.0
chrM 16168 16169 0.0 0.0
chrM 16169 16170 0.0 0.0
chrM 16170 16171 0.0 0.0
chrM 16171 16172 0.0 0.0
chrM 16172 16173 0.0 0.0
chrM 16173 16174 0.0 0.0
chrM 16174 16175 0.0 0.0
chrM 16175 16176 0.0 0.0
chrM 16176 16177 0.0 0.0
chrM 16177 16178 0.0 0.0
chrM 16178 16179 0.0 0.0
chrM 16179 16180 0.0 0.0
chrM 16180 16181 0.0 0.0
chrM 16181 16182 0.0 0.0
chrM 16182 16183 0.0 0.0
chrM 16183 16184 0.0 0.0
chrM 16184 16185 0.0 0.0
chrM 16185 16186 0.0 0.0
chrM 16186 16187 0.0 0.0
chrM 16187 16188 0.0 0.0
chrM 16188 16189 0.0 0.0
chrM 16189 16190 0.0 0.0
chrM 16190 16191 0.0 0.0
chrM 16191 16192 0.0 0.0
chrM 16192 16193 0.0 0.0
chrM 16193 16194 0.0 0.0
chrM 16194 16195 0.0 0.0
chrM 16195 16196 0.0 0.0
chrM 16196 16197 0.0 0.0
chrM 16197 16198 0.0 0.0
chrM 16198 16199 0.0 0.0
chrM 16199 16200 0.0 0.0
chrM 16200 16201 0.0 0.0
chrM 16201 16202 0.0 0.0
chrM 16202 16203 0.0 0.0
chrM 16203 16204 0.0 0.0
chrM 16204 16205 0.0 0.0
chrM 16205 16206 0.0 0.0
chrM 16206 16207 0.0 0.0
chrM 16207 16208 0.0 0.0
chrM 16208 16209 0.0 0.0
chrM 16209 16210 0.0 0.0
chrM 16210 16211 0.0 0.0
chrM 16211 16212 0.0 0.0
chrM 16212 16213 0.0 0.0
chrM 16213 16214 0.0 0.0
chrM 16214 16215 0.0 0.0
chrM 16215 16216 0.0 0.0
chrM 16216 16217 0.0 0.0
chrM 16217 16218 0.0 0.0
chrM 16218 16219 0.0 0.0
chrM 16219 16220 0.0 0.0
chrM 16220 16221 0.0 0.0
chrM 16221 16222 0.0 0.0
chrM 16222 16223 0.0 0.0
chrM 16223 16224 0.0 0.0
chrM 16224 16225 0.0 0.0
chrM 16225 16226 0.0 0.0
chrM 16226 16227 0.0 0.0
chrM 16227 16228 0.0 0.0
chrM 16228 16229 0.0 0.0
chrM 16229 16230 0.0 0.0
chrM 16230 16231 0.0 0.0
chrM 16231 16232 0.0 0.0
chrM 16232 16233 0.0 0.0
chrM 16233 16234 0.0 0.0
chrM 16234 16235 0.0 0.0
chrM 16235 16236 0.0 0.0
chrM 16236 16237 0.0 0.0
chrM 16237 16238 0.0 0.0
chrM 16238 16239 0.0 0.0
chrM 16239 16240 0.0 0.0
chrM 16240 16241 0.0 0.0
chrM 16241 16242 0.0 0.0
chrM 16242 16243 0.0 0.0
chrM 16243 16244 0.0 0.0
chrM 16244 16245 0.0 0.0
chrM 16245 16246 0.0 0.0
chrM 16246 16247 0.0 0.0
chrM 16247 16248 0.0 0.0
chrM 16248 16249 0.0 0.0
chrM 16249 16250 0.0 0.0
chrM 16250 16251 0.0 0.0
chrM 16251 16252 0.0 0.0
chrM 16252 16253 0.0 0.0
chrM 16253 16254 0.0 0.0
chrM 16254 16255 0.0 0.0
chrM 16255 16256 0.0 0.0
chrM 16256 16257 0.0 0.0
chrM 16257 16258 0.0 0.0
chrM 16258 16259 0.0 0.0
chrM 16259 16260 0.0 0.0
chrM 16260 16261 0.0 0.0
chrM 16261 16262 0.0 0.0
chrM 16262 16263 0.0 0.0
chrM 16263 16264 0.0 0.0
chrM 16264 16265 0.0 0.0
chrM 16265 16266 0.0 0.0
chrM 16266 16267 0.0 0.0
chrM 16267 16268 0.0 0.0
chrM 16268 16269 0.0 0.0
chrM 16269 16270 0.0 0.0
chrM 16270 16271 0.0 0.0
chrM 16271 16272 0.0 0.0
chrM 16272 16273 0.0 0.0
chrM 16273 16274 0.0 0.0
chrM 16274 16275 0.0 0.0
chrM 16275 16276 0.0 0.0
chrM 16276 16277 0.0 0.0
chrM 16277 16278 0.0 0.0
chrM 16278 16279 0.0 0.0
chrM 16279 16280 0.0 0.0
chrM 16280 16281 0.0 0.0
chrM 16281 16282 0.0 0.0
chrM 16282 16283 0.0 0.0
chrM 16283 16284 0.0 0.0
chrM 16284 16285 0.0 0.0
chrM 16285 16286 0.0 0.0
chrM 16286 16287 0.0 0.0
chrM 16287 16288 0.0 0.0
chrM 16288 16289 0.0 0.0
chrM 16289 16290 0.0 0.0
chrM 16290 16291 0.0 0.0
chrM 16291 16292 0.0 0.0
chrM 16292 16293 0.0 0.0
chrM 16293 16294 0.0 0.0
chrM 16294 16295 0.0 0.0
chrM 16295 16296 0.0 0.0
chrM 16296 16297 0.0 0.0
chrM 16297 16298 0.0 0.0
chrM 16298 16299 0.0 0.0
chrM 16299 16300 0.0 0.0
chrM 16300 16301 0.0 0.0
chrM 16301 16302 0.0 0.0
chrM 16302 16303 0.0 0.0
chrM 16303 16304 0.0 0.0
chrM 16304 16305 0.0 0.0
chrM 16305 16306 0.0 0.0
chrM 16306 16307 0.0 0.0
chrM 16307 16308 0.0 0.0
chrM 16308 16309 0.0 0.0
chrM 16309 16310 0.0 0.0
chrM 16310 16311 0.0 0.0
chrM 16311 16312 0.0 0.0
chrM 16312 16313 0.0 0.0
chrM 16313 16314 0.0 0.0
chrM 16314 16315 0.0 0.0
chrM 16315 16316 0.0 0.0
chrM 16316 16317 0.0 0.0
chrM 16317 16318 0.0 0.0
chrM 16318 16319 0.0 0.0
chrM 16319 16320 0.0 0.0
chrM 16320 16321 0.0 0.0
chrM 16321 16322 0.0 0.0
chrM 16322 16323 0.0 0.0
chrM 16323 16324 0.0 0.0
chrM 16324 16325 0.0 0.0
chrM 16325 16326 0.0 0.0
chrM 16326 16327 0.0 0.0
chrM 16327 16328 0.0 0.0
chrM 16328 16329 0.0 0.0
chrM 16329 16330 0.0 0.0
chrM 16330 16331 0.0 0.0
chrM 16331 16332 0.0 0.0
chrM 16332 16333 0.0 0.0
chrM 16333 16334 0.0 0.0
chrM 16334 16335 0.0 0.0
chrM 16335 16336 0.0 0.0
chrM 16336 16337 0.0 0.0
chrM 16337 16338 0.0 0.0
chrM 16338 16339 0.0 0.0
chrM 16339 16340 0.0 0.0
chrM 16340 16341 0.0 0.0
chrM 16341 16342 0.0 0.0
chrM 16342 16343 0.0 0.0
chrM 16343 16344 0.0 0.0
chrM 16344 16345 0.0 0.0
chrM 16345 16346 0.0 0.0
chrM 16346 16347 0.0 0.0
chrM 16347 16348 0.0 0.0
chrM 16348 16349 0.0 0.0
chrM 16349 16350 0.0 0.0
chrM 16350 16351 0.0 0.0
chrM 16351 16352 0.0 0.0
chrM 16352 16353 0.0 0.0
chrM 16353 16354 0.0 0.0
chrM 16354 16355 0.0 0.0
chrM 16355 16356 0.0 0.0
chrM 16356 16357 0.0 0.0
chrM 16357 16358 0.0 0.0
chrM 16358 16359 0.0 0.0
chrM 16359 16360 0.0 0.0
chrM 16360 16361 0.0 0.0
chrM 16361 16362 0.0 0.0
chrM 16362 16363 0.0 0.0
chrM 16363 16364 0.0 0.0
chrM 16364 16365 0.0 0.0
chrM 16365 16366 0.0 0.0
chrM 16366 16367 0.0 0.0
chrM 16367 16368 0.0 0.0
chrM 16368 16369 0.0 0.0
chrM 16369 16370 0.0 0.0
chrM 16370 16371 0.0 0.0
chrM 16371 16372 0.0 0.0
chrM 16372 16373 0.0 0.0
chrM 16373 16374 0.0 0.0
chrM 16374 16375 0.0 0.0
chrM 16375 16376 0.0 0.0
chrM 16376 16377 0.0 0.0
chrM 16377 16378 0.0 0.0
chrM 16378 16379 0.0 0.0
chrM 16379 16380 0.0 0.0
chrM 16380 16381 0.0 0.0
chrM 16381 16382 0.0 0.0
chrM 16382 16383 0.0 0.0
chrM 16383 16384 0.0 0.0
chrM 16384 16385 0.0 0.0
chrM 16385 16386 0.0 0.0
chrM 16386 16387 0.0 0.0
chrM 16387 16388 0.0 0.0
chrM 16388 16389 0.0 0.0
chrM 16389 16390 0.0 0.0
chrM 16390 16391 0.0 0.0
chrM 16391 16392 0.0 0.0
chrM 16392 16393 0.0 0.0
chrM 16393 16394 0.0 0.0
chrM 16394 16395 0.0 0.0
chrM 16395 16396 0.0 0.0
chrM 16396 16397 0.0 0.0
chrM 16397 16398 0.0 0.0
chrM 16398 16399 0.0 0.0
chrM 16399 16400 0.0 0.0
chrM 16400 16401 0.0 0.0
chrM 16401 16402 0.0 0.0
chrM 16402 16403 0.0 0.0
chrM 16403 16404 0.0 0.0
chrM 16404 16405 0.0 0.0
chrM 16405 16406 0.0 0.0
chrM 16406 16407 0.0 0.0
chrM 16407 16408 0.0 0.0
chrM 16408 16409 0.0 0.0
chrM 16409 16410 0.0 0.0
chrM 16410 16411 0.0 0.0
chrM 16411 16412 0.0 0.0
chrM 16412 16413 0.0 0.0
chrM 16413 16414 0.0 0.0
chrM 16414 16415 0.0 0.0
chrM 16415 16416 0.0 0.0
chrM 16416 16417 0.0 0.0
chrM 16417 16418 0.0 0.0
chrM 16418 16419 0.0 0.0
chrM 16419 16420 0.0 0.0
chrM 16420 16421 0.0 0.0
chrM 16421 16422 0.0 0.0
chrM 16422 16423 0.0 0.0
chrM 16423 16424 0.0 0.0
chrM 16424 16425 0.0 0.0
chrM 16425 16426 0.0 0.0
chrM 16426 16427 0.0 0.0
chrM 16427 16428 0.0 0.0
chrM 16428 16429 0.0 0.0
chrM 16429 16430 0.0 0.0
chrM 16430 16431 0.0 0.0
chrM 16431 16432 0.0 0.0
chrM 16432 16433 0.0 0.0
chrM 16433 16434 0.0 0.0
chrM 16434 16435 0.0 0.0
chrM 16435 16436 0.0 0.0
chrM 16436 16437 0.0 0.0
chrM 16437 16438 0.0 0.0
chrM 16438 16439 0.0 0.0
chrM 16439 16440 0.0 0.0
chrM 16440 16441 0.0 0.0
chrM 16441 16442 0.0 0.0
chrM 16442 16443 0.0 0.0
chrM 16443 16444 0.0 0.0
chrM 16444 16445 0.0 0.0
chrM 16445 16446 0.0 0.0
chrM 16446 16447 0.0 0.0
chrM 16447 16448 0.0 0.0
chrM 16448 16449 0.0 0.0
chrM 16449 16450 0.0 0.0
chrM 16450 16451 0.0 0.0
chrM 16451 16452 0.0 0.0
chrM 16452 16453 0.0 0.0
chrM 16453 16454 0.0 0.0
chrM 16454 16455 0.0 0.0
chrM 16455 16456 0.0 0.0
chrM 16456 16457 0.0 0.0
chrM 16457 16458 0.0 0.0
chrM 16458 16459 0.0 0.0
chrM 16459 16460 0.0 0.0
chrM 16460 16461 0.0 0.0
chrM 16461 16462 0.0 0.0
chrM 16462 16463 0.0 0.0
chrM 16463 16464 0.0 0.0
chrM 16464 16465 0.0 0.0
chrM 16465 16466 0.0 0.0
chrM 16466 16467 0.0 0.0
chrM 16467 16468 0.0 0.0
chrM 16468 16469 0.0 0.0
chrM 16469 16470 0.0 0.0
chrM 16470 16471 0.0 0.0
chrM 16471 16472 0.0 0.0
chrM 16472 16473 0.0 0.0
chrM 16473 16474 0.0 0.0
chrM 16474 16475 0.0 0.0
chrM 16475 16476 0.0 0.0
chrM 16476 16477 0.0 0.0
chrM 16477 16478 0.0 0.0
chrM 16478 16479 0.0 0.0
chrM 16479 16480 0.0 0.0
chrM 16480 16481 0.0 0.0
chrM 16481 16482 0.0 0.0
chrM 16482 16483 0.0 0.0
chrM 16483 16484 0.0 0.0
chrM 16484 16485 0.0 0.0
chrM 16485 16486 0.0 0.0
chrM 16486 16487 0.0 0.0
chrM 16487 16488 0.0 0.0
chrM 16488 16489 0.0 0.0
chrM 16489 16490 0.0 0.0
chrM 16490 16491 0.0 0.0
chrM 16491 16492 0.0 0.0
chrM 16492 16493 0.0 0.0
chrM 16493 16494 0.0 0.0
chrM 16494 16495 0.0 0.0
chrM 16495 16496 0.0 0.0
chrM 16496 16497 0.0 0.0
chrM 16497 16498 0.0 0.0
chrM 16498 16499 0.0 0.0
chrM 16499 16500 0.0 0.0
chrM 16500 16501 0.0 0.0
chrM 16501 16502 0.0 0.0
chrM 16502 16503 0.0 0.0
chrM 16503 16504 0.0 0.0
chrM 16504 16505 0.0 0.0
chrM 16505 16506 0.0 0.0
chrM 16506 16507 0.0 0.0
chrM 16507 16508 0.0 0.0
chrM 16508 16509 0.0 0.0
chrM 16509 16510 0.0 0.0
chrM 16510 16511 0.0 0.0
chrM 16511 16512 0.0 0.0
chrM 16512 16513 0.0 0.0
chrM 16513 16514 0.0 0.0
chrM 16514 16515 0.0 0.0
chrM 16515 16516 0.0 0.0
chrM 16516 16517 0.0 0.0
chrM 16517 16518 0.0 0.0
chrM 16518 16519 0.0 0.0
chrM 16519 16520 0.0 0.0
chrM 16520 16521 0.0 0.0
chrM 16521 16522 0.0 0.0
chrM 16522 16523 0.0 0.0
chrM 16523 16524 0.0 0.0
chrM 16524 16525 0.0 0.0
chrM 16525 16526 0.0 0.0
chrM 16526 16527 0.0 0.0
chrM 16527 16528 0.0 0.0
chrM 16528 16529 0.0 0.0
chrM 16529 16530 0.0 0.0
chrM 16530 16531 0.0 0.0
chrM 16531 16532 0.0 0.0
chrM 16532 16533 0.0 0.0
chrM 16533 16534 0.0 0.0
chrM 16534 16535 0.0 0.0
chrM 16535 16536 0.0 0.0
chrM 16536 16537 0.0 0.0
chrM 16537 16538 0.0 0.0
chrM 16538 16539 0.0 0.0
chrM 16539 16540 0.0 0.0
chrM 16540 16541 0.0 0.0
chrM 16541 16542 0.0 0.0
chrM 16542 16543 0.0 0.0
chrM 16543 16544 0.0 0.0
chrM 16544 16545 0.0 0.0
chrM 16545 16546 0.0 0.0
chrM 16546 16547 0.0 0.0
chrM 16547 16548 0.0 0.0
chrM 16548 16549 0.0 0.0
chrM 16549 16550 0.0 0.0
chrM 16550 16551 0.0 0.0
chrM 16551 16552 0.0 0.0
chrM 16552 16553 0.0 0.0
chrM 16553 16554 0.0 0.0
chrM 16554 16555 0.0 0.0
chrM 16555 16556 0.0 0.0
chrM 16556 16557 0.0 0.0
chrM 16557 16558 0.0 0.0
chrM 16558 16559 0.0 0.0
chrM 16559 16560 0.0 0.0
chrM 16560 16561 0.0 0.0
chrM 16561 16562 0.0 0.0
chrM 16562 16563 0.0 0.0
chrM 16563 16564 0.0 0.0
chrM 16564 16565 0.0 0.0
chrM 16565 16566 0.0 0.0
chrM 16566 16567 0.0 0.0
chrM 16567 16568 0.0 0.0
chrM 16568 16569 0.0 0.0
================================================
FILE: galaxy/wrapper/test-data/plotEnrichment_output.txt
================================================
file featureType percent featureReadCount totalReadCount
bowtie2 test1.bam up 100.00 47 47
bowtie2 test1.bam down 100.00 47 47
bowtie2 test1.bam up 100.00 47 47
bowtie2 test1.bam down 100.00 47 47
================================================
FILE: galaxy/wrapper/test-data/plotFingerprint_quality_metrics.tabular
================================================
Sample AUC Synthetic AUC X-intercept Synthetic X-intercept Elbow Point Synthetic Elbow Point JS Distance Synthetic JS Distance % genome enriched diff. enrichment CHANCE divergence
bowtie2 test1.bam 0.00493632029863651 0.481650684757865 0.984443061605476 1.1531044350267195e-24 0.9849408836341008 0.5232688298112538 nan 0.269004498068121 nan nan nan
bowtie2 test1.bam 0.00493632029863651 0.481650684757865 0.984443061605476 1.1531044350267195e-24 0.9849408836341008 0.5232688298112538 0.0 0.269004498068121 0 0 0
================================================
FILE: galaxy/wrapper/test-data/plotFingerprint_result2.tabular
================================================
#plotFingerprint --outRawCounts
'bowtie2 test1.bam' 'bowtie2 test1.bam'
1085 1085
1782 1782
2706 2706
3570 3570
6753 6753
8069 8069
8034 8034
7999 7999
7964 7964
7929 7929
7894 7894
7859 7859
7824 7824
7789 7789
7754 7754
7719 7719
7684 7684
7649 7649
7614 7614
7579 7579
7544 7544
7509 7509
7474 7474
7439 7439
7404 7404
7369 7369
7334 7334
7299 7299
7264 7264
7229 7229
7194 7194
7159 7159
7124 7124
7089 7089
7054 7054
7019 7019
6984 6984
6949 6949
6914 6914
6879 6879
6844 6844
6809 6809
6774 6774
6739 6739
6704 6704
6669 6669
6634 6634
6599 6599
6564 6564
6529 6529
6494 6494
6459 6459
6424 6424
6389 6389
6354 6354
6319 6319
6284 6284
6249 6249
6214 6214
6179 6179
6144 6144
6109 6109
6074 6074
6039 6039
6004 6004
5969 5969
5934 5934
5899 5899
5864 5864
5829 5829
5794 5794
5759 5759
5724 5724
5689 5689
5654 5654
5619 5619
5584 5584
5549 5549
5514 5514
5479 5479
5444 5444
5409 5409
5374 5374
5339 5339
5304 5304
5269 5269
5234 5234
5199 5199
5164 5164
5129 5129
5094 5094
5059 5059
5024 5024
4989 4989
4954 4954
4919 4919
4884 4884
4849 4849
4814 4814
4779 4779
4744 4744
4709 4709
4674 4674
4639 4639
4604 4604
4569 4569
4534 4534
4499 4499
4464 4464
4429 4429
4394 4394
4359 4359
4324 4324
4289 4289
4254 4254
4219 4219
4184 4184
4149 4149
4114 4114
4079 4079
4044 4044
4009 4009
3974 3974
3939 3939
3904 3904
3869 3869
3834 3834
3799 3799
3764 3764
3729 3729
3694 3694
3659 3659
3624 3624
3589 3589
3554 3554
3519 3519
3484 3484
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================================================
FILE: galaxy/wrapper/test-data/plotPCA_result2.tabular
================================================
#plotPCA --outFileNameData
Component bowtie2-test1.bam bowtie2-test1.bam Eigenvalue
1 -0.7071067811865476 -0.7071067811865475 4.0
2 -0.7071067811865475 0.7071067811865476 2.49319462166397e-32
================================================
FILE: galaxy/wrapper/test-data/profiler_result2.tabular
================================================
bin labels -0.0Kb 0.0Kb
bins 1.0 2.0
bamCoverage_result4_bw_0 genes 2477942.875 2610260.125
================================================
FILE: galaxy/wrapper/tool-data/deepTools_seqs.loc.sample
================================================
#This is a sample file distributed with Galaxy that enables tools
#to use a directory of 2bit genome files for use with deepTools. You will
#need to supply these files and then create a deepTools_seqs.loc file
#similar to this one (store it in this directory) that points to
#the directories in which those files are stored. The deepTools_seqs.loc
#file has this format:
#
#
#
#So, for example, if your deepTools_seqs.loc began like this:
#
#hg18 Human (Homo sapiens): hg18 /depot/data2/galaxy/twobit/hg18.2bit
#hg19 Human (Homo sapiens): hg19 /depot/data2/galaxy/twobit/hg19.2bit
#mm9 Mouse (Mus musculus): mm9 /depot/data2/galaxy/twobit/mm9.2bit
#
#then your /depot/data2/galaxy/twobit/ directory
#would need to contain the following 2bit files:
#
#-rw-r--r-- 1 james universe 830134 2005-09-13 10:12 hg18.2bit
#-rw-r--r-- 1 james universe 527388 2005-09-13 10:12 hg19.2bit
#-rw-r--r-- 1 james universe 269808 2005-09-13 10:12 mm9.2bit
#
#Your deepTools_seqs.loc file should include an entry per line for
#each file you have stored that you want to be available. Note that
#your files should all have the extension '2bit'.
#
#Please note that the is also used as "Species name abbreviation".
================================================
FILE: galaxy/wrapper/tool-data/lastz_seqs.loc.sample
================================================
#This is a sample file distributed with Galaxy that enables tools
#to use a directory of 2bit genome files for use with deepTools.
#This file is named lastz_seqs.loc file to make use of an already existing loc
#file from the lastz tool that is created by the twobit data-manager.
#You will need to supply these files and then create a lastz_seqs.loc file
#similar to this one (store it in this directory) that points to
#the directories in which those files are stored. The lastz_seqs.loc
#file has this format:
#
#
#
#So, for example, if your lastz_seqs.loc began like this:
#
#hg18 Human (Homo sapiens): hg18 /depot/data2/galaxy/twobit/hg18.2bit
#hg19 Human (Homo sapiens): hg19 /depot/data2/galaxy/twobit/hg19.2bit
#mm9 Mouse (Mus musculus): mm9 /depot/data2/galaxy/twobit/mm9.2bit
#
#then your /depot/data2/galaxy/twobit/ directory
#would need to contain the following 2bit files:
#
#-rw-r--r-- 1 james universe 830134 2005-09-13 10:12 hg18.2bit
#-rw-r--r-- 1 james universe 527388 2005-09-13 10:12 hg19.2bit
#-rw-r--r-- 1 james universe 269808 2005-09-13 10:12 mm9.2bit
#
#Your lastz_seqs.loc file should include an entry per line for
#each file you have stored that you want to be available. Note that
#your files should all have the extension '2bit'.
#
#Please note that the is also used as "Species name abbreviation".
================================================
FILE: galaxy/wrapper/tool_data_table_conf.xml.sample
================================================
================================================
FILE: gallery/Whyte_TypicalEnhancers_ESC.bed
================================================
chr1 3052873 3053282 NO 0
chr1 3472669 3473522 NO 34.6318
chr1 3638904 3639380 NO 12.7092
chr1 3904119 3904709 NO 0
chr1 4845264 4846195 NO 576.3821
chr1 4960611 4962888 NO 1076.1102
chr1 5222189 5223267 NO 71.3636
chr1 6049015 6049725 NO 0
chr1 6107491 6108040 NO 0
chr1 6132850 6133403 NO 32.5717
chr1 6272179 6272970 NO 50.1494
chr1 6437829 6448675 NO 258.1348
chr1 7037012 7037978 NO 0
chr1 7302612 7309926 NO 0
chr1 7441519 7442268 NO 96.1716
chr1 7581226 7581763 NO 83.5035
chr1 7661434 7662103 NO 97.3395
chr1 7722739 7723268 NO 0
chr1 8486218 8486952 NO 40.737
chr1 8571914 8572590 NO 28.9328
chr1 9314031 9314489 NO 0
chr1 9432801 9433488 NO 17.3811
chr1 9691815 9692699 NO 0
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chrX 159690653 159691444 NO 17.1647
chrX 160503312 160504061 NO 31.5329
chrX 160700102 160700618 NO 83.4888
chrX 161075968 161076523 NO 0
chrX 161440917 161441463 NO 90.4722
chrX 161765122 161765675 NO 44.0741
chrX 162054505 162055089 NO 0
chrX 162460901 162461344 NO 0
chrX 162969646 162970184 NO 116.477
chrX 163056891 163057594 NO 40.4928
================================================
FILE: pyproject.toml
================================================
[build-system]
requires = [
"setuptools"
]
[project]
name = "deepTools"
version = "3.5.6"
authors = [
{name="Fidel Ramirez"},
{name="Devon P Ryan"},
{name="Björn Grüning"},
{name="Friederike Dündar"},
{name="Sarah Diehl"},
{name="Vivek Bhardwaj"},
{name="Fabian Kilpert"},
{name="Andreas S Richter"},
{name="Steffen Heyne"},
{name="Thomas Manke"},
{email="bioinfo-core@ie-freiburg.mpg.de"}
]
requires-python = "> 3.8"
dependencies = [
"numpy >= 2.0.0",
"scipy >= 0.17.0",
"matplotlib >= 3.5.0",
"pysam >= 0.14.0",
"numpydoc >= 0.5",
"pyBigWig >= 0.2.1",
"py2bit >= 0.2.0",
"plotly >= 4.9",
"deeptoolsintervals >= 0.1.8"
]
description = "Useful tools for exploring deep sequencing data."
license = {file = "LICENSE.txt"}
classifiers = [
"Intended Audience :: Science/Research",
"Topic :: Scientific/Engineering :: Bio-Informatics"
]
readme = "README.rst"
[project.optional-dependencies]
actions = [
"flake8",
"pytest",
"twine",
"build",
"planemo"
]
[project.urls]
homepage = "https://pypi.python.org/pypi/deepTools/"
documentation = "https://deeptools.readthedocs.io/en/latest/"
repository = "https://github.com/deeptools/deepTools"
[tool.setuptools]
packages = ["deeptools"]
[project.scripts]
alignmentSieve = "deeptools.alignmentSieve:main"
bamCompare = "deeptools.bamCompare:main"
bamCoverage = "deeptools.bamCoverage:main"
bamPEFragmentSize = "deeptools.bamPEFragmentSize:main"
bigwigAverage = "deeptools.bigwigAverage:main"
bigwigCompare = "deeptools.bigwigCompare:main"
computeGCBias = "deeptools.computeGCBias:main"
computeMatrix = "deeptools.computeMatrix:main"
computeMatrixOperations = "deeptools.computeMatrixOperations:main"
correctGCBias = "deeptools.correctGCBias:main"
deeptools = "deeptools.deeptools_list_tools:main"
estimateReadFiltering = "deeptools.estimateReadFiltering:main"
estimateScaleFactor = "deeptools.estimateScaleFactor:main"
multiBamSummary = "deeptools.multiBamSummary:main"
multiBigwigSummary = "deeptools.multiBigwigSummary:main"
plotCorrelation = "deeptools.plotCorrelation:main"
plotCoverage = "deeptools.plotCoverage:main"
plotEnrichment = "deeptools.plotEnrichment:main"
plotFingerprint = "deeptools.plotFingerprint:main"
plotHeatmap = "deeptools.plotHeatmap:main"
plotPCA = "deeptools.plotPCA:main"
plotProfile = "deeptools.plotProfile:main"
================================================
FILE: scripts/convertChromsBigWig.py
================================================
#!/usr/bin/env python
import sys
import pyBigWig
import requests
import re
import argparse
from argparse import RawTextHelpFormatter
import itertools
def parse_arguments(defaults):
parser = argparse.ArgumentParser(description='Convert chromosome names for bigwig files between ensembl, gencode and UCSC naming schemes\n' +
"Per default it writes to the same location as original file, however with a modified filename:\n" +
"eg. test.bw --> test.[toFormat]_chroms.bw\n" +
"Change this with the -o option!\n\n" +
"Mapping tables are taken from https://github.com/dpryan79/ChromosomeMappings\n\n" +
"Provided mapping options need to exactly match an existing file\n" +
"[GENOME]_[FROM_FORMAT]2[TO_FORMAT].txt in this repo!",
usage='$ convertChroms BIGWIG', formatter_class=RawTextHelpFormatter)
parser.add_argument('bw_in_filename',
metavar='BIGWIG',
help='bigwig file that will be converted')
parser.add_argument('--genome', '-g',
action='store',
dest='genome',
help='Genome version of original bigwig \n' +
'(GRCm37|GRCm38|GRCh37|GRCh38|BDGP6|dm3|GRCz10|GRCz11|\n' +
'JGI_4.2|MEDAKA1|R64-1-1|WBcel235|Zv9|galGal4|rn5|rn6)\n' +
'(default: %(default)s)',
default=defaults["genome"])
parser.add_argument('--fromFormat', '-f',
action='store',
dest='from_format',
help='Chr naming format of original bigwig (ensembl|gencode|UCSC) (default: %(default)s)',
default=defaults["fromFormat"])
parser.add_argument('--toFormat', '-t',
action='store',
dest='to_format',
help='Chr naming format of converted bigwig (ensembl|gencode|UCSC) (default: %(default)s)',
default=defaults["toFormat"])
parser.add_argument('--outFileName', '-o',
action='store',
dest='bw_out_filename',
help='Chr naming format of converted bigwig (ensembl|gencode|UCSC) (default: %(default)s)',
default=defaults["bw_out_filename"])
parser.add_argument('--baseURL', '-u',
action='store',
dest='base_url',
help='base url where the mapping tables can be found (default: %(default)s)\n' +
'Local files can be given with \'file://[BASE_DIR]/\'',
default=defaults["base_url"])
parser.add_argument('--verbose', '-v',
action='store_true',
dest='verbose',
help='Be more verbose where possible (default: %(default)s)',
default=defaults["verbose"])
return parser
def get_chromosome_mapping(genome="GRCm38", from_format="ensembl", to_format="UCSC", verbose=True, base_url='https://raw.githubusercontent.com/dpryan79/ChromosomeMappings/master/'):
"""
creates a dict with chromosome name mappings according to provided conversion formats
default base URL access a github repo with conversion files,
but you can also give eg. a path to local directory
"""
mapping_file = genome + '_' + from_format + '2' + to_format + '.txt'
if re.match('^file:[/]+.*', base_url):
base_url = re.sub("file:[/]*(/.*)", "\\1", base_url)
if verbose:
print("load mapping table (" + mapping_file + ') from ' + base_url)
tab = None
if re.match('^https?://.*', base_url):
try:
r = requests.get(base_url + '/' + mapping_file)
r.raise_for_status()
except requests.exceptions.RequestException as e:
print("\n", e, "\n\nPlease provide correct name (GENOME, FROM_FORMAT, TO_FORMAT) for a mapping table!\n")
sys.exit(1)
tab = r.text
elif re.match('^[/]+.*', base_url):
try:
tab = open(base_url + '/' + mapping_file).read()
except IOError as e:
print("\n", e, "\n\nPlease provide a correct name (GENOME, FROM_FORMAT, TO_FORMAT) for a mapping table!\n")
sys.exit(1)
else:
print("\nPlease provide a correct BASE_URL for a mapping table!\n")
sys.exit(1)
mapping_table = {}
for ent in tab.split("\n"):
if len(ent) == 0:
continue
pair = ent.split("\t")
if (len(pair[1]) <= 0):
# if (verbose):
# print("skip chrom \'" + pair[0] + "\' - cannot be mapped to "+to_format)
continue
mapping_table[pair[0]] = pair[1]
return mapping_table
def convert_bigwig(mapping_table, bw_in_filename, bw_out_filename, verbose=False):
"""
convert chromosome names of a bigwig file according to given mapping_table
it checks which chromosome names that can correctly mapped, all other chromosomes are skipped
"""
bw = pyBigWig.open(bw_in_filename)
curr_chroms = bw.chroms()
final_mapping_table = {}
new_chroms = {}
for c in curr_chroms:
if c not in mapping_table:
if (verbose):
print("skip original chrom \'" + c + "\' - cannot be found in mapping table! Right GENOME & FROM_FORMAT?")
continue
final_mapping_table[c] = mapping_table[c]
new_chroms[mapping_table[c]] = curr_chroms[c]
if (len(new_chroms) <= 0):
print("No chromosomes found for mapping! Wrong 'FROM_FORMAT'?")
sys.exit(1)
bw_out = pyBigWig.open(bw_out_filename, "w")
bw_out.addHeader(list(new_chroms.items()))
for c in final_mapping_table:
c_int = bw.intervals(c)
c_map = final_mapping_table[c]
if verbose:
print("convert chromosome: ", c, " --> ", c_map)
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])
bw_out.close()
bw.close()
if (verbose):
print("\nbigwig conversion finished!\n")
def main(args=None):
defaults = {
'genome': 'GRCm38',
'fromFormat': 'ensembl',
'toFormat': 'UCSC',
'verbose': False,
'bw_out_filename': None,
'base_url': 'https://raw.githubusercontent.com/dpryan79/ChromosomeMappings/master/'
}
args = parse_arguments(defaults).parse_args(args)
bw_out_filename = args.bw_out_filename
if args.bw_out_filename is None:
bw_out_filename = re.sub(r"(.[^\.]+)$", ".%s\\1" % (args.to_format + "_chroms"), args.bw_in_filename)
print("\noutput_file: " + bw_out_filename)
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)
convert_bigwig(mapping_table, args.bw_in_filename, bw_out_filename, args.verbose)
if __name__ == "__main__":
args = None
if len(sys.argv) == 1:
args = ["--help"]
main(args)
================================================
FILE: scripts/mappabilityBigWig_to_unmappableBed.sh
================================================
#!/usr/bin/sh
/package/UCSCTools/bigWigToBedGraph $1 _temp.bed
cat _temp.bed | perl -lane '$id+=1; if($F[3]<1) { print "$F[0]\t$F[1]\t$F[2]\tunmap_$id\t0"}' | /package/BEDTools/bin/mergeBed > $2
rm _temp.bed
================================================
FILE: scripts/split_bed_into_multiple_files.py
================================================
#!/usr/bin/env python
# -*- coding: utf-8 -*-
"""
This script is use to split a bed file into
smaller beds following the convention that I introduced
in which a # indicates a group in the bed file
Each bed group is saved under a different name
corresponding to the name of the group
Useful to split the results of heatmapper when the clustering
option is used.
:Authors: fidel.ramirez@gmail.com
"""
import sys
i = 0
tempArray = []
for line in sys.stdin:
if line[0] == '#':
clusterName = line[1:].strip()
tempArray.append("#" + clusterName + "\n")
open(clusterName + ".bed", 'w').write("".join(tempArray))
tempArray = []
continue
tempArray.append(line)
if len(tempArray) > 0:
clusterName = "no_name"
open(clusterName + ".bed", 'w').write("".join(tempArray))