Mercurial > repos > genouest > braker
changeset 3:ac13de106677 draft default tip
planemo upload for repository https://github.com/genouest/galaxy-tools/tree/master/tools/braker commit d6e73c0417506d93c905b4aeb77d92350b662fbb
author | genouest |
---|---|
date | Wed, 06 Sep 2023 09:50:12 +0000 |
parents | cf241e076f7b |
children | |
files | README.rst braker.xml braker3.xml job_conf_braker3.xml macros.xml test-data/SRR7458692.bam test-data/genome_masked.fa test-data/out_genome/braker.gtf |
diffstat | 8 files changed, 641 insertions(+), 11838 deletions(-) [+] |
line wrap: on
line diff
--- a/README.rst Tue Sep 05 09:40:27 2023 +0000 +++ b/README.rst Wed Sep 06 09:50:12 2023 +0000 @@ -1,41 +1,24 @@ -Braker3 +Braker ======= -This tool is not in IUC because of the license issues with GeneMark and -ProtHint that makes it impossible to test it using CI. - -GeneMark and ProtHint ---------------------- +This tool is not in IUC because of the license issues with GeneMark and ProtHint that makes it impossible to test it using CI. -Braker requires GeneMark to predict gene, but due to licensing issues, we -are not allowed to distribute GeneMark automatically. +GeneMark +--------- -Braker also requires ProtHint to use protein sequences as hints to predict -genes, but, again, due to licensing issues, we are not allowed to distribute -ProtHint automatically. +Braker can use GeneMark to predict gene, but due to licensing issues, we are not allowed to distribute GeneMark automatically. -To use Braker3, the Galaxy administrator needs to install -GeneMark, and set the ``GENEMARK_PATH`` variable on the job destination. +If you want to use it, the Galaxy administrator needs to install GeneMark, and set the `GENEMARK_PATH` variable on the job destination. -The only working version of GeneMark to install needs to be downloaded from -http://topaz.gatech.edu/GeneMark/etp.for_braker.tar.gz -This archive also contains ProtHint and various other tools in specific versions needed by Braker3. +ProtHint +--------- +Braker can use ProtHint to use protein sequences as hints to predict genes, but due to licensing issues, we are not allowed to distribute ProtHint automatically. -Unzip it, and set the ``GENEMARK_PATH`` variable to point to the extracted ``bin`` -directory. - -Also set the ``PROTHINT_PATH`` variable on the job destination, pointing to the extracted -``bin/gmes/ProtHint/bin/`` directory +If you want to use it, the Galaxy administrator needs to install ProtHint, and set the `PROTHINT_PATH` variable on the job destination. Running tests -------------- - -Tests require working GeneMark and ProtHint installations, which means -both GENEMARK_PATH and PROTHINT_PATH are set in job_conf_braker3.xml. +-------------- -You should then use the ``--job_config_file job_conf_braker3.xml`` -option for planemo commands. +Tests require working GeneMark and ProtHint installations, which means both GENEMARK_PATH and PROTHINT_PATH are set. -You should also copy a valid GeneMark license (from -http://topaz.gatech.edu/GeneMark/license_download.cgi) in -test-data/gm_key_64. +You should also copy a valid GeneMark license (from http://topaz.gatech.edu/GeneMark/license_download.cgi) in test-data/genemark_license.gm_key
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/braker.xml Wed Sep 06 09:50:12 2023 +0000 @@ -0,0 +1,159 @@ +<tool id="braker" name="Braker genome annotation" profile="20.01" version="@TOOL_VERSION@+galaxy@VERSION_SUFFIX@"> + <description></description> + <macros> + <import>macros.xml</import> + </macros> + <requirements> + <expand macro="requirements" /> + </requirements> + <version_command><![CDATA[braker.pl --version; $GENEMARK_PATH/gmes_petap.pl | grep version]]></version_command> + <command><![CDATA[ +if [ -z "\$GENEMARK_PATH" ] ; then echo "GeneMark is not installed on this Galaxy server." >&2 ; exit 1 ; fi && +if [ ! -f "\$GENEMARK_PATH/gmes_petap.pl" ] ; then echo "GeneMark is not installed properly on this Galaxy server." >&2 ; exit 1 ; fi && +## GeneMark only search for license in ~/.gm_key +cp '${genemark_license}' ~/.gm_key && + +braker.pl +--genome '${genome}' + +$softmasking + +#if $evidences.bam: + --bam ${evidences.bam} +#end if + +#if $evidences.prot_seq: + --prot_seq ${evidences.prot_seq} +#end if + +## No hints, use esmode +#if not $evidences.bam and not $evidences.prot_seq + --esmode +#end if + +## Both proteins and rnaseq hints, use etpmode +#if $evidences.bam and $evidences.prot_seq + --etpmode +#end if + +#if $output_format == 'gff3' + --gff3 +#end if + +$genemark.fungus + +$augustus.crf +--rounds $augustus.rounds + +$advanced.UTR + +$advanced.filterOutShort + +#if $advanced.eval: + --eval ${advanced.eval} +#end if + +#if $advanced.eval_pseudo: + --eval_pseudo ${advanced.eval_pseudo} +#end if + +--cores \${GALAXY_SLOTS:-2} + ]]></command> + <inputs> + <param name="genemark_license" type="data" format="txt" label="GeneMark license file" help="Braker uses GeneMark, which is not a free software, to use it download and unzip a license from http://topaz.gatech.edu/GeneMark/license_download.cgi (ES/ET/EP version). GeneMark needs to be installed manually by Galaxy administrators." /> + + <param argument="--genome" type="data" format="fasta" label="Assembly to annotate" help="The assembly should be soft-masked (with RepeatMasker for example)" /> + + <param argument="--softmasking" type="boolean" checked="false" truevalue="--softmasking" falsevalue="" label="Genome sequence is soft-masked" /> + + <section name="evidences" expanded="true" title="Evidences"> + <param argument="--bam" type="data" format="bam" optional="true" label="RNA-seq mapped to genome to train Augustus/GeneMark" /> + <param argument="--prot_seq" type="data" format="fasta" optional="true" label="Proteins to map to genome" /> + </section> + + <section name="genemark" expanded="true" title="GeneMark"> + <param argument="--fungus" type="boolean" checked="false" truevalue="--fungus" falsevalue="" label="Fungal genome" help="GeneMark-EX option, run algorithm with branch point model (most useful for fungal genomes)" /> + </section> + + <section name="augustus" expanded="true" title="Augustus"> + <param argument="--crf" type="boolean" checked="false" truevalue="--crf" falsevalue="" label="Use CRF training for Augustus" help="Alternate training method (Conditional Random Field)" /> + <param argument="--rounds" type="integer" value="5" label="Number of optimization rounds used in optimize_augustus.pl" /> + </section> + + <section name="advanced" expanded="false" title="Advanced"> + <param argument="--UTR" type="boolean" checked="false" truevalue="--UTR=on" falsevalue="" label="" help="Experimental, requires RNASeq data (bam) and a softmasked genome" /> + <param argument="--filterOutShort" type="boolean" checked="false" truevalue="--filterOutShort" falsevalue="" label="Filter out too short traingin gene predicted by GeneMark-EX" /> + <param argument="--eval" type="data" format="gtf" optional="true" label="Reference set to evaluate predictions" help="using evaluation scripts from GaTech" /> + <param argument="--eval_pseudo" type="data" format="gff3" optional="true" label="File with pseudogenes that will be excluded from accuracy evaluation" /> + </section> + + <param name="output_format" type="select" label="Output format"> + <option value="gtf" selected="true">GTF</option> + <option value="gff3">GFF3</option> + </param> + </inputs> + <outputs> + <data name='output_gtf' format='gtf' label="${tool.name} on ${on_string}: GTF annotation" from_work_dir="braker/braker.gtf"> + <filter>output_format == 'gtf'</filter> + </data> + <data name='output_gff' format='gff3' label="${tool.name} on ${on_string}: GFF annotation" from_work_dir="braker/braker.gff3"> + <filter>output_format == 'gff3'</filter> + </data> + </outputs> + <tests> + + <test expect_failure="true"> + <param name="genemark_license" value="gm_key_64"/> + <param name="genome" value="genome_masked.fa"/> + <section name="evidences"> + <param name="bam" value="SRR7458692.bam"/> + </section> + <param name="output_format" value="gtf"/> + </test> + + <!-- Disable next 2 for CI (it should pass locally)--> + <!--test> + <param name="genome" value="genome_masked.fa" /> + <param name="softmasking" value="true" /> + <param name="genemark_license" value="genemark_license.gm_key" /> + <output name="output_gtf" file="out_genome/braker.gtf" sort="true" /> + </test> + <test> + <param name="genome" value="genome_masked.fa" /> + <param name="softmasking" value="true" /> + <param name="genemark_license" value="genemark_license.gm_key" /> + <param name="output_format" value="gff3" /> + <output name="output_gff" file="out_genome/braker.gff3" sort="true" /> + </test--> + <!-- following 2 tests throw an error because test dataset is too small --> + <!--test> + <param name="genome" value="genome_masked.fa" /> + <param name="softmasking" value="true" /> + <param name="genemark_license" value="genemark_license.gm_key" /> + <section name="evidences"> + <param name="bam" value="SRR7458692.bam" /> + </section> + <output name="output_gtf" file="out_bam/braker.gtf" sort="true" /> + </test> + <test> + <param name="genome" value="genome_masked.fa" /> + <param name="softmasking" value="true" /> + <param name="genemark_license" value="genemark_license.gm_key" /> + <section name="evidences"> + <param name="prot_seq" value="proteins.fa" /> + </section> + <output name="output_gtf" file="out_prot/braker.gtf" sort="true" /> + </test--> + </tests> + <help><![CDATA[ +Braker_ +------- + +Braker_ allows for fully automated training of the gene prediction tools GeneMark-EX and AUGUSTUS from RNA-Seq and/or protein homology information, and that integrates the extrinsic evidence from RNA-Seq and protein homology information into the prediction. + +In contrast to other available methods that rely on protein homology information, BRAKER reaches high gene prediction accuracy even in the absence of the annotation of very closely related species and in the absence of RNA-Seq data. + +.. _Braker: https://github.com/Gaius-Augustus/BRAKER + ]]></help> + <expand macro="citations" /> +</tool>
--- a/braker3.xml Tue Sep 05 09:40:27 2023 +0000 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,203 +0,0 @@ -<tool id="braker" name="BRAKER3" version="@TOOL_VERSION@+galaxy@VERSION_SUFFIX@" profile="22.05"> - <description>genome annotation</description> - <macros> - <import>macros.xml</import> - </macros> - <requirements> - <expand macro="requirements" /> - </requirements> - <version_command><![CDATA[braker.pl --version; $GENEMARK_PATH/gmes/gmes_petap.pl | grep version]]></version_command> - <command><![CDATA[ -if [ -z "\$GENEMARK_PATH" ] ; then echo "GeneMark is not installed on this Galaxy server." >&2 ; exit 1 ; fi && -if [ ! -f "\$GENEMARK_PATH/gmes/gmes_petap.pl" ] ; then echo "GeneMark is not installed properly on this Galaxy server." >&2 ; exit 1 ; fi && - -## This specific GeneMark version has some tools bundled with it, forced to use it. -## I feel dirty. Pardon me. - -export PATH="\$GENEMARK_PATH/../tools/:\$PATH" && - -## GeneMark only search for license in ~/.gm_key -cp '${genemark_license}' ~/.gm_key && - -braker.pl ---genome '${genome}' - -$softmasking - -#if $evidences.bam: - --bam ${evidences.bam} -#end if - -#if $evidences.prot_seq: - --prot_seq ${evidences.prot_seq} -#end if - -## No hints, use esmode -#if not $evidences.bam and not $evidences.prot_seq - --esmode -#end if - -#if $output_format == 'gff3' - --gff3 -#end if - -$genemark.fungus - -$augustus.crf ---rounds $augustus.rounds -$augustus.AUGUSTUS_ab_initio -$augustus.keepCrf - -$advanced.UTR - -$advanced.filterOutShort - -#if $advanced.eval: - --eval ${advanced.eval} -#end if - -#if $advanced.eval_pseudo: - --eval_pseudo ${advanced.eval_pseudo} -#end if - -#if $species: - --species '$species' -#end if - -$advanced.alternatives_from_evidence - -#if $dev.splice_sites: - --splice_sites '$dev.splice_sites' -#end if - -#if $dev.min_contig: - --min_contig $dev.min_contig -#end if - ---gc_probability $dev.gc_probability ---downsampling_lambda $dev.downsampling_lambda - -#if $dev.gm_max_intergenic: ---gm_max_intergenic $dev.gm_max_intergenic -#end if - ---threads \${GALAXY_SLOTS:-2} -]]></command> - <inputs> - <param name="genemark_license" type="data" format="txt" label="GeneMark license file" help="Braker uses GeneMark, which is not a free software, to use it download and unzip a license from http://topaz.gatech.edu/GeneMark/license_download.cgi (ES/ET/EP version). GeneMark needs to be installed manually by Galaxy administrators." /> - - <param argument="--genome" type="data" format="fasta" label="Assembly to annotate" help="The assembly should preferably be soft-masked (with RepeatMasker for example)" /> - - <param argument="--softmasking" type="boolean" checked="true" truevalue="" falsevalue="--softmasking_off" label="Genome sequence is soft-masked" /> - - <param argument="--species" type="text" label="Species name" optional="true" help="Using Sp_1, if no species is assigned"/> - - <section name="evidences" expanded="true" title="Evidences"> - <param argument="--bam" type="data" format="bam" optional="true" label="RNA-seq mapped to genome to train Augustus/GeneMark" /> - <param argument="--prot_seq" type="data" format="fasta" optional="true" label="Proteins to map to genome" /> - </section> - - <section name="genemark" expanded="true" title="GeneMark"> - <param argument="--fungus" type="boolean" checked="false" truevalue="--fungus" falsevalue="" label="Fungal genome" help="GeneMark-EX option, run algorithm with branch point model (most useful for fungal genomes)" /> - </section> - - <section name="augustus" expanded="true" title="Augustus"> - <param argument="--crf" type="boolean" checked="false" truevalue="--crf" falsevalue="" label="Use CRF training for Augustus" help="Alternate training method (Conditional Random Field)" /> - <param argument="--rounds" type="integer" value="5" label="Number of optimization rounds used in optimize_augustus.pl" /> - <param argument="--AUGUSTUS_ab_initio" type="boolean" checked="false" truevalue="--AUGUSTUS_ab_initio" falsevalue="" label="Output ab initio predictions by AUGUSTUS"/> - <param argument="--keepCrf" type="boolean" checked="false" truevalue="--keepCrf" falsevalue="" label="CRF parameters" help="keep CRF parameters even if they are no better than HMM parameters"/> - </section> - - <section name="advanced" expanded="false" title="Advanced"> - <param argument="--UTR" type="boolean" checked="false" truevalue="--UTR=on" falsevalue="" label="" help="Experimental, requires RNASeq data (bam) and a softmasked genome" /> - <param argument="--filterOutShort" type="boolean" checked="false" truevalue="--filterOutShort" falsevalue="" label="Filter out too short traingin gene predicted by GeneMark-EX" /> - <param argument="--eval" type="data" format="gtf" optional="true" label="Reference set to evaluate predictions" help="using evaluation scripts from GaTech" /> - <param argument="--eval_pseudo" type="data" format="gff3" optional="true" label="File with pseudogenes that will be excluded from accuracy evaluation" /> - <param argument="--alternatives-from-evidence" type="boolean" checked="true" truevalue="--alternatives-from-evidence=true" falsevalue="--alternatives-from-evidence=false" label="Output alternative transcripts based on explicit evidence from hints"/> - </section> - - <section name="dev" expanded="false" title="Expert options"> - <param argument="--splice_sites" type="text" label="List of splice site patterns for UTR prediction" help="Only affects UTR training example generation, not gene prediction by AUGUSTUS (default: GTAG"/> - <param argument="--min_contig" type="integer" optional="true" label="Minimal contig length for GeneMark-EX"/> - <param argument="--gc_probability" type="float" min="0" max="1" value="0.001" label="Probablity for donor splice site pattern GC for gene prediction with GeneMark-EX"/> - <param argument="--gm_max_intergenic" type="integer" optional="true" label="Maximum allowed size of intergenic regions in GeneMark-EX" help="If not set, the value is automatically determined by GeneMark-EX"/> - <param argument="--downsampling_lambda" type="integer" min="0" value="2" label="Lambda parameter of the Poisson distribution" help="for downsampling of training gene structures according to their number of introns distribution"/> - </section> - - <param name="output_format" type="select" label="Output format"> - <option value="gtf" selected="true">GTF</option> - <option value="gff3">GFF3</option> - </param> - </inputs> - - <outputs> - <data name='output_gtf' format='gtf' label="GTF Annotation" from_work_dir="braker/braker.gtf"> - <filter>output_format == 'gtf'</filter> - </data> - <data name='output_gff' format='gff3' label="GFF Annotation" from_work_dir="braker/braker.gff3"> - <filter>output_format == 'gff3'</filter> - </data> - </outputs> - - <tests> - <test expect_failure="true"> - <param name="genemark_license" value="gm_key_64"/> - <param name="genome" value="genome_masked.fa"/> - <section name="evidences"> - <param name="bam" value="SRR7458692.bam"/> - </section> - <param name="output_format" value="gtf" /> - </test> - </tests> - - <!-- <test expect_num_outputs="1"> - <param name="genemark_license" value="gm_key_64" /> - <param name="genome" value="genome_masked.fa" /> - <section name="augustus"> - <param name="rounds" value="2" /> - </section> - <section name="evidences"> - <param name="bam" value="SRR7458692.bam" /> - </section> - <param name="output_format" value="gtf" /> - <output name="output_gtf" file="out_genome/braker.gtf" sort="true"/> - </test> - - <test expect_num_outputs="1"> - <param name="genemark_license" value="gm_key_64" /> - <param name="genome" value="genome_masked.fa" /> - <section name="augustus"> - <param name="rounds" value="2" /> - </section> - <section name="evidences"> - <param name="bam" value="SRR7458692.bam" /> - <param name="prot_seq" value="proteins.fa" /> - </section> - <param name="output_format" value="gff3" /> - <output name="output_gff" file="out_genome/braker.gff3"/> - </test> - - <test expect_num_outputs="1"> - <param name="genemark_license" value="gm_key_64" /> - <param name="genome" value="genome_masked.fa" /> - <section name="augustus"> - <param name="rounds" value="2" /> - </section> - <section name="evidences"> - <param name="prot_seq" value="proteins.fa" /> - </section> - <param name="output_format" value="gff3" /> - <output name="output_gff" file="out_genome/braker.gff3"/> - </test> --> - - - <help><![CDATA[ - -Braker_ allows for fully automated training of the gene prediction tools GeneMark-EX and AUGUSTUS from RNA-Seq and/or protein homology information, and that integrates the extrinsic evidence from RNA-Seq and protein homology information into the prediction. - -In contrast to other available methods that rely on protein homology information, BRAKER reaches high gene prediction accuracy even in the absence of the annotation of very closely related species and in the absence of RNA-Seq data. - -.. _Braker: https://github.com/Gaius-Augustus/BRAKER - ]]></help> - <expand macro="citations" /> -</tool>
--- a/job_conf_braker3.xml Tue Sep 05 09:40:27 2023 +0000 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,20 +0,0 @@ -<!-- Adapt the paths to your install of GeneMark and ProtHint, then run planemo with the job_config_file option --> -<job_conf> - <plugins> - <plugin id="planemo_runner" type="runner" load="galaxy.jobs.runners.local:LocalJobRunner" workers="4"/> - </plugins> - <handlers> - </handlers> - <destinations default="planemo_dest"> - <destination id="planemo_dest" runner="planemo_runner"> - <env id="GENEMARK_PATH">/home/abretaud/softs/etp.for_braker/bin/</env> - <env id="PROTHINT_PATH">/home/abretaud/softs/etp.for_braker/bin/gmes/ProtHint/bin/</env> - </destination> - <destination id="upload_dest" runner="planemo_runner"> - <param id="docker_enabled">false</param> - </destination> - </destinations> - <tools> - <tool id="upload1" destination="upload_dest" /> - </tools> -</job_conf>
--- a/macros.xml Tue Sep 05 09:40:27 2023 +0000 +++ b/macros.xml Wed Sep 06 09:50:12 2023 +0000 @@ -1,10 +1,10 @@ <?xml version="1.0"?> <macros> - <token name="@TOOL_VERSION@">3.0.3</token> - <token name="@VERSION_SUFFIX@">0</token> + <token name="@TOOL_VERSION@">2.1.6</token> + <token name="@VERSION_SUFFIX@">1</token> <xml name="requirements"> - <requirement type="package" version="@TOOL_VERSION@">braker3</requirement> + <requirement type="package" version="@TOOL_VERSION@">braker2</requirement> </xml> <xml name="citations">
--- a/test-data/genome_masked.fa Tue Sep 05 09:40:27 2023 +0000 +++ b/test-data/genome_masked.fa Wed Sep 06 09:50:12 2023 +0000 @@ -4313,10104 +4313,7 @@ CATGTCAAGTATTATTATCGAGCAACTACAAACGAAATACAAACATACAT TTAATTGCCAAGAATGTTCCTAGCCAAACAAATGTCGAAATAATGTCGGG CCACGGCCAAAGATTTATCATATTCACTCGACTGTCATAAAAAGCAATTA -GGCCCGGGCGAAAGATACACGACCGGCAGTCCCGAAATGTAATAAAAAaa -taacaaaatACACCGAAGGGGCGCAGCGAAAGAAGAAAGAAACGATGTGT -GATTTGAAGTTGTTTCTGGTTTTCGGTTTCGCTTAATGAGTTTGCCGCAC -AAAAAGTCGCTTCGAGGGAAGCGATTAAAGATTCCACATCCAGTGCGGCA -CGTCGGGGTTGTTGCTTCTGTAGCGGATGGTCCTGCACCCGAAAAAATAA -TTTCACTCGAGGCTATCAGAAAATGGTGTAGCGGTGTGGTCCAGATATGC -CTCCAGATATTGAGTACGCCGTGTCAGTGAATTTGAATTCAAAAAATGTT -TGAAAACTTTAATTGTTTTCCTCTCTCCTGATGATAACTACTTTGAACGA -CGGAAAAACGTACTATAAACAAAGTATAATTAAATCTTTTCCATTTGTTA -TAGAGTACTCTTTACTTAAATAGTTTGAATTTGGCCTAAAAGTTATCAGT -GATAACTGAGCGTTATTCATCACGTTATTCTTTGGTCGACTTCTTAGATT -TTTTGGATGGAGTCTAAGTCTGCCTAATTTCAGATTTCAGATAATTTAAT -TTAAATGAGTGGGACAATTTCTTTAAGTGCAGCGTGTCTCTTGTAATTAG -TATGCCTGCACACTCGCCGTGCCctgtgccctgtgccctTCGAAATAAAA -GCGGAAGCGGAGGTCCCCGCGAACAGTTGGCCCTTTGGGACAGAGAAAGG -CAGGTTCGGTTTGAAGGGCACTCGTCAGCAGAAACGAAAGGTGGGGAGGG -GCGGCGATACTATCCACGTTCCGATCCGAAAACAAGCGACCTGCCGATTC -GGATTGGTGTGAAAAGTCCGCCCCATGGCAACTGGCCTTGTTTTTTCCGT -CTGTTGCATATTTTCACAAGTAATTAACATGTGCCCGACGTTGTCCTTGT -CCGTAGCCAGGGATCCGGGAAGCCAGCCTGTTCCCGCGCAACTGTCCAAA -CAGGCTGCCCCGTTGTTGTTCGTCAGCGGGGTAACAAAGCGCTGCCTCCG -CATTAATTTGCATTATTTTCACATTTAACTTTCAAGCGAGTGCGCCTGCC -GAAGTTGCACTCTGCCGGCGAGCGGACAGGTGGAGCAGGTGGAACTGAAG -TGCCACTTCTAATTGTGCGGTGATTGGGGCACGGCTTTGAAAGATTCCGT -TCGAATGGCTTCCATCGGCAAACACCAACTATCGTCCCTGCCTTGATTGA -GTTAATAAGGGTTTAGGAATAATTTGATTGGCGTTAATAAAATATTGgta -aaacatcggtaaaacgTTATGTTGTATGCAAGTTTCACAATGAAGCTACA -ATAATATGATAATTTGCTTTAGCGAAGATTAGTACCAATAATTTGATTta -ATTTGAGTCGAAACTTTAAATATCAATTAATTCATTAACCGGGAGGGTAT -GATTAAAATATGCACCCTGTTGCTAAAATTAAATTTATGGTTTCTGTTGC -AAAGAATTTTACAGTGATGACAGAATGACGAGAGACACATTTCTGATCAA -CCTCTCCACCTCAGAAAAGATCTCAAATTTTAAGCAGCAGTTGCATCCAC -TTACTTTAAAACGACAACTTATAATTTGATCAGTGCTCTCAACATATATC -CAATTTATTAGATTTCCATGGCACCAATTCGATTTTTACTTTTAAATGGA -AAATCAAAAAGGGGAGAGAATCCCGGAAAGAGGAGCACTGATTTCTAGAA -TATTTATTTAGGAACATTTTAATATTGAATTCTTCAAGCCGGAGGAACAT -GCCACTTACAGTTCAATAGTTTTTACTTAGAAATTACATATCATTGCTAT -CATTACTTTTCGATCGCTATTCAGTGTTTATTTTATGGCTTTCGATCCCC -AAACTGTGTTAGGCTTAAGTTTAAATAATATTCCTTCGATTCTAGAACGC -TGTGCCCTGTTTCATAAACTTACATAGTTCATGGGCGGAAAACTTactta -ctgactgGCGATGATGCTGCCCCATTGCCCCATTTGGGCCATTTAGTTCG -CCGTTGATGATAAATTCTGCACTATGGCCCCGGGCGAATGTGCAATAAAA -TGCTCCCCGCGCTCCGCACAGCAACAAACCTTGCAACATAAATTAAGGCG -CAAAATGTTTATTTACGCTGCGGGAGGGAGTCGGAGGGAAGTCGGGAGAA -AGGGGCAAACACGCCGGCTGTTTCCTGCGCAACATTTGCATTTTGACGCC -GCATTACGCGTGATGTGAGGAGCCCCGGCCACTCGGCTTATCAGCCCAGA -GAAATCAAACGGCGCAGAAGTCGGCGGAGATTGTGGAGTTGCACGTCCAC -TGCCCGCAGCATCTTGCAACATTTTGTTTTAATTTCGCACTCTTGAAAAG -TGGCAGCCGCCACTCGGACGGTTTTTGAATTGGCCAAGTGAATTGCCACG -GACCACAGCGGCAGGGAATGTAGTAGAGTCCAAGACAGGGAATGGAGCCA -GCTGCTGGTCGATCTCACCTAGGGAATGGAGTCCATCGCTTTCCTTTCCC -CTTTGCAATGCTGCAATACCTTAAGATATTTCCTATACTTCGGCTTTAAT -ttggaaaaaaaaGTAACACTTACTAAGGTAAAATGAAATCTCGTATCTCT -GCTTAAGTAAAATTAGAATCAGTAGGGAACATTCCAAGTGCTTTGGAATA -TTAAACTTCATATCATACCAAGAATGATATTTCTCTGCCCTGAATTTATC -ACTCATTGTCGGTTCATTCAAGTGATTCCTTTTTTAAATATGATTATTGA -TTATCAATTTCTTTCATGTTGAGTCCCATTCCCCTTGCAACAGAAAACTT -CACACTCGGCTGTTTTTTCAGGCATTTTTAAAATCAAGGGGCCCACATCA -AAGGGCATTGCCTAAGAAACGAAGCCAATTGTATCTGCGTCCCAGTGCGT -GTATACACGTATCTGcatctgtatctgtaGTATATCAGtataTCAATGGC -CGTATCTGAAGGTGCGAGTTTTGATTGCGTTCGCTCTGTCAGGCAGAGGG -ACAGAAGGGCGCTTTATTTGATTTCAAGTTATGTTGTTTTTAGTGAGTTC -CTCTGGCACTCCCCTCCAGGTTTTTTGGCTTTTGTTTGTTGAACTTTGGC -TGACTAATAGCTGGTGAAGGGGGACCTCCAGGGGAGTGGGGCAGTTATGA -CGATGCCATAGTTTTTCGAACACATCCGAACATGTGTATTTATTACCGCC -TGATGCGGGCTGTTTGTTCCCAGCGCCCTGCACCGTGATTTGATTTATTT -GTACACAGTTTTATGATATTTACATGTCTGCAACTGAGGGTCCATGGTGT -GGCAAGGAGGGGTTGGTGGCCAGCGGTGCGGCAGGAGCAGCAAATGCAAT -CTACACCAGTGATTCAATTCTAGGTTCATCGAGTTCGCCTTGCACTTCTT -CGTTTTGTTCAAGGGTTATACAATAGTAGGTTAAGTTATTATATAAAAAT -ATGTTATGCGGCTCATAGTACGCCAGTACATAGAAAGCGCTGAGTTTAAA -ATTTGATTGCCGCTCCGGATTAATTTGTATTTTATTCGATCATAGTAAAT -GACGTTTTCAAATTAAAGTATAAATTGTGTGTTTTTTGATTGCATTGATG -GCGTTCTTTCTAAACTATATTTTGGGGTAGTGTAGTATTGCTCCTAAAAC -TTGTACGTCATGTGATCCGAACGTCAAATATAATAGTTTGAAGTTGAATT -GCCCACAAAAGAAATGTAAATTATAGGGAAGAGATATTTCAACTTTCGTT -TGATCTGACGCTTTTAAGTTTGTGGTTTATGTTAGGTTAATAATGCAAAG -TAATAGTACAGTAATTTATAACTTCAGTTTACATCAGGCTAGTGATTATG -CTATGCAACCCTGCGCCTGATAATTACAAAAGTAATTGAAGGCAATGATA -GGAGGCAGTTCCATCCTGTGCCTCGTTATTATTTTGTAAAAGCTTCTGGG -CCAGACAACTTCCTCTGTAGCGTTTTTCCAGCGATTCCTAAACTGCCGTA -ATTACGCCTCATTTGGGCTGGCCGCCATTAGCCGCCCGACCCCAATTCCC -GTCCCGACTCGTATCCCAGGCCGATTCCGAACCAAAGACTCCAAACCCAA -TCAAGTGCAGCCGTTGAAGATGAGAAGCCCTCCTCCCGGACAGTGCTTAT -CTATCGCTGCTCATCGACAGTTCCTCGGGGGCTGAACTCTGGCCATTATC -AATTCATGTCCCGTCATAATTAATAAGGCTCGGGTGGAAATTGGAGGGGA -AAACCAACACGCAAGACGGCAATCAGTTGGCATTGTGTTGGGTCTtcgga -tgtgggatatggaatatgtgatagggaatatggaatatgagtttcgggat -acgggAGTTCTGGTTCTGAAGCCTGAtgtctgaagtctgaggtctgaagt -ctgGGTGCGACCTTATCGGGCAACAGCTGCCGTTCCAATAAAGGAGCAAT -CCCCCTCCACACTCCACAGCCGGTTACTTTGGCGATGTCTGTTGTTTGCT -CAAGCGCTCCTGGCCAATTACAGCTTCCTGTTGTGCGAATTTCCGTCGTT -CCCCTTTCCATTTGGTGCACGGCGAGAAGGGAGACTACAGTCTTACGAAA -TTAAATTCGATCATGGCGAATGATACTGTCTAAAGTATTCGCATATTttt -tttTCCGTGTTCGGATATCCTATTCTGAGTCAGTCGGGTTTTTTATCCAC -CTACGACccctacgacccctTTGGCAGGAATGAAAACATAACACACGCTC -AATTTCAAGTGTCGAAATGTCCGACAGCTGAAATAATAGAGTGGAAATGG -GTGCGCATCGCATCTCCTTCTTTCGGCTTTTAGCCATCCCCGGGGGCCAA -CGGTAACTAAAGTCTCAGAATAAACAACGCCGGCAAACAATTTATGAAAT -CATTTTCGCATTAAAAATGCGAGGCCAGGCAAATAAAAAATGGAAAACAT -AAAGTACAATAACCGACAGCGGCACACATGCGGCCGAGGAGCGAAAACAA -TTGCAATTGCAGGCAATTTGCTTGATTttctttttttttttCAAATACTC -GTACCATATTGTTTTTCTTTGAGCAGAAGGTCCGAGGGAGGGTGAATTTT -GAGCCTGCCAGAGCGTGCCGTGCAACAAGAGAATCCAATTTCGTAGAATT -TGATTGTCAACTGAAATGACGGAGAAGTCCATAAAGTGACGCAGGACAAT -CAGTGTTGCCCATTTGGCGGTTTTCTAAGCCATCTACATAGATAACACGT -TTTGAGTTTCCGATTTAAGTTCCAAATAATGTAGTAAAAAACGTATAAAC -AAGTCTTTCAGAATATTTGGTATAAGCCAACAGACCTGGGTAATATAAGG -CTCTATTCAGGATATCCTTTTGAGCCCATCCATGTCTAATCTCTACTTCT -CGCTTTGTTTCCATTCCAACCTCACTGTGTTAACAATGGAGACAGAGGCA -GCAGACCCGAGTTCATCGGATTCATAAATACTTGTATTGCCATCCGACGC -ACAAGTGTCAATTGCAGCTGACACGACAACGGCTCTCGGTTATTAGTTGG -CCATCAAACGTGCATGACACTTTAGTGGGTTTCTGcttctgcttctccct -gtacatgTGGCCCCCCGTCTCTTTCTTCCACAGCTacccgtctctttctA -GGCAGTTTTGGCCAGCAGTTGGGCCAAATTGACGTTCGGTGTTCTCGGTC -ACCAGGGAGCGAAGTGAATGCGGGTGGGCGGATGTGCAACCATAGAGTGC -GAAAAGATTCAAAACTATCACTCTATGAAATACGAAATGGCCGCGACTTT -AATCAGGAACGAACGATATATTTTTCAAGTTGGGTGATTCAACTCATAGA -TACCCTTTTATatgccctttGACATTATATTAGAAACAAAACACTTTGAA -AGCTCATTCAAAATTTGAAGTCGAAGTCCATTCACTTAGACGCTATACCT -CAAATCATTGGAGGTTCGTACTTGGTAAAATGCTAAATTAGTTAAGTAAA -CGCTGTCATTGTGATAAGAAAGCAGATGAGAATGGTAGTCCGAACAGGTC -TGTCTCAAGTTCCTTTAGAATTCGAGTCCCGGAGGATTGTCGACAGCACT -CCCAGATCGCTTAAACAGCTTCAATCACTCTCCCTTCCCATTCCCCGATT -CATTCAGGTTCAGGGCGCCCACTTAGCCATCCTTCCCTGGCAAATCACCC -CGCAGCTCCGAGGAACGACTATGAATTCACGGCAATCTGGTAACCGGCAC -CATCGGATGGGTGGAAGCCCGTGGGGTTTCGTTGAACCGAGTGAAACAGT -AAAAAGCTGTGCCCAAATTTAGCGGCCGGTTCACTGCACTTCGCCTGTGT -GtgtgtttgcgtttgagttCGTCTGGAAAAAATGGAAATAAATAAATGCC -GACACAACTGTCAATTATAGTCGTGGTGCTCGTGGGATCGACTCCGACTG -AGGCCATACATCCACGAACCACGAACGGCAACAATAGATAGATGCGAGTA -CGTAGATATTTTATATAAACAGCAGCAGTTCAATTTGTTGATTCGCCGCC -CGCTTGCCTTTCGATTGATGGCAACGTAGGACGCGGACAGGGACACCCAT -TTGAAAGAGCCATATGTGGCAGCAAAACTAAGTCCATACACTTGGAGAAA -GTGGTGTAGAGTTTTCTTTATAATTGAATTATTTAAAGAGGATAGCGTGA -AACACAGTAATTCACTCATTCAATTCTATTTTCAAGATAATCTCGAAACA -ACACTTTGTTTACTAATCCGATACTGTAAAAGGACTTACAGCATTTCTTG -TGGCATCATTTAAtcatttaAAAACGAAATAACATTAGTCGTTTTTGTAG -CTTGTTGCTTTGTAGTTTAGCTCAGCAAGCTCGACAAACCTAACATTTTT -TAAAACGCAGACTAAACTTAATCGTTGTTACCGGAGCTATGCCTTACAAA -CTAAAGGGTTATTGCCAATACCATATACTTATTAGTTTTATCACATGGTA -GATGAATTAATTATGAATATCTCGTTCAAATTTAATGTCCTCCTGTTGAT -TAAGAAAAATTATCCGAACAAATACTTATTTCTtttgggcaaacaaaaaa -aaaaaaacaaaaaaaaaatGGGATAACAAACTTGTTTCCAAAATAGTAAA -TTCCTTTGCACAAAAGCATTCATTTATAAAATAataaaatAGTtttccaa -aaattttagtttttgggggAGTGTATTTAGATACGATAATGTGGAATGCA -ACGTCAAAGTCATTTGTCACGCGCCGGGAACGACAACAACCACGGGCGAT -GTCAATGAGCGAACAATGAACCGGGCGGGCAAACAAACCGCCCCTGCGCC -CCGCATCCCCTGGCACCTTTCCACTGCATCGAACCTGAACCGCAGGGAAA -TAAAAAGCGAGCACTAAATCAACAATTACCAGATAAGCGAACGGCCGGCA -GTGAGCCCAATTCAAGAGTTCGAACACATCTGCGATTTAAATGTCAGGCT -CAACACACTTCCGCATTTATTTACAATGCCCCATGAAGTGCAGCGTTCTA -TGCCTCATTTCAGTTCGTCACCAAACTGGCGAGGCACTCGAAATTAGTGG -GACAAATGTGAAGGAAAAGGGCGCAGCCAGTTCTGAGCACCGAGGCTCGA -AGCGAAAGACCCTGCACCCAGAAAAATCCCAGCCAGGAACGCACCAAGCT -TGGTCGAGAGGGGTTTTAGAAATTAGGTATTGAATGATCATCCAACAATA -GTAAAGATATTCTTTATAATTGCTGAAAGGAATTGGGTGAAAAATATATA -TTATGTATTTAAGCTCATATTTACTAAATGAGAAGAAACAACGAAACGCA -CATTTTCAACCATTTTCCCCGACATTTTGAAATGTTTATTGTAACGAATT -TGGTATATAATTAACTAGAACATTATATTATCAAAAATTGAACACAATAA -CGGACGGTGGATACTAATAAATAATTCATATTATTTATTTACTACGATTC -TAATATAAATAGTTTAAATGTCTCCTTAACTGAGTGGCAAACTAAGAGTG -AAATCAATATGCACTCAGCAAGGGTATACAAATTACATACAAACAAATCA -AAAGTTGTTCCGCACATATAAGAAAACAGGGGAATGATAAAAAATTATAA -GAACCGGGTGCATAAAATGTGTAACTACATATGGAGCTGTAATAAtgtaa -taatgtaataaaatagtaaGCTCTTTATATCAGCTGTGAAAATAACCATT -TAAGTAAAATCGTTTGTTTGAGTTCTTTTTCTAATCAGCCTCATTTCCCC -CTTTTCAAATGCATCATCGTACGCCCCTGGTGATCCCAGCGAACCAACCG -TTCCGTTCATGAGCAAAACTCCAGGCAGTTTGTAATTTCATGCACTTAAA -CTCGCATTATGTTCCTCCCTCCCAGATATTTTTTGCTGCGTTCTGTTAAT -TCGGTTGCTTGTCCGATTttcttttttcccatttggggttattgtttttt -CCAGCTACGAATCTTTTTCGGTACGTCATCGTTTCCTTGTTTCGTTCTGA -TATCTCGCTGGAAAAAACCTCGGGCTTAAATTTATATTTGGTATGTTGTG -TGCCCCTGTCCAATTTGAGGTGTAGTCATTACCCGGGAACTGGGCGAAGG -GGTGTGCCTGGCCGACTGCGTGCTGCTTTCGTAATTACATTGATGGCGCG -CAGGGTCCGGACTTTGTCTGCTGGTCTCTCAAATTACAAGCATGAGCACT -CGGTGCATTTACGGGTTACGGTTAGCAGTTACCCACTTCCCGAACCGAAC -CCTTTCCCCGTCTCCGTTCCTGGACTGCGTTTAGAATTTAGACGGGGTCC -CTCACTATTATTAACTGCTTATTAAAAAAGCAGATGAAGAGTTTTTGGGA -TGCGTTCCTTATGAATCGAGTGGGAATTAATTATAATAATAAATTGAATA -CAGGCATTAAAAGCTTTTGAAGCGACATCGGGAACAGGTCCAGCTGTGTC -CTTCAAATATATTACAGACCAGCTGGTAATTGTAACTCAAAAAGTGTATT -TTTTATAATTGAAAGGTTTTACTGGTTAAAGAGGCGAAGTATATACCTTT -CAATCCATTTAGCCCAtttactgcttaaagaggcgaagtatatacctttc -aatccatttagcccattACGAAATCCTTATTTTTAATATGTGTTAATCAT -TTCGAACCTTCAAATTGTAGTAATTAATTTGACTCGCCCTCTCCAAGCTC -GATTTCCACAGATCCACTTTAATGTTGTCTTCACGGGCGCACATTTTTCG -CTACCCAGAAATAACTGCTTGAGGTGACCCATTTCGGTTGCACAGTGCCT -GCCATTTAGCATTCAccatttgccattcagcattGTGCCAGCTTAACCTC -ATTTCGAAGCAAATGCTAAAGAATTACATTAAACCCCGAGTGACAAGCCG -AAATGCAAACgcaaaatcaaagaaaagaaaattaacatGAAGTGAATTTC -GAAAGGGGGGCGGACGGACACGGGCACAGAcggacggacAGCCGGGAAAA -ATGCCGGGGGCGGTGGGAAACTTTGGCAAAGAGTCGGGCACGTGCTTATA -GCGCAGAAATTTGGAAACTTTTGTGTTTCCTCAGAGACCCAAAGAGACAG -CTAGACGACATGGACGTGACGGACCCAGACCGACAAGCGAAcagacggac -ggacggataggcggacggtCGACGTAATCATGAGGCAATTTCTTCTGGGC -CCGGCTGGCAACTGCATTGTGTAGTCAGCAGTTTCTTGGCCCGCTTCGGT -GAGCCAACTCAACATCAAGCTCACCTCCCGAATTAACCCCGAGCTGGATT -GGGACAGCTGATTTGGAGTGCTTTTCCGGTGACCCACTGGAGACGCTTCT -ACCCACTTAAGCTCCAAGAATACCAATATTTTCCTTGGCCGTTTTTTTGG -CCAATAAATCATGTGGCACATTGTGTCAGCTCTTTtcttgtcttttcttt -GAGATTCTGTTGTTTGTTCTCTGTTCCGAATCGTTGGTTTGGCAAACGCA -ATTTAAATAAAAAATTAGCGCATAAATTGTAAGCATGCACTAAGTGAGCT -GTATtttttttttttttaacccAATGATTAGCTATTCACAATTATTTGTA -ATAAAGCATGCCTTATAATACATTTTCATCTTTATTTCCCATCTTACCGC -GTCAGTTACATCAAACAACATTACCAGCCTAATGATAACCTATTTACATA -TCTTAAGAAAAGAGTTGAACTGAGCGAAAAGCAAAAAGAGTTAAGTGCCA -GGTGACCCCATTTTCTTTCCGTGCATTTAGCGATCCCCCAtcccccaTGT -GATGTGTAGATTCATTCAATTTATTACTTGGCATATTTTTTGCTGCTGCC -TGAAATAAATAATGCCTGGAGCTGTGCAAGCGGGTCGATTAATATAAATC -AACGCCTGACGGTGTCGTCCAAGGGAAGTTgttggtgggggggggggggg -tgtaggaggaggggttgttgttgGGGCTTCGGCTGGTGTGGGGGAAAggg -aaaggggagtggGTGCCTCGCCCGCTGACTTTTCCTTTGTGGCTTTAATG -AAAGTAATTTATTAagtaaTTTCTAAGCTTTTAGTCGTGACGCTCGCTGT -TGAGAGTTTAATTAATTGGCTTTCATATTAAACGACCCGACCAGGCCTCA -ATGAATTATGTATGAGAAGGTAAGTAGCAATCGATATTGagattgcgaTT -AAATATTCCGCAGCCTCGGCCGAGAAAACCCCCAATTGCCCTGCCCTTCA -TGCTCGGTACACGGATCGAGAATGGAAACTTTGAAATGGTTGTAATAGAT -TAATAAGCATTCCGAGGACTAGTAGCAACATTAGCATCCTTTGCCAAGTT -GAGAAATCAAATATTACACTTAAGATCAGAACTTATAAATGCCTGAGACT -ATGACCCATATGCTATTTGTATACTAAACTAATGTCAGTATCCGGAAATA -GTAGTTATATATACAGGTATTGTCGCTGTAAAAGTTGCCTCTGTTTGCTC -CGATCTCTCAGAGAAGTCAGCATATTGCTCTCCCCTGTGGGTTAGATACA -TTTGTATCTTTAAGAGCGGCGATTGCGACTGCAGCCAAAACTACCAGCTA -ATGGCCATCGAAACACGGCGGATGTGCGAGCACGAAACGTGCTTTCCGAA -TGGccaaatggcgaaatggtcaaaACCAAAGCAAACCCAGACGGGCAGAC -AATGAAAACTAAAGCCAAGAAAATAGACGGGATGAAAGCGCAGGCAGAAA -AACTGCAACCGAAAATAAATAAAAATGTTTCAGAGAAAACTGTCAAGATT -TGCATTTATCGTCGTTGGCGTCGTGGGCCAAGAAAATGCACATGCGATAA -AAGTGGTTGCGATGGCTTTGCTATTGCAACGTCTGGTTtctggcttttgg -cttctggtatctggtatcttgtagtcgctattcgcaattcgcaatttggt -atctggtgtctggtgtcttgtgGATACGGGTATCTATATCTGCACTTGGC -CATAGATAGCTTAGTTGGCATTTGCTTAATTTGCATATCGCACTGCAGCG -GCGTCTCAGCAGAAAAATATTTGAGAATTTGCACTTTAATTGCAAATCAC -CTAAATCACCATCAATTCCGACATCATTAACTGGCTCTGCAGATACGGAC -TGATTGGTCTGTGTCGCACTCATTGCACTCATTATGCATTTGTTTCCTAT -TAATTTAATTAGTCGGCTTTTAGCGGTTGTGCAATCCGCTCGGCATTTCC -AGCTGAGTTTCAGATCCAGCTCCCGAAAAGGCCCCAATACAGCTCAATAA -CATTAATGACGGGATTAAATAGAAATATTTAATTTCCCTTTGCTTTTTCC -GATACCCTCGCACCAATTTGCCGATGTGCAGTACAAATACGGGTTTAATT -TTGTGTTTGGTTTTCCGACGGCTTTGTGTGGGATATTCCATCTGCTAAAT -AAATTAAAATGTTATTTATTATTCTCCCGAAGTACATTGTTTGCCGGACT -TGATGTGGTCACAATAAACACAAATTCAGCATTGACTGCCCGCATTCAGC -ACACACAAATCAACGCAAATCGAATGGCAATTGTCTTTTATCGCAAAAGT -TGATTATGCCCTCTTCACACTCAGCACACACCTGACGACTATATCATCAT -AAGCTTATTTCAAATTATCTCTAATTTAAATAGTGAACATTTTTACTACG -CTGTAATTTATCAGCCATGTTCACTTTTGAGACGCATAAAGCTGGGCATT -TGGGAAGGTTGTGTAACGGCTGATAACTTCCCAAATATATGGAAAACTAT -ATAGACAGTAGCCCGCAGAAATAGCGGAATGCCATTTTCGTTCAATCGTA -ATCGTGAATTTCTGGCAAATTCAAATGCGCAGAAACTCCCCCCCATCGGC -AGCCGAAAAACCCCTCAATTTATTCGGTTTACAATTCAATTTAAATGTAA -TTTCCCTTTTTGCTAAATTGCGAATGCCAATTCATGGAGGCTGTGCGAGT -GAGACGGGCGTCCAGTGGGGAAGAGAGACGCCCTCAGTCAACTGTCGTAT -TCCTAAACGCAGTGCCACGCCCAcacacacATCACCAGGGGCTGGAAAGC -ACATGTAAGTGATAGTGGACGTCATAATATTTCGTTTGACACACGGCAGC -AAATCTTGGCATAAATTGACGAAATAAATCATGTTTGCGACACGTGATTG -GCGACCCAAACAGAAAAGCACGGCCACCGTGGGGTTAAGGGGAATTGCAC -ACAGCGAACGCAGGTCGAAAATCGGTGAACAGCTGTTCAACAACTCACTA -TGTTCGCGAAAGCGAATGCCACAACTGAGTGGAACGGGCTTATGTCGATT -TGCAGAGTTCAGTTTTCAGGATCTTTGATGACTGCTACATATCAATTAAC -TACCAGCACATGTCGGTTTTACAGAGTTATGTGTATGAATGACCGTTTAG -ATtttatattttagatattTGGATTATTCACAAATTAAatatatatatat -atataATTGCAAATAAATGGTTGCAATAAATAGTTTTGAGTCTATTAAAT -GGACCGTTCCGAATATGAACTAAGACCAACGCTGAAAATTAAGTTTTGCC -AAAATAAAACGAATCAAAATTTCGGGATCGATTTTGTTGTTTATTGATTA -ACGTTCAGCTTAAGACTGAAAATCAAAtgaaagtgaaaatgAGGAGAAGC -CTCTGTGCTTGCTTAAAGAATATGTTAATGTTTTTGGGAGAGCATTGCTC -TTGGATTCTTAAGTGGAGGAGAAGCCTCAGAGAGAGCAGGCAGACTTTAA -GATTTGTTTACAAGAATGGCTAAGTGCCGCTGTCAAAGAatttgtttatt -agaatgCATACTGCGCAGATGGCATACAGTATGGGGGTGTCAAAATGCAG -AGTGGATATTTTTGTTATTTGATCCACATTAGCATGGTGGTCACTTATTG -TTTACGTATGCGGCTTTTCAATATGTTTACTCTACGTTATGTGGTTTTGT -ATGTGAATATGTCACTTCCcttcccTTAAAGAGAAGCCTATACTTGGGCT -GGGATTGATGGATATAGTAGGGGTAATGGAACGTCTTCCATTTCTATTTG -TTGTGCTGTGTTTTGAttttgattttttcttaattttagttttGCATACA -GCATCATGAATGGGTTAAATGATACGTATCTTAAATATAAGTACAATAaa -ataagtataatGATGACAGTAGTCATAAATATGTAAAGTGTAATATTGTT -TTGTGAAATCATTTCATTAATGTCGTTGTGTTTAACAGTTTTTATttttg -ttatgttaAGTGGTGTGTATAATGGTGTCAAATCTATTTCTGGTTTAAAG -AGATTTTCACTTAGAATTATGCTATTGATTTCTATTTTACATTGGGTTAC -TtttatcattttgtttccttttatttttatattATTAAATGAATTTTGAC -AATTTTGTTTGAGACTTGTTTGGGTTAAATTCCAGGTTACAATTGTGTTT -GGTTCTATGTATTTTATTATTTCATCTGTGTGGATTGACTCAAAATTACA -AATTGGTTTTAAATGTTTAATAATGTTGGTGACACACTCATTGTTTATTt -ctttatttTCGTTATTGTAAACTTTATTTTCTCTTTCAAAATATGATTGT -GTGTCTGTGTATTCTAGCTGATAGCCGTTCGAGTCTGGGTAAGGGATTAT -TTTTACTGTATTTATTAATGAAAAGTTAATAGGTATGTGAGATATGATTA -ATAATTGGTTATCATtgtaattctatttctattagtaatTTTATAATGAT -CAGAGTCAGTCTGCTCCACATTTTTTGTTGGCTTAAAAGGATTTTCTAAT -TTGCCTTTCTGTAGTGGACCTTTTCTGTATCTTGTGTCGACTTCGTACTC -CACTCTGTCATTATTTATTttgtttattttgttttctttgttttgttggg -TATCTAATATTGGTTGTCCAGCGTAGAGAAATATGTGTGCAGGGGTCTGT -CCAGTGGTGTCGTGTTTGGTTTTATGATTGTATATGTTAAGTACTGTTTC -CATTTTGCTCAATTTGGTTTCTTCGTCATCGGATGTTTTGATTATGCGAA -TCTTTTCATTAATTGTTTTATGTAGTCTTTCTATGTCCGCCACACCAGTT -TTTGTTGTGTTAAGCTGCAATTCGACTTCCTCACTCTCCAGCCATCTCTT -GAGGGCTAAACTGGAAAATGCGCCGTCTCTGTCCGCCTTTAGTAACTTTG -GCTTGCCAAGCTGGTTGAATATGCGCATAAGCGCGTTTTTGCATTCTATC -CAGTCTTTTGTTTTTATTTCTTCTAATGTGGCAAATTTCGAATAAATGTC -TATGCAACTAACGTAATGTTTGCCTTCGGATGAGTAAATGTCTATCATGA -ATTTTTCGCGGCAATGTTCTGGTTTGGGTGTGGTTTTCATTGGCATGTCT -GTATTTCGGTGCTCTGTTTTTGCCAGATTGCAAATACTGCACTCATTTAT -TATATTCTGAATAAGTAGCTGGCTATTAGGGAAATAGTAAGTTTCTCCGA -AAAGTTTAGTAGTTTTCTGTATGCCTGGGTGTAGAAGTTTTTCATGAGCA -GTCAAGATCAATTCCTTAAATTCCGCATAAGTGGTTATGTTTTTTAACAA -AATCGTGCTACGCAGGATTTTTGTATATTTGGTGTTTATGGCTAATTTAT -GTGCGGCTTGAATGACTTCGAAATCAGCGTCACTCTCAATATACAACGCA -CTTTTCTTACCACAAAAATGGTCTATCAAATATTGTTCGGCTTTTTCCCT -GGTCATAATGTCGTAAAATATTTGGGTGATGTGTTTTTTGAAATATTTCG -TAACTTTAATGTCTGGTGGTCCTTTTGAAAATATAACTTGTCTGTTAAAT -GTATTTAGAGGTCTTTCTGTAATAAAAATTAAATCACTATTGTCCTCTTC -TGCACTATGCTGGGTTTGTTCTCTCAAATATGTCTCCTCAAGTTTTATTC -TGGACAGAGCATCCGCCACGCAATTTTCTTTTCCTTTtAtatattttata -TCAAAATCGAATTCGGATAATTTTACTCTCCATCGGGTCAGTTTTGAATT -TGGGTCTTTCATACGGTACAACCAGCTCAATGGTTGATGGTCACTGGATA -TTTCAAAGTGTCTTCCAAGTAGGTAGTGTCGAAAAGTCTTTGTCGCCCAT -ACAATTGCTAAGAGTTCTTTTTCAATTGTGCTGTAATTTATTTCGTGTTC -ATTAAGTGTTCGGCTAATGTAGCTAAGTGGGTGTCCATCTTGTGACAGTA -CTGCCCCCAAAGAGACATCACTTGCGTCTGTGGTTAAAGTGAATTTCTTT -GTAAAGTCGGGTACTTTAAGAATTGGGTCTTCTGATATTAGATATTTTAA -TTTTTTAAATGCAGAGTCATATTCTGGGTTGGTAGTGTCAATTTTCATGT -TCTTTTTTAAACACTTAGTCATGGGTTTGGCTATGTCTGCAAAGTTTGGA -ATAAATTTACGATAATATCCTGTCAGTCCAAGAAAAGCTTTTATTTCTTT -TGGTTTAGTGGGAATTGGATATTTTTGAATGGCTTCAATTTTTTCAGGGT -TTGGTTTTATTCCATCTGGTGTTAGAACATGTCCTAAAAATGTGGTTTCT -TGCTTGAGAAACTCACATTTGTCAAGCTGTAATTTAAGGTTGGCTTTTGC -TAATTTTTCGAAAACTAGTCCGAGCGATTGCAGGTGTTCATCAAGGGATG -TCGAGAATACAATTATGTCGTCCAAATACACAAGACAGTGTTTGTTTAAG -AGTGGTCTTAAAATATCATTCATGCACCGTTGAAAGGTGGCTGGCGCGTT -TTTTAATCCGAATGGCATGCGCAAATATTCATAATGACCGTGCTTGGTAG -AAAAGGCTGTCTTTGAAACTGATTCTGGATCCATTTCGATCTGGTGGAAA -CCCTTTGCCAAGTCTATAGTTGTGAAGTAATTACATCTGCCCAATTTTCC -CAAGATTTCGTCCATGTTTGGGATTGGGTGTCTGTCTCCTACTGTTATTT -CATTTAATTTTCGGTAGTCTATTACAATTCTAAATTTCTGTTTGCCTGAT -GCATCTTGTTTCTTTGGAACCACCCAGATGGGGCTATTGTAAGGTGAATT -ACTGGTACGTATAATACCTTGATTTAGCATATCTTGTATTTGGCTTTCGA -CCTCCTGTTCATAAGCCTGTGGGTAACTGTATTTAGAGTAAAGTGGTAGA -TTGTGCTTTGTATTGATAGTATGTTTGGTTTGATTAGTAAATGTCAACTT -ATCACCTTCATGGTACTGTATGTCATGGTATTTCTGCAGGAGTGCGCACA -ATCTTTGTTTTTCTTCATTATTTAAATGTTCCAATCTGTATAGGTCTGAT -TCTAAAATGGGTGAAATTTTATTTGGCTGTCTGAGCATGGTGTCAGGTAT -CATATTTACAATTTGAAAATGACTCTGTTCATGTGTTGCTATTCCTTCTA -TTAATTTGTATTTGTTGTTGTAAAGAGTTACCTCTTGATCGCGGTAACTT -ATTGTTGCTTttgcttctgcTAAAAGTTTTCTTCCTAATAAAAGATCGTA -ATTCTCAGAGAAAGGGTGCAATAAAAATTCATTTGTTGTTGGGAACAAAA -TCTTTGAAGGTATGATTATACTTTTGTTGACAATGAGCGGTCCATTGCTG -GTATGAATAAAAGTACTAGTATTCTGGATTGGTAAATCAAATATATTTTT -AGATGTCATGTTAACTGTTGATCCGGTATCAATAAGGCATTTCAAATTAT -TTTCTTTGTATTTAATTGTTATATATTGGGGTTTTCCAAGGCTTGTGGCT -GAAAATTTTCGGCCAACATTGGGTTCTTGGTTGTCATTGTTTATCTCGTC -TGTATTAATCTGCTGTAACTGTTGTGTTCTTTGTAAATTTTGGTTGTTTT -CGTCAATTTGATATTGATTTTCTGGATAATAGTCTGAATGGTCGTAAGTT -GGATAATAAAAATAGTCATATGGAACACACTGCTGATAAAAAGCGTCCTC -TTGATATAATGTTTCGTCAACACTCATCCCAGTCTGTCCACTATTAGCTG -GTCTTAATCGTTTTATTGGTCGATTGGGTACATAGGAACTTGAATTTTGT -GTTGATTGTTGATTTTGATATTGGGGTTGTTGTCCGAACCTATTCTGATC -GAATGCATTGTTTCGATTGGTGTTAAAAATTGGTCGAGATGTAAAGTTTG -TACGTTGATTTGGTTGAAAAGCATTGTTTTgttggcttggttggaaaaca -ttgttttgttggcttggttgaaaaacattgtttggATTAGGGTGGTAGGG -TATTGGATGACGATAAAGTGGGTTATTAGTTGGTGGTGTTtgataaattt -gtggagcttgatatggtattggtgAATTATAATGTAGGAAAGGTGTTGGA -TATTTTCTGATATTGTTAGACTGATTAGTATTTTGATTAAAGGACTTTTG -TGGCTTATCAGAGAAATTTTGTTTTTGGACATGTGTACTTGTATGATTTA -TTTGTTCGTACATGCCCTTCTCTTGTAAAAGGTTTATAAGTGATCGCAAA -TCTGGTATGTTGTGGTTATTTATTCTTAAATAAATGTGTGTAGGTAATTT -TTCAATTAGTGATTCTATACTGGATTTTATTAATTTCAAATAAAAAGTCT -TTTCTTCAAGATCTTGCTCTAATTCAAGCTTACTAGTAAGTGTTTGTCTG -CGGCTTTCTGCTTCTTCCAGGAATGCTCGTACATTGCCTCGAAATGGGGT -CTTTCGAAACTCTTCTAAAAGAACGTGGTTAGGGGTCTGGGGTTTATAGT -TGAGTACCAATTGTCTTCTAAGCTGCTGCCAGGTGTACATGTCATAGGCT -CCAATGCAGCGCATAACTTCTCCGCTGATGCTGCGTTCAATATGCCCAAA -TATGATCTGCTGTTGGCGTTCATCTCCGGTAGCATAAAGAGCCAGTATGT -AATCAATTCGACTCACAAAGGTGTATAGTGAGCCTGGATCACCGTTGAAT -TTCTCCACATTGCCAATCTGGTAGGCAACCTGGGTCATGTTGCTGTCTGA -TAGTGGTGGCACAATTGCTGGTTCTTGAGCCATTTTTGATTTTTGGATTA -Tttatttatttttttttatttatttattttttttttattattattattta -gttattatattattattatCGTGtattttttttttttaatatatttttta -atatttttatatttttttaatattgtttaattTAAAATGTTGTCttttta -tttattattcttatttttaatttttatcaaatagaattttcacttattta -tttattattcttatttttaatACGTTTTaattttcgcttattaatttatt -attcttattttAaaatttttttttttttttttaAGATAGGTTTTGATTTT -CACAAGGGTTGCACTATAGCTTTTTCGTGGGTCTTTGAGGTAACCAATTG -GATTTACAGCCTCTCACAAATTCAATAGCGTCTTCCTGATAATAAATTCA -GGTTTGTTTAGGCAAATTGTGATTTTTCGGTTTCACTTTATTGTCGAGGT -TTAATTAAAAACTTAAAGCGATATTAACCGTCACGTGGGTGCCCGTTAGC -GTGGTACTTTTGTCAGAGAACAAAAAGAACACAGGAATTGGCAAATCTGG -TTACCGCATCAAGGAACTTTAACACTGATCACATCGACTGCGCCAATTGC -AAATAAATGGTTGCAATAAATAGTTTTGAGTCTATTAAATGGACCGTTCC -GAATATGAACTAAGACCAACGCTGAAAATTAAGTTTTGCCAAAATAAAAC -GAATCAAAATTTCGGGATCGATTTTGTTGTTTATTGATTAACGTTCAGCT -TAAGACTGAAAATCAAAtgaaagtgaaaatgAGGAGAAGCCTCTGTGCTT -GCTTAAAGAATATGTTAATGTTTTTGGGAGAGCATTGCTCTTGGATTCTT -AAGTGGAGGAGAAGCCTCAGAGAGAGCAGGCAGACTTTAAGATTTGTTTA -CAAGAATGGCTAAGTGCCGCTGTCAAAGAatttgtttattagaatgCATA -CTGCGCAGATGGCATACAGTATGGGGGTGTCAAAATGCAGAGTGGATATT -TTTGTTATTTGATCCACATTAGCATGGTGGTCACTTATTGTTTACGTATG -CGGCTTTTCAATATGTTTACTCTACGTTATGTGGTTTTGTATGTGAATAT -GTCACTatatatatatatatatatatatataAtataatataatttaatAA -ATtttatacataaatataaatatacataagcaAAGAAGTTTAAATATTAC -AGCAGATATCTTAGTCTGAATTAATCTTGAGGTCTTTTTGTTTAAAGGTA -GCGTAGAAAGTGAATAATATGTACGCTTCCAAGGAAGCTCGCGTTGCCTT -TTAATTCAATTTCGCTTGGTCGTGCAACGTGGCGTATGCGCGATATTTCA -TTGCCCTCACACTTTTGCATTTCAGCGATTTGTGCTCACAATCCGAAGTG -CAGCTTTGTTGTTGCAACAACTTTGTGTAATATTTGTTTTATAATTCAAT -TATGGTGGAATGCTTTTGACAGTTTGTCCTTTTCGTCGTTAACCGGCTGT -TCATGGCTCTCGGCGGTATTTTGTTTGGCCAATAAGACGCGCTGGCAAAA -AGGCCACGCCGACAATGAATGactgaatgaCGGTCTGCGTCAATTCTTTT -TTTTAACGAGTGCTTTTTTTCAGCTTGCCATCACAAAATCAGCAAATTGC -ATTTCGATTGTGATGCGGGTTTGATGAATAGCCAGAAACGACTGTCGCGA -ATCGGAACCGTGggggggggtggggggtTCAATTATTTTGAGCGGCTCGA -TTGAATTTCTAATGACTCAAAGGGGTATTAAATGCGCATTAAGCGGAGTC -ACATCGCCGCTTGCCCATGGGGCAAACTCACTTATCGATATTCAACTAAC -CACATTAGCCTAATGATTTCGCCGACCTGCCCACTcccagtcctattccc -agtaccagttccattcccagttcgagtccaagtcgaagtccccatcatca -tcatcattgtcAGCACTTAAATGCAGGCTTCATTTGGTTAATTGCATGGC -AAATGTTGCCGTGATTAATGTGACATGGATTGGGAATGGAACTTGGCCGG -GGACGGGCAGCCAAGCTTGTGCCTACGCACAGACACTGAAAAcactcaaa -agacactCAGAAAGCGGCAAAAGGTGGAAAAAGGAAGGCAAGCAATCAGC -ATAAACCTGTTCATTATCAGTGCTGTTGGCTTTTGGAAAACTATAAAGAC -GTAGCTCGTCGCATAGAAATAAGTTTAGACCAAGATATAGTCTCGCTTTA -CACCGAAAATAAATGCGATAGCCTGCCTGAGATATTTAAAATTTGTATGA -ATATTAAGATATTCGTGCTTGAATTTCCAAAATGCGTACTAAAGAATTAC -AGCTTTGGAAATCTGGATTTTAtcattggaaatctCAGCGAAGTGAATTA -GCATTTTCTTTCAGTGTGCGTTCATATGCCTTGGGTATTAGCCCCAGGCA -GACCGCCAGCTACTTATGCCGCATTCGTGCCCGATGTGCCCTGCATTATA -tatacatatatataaatacatTCGCTTGCCGCAGTTTGCCTCGAGATTAG -CGGAAGCGAGAACAGTCAGTGGGCAATGTGGAGCAAGGCTTCTCTGCGGC -GATGACGATGTGACCAACTTGTGGGCCGAATGAAGGGAGCAGTGAagtgg -aggggggggggCAGTACCCCATCGGAGGGGAGCGGAACCCAAAGCCCCGA -CTTGATGATCGTCGATGAGTGAGAAGCGGGCGCTATTTATAGACGCGCTA -AAGGGACAAATTACaaattACTTCCGacaaatggcaaattTGAACTTTAA -AATGCACGCTTAGAAATATTCCACTGGCAATTAGCTGCCCGTAGTTGCAA -TTCGCACTCTCGAGGTCTGAGAAAGTTGAAAATGACCTAGAAACTTATGC -AAGCTGCCATCGTTTGTCATACCCGATGATTTCCGCGGAAATTCCTCGCA -CTCCGTTCCTGAACAGAAATTTATTCGAAAATGCTCGCGACGATTCGCGA -GGCGTTTGCCTCGGCCAAGAAATAAAAACTAATTGCAAAGATTGCAAATT -GCCAGATTTCAATGTCAATGGCGGCCAAAAGAGAGTGAATAGTGGCCGgt -ggccagtggtcGGCGTCATTATCATTAGTGAGTGCCGACCGATTCTGCAC -AtctgcatctgtgtagcttcgtatctttgtatctttgggtctttcggAAT -GCATCTCTGCGGTTGCCAATCAATAATTTGCCTGGTGAATGCCTCCGCTG -GCTGTAATTGTGTTCTGGCCTCTGCCTCTGTTTTTGTGCAATTTTCATTC -ATTGCATTTGGCAAGCAACTGCCAATAAGTTGCTTCCACTGCTCTGCAGA -GAGAGAAATGCGGGTGTACTTAAGTATCTCAATATAATTTTAATCCAATC -GTATTAGATCTATCAAGCATAAAGCTCTAAGAGTAATCTATCGAACGAGT -CAAACGGAAAATAATCGGTTGCATAATTTTCACACAACTAGAAAACCAAG -AGCTGAGTCTGGATTCAACCCCATTAAACAAAGAAAAAGGTTCCTTTATG -TAACATCGCTACTTTATCTTTACTTTTATATTATCTCTTCAATCATCTTC -AAAGAATTTAAATCAATCCAAAAAGGTGTTTAAACAACATAAATTTCAAG -TTGAAAGGCCTGCTTGATTTGGAAGTTGAAACCAGTTTAACGTCATTCAG -GCGACTATAATTTAATGAGATTTTCTTAAGCTCTAAATAAATATAACTTT -GATTTTAACCAGATAGTAGCACTCAAACATGCCGAGTACAATGTGTAAAT -ATAATTTCGGTTAATGATCGTTTCTTTGAATTTTTCCTAATTAATTGCCA -GCCTTTCAAATAGTAATTCTCTGTGTACGGACCATGGCTTATGGCAGCGG -CAGCTATAGAAGCTATACAGCATTTAATTGCACGTTTTGGCCAGCAAAAC -AGCCATGACAGcagcaacatcgcagcagcaacagcagcaacatcagccgC -AATGACAATGCCAGACACAAAATAACCAAAGGCAAGTTTTTGTGGTTTCT -GCCAGGTCGCAATTCAGCTGGCTCGGTTTTGTCTCCTCATCGGTTCTTCA -ACTTGGCCAAGTCGGGGCCGTAGAAAATGTCTATATTATGCAGAATATTC -GTCTGTCATTAAAGCGGAAAGAGGAGGAATGGGGGGCGGGGCCGGAGAGA -ATGGGCCGTAATGAGTTTGTGGTTAGACTGAATCTGCCGCAGCGCATAAT -GTGTAAGCACTCATATTTATATTTGTTCTCGTGCAATTTGCAGCCATACA -ATGTTGGCTGCTTTCCACTCGGCGAGTGCTTTGCGTCACCGGACGTTTGT -AATCACCATTTTTACATATATTCTACTGGCACAAATGTCAGCTGCGATGT -GAATGCGGGACAAGAAGTTGTGCACTACATGGCTCATGGCTAAGATAAAA -CAAAAACTATTCTGGGTTCGTTTAAGCCTTTTTAAACCAGCGTGTACGTA -TAGATTGCCTATCCCACCTTCCTGACCTTTTGCGGCAACGCTAGTCGCCC -TTGTTGCTGCAACTAATGTCTTTTCTTGGCCAGCCTCGCCAGCGCCTCAT -TTTCCGGTGCCTCGGAATGGTCTTTTCCAGCAAGCACATCTTTGCCATAT -TAGCCACATTTCGGCATGCTAATTAGTTGGAGGGAACTCGCCCTCCGTTG -CCAAAGAGCTTATGCGCCCTCCACCCCCAATGTGTGGGTTCATTATACTC -GTTATAATTTCTGGTGCGTTTGTCTGGTTTCTAAATTTGGCCTGGCTTAA -TCAATGATTTGCCAATCTGCCGGCTGCCAGGTGCCGCTCCTGAATCACTG -ATGCGCATGCAGGGGTTAATTGGGTGTCAGGACGACGTGGGTTAATTCTG -GTTACTATACACAAATAGTATTCTATGTTTCCAGTTACTCTTTATTCGTG -GGTAAGAGTCGCGTCTAGTTCAACAAAGTATTGTGTATTGCTGAAGCCAA -TTAAAATCATTTCTTTACAGTCCCCCAATGTTTTTCACTGTGCATTCACA -CATCCTATGGACAGCGTTCACTTGTGGCCAGGATGCACGACGTGTGCAAT -GGAAACGAGTGTGTTTTCAAGTGTGTTGGTGTTGTGTTCGCAACACGTGG -CGGCATCAAATCTGAAATGCAAAATCCGAAAGCGGGGCGCCCCAATCAGC -TCACATATTGTTGCGTTGCAATGGCGCTTTTGTTGCGGCAAATGCTCATT -TCCACAACCACGTTTCGCTACACAAAGGCCAAGTTACTTCGGTGGTCAGG -AAAGCATAGATTTGCGGATGCGAGCGCATACTACACATGCTTGTATGTGA -CTGCCACTGTAAGTATGCAGACTTAAGTTTCTTGCCACGCCACGCATTTG -CCACATTTATTGCATCCACGTAGCGAAGTTCAATCAAACACTCTACTTGC -CCACAACTAGTCACGTAATAATTTCCAAATGCAATGGCAGAGTATatatt -atatatattataGtataatatatttaatagTTACAAATTTGTTTATCTAC -CCAATGACTTTTATCTTTGGTGGTTTGGTGGCAGTGGCATATTAATAGTA -TTTATCTAATCGAAATATTGGATTCATTAGTGCTAATCGCGAATCTTCAA -AAGGCGATAAGTGGTGTATACTGATTTTCCACCTCTTGCATACTCTGCAC -AAAGGGTATCTGCACTTCTCATATCTCAACACGGCGAAATGAGTACCCCT -TGATATTTTCGTTGAGCTCCCCCCGCTACCAAGTCGCCTGTGCATTTTca -tttgcatGTGACCGAATAAGGTTTATGAATATAAATTGTTTGTTAATTAA -ATCCAACAACAATAACGGCCAGCAGGATCAACAATTAACGAACAACTGTG -GGATGGTTGTTGGGTTGTTTGGCCTGGGTTTGGCTAGACTTTAATACCGG -AAATTGATTAAAAGCCCATTTCATTGCCTGTTGTACGCTCATGTGGCTGC -AGTTGTTAttgccactgcaaatgcaattgcaattgTTGTTATACTGACcc -cccccccccTTCTGACATAATTTGCCTTTTGAAATGATTATGGTGCTACA -CACTAGGTAATTGAAACTGGCGATGATGTAGATGTTCATCGTTGTTTCCA -ATGAAAATAtccattcaaaatatGCTGCGCTATGCGGCTAGGCTTATTAA -TCTTCGGACTAGCTACATATGTACAATTAATATATTCAAAACTTCAGTTG -GCCACAAATTTATTCGCTTGCAGGTGTGGGAAAGATACCATTTTATTGGA -GGAACTAAAAaaaaCAtaaaaTATAGGCTTTatatagactttaCTTATCT -GTAAgctgtaaggtgtaGGAATGACTTAGATTCTAGTTGTTTAAAATGAT -TAGGCCCGATAGAAAGGCCTAATTGCAGGATTAGAAAACGTTTTCATATC -TTCCACTTTGCCGGATCGCTGAACTTGTGTATTCCGGTCTGGTTGCTCGG -CAAAGTTATCTCATTTGTTTTTATCGGCCGATGACGGTCTTTTGGCCAAC -ATCCCCCGAAAACACATTTATGGCCACGGGGAATTATTTATTTTCCAAAA -CATTTGCCCAGAATATGGCCATGTAATGTCCAACTTGAACTTTAATGggt -tttcctccccaccccaaaaggcccATCCTTCTTTTCCCCGCTCTTGCCAT -AATAATTTTTCTGCCAATTTCAGCAGCTGGGAAAGTTGGCCGACTCTCGC -ACTTACACGTATTTACGTTGCGATTTTATTTCCTGTAATTTTACGATATT -ACTTATTTTTATGCAGCTCACAGCAGATCGGCGGGGAAGGGGCCACATAT -ATATGGTTGCGGCGGGGGGTCggcgggGGCAGCGTTTAGCTTTCATTTTG -AATTTTATGCCATTTTTATTGCTTGTTGTGCGCCATGTTGCtgtcgtcgt -cgtcaccGCTTTtgcttttgctttgcttttgctCGACAGCAATGTTGGAT -GTTGCTGATGGCAGCCGCATTATTGGTTTTTGAAACTCGAGCTGGGCCAG -GGCCGAAATTAAAATAAAATGCGAAGGGGGGAGTGGCGCCTGGGAGCCGA -GTATTTGATGCGGAGGATGCCAGGCCAGAACAAAGGAACACGGCCAGATG -CACGGAAAGCCACTCAAAAACCCAGACACGGCAGCCACTCGTTTCCAAAT -TCCCCACAGCACCATTAGTCAATTGGGGGATTGGAATTGGaattggggaa -tcggaattcgaCGGCGGGTCATATTTGCCCGTGTTCGCGTTTGTGGCATT -ACGTATTGTTTTTACAGTTGCTCGCCTTATTTACTTCCAGCATTTGTTAT -TATTTAATTTAAATATTTATGCAGCGTGTCTGGCGTGACTATGGCGCATT -ATAATTACCGCACCAACAGGCCGATAAGCGGCGAACAGCCCGTATACTTG -ATATTTTGCTACGGTCTTGTTTTCGAGGTTTCGTTGTAATGTTCGCCTCG -CTGCCCGCCGCACTATATGGCTAATGTCTACGTGCTGCTATGGGCCCGAC -CTCGTTAAGTGGCTTGTGCTCCGATCcaccgatccaccgatccactgatc -cacAACCCACCAGCCATGGCTGTACCTACATCTGTAACCATTGCGAACCC -ATGTGGGCATATGCATTACGCCGCATTGTCTTCCGTCGGCAAGGCGTCCC -AATCCCCGAGCAATTGGCCAATTATCGGGTATTCATGCCGCAATTGATCC -CAGACTTTCGCAGCCATCCTGGGTGCACTTGCAGGTTGCGCCTAAAAGTG -ATGTAAATTTCAGATTGAAATGTGTGCAACTCATATTGTGTAATCAATAA -GGCAACTGCGATGTGTAGTCATTTTCTCTCTAAATGGAGTTACAGTGCTG -CAAGGAATTTAAAGCTGCCCAAAAAATATAAATTTCAGTCCGTAAGTTGC -AAGAAaataataacaacaccAGGCGATTGGCTTCTTGCCAAGTTTTTCAA -TTCAATCTTCTGCACTAATACTGGATGTCAACATTATTATAAGTTATATT -TCCATCTGCTGGAAAAACGGTTGCCAATCTGAAATAAACCTACGTAAGTC -TTCAAATCAAGGCTTTATTTGTCCGAAAGCCAAATTGATTATAGCCTCTT -TCATCGACTCATAGCTTTACTCGTCTTCAGGCACAATGCATAGTTGTATG -CAATTAAATCGAATTGACGTTTCACCCTAGTTGAGAAGCAGATCTGTGGC -AACGGCAACCTGGTAGATGCTCTGCTCGCATTAAACTATAGTTACTTACA -ACCACTCCGATTCCcagatcccccgatccctcgatcccccgGCAACGGAC -ATTGTGTGTCTGCAATTAAATACACATCGAGACCTTTGTAAGCCCGATAA -TCATCTGGATGTCTGTCTGCCTAGCCACATGCGTTGTTTGTTAATGTCTG -CGCCATTATTTGATTTATATTTTCCATATAAACACTCGGCTGCTTGTGCt -cctgctgctgccaccaccgctgcttattGATGTTTGTCCAACTCGCAATC -ATTCAAAGACCAAACCAGTTGGTCACTCGACCATTTCCAGTTAACTCAGC -CAAGTGGGCGgtgggcagtgggcagtgggcagtgggACAAGCACTCGTCA -GTGGCCATCGATCAGGCGATGGTAAATGTTTTTCCAATTTATTTCCATGC -TTTACTTGGCCGACGAGCAACGCTTACTTGGCTGTTAGTTTCAGTTCGAG -CTCAGTTTTCGTGCAATTAAATTGAGCTATTTGCGTTTTGTCTGGTCAAA -GTTCTTGTCTATCTCTCTCGGACTCTCTGTCTTCTGGCGGACTACTTACA -CGCAGAGAAAATTTGCAACAGCAGATACATAGCGCAGTTTCGGGGCTAAT -GTAGCAGGCAACAAAAATTCCATTCCAGCTATTGACTAGTAACCTCCATT -GTTGCAGTCAAATTTCTTTGTTTGAGCACACAAATTTTCAAGATATACAT -ATCCACTTTAGCGTCCTTTAGTATGCAACCATTTTGCAAGATGAGTGCAA -ATATATACGCATTTCGTAACATCCGATCAGATCAATTCCTTAGCTCAGGA -GGAGGTGCATCTTGGTCCAAGTGTTCCCGGCAGTCAATGGAGTGAGCACC -CAtggagtgaGTCTGTCGTCTGTCCGCGTGCCTTGTTTCTGCTTTAAATT -GAATTGGCCTTTGTGCGGACACTCGTGCACTCGTGTATGGCATACATGTG -CCCATTCCCATTCGTCCACACAATAAAATCCAAACAGAGCGACGCTCATT -GAATAAATAATCGAATAAAATATGCtgctgctgctgctgTGCGACTTCTT -CGCATTTCTGCTCTCTTTTTTGTTGCAAATATCcaatttccaatttcaaa -ttccaaTTATATTGCTCTACGCTTTttattattattattgcttgttgctg -ttgatgctgtagtttttgttgttgttgttgCCGGCAAGAGCAATGAAAAA -TCAATATTGACATGAATGTTGACTGGAGCCGGAGGAATCTGAATTCTGCC -ACTCACACAGTCGCCCACTTAGGCGAACAGCTCAATGAGGACATGGCTGC -CAGGACGTAGGGGAATCGCAAGTGGaggaggaaaaggaagtggaagtggc -agCCACGACAAAGTTACAGTCATGTCTTGGCTCTTGGCAAACAAACCCAT -GTCGTCATCATGGAAATGGCCATAAGAAGTTTCCACAAACGCACACATCC -TGCCATTTTCCATGTGCAGTCGTGTGAGTGAGCCCTGCAAATGCAGCTGC -TACCAACATACCGGGGAGGAAAAGCTCCGCAGCCTGGACATTGGTGTCTT -GGCTGGACAGGATATTTCCAGATAGCCATATGGGAAACTTAATTTATGCA -AACCTAAATTAACCATCAACATAAAAACCTACTAAACGTGCAATCCACGG -ATATTATCTAATTTGATATACCATTCCAGGAaaaaaaaaaaCATTGCTCA -GGACCAACTATTTTGTGAAAAACGAAAACACTGGTTGCTAAGTGGCCTTG -TTAATTACTACGGACCAATCCTGCCATCTAGGTTTATGGCCACTTTTGCC -ACCCTCTTTTGTTCGAGTTCCGAGACATATGTATGTACTTTTGCTATATG -GTAGCTCTGTAACATTCGAAACAAACCAACGAAAAGAAGCTACTTTGGAA -GGTCTTAGCTTAGCATAATATTACAGATAAAATTGAAACATATGTACGTT -TCCAGTACAAATTTGCAAATtggttttcctaatttccttttttaaataaa -ATCTTCAATTTAAATGCAGTTAAAGCGGCACTAGTTCATGCAGATTTTAA -GAAGGCCTTGCTCAGAAACAGTTCCCATTCTTATTACATGTATTTCATAC -TTTGTGAACTCTTATAAACTATTTAGCTTCACCATTCATTCCCCTGAAAG -ACATTCCGCATACGCCCTGTTCACAAGTGGCCCGAGTTCTGTTCTGCTCC -CTAATTGCTGCCATGTTACAGAGCCAAAATGGTCACATCCGCTGCACAGT -TCCCttccgctccgcgtcgcgtcgccctgccctgcGATCAATCGAAAATA -GTTTTCAGTCTTTTTCCCTTCCACTCGAGCTTAGTCAAGCCGGAAATGTT -GCTCGGCAGCATCCACGGCGTCCACAGCAGGCGGCGGCAAATAAATTGCT -TAATTACAAATATTGGAGGCAGCCGCGGCCCCCGAGTTGCAAGGAAGTTG -TCCCAAGAACTTCCCAGGCGCTgtgtgagagagagaaaCATGCGCCAGCG -ACTGTCATGCAAATTAGCAAGAAAAATTGCATGCCAAATGCTGTTCGGTT -GTTTGTGTAGTCGCAGCCAAGTCAAATGTCTATAATTTAAGCAGAAAACA -AGCGACAGATACATGCAGCAGCGCAACTgcaactgtaactgcgactgcga -ctgcAGGCAAATCTCTTGCAGTTTCTTTCCTTTGCCGCTGTTGCGAAATT -TATACGCGCGGCTGGCGCAGCAAAAAAtaaaatgagataaagtaaaataa -aataaagttaaAAGGAGAAAAACATTACTGGCTCTTGCTGGCTAATTTGC -CGCAGCAGGCAATGGAAATTGTTGATGTGCAAAAATTTTGCtgcgtcgtt -gttgttgtcgtGTAAATGCCATAAATTAGTTTGTGTCAACAGACACAGCG -GAGCGGAATTAAAAATTGCATTTAATTtatatttatatttatatttatat -tcctacttcttatttttatttcAATGCTTTCGGCTCTTTCTCCCATTTCT -GCTATGGCACTTCCCCCCCGATTCCCCATTTCAATTGAATTTATCACGTT -GGCTTGGTCTTGCCCACGGCTTTCGGATTggattagatttgaCTCGCCGG -ATAGTTTGGCCGGTTTTTGCAACATGCATATTTGGCATTGGCGCACACTA -AATTATTGGCCATATATTGCGGCGCTTATGGCCTCACAAGCTGTGAAGGT -CGTGTGGGTGTTTCCGTGCGGGTTGGGGAAATCAGATATGAACCACTGCC -AAAATCAATGGGACCAACacacacacacacacacacacacacacacacat -atcacacacacTGGGTTGTGCCAGCCAGAGATTGGAAATTTTGATAAATG -CCGTTTGAAAATGTTTTGTAATGCGCTTCGGACAATAAAACCAAATTGAA -TTATATAAGCCCAATGCTTATGGTAGTCGCTGCCGGCTCCGGCCGGAATT -TCAATTCGCAGATGCGGTTCTCTGACATGGCCAGAATGAATCTCTGTGGC -TTGTTACATAACGTCGGATTGATTTGGAAACATCAGCTAAGAGATGCATT -CGAATTATTCCATTCATCTGTGTGTGCTTCATCTCATCTTTAAATCATAT -TCCTCTCAGAATTCCCATAACTTTAATAATTTAATATGTATTGTTGTATT -AGAATTGTattGTTATGGTTATCAAAGCATTTATTCATTTCAGCCCAAAA -TTTTTAGTGTGATAATTGTAACATAATAATATGCTGTACTGTGGAATTGT -GTCTTAAAATGGAATTGGTTGTGTGGTGGGTGCATAGAACTGAACTTCTT -CTAGAAGCCATTCTGCACTTTCACGCAGTCAGTTGACAATTTGTCAAGAT -TTCCGTTGCGTCATAGAGTCAGCAGCTTTTCAGTTCAGCTCAATCGAGCG -CTTCTCATTCGCTCAAAGGTCCGCTTATACATGTTCGAATATATATCTCA -GTCGCCGTTTCGAGGGTGTCGGCAATTGAACAAATTGCCAAGCGTACAGC -ATCCCACGGGCTGCGAGCTCGAGCTCATAAATAAAACGCTAGAAATCCTA -ATTGTAAAAGTTTTCATTTTTATGACAAAATTATACCAATATATTACGGT -CGGAGATTCAGCGTCGACGCGACCCACAGCACACCACccaccacacacac -ccacacccacacAGCTCTTTGGTAGCTCGTTAGGCCAATAAAAAAGACGG -AAAGAaaaatgaaatgaaatgaaatcaaTGGCAGGGCAATTCCCGAACAG -CAGCGACACAAAGTGCTGCGAGGAATGGCGAGCAGAATGAAAACCTAGAA -GAGTAGAGGAAGTCCCACAATTCACGAACAACAATGGCAAATAAATTAAA -TTAGTCACAAGCATATTTCAAAATTGTACATACACTAGAAAAGGCTCATC -CACGATCTATATAAGTCGTGCCCCCTCTTTTTCGACGGGGCCAAGGATGC -AGGCCAGCAAATAAAACAAGGAGAACTCGTGGCGAGAGACGTTTTTATAT -ATCATTTTATGTATGCCGTGGGCGAGTGTTACATAAAGCTCGTTTATGGC -CAAAAAGGGTTGGGTCCGAAAATGTTACGATGCCCTGCTCGCCAGAGCTG -CAACTaactatctatatatgtatgaaagaGTATCTGTCTATATAGCCGGC -ACCCTGAAGTTCAGTCAAATTGCCTTCCAAAATGAGGGGCATACACATAA -AAGCAGCTTTTCTTATTCCCAttttctttttattttCAGGTCGCGCCTTT -GAAGAAGTCCTCTATAAGGACCAACTCCCCAGATACACATACACTCatac -agatactcgcacagatacGTATACAACCTCAGGGATACATATAGAGCACC -CACACATGCAGACACCCAACTGAACCTAACGACATAATAAAACCGGCATT -TTTATGCATGTCTGAGTAACTTCATGAGCCAGAccagaccagaccGTCAA -CCCCCGTCCGCCCAACTACCTTTCGGCCCCACCGCCCACCGCCACGCCTT -GCCGGAGTTTTCCTGCTTTTCACTTCCAGTGCAGACAGTCGGCTTTTCTG -TTTCAGGTTCACTGGAAGCCATCGACGGTTCCCGTGGCCTCGCCTTTTCC -CGCTATAGTATCGCTCTCTCTAGCCATAGGGAGCGATTCTGCGCACTTTC -TCCCCCCATTTCTCCCGATTTTCTCTGGGCTCTCCGCTGAATGGCGAGCG -CCTGCGCGGTGGAAAGGCGTGTCGCAGGAGCAGCCGGAAAACAAAGGAAG -CCGATGCAACAACAgcaacaacagcaacaacagcaagaaTTTCGCCGCAT -TTCGGGAAGGTCGTTTGCCAACAGTTGTAAAACGGCCCAAGCCGCCGCAC -AGCTGGACGAGCGAGTCGAAAGAGACGGGGCTAGTCCggcgaaagagacg -gCAGCTCGCCCGCAGAAGAGGGTCACACATTTATGCAACGAGGCGTCGAC -CGGCATGTAATTAACTTAAGCCGAGCCATCCCGACGACATCCGTGGGAgt -gggagtgggagtgggtgggggtgaggtgggtttgggtgtaggtgttggtg -GCATGGGTTTAGCACGGTGGGCGGACTGGAGCACAGTGCGGATAGTTCGG -ACCTCGTTATGCGAATACCGAGACTCTGGCTGAAACACCCAGACGAGGGC -GAAGAATCGGCGAGTCTGGGTTGTAGTACGTATGTATGGTGGATTCGGCA -CAAGTGTGCTATGTACAGCTCGAGGTCGTTTGCCGGCACTTGCTCAAACA -AATGAGGCAGTGCTCCTACCCATAGGTGTGTAGAACTGTCAGGGCTGAAC -TGATTCGGACAGCAGGGGTGAGCATGGTGGTTAGTGCTGCTCGAATCATA -ATATCATATGTTCCACTAATATTATTTCTAAATCCCTACATACACAACTT -TTTAACTAACTTATCGGCCTGCTCAAACTGAAATGTAATTTTTGTCCCTG -CTCGAACGGCATGAATATACAAACTATGTATATTTACTattttatatatt -ttatatatGCACTTTTTTTGCCACATCTGCGTGAGTTTCCGCACAGAATA -CATGTGCCCGAGCAAACAAAAGTGCCTGGCACATTTGCACTTTGTTGCTG -CTGTCGTAGCTGCTTTATTGTTATAAAATATGCTGCATACGCCGCACAAA -TGATTGTGCTGGCAGAACTTCAAAAATAAAAGTATTAAAGCGGGGAATAT -GAAACACTTGCGACAACAATGCCGGCCAGGAACCAAAGGCCGGGGAAGTT -TTCTTGGCCCTCGGCACAGCCTGCCTCCCATTCATCGCcatcgtcatcgt -catcgccatcgccatagccacATGTGTGTACATAGCTCGGGAAACTTTGC -AAGCCTTGCTCGACACGGCCAAAGTGACGGAGTCTCGGGCGTATGAATAT -TTCACGGAAATGATGATGAAACTAAGGAGGAGTTCCATTAGCCTGCAACA -TGACGAAATTTAGACATTGAGGCATATTAATGAGTTTTCTTGAATATGAA -ATAAACTTGAAACTTATAACAATGCTCTGGCTTTATTCGTCTGAAAGTTC -GGCAAAAAATTAAGTAGTTATTTTAGCGTTTATGTTCGCTAAAATTCTTG -CTGTCAAGCTGGCAGGGTTAAGCTTGTATAAATACTTAAATTCGTCGAGC -TATACTTAAAGTGATAAGTGTAagtatatgtatgtATTTTAAAGTGAATA -ATTAAGAAAGGGTTTTTGTGTAGTTGTTAATAAAGAATATATTAGCCTAG -CCACAATAAAAACCATATTTTACAAAAATCTCGTGAACATCCAGTGTATT -GTTTTTTTCCAGACTTAAAAATTTACGATCTCCATTACTTCACTTGAAAT -GATTAAAGTGTCAGTCGGTCACTTATAGCAACCATTTCCTCGCTAGAAAA -GCTTTTACCTGAACAAAACTTTTCCTTGTGACTTATTTCACATTTCACGC -ATGTCCAAACTACTTGAATCATCTATCAAAATTCGCATCAATCAAACGCC -TATCGTCAAACTTTACCAGCCGAACGGCAGCCGCACCTCTCGATCGGACG -ACCTACCTCTGCCTACCGCTACCTCTTTGGAGGGTCTTAATTGAAAATTT -CTGTCATGAAAAATGCTCGTAAAGCACGTTTCTAAGAAGTAGCTCAGACA -ATCGAAGGTATTGTGTGTGTACAATATAAATTTCACATAACAATTGTACA -ATATGCATAACAATGACGAGTTCCAGTTTCAATACTCCGAACCTCATCTG -AGTCTGGGCCCAACAAAGAACACAAGTGTTCCGGTGGAGACCAACTCGAC -AGAAGCCCAACTGATccaaactcagccgaactgagcTCACAAAAACCGGG -CTGGGATTATGGATATGGATGGAAAACTATTGTCTGGGCCAGGGCACAAA -AATGGTGAGGCACGCATAAATCAAAGCCTATAAATATTTCTGAGCCAAAG -ATGAGCTGGCTATCAGCTGCCTTAGTGCTCGCACTGAAGAAAAATCCAAT -GAAAGATACAAAGATCCCTGAGTATTCCAGAGATACATCACTTCTCTAGA -GGTGCTTTGGTCCTAGCTTTTTTTCATTCTATGTGCAACTTATTGTTTTC -CGTGTACCTTGGTGTCCGTCCGAGGAGGAACTTTCGATTACCGAAAGGCA -CTTCAACCCGTTCTACGGGTCGAGGCCCCGCAGTCCGGCTCAAACGCACA -CTCGGGCGTATTCGAGTAAGACAAACAATATAAACTTCAAAAACGCTTCG -TTGCATATCAAATTAATTACAGAGCGAGGCCCCTGATGAAGGAGTgtgtg -tgtgtgtgttgggtggggggggggggggagcaagGGAGGTGGACAGACCC -GACCAGGCTGTCTGCCGCTTTGTCAGACAACCCTTGGAGATTGTTTTCTT -CTGCAGGCCCGAAAACTTTTTGCACAAAAGCGAGTTAAGCTTTTGTGACT -GCACAGGGGGGTGACTATCCGTGGTAAAGGGGTGGAGCAGGGGAAGAGGA -TACAAGGCGACAGCTGACAGCCAACAACTCATGCACAGTGAAAACTGAAG -GCATAATTTATGCCTTCAAAGTGGATTGTTCAAAGAAAACTTGGAACATT -TTTCCCCCGAACaacaacatcaccagcagcCAGagcagccagagccgcca -gtgcACGTCCTGTCCTTATCCTCAACCTATGTATTCTTCATCTACATTCC -CTTTCTTGTTCCCCTTTTCGtcttcgtcctCGGTACGTTCTTGTCAACAT -TGAGAACAATAAAGTCGAAAACAAGATGAATAGCCGCTGCCGAGGATGTC -ATCGAATTGGATATGCTCTCTACATTGCTATTTCAAGGAATCTTAAGGGA -TTTCCCCCTCGATCTATCGGCGATCCTCAGAGAATGACAGGAAATCATGT -TATTTGATcgaacctgagagaatgcgagACAATATCTTAGGTGGGTCATT -CTGAACTGGTTTTGATAATTGGAAAAATCCCGAATGTGACTAGAAATTTG -ATTACATTAAAGTACAAAAAATACGAATAGTAAGTAAAAAGGAATGTGTT -ATATTTGTTTGCGAACAATATAATTTATCTTAATTCTTTACaaactatct -taattAAAGagatatatataaaagacaCCATTTATCTAGAATCCATGATA -ATACATTTAAAGGCTTTCTTTTCAAATCAATGCCAACTGCAAATCAGGAC -AAGGATATTGTGCAAATTTATTTGGAAAGAGCAATACAAAGTCCGTGGAA -ACTGTTTCCAGATACGTGCGGTTTATGTGTGTTTTTCGGTCATGACAAAA -acaaaaacgaaaacaaaaCAGGAGCtgaagaaaactaaaacgcaactaaa -actgAAAATTTGAAACAAAGAGATATGCGGCGACAGAAGCAAACCTACAG -TAGAGCTGAAACTCATTCATTCCGCAGAGCTCGGTGTTCAAACCGAATCG -TCCGGGAAGCCAGAAGATTCTTGGAATGCGCCGGAAAGGGTACGATTTTG -GGCTGGgggcttaggacttgggacttgggccttgggattttggaGTGAAT -GGGATAAGCTCACGCACTGCCACGCCCCCGGCCCCGAAAATGTTATTTTA -ACTACATTTCGGCTTTTTATAGCGCTGCTCCCCGCGAGCCCTGTTCTTTT -GTACGCACGGTCCTTACGGCGAAATATTGTACATTTATTAATACATAATC -ATCTTTGTTGTCGAGCAGCGGCAACATGAGAACCGGCCACATGGATGGGG -atggggattgCagattggagatgggcgatgggagattGAGGTCCCCACGG -ACAACTGTTGTGTTTCGTGCTCGGATTCCCCTGTGTGTTCTCGCCCATTA -AAAAATGAAGCAGTAAACTCGTAATAGATATGAGATGGGAGCTCCTATCT -GCCCTCGGTCGAGCCTGTGGTCTATTGTCGTCGTTGGTGGACGTGTTTTT -CGGATCGGGTTCTGGGAAATCCAACCCTAGTTAGTAAAGTCGAGCTGACT -GCCCCGAAAATGTGTTtttttgttttttgttatttCTCCTCGGCTTTGTT -TTTACTTTCGGGCTTGTTTTGTTCGAGCTGGTGGTGCTGGTTGCTTAGTT -GTGCAGAAAGGCCGATTACTCGAATGAGTGTAATTTGTTCACGTTGCAGG -GGCTGCCGATGGTTGCCACCGACTGACTTACTAGAAGAAGTTGAGCCCCG -CTTCCCCGAAATATGGTGTTTATACGAACTGCCTGCCGGGTATCGTATGA -GCATGCCTGATAAATATTTTCGTCTGAATGCATTAATCTGGGAATTAGTT -ACGAAACAAGCTGACACCACAGATGGAGGCCGGCAATCGTCAGGGGCAGG -ATCATCTTTTCGAACTTGTCTGGAATATGCAGTAAAATTCATACATATCT -TCCATAATCTCAGGTTTTCCACAGAATGCACAAACATCTGCTAGATCAAA -TCAGAGAACCTCGGAAAGTATTTATTATGGGTAGCTTCAGTGCAGCTTAG -AAGAAAATAAACCTTTTTAAAGTTAAAGTCATCGGTGCTAGAAGTCTGTG -TGATATATGAACCCATATTTAATAGCTTTTCTTTTGCCTATTTCTCAATA -AGTTAATGTTACAGAAATATGTACATATGTTGGTCTTAGTAACAGTTTGT -ACCATTCAAATCAATTCAGCGACGGAAGTTTCATAGCAGTTTCATGGGCA -GAGTTGTGAATACTTTATTGCGAAGTATTTTATGTTTTTTGATAGTCAAA -ACTTTGCTGACATACTTtttttttttttttttgtATTGTACGCTGTTTAC -TAAAGAAAACATATATGCGTCATAAAAATGTGACGCAAACTTGTTACTTT -TGTATGTAAGATATGATTTAAAGATGGACGCGGCAAGGTAGTTGCCCGCG -AACTCCTCCGCCTGCACCGTTGTTGCAAGGGGATGTCAACGTGGCACGTT -GCTGCTCACGTGGTAGCTGAAGTGTGTTGCGGCGAGTTGCTGCCCACAAC -ACAGTCACCTCGTTGTCGCCTCTGTAGCTGTGGTGTGGTACAGAGTGTGG -ATCAGGACCAGGTGGTGGCCACGATCGGTGACTATAGCTGAAGTGACCAA -GTGGTTGCTGAATGTGTGTTGCGGCACGTTGCTGCTCACAACACAGTCAC -CTCGTTGTCGCCTCTGCAGCGGCGGTGTGGTGCAGAGTGCGGATCGGGAT -CAGGTGACCAACTGGAATAAGCCGGTAGCAGGGTCGTAGCTCCGACTTGA -TATTCACGGCAAGTATCTTACGATAATATCACTTTATTTCGGCTGTCAGT -TCAGAACTAAGTAATACAAAGaaagaaaGCTTAAGATTACCCTATCTCGC -ACAGATCACGGCCGCCGACCAGCATCCGAAGTATAGCTTCGTGTGTCGTT -CGTCGTCACACGCAGCTTTTCCTGATGTTACTTGTTAACATGTACTCTAT -TGATTTTATCCTATATCATTGTGAATAAGTTCCATTTATGTTAATTAGCA -ATGGTACAATGCAAACCATTTCCGGCCATCTGAGAGCACCTCACAATTAG -CCGGACACCAAATAACATCCAGACTAGAAGGCAGATGAGGCTACACCAAT -CACCGCACAGATACgatccgatccgatcccatcccatTAGCTAAAAGTAG -GGTCGAGACAAGCGGCCAGTTCCTGTCGCCCGAAATTGGCAAGAGTTCAG -TTCAGTGGTCCAAAAAAGAAATGCTAATGAGCGGCGAACAAAAACGAGTC -GAAACGAAAACTGGACGTCAGTCCATTGTTGAGTGACTAGTAACTTAAGC -GAGGGTACTGAAAGAAAAACTACTCAATGCTAACTTCCCTGTATATTATT -TAAGTTCAAAGACATACATATCTTTTACGGGTACATCATCGAGTTTCTAC -ACCTTTtttttTGTCACTGTTGCTGACTGCCAAGTGAATGTCTGAATGAc -caactgaatgagcgaatgaacgagtgaaggagAGCACTTCGCTCCATGGA -GCGACGCACAATTCAATTGAAACTGTTGCCCGGATCAGGACTGGGCTACA -AAGTGGGTTTTggatgtggatgtggaactggaaGAACTGCCGGCTTACCT -TACCTTTCAAATTGATGAACAGCAACAAAGGCTGCGGGGACAAAAGAAAA -CCGGGCATAGAAAAGCGACTTTCAAAGTTTCCAACGCGACAATGTGAGtg -tattttatacacatttttctttctcTTGCGAAATTAATGAACTATTCAAA -TGTCAAAGGATCCGAGGGCAAGAAACGCCGAACGAACAGTTGGTGACAAC -AACAAAACGGGCCAACAATAAAAATGAGTCCAGCCAAGAGAAAACCATAA -AAAGATTTTTCCCGTTTTATGAGTCTGTCCCCCGTCCTTCAGTTtttttt -ttCTTGCGCAGTGTGAGTATGCGCATTCACGAAATTCAAAAAGCAATTTA -CCAAGGCATCGTGAAAGGCAATGCACGGATCTCGTTCATCGGGCTTTAAG -TGCCTCCAAAGGACGAGGAGCAGGTCGAGGCGTCAAAACTCAGACGCGGa -tgaggatgaGCTCTCAGGGACCCAGACAAAAGCGAGGTCTTCCGCACACA -TATACATATGTATACTCGTAGTACGTAAATGAGTCGTCCGTGCTGAGTTT -TTATTGTCATTGCGTTTTATAGACAGTTTTACGAGCTAACGAAAGTGGTT -CTGCTGCGGGGCAAGGGAAAGGAGCGGCCCCGCGATAATGCCCCATTCCG -AtccgatccgtttcgATGCCGGCATATTTGGGGTTTTACGATCCCGCCGC -CTTCGCTGCCAGCGTGTATTGGGAAAACTGTAAATCACACTTGCCCACGG -AcccacggacAGATATACGGTCaacgggcagatatacggacaTACatata -cggacggacatTGCCCCACATTGGAGCAGAGTCCCGATAAAACGTTGCAC -ATGAGATGTGTATTAGCGTGTCTGTTAAATTGTTTTTAGTTGCCGACGCG -TCTGCAAATGAGCCATTGTTGAAAGGATGGGGAAAGGCCGTCTGGGCCAC -GAGTAAGAAGTAAGTGGGGGAACTGCGGGTATTGAAGCTCTTTAAATGTT -CCTACTTACGCGGGCGTATGTCTGCGAACTCATTCTCGCCCGATGTTGCA -TTACGAAACGGTCTCATGCACCTGCAATCTACACACACAAACCGACTTCG -TGAAGGGGGTTGTGGGCGGACGGTGGGTGTTTTGCTCCACGATATGGTGT -GAACTTATTGTGAATGGCCATTCATCGCAGCAGTAGAGTTCGAAGCTCTC -AAAAGCATCGTATGTGGTAATTTACAATGTGCAAAGTTTTTCATTTGTGA -ATTTCAGAGAGTGGTGAGGGGAGAATTGATATTCTTCAAGATAGCTGAAG -AAGAACCGAAATAACAATGGAGCAAAGATTCCTAAAGGCGCATCTGAAAT -CAGTTGCAAATGAACGATGCTACGAAAATACATTTAATTGCTCTAGCGTC -AGCTTTACTTAAGATGGACATTTtttaatctgggggttttttaaTTCACT -GGAATCACTGTTGTAGCAAGAGATAATCTATTTAGCTTTGATAATTCATT -TTATAAACAGAAAGAataaatagaaaaaaATAGTCATTTACATTGTCAAA -GAAAGACATGATATAACACACTCGACTATCAGATAGCAAAATCGATCAAC -GTTTGCGCCGTTTTTGTGGCCGATTATGTCATGCAGTTATTATTTGTATG -TATTTGTTCTACCACCGATGGAATGAATACTGAGCAATCGAGAATGACAA -AATTAAATCAAACTTATTTAATTTCTCAATTATATCGTCCACAAAATAAG -CTAGTTTATAAAGTTATAATTTTATTCGATATGTCATTTTAATAGtttta -tGCATtttctcttttttttACTTGACAGCTGACAGCACTGGCGTAATAAA -TCCGTACATTGAAGGAACATCTTTCGCACTAAATGTGTAGTTCCCCATTT -TGATCGTAATACTTGAAAATGCTTAACTGATCGAATTGACCTCGGTTAAT -GATTGCCAGACTTATAGTCTGGCAAACCCCAGTAACAAAAGTACCCTTTC -TGCTTCCTTTGAAGCATTGCACGCCCAATTACACCTTACATGTCAATTTA -GCAACTCCGACTCAGCCAGCAATTTACTTTCCCCCCCGTAGGAGTTCTCG -TGCAtcttgcatcttgcagttggcgatttgcgagACTCGAGGGTGAGTTT -AAAATGTTTTGCGAGTATCTGTTAATTGTGTCGCATGCATTTTTAATGTC -ATTTACCTGGCGAGTGGCACTGGCCCTCTGCTGATTTCTAATTAAAATGC -ACATCGGGCGGGGAAGTCAGCATCTTCGGCATTATCAACAACTTTCAACT -TCATCAAAGCCACTGGCACTTTGGAAATTAATGGCTGACTCCAACTCACG -CCACTTGCGCCCTCTGAACCTCCTTTCATCTGGCTCTTGAAGACACTCGA -CACGTTGGCGCAATAAAAATAAAACTCATTACGATAAATTGCAGGGGGAA -ATGAAGGGCTGAGGCACAGCGAAAAGGTCGCCATAATTCAAGGGAAATGC -TCGAAAGTCGCTTCATCCACAATCCGATTCGCCGTTCGGTCACTCGAAGC -CATTCAGAAAAGCGAATTGGATTTTCATTCGAATTTTGAATTCATAATTC -TACGGAGTTGTCTCCGTGGCTGCGGTGGAACTATTCAAAGGAATCGGGTT -GTGAGCAATCGCTCTGCGGCTTCAAGCGAATCAGGTTTGCAAATATCTTT -CGCATGAACGACACATAGACTGAGATATTCTCCCCCGACGACCTTCCCCG -CCGATTATTTAGAACTTTTCATTTCGCTTTGCATAatttacaatttatta -tttggcGTAATTTATTGTACGTGCCGCAATTTATGCACAAAATGTTGAAC -ACAACGCTTCATTAATCAGAGTCCGAGCTTTCCCACAGCTCCTAGGCTGC -GAGAGATACACAGAAAGGAAACCGTACATATCCATGAGATAGATATGCTT -CGGGAGTGTAGCTACTTATCTTTCCGTATCCATCTTGTTGAAAATATTAT -GCAACATAAAGGGACTCATAGAAATTAAATTAGTATGGTAAATATAATAA -ATTGAGCACCAATAATATGTAAACCCTTCGTTTTTCCTGTGTATAAACTT -CCATTTCCTCCGCCAGTCAGCTCTCTGAAATACTAATTAAGCTTAATGTA -ATGCACATACATATGCGatatgcgataAGTCGGCGGGGTTAGCCTATCCG -AGATTATAACGACTGCGGACTGCGACTGGCCTCCCTGGCAGCACAATATA -TTTATATTGTATTTAGGTGGCTTGTCAGCCGGTGATTGATGTGGCAGCGG -CTGCTggctgccggctTTGGACTTTCTGCCATATTCGGCGCACAAAGCCG -GCTTCCAATCCGATCCGAGACTACGACGGTGATAAATTGTGGCCCAAACA -ATGCGTATGACTTTTCAAAATGAATTCATAAACTCGCAGTTTGAGAACGG -GGCCCGCTCTAGTGAGCTCATTGTCTGGGCTGTGTATCCtatcctatcct -atcgtatcggACGGAGAAGATAACCACCCGGCAAAAAGACCATGGGAATC -AATGAGGGCATTGCGTCAGTGGGGAGATTAAATTCATGCGTGTGCTTTAT -TACTTTTTATTGTCCAAAACTACTCATAACCCAAAGATTTAATTCGGAAG -TgaagtgaagtgaagtcaggTTGTCGTTTCAAAAATGCTTAGATGCAGTT -TTTCTTTTCGCCATCTTAAGTTAGTTAAAGGTCTTATACCTTTAACCGAC -ATTAGTTCCAATTTCAACGCATTATATCGAAATCCCTTTGAAAGTCGTTA -GAAGAACTCGATGCCACATGTTCCCATCACAGTCCTAGCTAAAATCTAGG -CATTTGGCATAATAAATATGTATAAGACTAATACGTGAAGATCCCACTTg -cagatcccAAAGCTGCCCATAGATTTTGAATGTGTCACGGAGGGATTATG -GATTTTAAATGAGCGCACAATGGGCCATCTTTCAATTTAACTCGAAAGTA -TCTCTCGAATGGCCTGTATCTTATTTTTATTCCTCTCCATTTGCCAGCTT -GCCACGACATTTCTAAGCGACCCTCATCATAATTTCCGAGCGTTGGTTTA -CTGTGCCTTCATTGTTTGTTTTCACATAATTAAATTCAAACAGCGAGCTC -GCAGACAACTTTGTGTGGCAGGCGCCCCATATGCGATGCGATCGAATGTC -AAGAAGTTGTGCTCCCCTGGTCTTTGGATTGTGCTTGCTTCCCGAACTAA -AAGCCAAATAAACAAATGGTCGGCATTGAAAAGTGTGCTCAGTGCTCTTA -GAGGTTTTAGAACGCCAGTCGAACGCGCATTGAGCCAAAAAACAAAGACC -AGGCCACCAGAAGAACCCAGCGCGTAATTCAATTAGAGGCAGAGCATTCT -AAGAGCTTTTGGCCAGAACCGAGAACGAGAAGCAACCGATTTCCGTTGCT -CGGATGGCAGGGCGGCCAAAGAATCTCCCCGTTCGGCGTCCTCAAAGGCG -AGCTGACTTTCATCTATTAAAATATACAAATTGCTTTAGCCGCGTGGGGt -gggtgggttgtgttgggtggCTTTGGGGTAAAGGGCGTTGCCGCTTGTCG -CCCTTGTCACTTCACACGGTCTGTTGCTCAGGGCGAGGGGTGGTTGGGAT -TGGATTGCGGCTGGGTGTCAGGTGCAGGGGGCGGGGGCTGCTGTCCCATG -CGCGTTCGTCTTTGACATTTTTAAATTGATTTTTTCGCCGCTGGCTCCGT -CGACAAAAGCCACATCAGCTCAGGTGTATCCGTTCACACGCCACCTAATT -AGTTTTGCTGGCAGGTTGAGTAGGGGATGGTGGGTGATGGGGTAGTGGGT -TTTATAAGGGGCTCTAACCCTCATAGGGGATGGTTAAATTGGCTCAATCA -TCGGACATTTTTCATTTACAAAATAATTGCATCTAATTCGAGGCGTGTGT -AATTAAAGGCTCTACAGCAAATGACTTTTTCATTGATCGATTCGACCCAT -AAACATTTTGTTTAAATGTGATGTAATTCTTAGATTTTCCCAGTAtatat -atatatatctctcAAGAGTTCATCCAGTCGGTTAGAAATAAGTTTTAGAG -TGTGCAACTCGATGCGATTtgagttggattggAGTCACTCGGGAATGACT -GGGTGTGACCGACCATTGCCAGGGCGCTGTCTACAAATTGCAAATTGATT -TTTATCGATTTCCCATAATCAGAATTATTATGGAGAACGCGAAATATCAC -TCGGCTCGTTATTGCTCACGTCTCGGGTTGCGGCAAGTCTCTTGTCTCGA -ATTGAAAGTTGATTTTACAATTTGATAAGCGTGCGCAAATTACACGAGAG -ACCTGCCCCGGGATTCGAGGTTCGAACCCACACTTCCCGACCCTCGGCCA -TTGGTGTGTTGGCATACGCCTATAAATTTGTTGATTATCAGACTTTTTTA -ATGAATTTGGAGGGGCCGCACCCGTGCTAGTTGTTGAATACCGATGGTTG -TTGCCTCCTGCCCGTCTACACATGTCcacatgTACTCCCATATGCAACAA -TGTCGGCGCAGTGTGCTAGTGATATATCTTTCCTGATGGCCCCAGACACG -CACCCGACGAGTTGAGCTCGCCTCGAAGGAGATAGACAAGTCGGCCTGGG -CGGAGCTTTATGTGCAGTTTGCATGTGAAGACCCCATGGTGATGGGGAAT -AGGATGTGATGCATGGGGCACTCAGGGGAGTGGGTTGTATCAGCCCCGAG -GAAAGATATAGCCATATAGAAACCAGCCCAGAACCGGGTGGAGTTATTAA -AAGGTCTTGGCATTTAGCTAAAAGCAATTACTTGGTTGCTCATAATTGGA -AAACTGCCTCAGATGTATAGAATGTTGAATATTTCAGTATTGATTGATGG -CATTTGAGTATCCATTTATACCGAAGTTGACACCACATAAACAACGCATG -AAGTAATGtgtatatatatatatttATCAAATGGAACTGGAATCATCTGC -AAAGAATTTCAGTGTAAGCTTCGTTTTCTAAGTTCTTTAAACCAGAAGGT -ACCAATTGAACCAGTTCAATTGTCCAAGTTACTCCCAGGGAATCCATATT -TTCGAGTGCGAATTGAGTTAAGTCCCTGCTCCCTTTCACTGGGCATAGTA -GTTATCATTACCAGAGCAAGTTGTTGAGCCTGTGAGCTTAATTTCCTACA -TATTTTGAGAAGGGTCACGTTTCCCCATAGGTCGTTAGCCCCCTTCGAGG -CTTTTGCCCCTTCTGTTAGTGCCCTCCAATGCCAGAGGCCTTGTCCTTTG -TTCACTTGATTGCTTTGATAGCATGGAGGGTACGGTATCGTGGTGAGGgg -ttcgaggttcgaggttcgaggttcgaggttcgaggtaCCCTCCACGGTAG -TCCGGCTTACTTCCTCTTCGGTGCACAGGAGGACTACTGCGGTTGGCCTT -TTTTCGCCTGCATTGCATGAGTGACAACCCTTGCCGCCATGAGTTCGAGT -CCCTTCTAATTGCTTGCGTAACCTGAGGCGAAGCGAGGGACAGGCGGCTG -GAAAACGTTCATATTTCAAAATCGTGCTCAATAAATATTTTCGCTGGTCC -CGAGCAAATATTCGCATAAGTACAAAGAAAAGCGAAACACAAACGTGCCG -GGGCCTCAGACATTTGACGAAAGATTTAAACGGAAACGAGCGATTCCTGT -GCGAATCGAACGGGACTTTGGTCGTGTTTCGTGCCCAGAAATGAATGCAT -GACACTTACGAGCAGAGTTTGTCGCCATTCATttcatttcatttcgtttG -AGCTGTGAGCTGCGCTAAGTGGCAGCGGCAGAGCCAGTGGCGTAGTGGCC -CAAATGGAGAAGGGTCCGGGGCTCGGTCGGGGTGAGTTGAGTTCTGCGCG -ACAAGAAACGCAACTTTACCTTCAACTTGGCCCGAAAGAGGCGCCACGAT -GGATGATTGAGCATGATTGAGGGCCTCGCTTTTAGTGTGCGAATTGCACA -ACCGTCGGGGCAAATCTGAGTACATAGCATACATATAGCAAGAGCTATAT -CTGCATATATGTATTTACATATGGCGGCAAACCCTTAAAACTCAAAAGAA -CATGAGACTCTGAGAAAATGTCTCTATATGCCACTTTTGATATTATGCGC -TCATACTTCATTAACAACTTGGGATTGGAAAACAAATAATTTCATTGAAA -GGTGCTTGATAGTTCGATAATTAACaaaaaaaaaaaGGTTATCGCATAGA -TTAAGGACTTATCCTAAAAGGTCTGAGAGGTTGAGCCACTGAGACGTACG -CATTGCATCTATAACTAATAGAAAGCAATTGGATTACATTCCACATCACT -TCCACTACGTTGAATTATAAAATATCTCGATTCGGTATGGTTTTCGTTAG -GGAAGCTCGACTGTGCAGTGTCTGCGCCTCTGTTTGCAATTCTCAGTGGT -GCCCATGAATGGCTTCGTTTATTTTGAACACGTTACTCAAACAATGTTTT -TGGTTTATTTAAATTTCTTTCTTATGGCGAGCAATAAGGAAAGCCATGCA -AATGCCGACCGCTTGTATAAGTTTGCCGCCCCAACCGCCCATCCCCCGCT -CCGCCCACTGCGCACCCACCCCATTTGCGGAAGCCCGCGTTGGGTAAACA -TTTGAATTTTACATTAAAGGCGGCGCAAAACATTCGCATTTTTTGCCATT -TCCCCTCTCATTATTTAAACAAAACGGCGTCATAGTGCAGAGCAAACAAT -TCGCCAGTGGCCCCCACAAACCAGTGTTTGCTTTTTAAAGCGCCAATGCC -GCCGAGGGGTCAGGATGATTCGGAGCGGAGGTGATGGCACAGGGAGCAGG -GAGGATGCAAATCCAGCAGATAAAGATACAAAAACGCAGTGAAGCTTTCC -GTTTTGGTTTTCGGCTTTCAGATGcggattccgattcgggttcggattgg -gattggggttgaggttCGCATCGGGTTCACATTGTGTGCCAAATGCAAAC -AGAAATTCGAATTTTAAAACTTTTTGCGTGTGTGCGGTTTGGCAAACAGG -AGCCTTAACTTTGCCGTTATTCTGGAGGGGCAGAATGgaatggaatggaa -ttttatttGCCCACGGTATCGGGCAAACAAAGTGGAAGCACTAGCTTCCA -GCCCTTTTCTTGTCTTTTGTCACAGGCACATTCGACAAACAGTCAGCGCG -AAgtgggaactgggaactggtATAGAGCTTCCCAGCCAAGTTCAATTGGG -TTGACTTCGGCGGCAGCTGATTTCGATTTGTATCTAATTGTATGCAAACA -AAATCACATATGCGGGCGTTTTGTTCGCTTCGCTATTCAATTTTATGCAT -GAAGTTGATGGATTACTTATGAATGCTCCTGGGAATTCTTGCGGGCTGAA -TGTCGAACCCAGGCGGAAGAATAACAGATTGCAAGGGATAAGCATAATGA -CCGCAGGGAATTGGGTCCACGATTCTAGATCTGAAATTTGGCTTTGGTAA -AGAACATATGGCCGTTGATTACCTAACATCTGAATTCCGCTTATATTTCA -AATCAAAATTTCATTGAAGCCGTCTTtcgtagaagctgtGTTAAGTGAAA -aagtagtgttaagttgaaaaTGTACAAGCCAATTTTAAGGATACAAGATA -CAATAAAATAGCATGGTTCTCAATTTCAAAGTGTTCCAACAATATCCGAG -TATGAACAGTCATATCCTGTTTATTAATACATCTATATTATCAACTTCGA -ATAGTTATTTGTCGGTCCCTTAATCCAACGACTTAATGACTTTTAAGAAC -GCCGCACTCAATTAAACAAGTAGATCAACAGTCACCCCATTTATTAATGC -AAGCACTTGACCGGCACTGAATAAAATCATGCACTTTCATATCGAACCTA -ATAGCATTGTAATGGATACTCCTGACCTCTAGTAATTGGCCACTTTAAAA -CCACTAGCAGTAATACCACCCCCCCGACCATCAATGATTGTAAAATAACT -ATAAGGCAGAATGTGCGGTGGCTTAGTCACGGGTAATCAGGCCATTTATT -TTCCAAGCCCCTCCATGTACATATATAATTATAGTCGCGGAGCCTCTAAA -TTGTAAGCCCATTGTGTCTATGCCTCCCCCATGCGGCCATTTTTGCATTA -TTCATCAGATCGACTGGctggctgactTTTTTATTTGCCATAATTTGCAC -CATCACCATCACGGAGTGAGTAACTTTTGTCGATGCCCCGCTCGGCCGAG -TATAAAAGTTAAATGAGTTTCTATTTTAACGGGCGCATGAAAATTACAGG -GGCCGCCAGGAGCCTGTAATTAAGCGCTGTTCTGTCCACGACACGTCAAT -CAGCCAGTCATTCTCTCAATCGAGGGTGAGCTGGAAGGACGAaaggacga -aTGAGGAGCGGCAGCCGTACCGATTCCCAGGCTCTGGGCTGCCACTGGGG -TTGACCATCGTCCGGATTAGCGCTTACGTGGCCATTTGGTCAGGACCTGG -GGCACAAATTCGAAACGAGGTCATTAAGCAATTTAATATTTTAAGAAACT -GATAATAATCGAACCGCACCAGTGCGAAGTGGACCCGGCTCAGGTAGGCC -GATGTCAGCTTTTGGCCTTACTTTTTAGTATCAGTCGAGCACTCCGCCTC -TGCTATGAAAACTTTGCGGTCAGGCCTGCACTGAAACAaatcaatcactt -atatacatacatatgtACATGTCATCATTTAAACCTTTTCTTACTGCAGG -CTGAGATGGCATAAATGAATCATTGATGATTTATTTGGGAATATATTTat -atacatatcaacatatcTCGGCGATAAGGGTTAAGCTAACAATTTCTTTT -ACAGTTTTGTATACTTCGATTGTTTATTACCAATATATTCCTGCTAAATA -TACTTCATTAGCGTCTACCACGACTTTGTAAAAACCAACTGTCTCATTTT -TGAAACTCGCCATCTGACGACTTATCCGACAACAAATATAAAATGTTGTT -TTTCAAAGTAAGCCGCTTATATGGCTCCCACTAGCAGAGATTAAGGTTTT -GAGTCCGAAGGTTTTCTTAGAGTGTACTCACCAGCTCCAGGATTGGGTTA -CGTGCTCGGTGGCACACAGCGCTCGAAGTTAAAGTGAATTTCGTATGACA -CTTGCACGAAATATTAAGGTGTAATGGGTATTAAGCTGGGAACACGGAGT -GGAAAGCTTACAACGCTTCCAACCGCAACTAGATGGAGAAATACAAGCGG -ACAAACGTACAAGTGCGGCTTAGTGACACGTCTTCGACTTTGCCAGGGGC -GCAGAGGGGCACTTGGGGGAAAGTGGTGTCAGCCAGGGAGAAGTGTAATC -TTACACGCACCAAATAGCAAAGTCATATACATTGGCCAGCATTCCCAAGC -CATCCCCAGTATCTCCatttccattttcattttcagtcccagaccTCGAA -GATGGCAGGCGATGGCTTTCGGTGTGCGTTTCTTGCAGTCACCAAGCCAA -GTGATGCTTTTATTGGGGGTAACGGTCTTCTCAGATAGATTAAATTATAA -TTAAACTCATGAATAAGTGAAAGAATTTGAAGGTGGTTAATGTCAGATAC -CCATTGAACTCCAGTGATGGAATATTATTCTTAAAACTTGAAATTTCAGA -CGAAGTAAAGATAAACCCGTCTATCATTAATGGAAAGTATCCTCTATCCT -CACACATGAATGATTGCTCTTCTGTACAATCCTTAAGTCTCCTACATGCC -AACATCCTGCGATGTTACACAATACTTAATAAGAGCCTTTGACATCTAAA -AAGATTATCTTGGGCATAAGACACCCTGAGATCACCAGTTGCTGAACGAT -CATCTACGATGAAATGCAGATCTATCAGTTTTCAGCTTTGTCATACATAC -AATGTCATCGGAATCTCCTGCAGTGGGATTTTCAGAGATGTTCTCGCGTT -AtctcgggatatctCACCTTTCGCAGCCAGGTCCTCGGGAACAATAAGAT -CAAACCCTAATCAGCTCATTAGGCACTGGCTCAAGTCGCACTTTCCGCTG -CGCAATCTACGTATTTCGATATCGGCGAAGAGGGTCTTTAAAGGGACGCT -GGTACCTGGATTTCGACGGGCTTATTTTGTTTTATTTGTTTCCCTGTTCG -GACGTTttttttCCCATTTCCATTACTTATTTCCATGACAAAGCCGGTCC -GTGACCTCAAAATGTTTGTCACTCGCAAGACCCCGAAGTCCCGGACGGAC -AAAGCCGGACACAACTAGACGgacagacggacggacggacggacggCGTA -CACAAAGAGTAATGGCAACACAGCATGTGTGtgtttgtggcacaggcaca -ggcacaggcccatgcaagtgGCAGTACCTGTGACCCAGTGAGTTCGTGGT -GGTAATTAAACGCAACAACAACATTAACAGCCGGCACAGTCAACATGTAA -TTTCATTTTTATGCGCCAAGACTAAAGCCGGGGCGGGACGCACACAGCCG -AACAACACATATACAATTGCCGTGTTCTCCCTTGATACTATTTCTCCTTG -GACTTAATTACACGGATTAAATATTATACGGCTTTAATGCCTCCTAGCAG -TAGGTAACCATAGCCAAGACCAAGGCACAAGAACCAACAACAGTCTCTAT -CACCTCTAAAGATAGATTTTCAATACTGGTGATACTTAAATCATTATCTC -TGTCTTATGATCATCTATGTACCGCCTTTAACAATTTAAAAATTCATAAG -GCTTTATAAAGCATATAATGATGTCCAGTTTTGTGACGAAAAATTTGGCT -GTAGTACTAGTAGATTTCGTTGTCCGGGCTTTTAGATTCGCCATTACCAT -TAAGttggccattacTAGTCGTACTGTAAGGAAACTAACGCTTCATGTTG -TGTTCACCAAGCCAAAAGCGTCTTTCGGATAATTGTCTCTTGATTTGGTC -GTGGAGCTgagctgaggtgaAAATAGTCTGGTTGGCGAGGAGCATTGGTC -CGTTTATATGGCATGTTGCTCATGAAACAGCCGAGTCACATCGCCGCCCA -TATATCGTGTTCGCCTTCGGATAAGGCGCCAAATTCGTATAATTAGAGGC -GTCATgcgtcaggcgtcGCAAAGCAACTGATTAGTGATCAAGTCTGCTCG -ACTGGAAGTACCCGGCATCTTTTTATATCTCATACTGGTATGTGTGGCCG -AAACTATAATAATGGGCTACAACTTTTGAATTGAACTACAATGTTGAGCA -AAGCTAAGCTTTTAGTCATTCGATTGGGAGTGTGACTTGACTTTCAACAT -TAGAGTCAGAAAATTAGAGACAACCATTCCAGATTACCCAGCATATTTAA -GAAATATATCAGACGATTTCCAACCAAGCTTAATGACGACTGAGTGGCAG -ACACGAAAAATCGGATTACTTTGAGTCTACGGAGAACTGAGGAGAACTCG -AAAACAGGGCGCCAAGAAACATAGTCGGTCCCAATTAATGCCCGTGCACA -TACTCAGGCGTGATTACTTATGGGCATAATTAAACAAACATTTACATAGC -CGCCTCCAGTCATATCTAACCGAGGAACCGACTCGACCAGCCGCCCACTC -CGGAGCTCGTCATGAATATGGAGAATGAAGGGCCCCATCAGCGTATTTTT -GGCATTTAATTGGAGTTCATTAATCAAAACTACGCGGCGAGTGATTGGCC -GCAGAGTTGTTGGCCATTTCTAATGGTTCAAGGGGGAGCATGACATTTCG -CTACCCGACGCCCACCCACTGCCATTCAAAGTTTTCCACGGTGTTTTTGC -GGCccctggttttcggttttttccccTGACTCGCTCCTTGGCTTTTCCAC -GTTTTGGTCTTATCGCTTTATAACAATCATTAGCTGCGAGCCTTATTTAT -GCCATtattatggcaacttctctggccgcctcgctgttttcgttgttgtt -tctgtttatgtggctttttgtGCTTCAAATATCAAGTCATTCGGCGCAAG -TCGAGCCTCATTTAGTTCTGGCTTGCCATTTGTATCTCAAAGTCTGGCCA -AAACAAAACATAATTTTGTTTGTTTATGGCAGGCTTTTCGCCGAAGTCAT -TTTTTCTGTTTTTGAAATTCAGGGAACACGTATGTACCGTGTTTGTTAAT -TGGTCAGCTTGTAATTTCAAGATTTCTCGCATCTGAAACGCTACAGCGAA -CACAAAGCAATAAACACAATAAAATTTAATATTAACGTGGCTGTATAGTA -TATCTGGTTTTCTTTATTGTAACTATTGCCTATTttttttttAGATGAGT -TTTGAAAGTCATTCCATTCTGTTCAGCTTTTTATCTAACCCGATATATGT -TTAATCTTTGTTATTGGTTTTTTAAATGTGTCTGATTGGAGGGCAAGGTG -AATGAGTTTTTAGATCTCAATCGGAGACACTAGTCTTGAGTGGTTGTAAC -CCCATTATACAGTTCCTTACATCGGAAAAGTCATTCCAAGTGGAATGCTT -AACACATATTCATCTAAATATCTTTAATGCTTTTCCATAATGTCAATCTC -GCCCGCAGACTACACAAGTGTAGCGCCACACTCTTGCTTTCCGTTCCCCT -CTAGAGTTTTATCAATTGTAAAACCCATTCCGCCGACTCCGCCCTTCTCT -AATACATGTCAGTCATGTCTCAGTCTTCCATCTTCTGTTCCCGTTGGGCG -TTTACCCGCCTGCTGTCCATTAATGTTCGAGAGGAAGGTGGGGGTCGGGG -AAGGCACTTTTGGGGTAGAACGACCTCCAACTGCGAGACCATTCAATGCA -CTCGCTGATTATCGGCCTGGTGTAATCACAGCCACAGAACGACATCATCG -CCACCACTCTGTGGTGTTTGCCCCTccactcgactcgacttggtttGAAG -TTCTTGGAAACATGTTTTTGCACTTACATACATTCAAGAACTCATCTGCC -CCACCGAAACTGAGCGATTGTCAAATGAAATTAGCTGCATTCATGTTGCA -TAGACAAGGACATCAGCCGTTGCCTTACGACTTTTCGCTTGCGGTCGGTG -GACGGGGATGTCGTTCCTCTATTCTGAGTCGGCTAACTATCCGAAACATT -TTCCCATCATCGTCGGCAGGAATATTGGCATCCGCAGCACGTGTCAATGT -GGAGGCGTCCTGGTCTTGGGATCTTTTTTGTCGACGTCGAGATAAAATTA -ATTGCAAATAAATGCGAAAAGCCCCGGCCGCAAACTGCTGACCGAATCCC -ACATGGCAACTTCGGATACTCTTTCGCATCCGCAAGATGCCAGCGGATAG -ATTACATTGCGCTCTACATGGGAAGCAGAAGCATCAAGCGTCGCGCCATA -AGTAGAGATGGATCCGAGCATGAGCACACATAAAAAGGTTACTTTGTTGG -TGGAAGGGCACATCCGACCGGCGAACATTTAGTTGAAGCGTCAAACTCGT -TTGTCTTATCAGATTATATACCCACTGTCAGACTACCCACTTCTTTCGGA -TACCCTTTCGACAGGGCAGGTGGTGTACGATCAGATCTTTCAGCTCAAAT -GGCGAAGGCACACTCTGCCTACCATATCTAACATATGTCTCGATTTTAAG -CACTAAACAAATAAATATAATGCATATTTAAGCTACGTTAAAAGTTCACT -GCAAAATTTAGGAATTAAGATTCAGGCAGTTAAAGTATTTATTTAATGCA -TCTACATTTTGTAGCGTCCTAATGAGTCAAAGGAATTTTTCTGTTTTCGC -AAGCTTCACAAAATAAAGTTTTATTAGTTGTGCATCTTTAGCTGCAGTCT -TAATTTAAGCAGACGTGTTTTCCAAAgtattttataaagtattcaccaga -gtattcTAACTTCACCCTCGCGTGTGAAGCCTGTTTTTTGCCTTGTATCT -TTTTTGCTTACAGTTGCACGACAACAACGTCGCCGATGACACGACAAGCT -GCGCTGCGATGTCGTAGTTTTGCTTGTTTTTATAGTTGTTGCCGAGTTGG -TTGTTGTAGAGCCGGCGAGTTAGTCATGCGCCTAACTGGGCCCAATCGCC -GGCCAGGAGAGCGGTAGCTCCAAAGGGAGGACAGACCAGACCGGCCATTC -ATTGCAGCCAGTCCCCACTATAAATACATGTGGGCCCCGGCAGATCCCCC -CGAGATGGCCCACAAGCCGAGCGGCTCATTCATACAGGTAGCTACATCCA -CTGCCAGCGTCTCCGTCATCGTGCTTTTGTTGGAGTCATTATCATTTTGT -CGTCATCAGCGACGTCGGCGCAAATGAAACATAAAATGAAACGCCCCTTA -ATAGCTGGccggtcggtcggCCTTATgccgtatgccttatgcGTATCTTT -CGGATACAGATACGGAGCCACAGATACTTTTACACGGGCACCACAGccac -agccacagccacagccacagccatagccgtaaccgtaatcgtaCCTGTGT -TTGCTTTTTAGCACAAGATATTTATTTCTTATTTGCCTTTCCTTGTCGTG -TCGGATTTTATTTCTGTTAGCACTGCGCCAAAAGCCAGAGCGAAACCGCA -ACTGGCAACTGCGCTAACGTAATCTTCTTTAGCTACAGATATGGCCCAGC -AGTCGGCCCATAAGTCGCGTTATTTGTatttgtgccagtatctgtggccg -tatccgcatccgcatccgtagctgtagctgtagctgtatctgtatctgta -tatgGCTGCGTGACATTTGTGCCAGTTTTtttTTGGTGCTTGCACAAAAG -GGAGTGCgagtgcgagtATCTGCATCCGTCAGATGCAGCTGACTGCGACT -AATCCAAGGCTGAATTCGGCGGGGTTCCTGGCTTACACTCAGCCACTTCG -CATTTTAATTAAAACGAATTGCGCATTATTTGCGCCTGGCGTTATAATTT -AATTAATAAGCCTTAATTAAAACCTAATAAGGTTTTAATTGTATTGTGTT -GCATGTGGCAAAGACATTCCGCCCGTCTGAAAGTATGTTTTGTAACAGCG -GTTCTGGCCTGACTTTTTGTGGCGTTATTTATAAAGCCTCCACCCCGCAT -CCTTGGCACTCGGGGGTGGCTCCGAGGACTGGCATTGATAATAAATTCTA -TTATTGGATTTGGTTGTTGCCTTTGTGACGCAACGATGCGATACACGCGG -TCTAGACCCACTGGGCCGACCCTTTGGTCTTTGGAGGGCGTTGAAGCCCG -TCGTTGGGGGTGTTTGGCCCTCTTTCGCCACTCCCCCTCTCTATTCACTG -CCAATCAGACGACCATAAGTGCTGTTTGCTGTCCACACACTAATTGATTA -ATATTGGCGGCATAAATTAAACATTGATGCTGTCTGGTGGGTAAGAGACG -GGACGAATTTGCGCATGAAAGCCGTCGCTCCATTGTCGCGAATCATTTTA -TGGTTGGATTAAAACCGTTATTATTCTTATTTAAGAATAAATACCATGCA -TTCTGCTTAAATCGGATTACTTTAATCAACACCTGGCCCGAACACAAATG -TCGCTTTATGCGATCTAACTGGAAACTGTGTTTTAAAACAAGTATTATTA -AAACCATTCGGAACGCGGATTTAATTCAATGACTGTTTAGTTGAATCTAC -TTTCCCGAAAAGTATCTATTGAtagatagaTCTCCAATTGTACTCTTCCT -GTCTGCCCACCGAGCAATTTGTGTTTCGACTTTAAAGTGCGGGTACCTAC -ATAAATCCATTGTTCAGATCATTAATTTCCGCTGCTTCTAAGAGGGCCTA -CATACATAAGTATATTTTTATGGGATTACTCTGGTCTAACGGAAGAGCTT -ACCTTAGCGGATGCCTGGGCTTTCCTCCGGTCTTCCATTGTATTGGACTA -GTTTCTATCACTCTTTGTAAACCACCGCATCGCAAAATGTGGAGCGAATA -ACCAAAGAGAATCGGATAAAAAGCCGACAGAGCGAGCAGCTCATAGAGCA -GTTATGAGCTGGTCGGCTAAGCGATTCAACTGGGTTACAATAATTAGCAG -GAGCCCCGGCTCCGAAACCAATGTTCGGGCGTGAATGCAACTGCATGTGG -CTCTTGTTGCCTCTTCGGCCCGATGTGGCGACCCCGAACAATGTAATTCC -ATCATTTATGCCAATTTCGTCCATTTATCCGCAAACAGTTTGCAAAAAAG -AAGCGGTTGCAGTGGCAACAATGGACACAGTCTGATCTGGGCTTGGTTCG -GAAATCGCCCTTGTCTGCCTCTGGTTGTGGATGCGGCTGGCGGTGCCACC -AATTTGGCGATTTTTTAGTCAACGTTCAGTACAATTTttttatttcatat -atataCATTTTCGGTATCAGTTTGACGTCTGTTAGTATGGAGTTACAAGA -ATACCTTCTGATAAAACTAGCTTAATACTGCATAGTAAATCAAGATAGAT -TGAATTAGTTATTGAAAATATTTAAATTAAGCTACCTCCTTGTCAGCTTT -TAGCATCTCCAACGTGGATTGCCATGTGCatgggaatggctatgggattg -aaaatgggtatgGATGGTATAAGTatgagtatggatggtatgggtatggg -tattGGGCTTCAGCTCGGGTATGGATCCATTGTGTGCAGCTTGTTTCCGC -TGCCGGTCCCACAATTGCTGTTGCTTTTTTGttgctgttgctttttATGC -GAACGTGCGTTACGTTCTGCTTACAAAACGGATTAAAAGGTTACACAAGA -GCGTGCAGCAGCCGTCAATTCGTCCAGCCGAGGAGTCTgagtatgagtct -gcgtctgagttgcagttggagctgtagccgaagctagagctggagctggg -GTCTGACTCGGTTCGAACCAAGCACGAAAGCCATATCCATGCCATAGAAG -CAGCCGTAGTCATAAGGCCATGAACCAACGCTTTGTGGAGAGATGTGCAC -TTGGAAATAAAATTAGTTACTCTCAATGGGGATTACTTGTTATGTGTTTC -ATACCATATGCTTTATGTAAGTTATTGCCCTGCAATTGATTCTCTAACAT -CTTGTGGTTCCACATAGTCTCCGCTGCCATCAACGCCAACGAACGGTTAA -GCGCGACATCGACACTTCTGCGCTGCGCCGCGGCCGACGCCTgctgcgcc -gctgccgacgactTCACTTGATTGCTAGGGACTTAGGGAAACATTTTGTA -CGCTAGATTTAGTTTCAAATGATAAATTGCAATAAACGGTCGCTTGCGAT -CTTCAAAATCAAATCGATAACTGTAATTATTAACTGGCGCCCGAACAGGG -ACCAGCGAATAAACGCGAACGAAAGACAAAATTCTAAGTCGCGGAGCAAA -ATCAAAATTTTGCTAAAAAATATTCGTTGGTTAAATTGTGCCGAAGAAAC -TCCCGCGAGTTATTAACAAACAAAATTCACGGTCGGCTATAAAATAAAAT -TGTTTGAGAAAAAAACAGATTTTCCGGAAGAGGAAAATACTTATCGGCAT -AGCATTGCCCATTGGTGGATCACAGTTTCTGTCAGGCCAGCCCGCAGAAA -ACCTTCTTTGGAGTGCTGACGTGGATTCCCCAGTAGCCCAGGCAAAAAGG -ACAACATTCACCCAGCCAGGAGGAGTGACCGCAACAATTCTATGTTAAAT -AAATGCAAAACGAAGAACAGCAATTTCATCGAAAAGgagaaggaaaagta -gaagtagaaCGCCGAGAATAACGGAACTACAGAAGAGCAACACGGATAAC -AGTTAACAGTGCAACCCAAAACGTAACGGCAGAGGTAAAGACGACGAACG -GCAGAGAACGGCTGCGTGAACCAAAGTGCAGACAAGaaggaaaaaaaaag -aacaacaacagcacagccgtagcagcagcagcagcCCGCCAAAAAGAaca -ggaataagaacacgttgacgacgaagaagctgaagctgaaaCAACCGAAG -AGGAGGCAGAGAGACTACAAGAACCTGGAAAGTACACTGGAAAAAACATC -AGCAATTTGAAATTCAGGCATCCACCCATAATAAAACATAAGTATACCaa -aaaaaaaaaaaaaaaaaaaaattttAAGTATATTattattattatattat -tattataatattattattattattatatttttattattatattattagta -ttatattattattattatattattattattatattattattattacatta -ttattattatattactattattattttattattattattGAtattattat -taatactatatTTTCAACCCAGTTCCTAGAGATCTTCTGAAAGGAAAATT -TTCCTATTTACTGTTCCTTTCTGGTACACTGTTCTCAAAGCAAAATAACC -GCGGTGAGCTAAAATTTATTGCATGCAAAaataaaaaaaaaaaaatataa -aaataaaaaataaaaaaacaaaaacaaaagataaataagcaaacacatAC -ACACGCATTCCATATTTTCTGCCCACAACTTTTGTTAAGTTCAAATTGGT -TTAGGCTTGTTTTGTGCAGGTGTTGTCCGAATTAAAAATCAGTATGGCAA -ATCCTAATAATATAATAAGACCATCAGCTTTTAGTTCAAACGAAAGACCG -GTGCCCTCAGAAAGACACGACCTGCCTGAACAGCATCGCGTAGACATGAG -TGTCGAACAGTTGACAGCATTAATTGGCCAAACGGTGGCCCAAGTTTTAC -CTGGATTGATAAAACAAATGAACAACAATACTCTTGACTTTACTGACGTG -AGCGACCAGGTCGTCGAGCCCGAATACAGAAATAATTTAGCGGACTTTGA -CAGGGTGCCTGATATCGTAAAATCGATCAGGGAATTCTCTGGAAATCCAG -CAGAATTCGGGTCTTGGAAAAAGAGCGTTGATAGAATCATGGAGACTTAT -ACCCCATTTGTGGGTACTCCAAAATATTATGGTATACTTCATACCATAAG -AAATAAAATTGTTGGAAGTGCTGATGTGGCACTCGAGTCCTACAGCATTC -CGCTGGACTGGAAGGCCATGTCGAGATGTCTCACTCTGCATTACGCAGAT -AAACGGGACATAACTACCTTGGAATACCAAATGTCAACTTTGGTTCAAGG -CCACCAGCAGTCGGTGGAAGACTTCCACCAAGACGTCTACAAAAATCTGT -CGCTTATTCTAAATAAAGTCGGCTGCATGCAAATGAGCCGAGAATCCGAG -CACTTTGTTACAAAAATGTACAGAGAAAAAGCTCTGGATACTTTTATCAG -AGGCCTTCGAGGAGATTTACCTCGCCTTTTGGCAATAAAAGAGCCAGCTG -ATCTCCCCTCAGCTTTACATTATTGCCTTAAACTTGAAAATCAAACTTTC -AGGTCAAACCATGCGGCGAATAAGGGTCAACAGTCGAGTTTCAGAGGAAA -CGAAAAACCCATTCCGGCACCCCGCAATTTTCAGCCGTCGAATGCCTTTG -GCCATCGACAGCCTCCACCGGTCCCTCCACGACATCCCATGAGGAGACCT -CCACAATATTTAGGCCAGCCATTCCCGGCGCCAAGGCAACACGTGTCTAA -CTTCGGTAATGCACCGTTCATTCCACCCCGACAAAACTATCAACAGCAAT -GGCAACAATACAATGCCCCACCCCGTCCCTTTGCGACCAAACCACAACCA -AgaccagaaccaATGGACGTGGACGGCAGTGTACAGACGCGAAACATTAA -TTATATGAATAGACCACACTCGGACATAAACAAACGACAAAAGAACTACA -ACATCCAAACAGTGAACATGAGACAGCCAAGTATTGAAGTAACTGGGTCC -AGTTCAAGCATGACAGGCTATCAACGGTCGATGCAAGATTATGAAACCCA -GAACAATATAAACGGCACACTAAATGAATACTGTGATGGACAAATAGACA -ATTTGGACAGCGAACAACGAGACCACGTGTTGCATTTTTTAGAGTAGAAG -ACTCCTCACTACCATACTTCGAATGTAGAGTGGGGAGTGGAAAGGTTTTA -AGGGTGTTGATTGACACAGGCTCTAATAAAAATTACATCCGGCCCAATTT -GGTGACGAACGCGATACCAAATAACAAGCCTTACATAGCTGATACTCCAG -GCGGTGATGTAAAAATATCGCATTACAAAAGAGCAAGCCTTTTCGATTTC -GAAATAaaattttttttGTTACCAACGCTGAAGACTTTTGACGCCATACT -TGGCAAAGACACAATGAAGGGAATGGGAGCGCAAATTGATTTGAAGAACC -TAACCATGACACTGGAAAACGGGAAAAGAGTTGTTCTCAAAGAAAAACAG -TTCGAGGCTGTTAGCACAATTAGTCCGAGAATAAAACAGAGAATGATATT -GAATAAAATAATTGATTCGTATCCAGGTCTCTTCGCAGACCCGAATCAAA -AACTAACCTACACAACAAGTGTAAGGGCAGCAATCCGAACTATATCGGAT -ACGCCAATATACTCAAAATTCTATCAGTACCCAATGTCTCTTAAAGACGA -GGTACACAAACAAATTTCCGAACTTTTACACGATGGAATCATTCGACCCT -CAAGGTCACCTTACAATTCACCAGTGTGGATTGTACCAAAAAAACTCGAC -TCCTCTGGCAAGAAAAAATACAGGGTGGTAATTGACTATCGAAAACTTAA -CATGGTAACGGTAGCGGACAGATACCCTATCCCTGACATTAATGAAGTGT -TGGCCCAATTGGGAGACAACAAGATTTTCTCAGTGCTCGATCTGAAAAGT -GGGTTTCATCAGATTCTTTTAAAGGAATCTGATATCGAAAAGACCGCCTT -CTCCATCAATAATGGAAAATATGAGTTTACACGACTCCCATTCGGTCTGA -AAAATGCACCGTCAATTTTCCAGCGCGCACTGGACGATATTCTTCACGAA -CATATCGGTAAGATATGTTTCATTTATATTGACGACATcatcatcTTTAG -TAAAGATGATGAAACACATTACCAGAACCTTGACACTATTTTCAGAACTC -TTCAGCAAGCCAACATGAAATGTCAGTTGGATAAATGCGAGTTCATGAAG -AGAAAAGTGGAGTTCCTAGGCTTCGTCGTGTCCGACAAGGGCATTGAAAC -CAGCCCAACCAAGGTACAGGCAATCTCAGACTTTCCAATTCCAAGGACAC -TCAAAGAACTGAGATCATTCTTGGGATTATCCGGATATTACAGGCGATTT -ATTCCTAACTACGCTAAGTTAGCAAAACCACTTAGCTCGCTTTTGAGAGG -GGAGGATGGTCGAATTTCCAGGACATTATCGTCAAAAAAATCCGTCTCCC -TTAATCGCGAAGCAATAGAAGCCTTCAAGAAATTGAAGAGCAGCTTGGTT -TCTCCAGACGTAATACTCCACTACCCGGACTTTAAGAAAGAATTTCACCT -AACAACGGATGCTTCCAATTTCGCAGTAGGTGCTGTTCTTTCACAAGAGA -ACAGACCCATCTCATTTTTATCGAGAACACTCTCGAAGGCGGAAGAAAAT -TATGCCACGAATGAGAAGGAAATGTTAGCCATTATCTGGGCTCTAAAAAA -GCTAAAAATTTACCTTTACGGTAAAGCAAAGGTGAAAATCTTTACTGACC -ATCAGCCTTTGACCCATTCTCTCAGTAGTTGGAATGGAAATGCGAGGATT -AAGAGATGGAAAGCATACCTTGAGGAATATGACTACGAAATTTTCTACAA -GCCAGGCAGAGAAAATACTGTAGCCGACGCTCTGTCCAGAGGACCGACAG -TCGAACAAATTAACACAGTAGCCTCAACAATGCACAGCTCTGACAGTTCG -AGCCATGGGCTGATACCTAGCGTTGAAGCCCCGATAAACGCATTCAAGAA -TCAAATTTTCTTCAGGGAGTCCGAGTCAGAGAACTACTCATTTAGCATTC -CATTCCCGACATTTCAAAGGCATTTAGTAGATCGCAACTTGTTCACACCC -GATAGTCTCTTGTCAGATTTGAAAGAATATCTTAACCCATCCGTGATTAA -TGGAATTTTCACATCCGAGGATGTAATGGGGAAAATTCAAATTCTCTACC -CCATCCATTTTCAGGGTTTCAAGATTAGATTCTGCCAAAGCAAAGTCAAA -GACCTTGTTAACGAAGCCGAACAAGAGGAAGAAATACTTAGGACACATAA -CAGAGCACACAGAAATGCTGTGGAAAATAAAGCTCAGTTGTCCGAAAGAG -TATACTTTCCTAAAATGAGGAAAAAAGTTTCGGCTATCGTGAATCAGTGT -TTGGTGTGTAAGACTGCTAAATATGACAGACATCCCACGCATCCAGAAAT -AAGACAAACTCCCTTGCCAGAATACCCCGGACAAATTATTCATATTGACA -TCTACTCGACAGAACGACATCTGGTGCTCACGGCGATTGATAAATTTTCC -AAACTGGCCATGGGAAGAGTTATCAAATCCAAAGCTGTAGAAGACATTAG -GAAAGCCCTAAGAGATATCGTGTTTTATTATGGAGTGCCTAAATTAATAG -TAATGGACAATGAAAAGTCCCTCAACTCAGCCTCTATCAAATTCATGTTG -ACAGACCAGCTGGGTATTGAGCTCTACAAAGCACCTCCGTATAAGAGTAC -AGTAAATGGACAGATAGAAAGATTTCACTCCACACTCTCTGAAATAATGA -GATGTTTGAAAGGAGATGGAACACATAGGGGCTTCGAGGAACTTCTCGAT -AGGGCCATCTATGAATATAACTACACTGTCCATTCTGTCACAAAAAAACG -ACCTCTAGAGGTGTTCTTCGGCAGGATAGCTACCGTAGCTCCAGAAAAAT -ATGAACAAGCTAGACTGGACAATATAGACCGACTTAGGCAAAAACAGGAA -ACCGACATAGAATACCACAACCGGACAAGAAAGCCCATAAAAACCTATAT -CAAAGGGCAAGAAATTTTCGTTAGGGTTAATACAAGATTAGGTTCTAAGT -TATCAAGTAGATTTAGGAAGGAACTAGTTAAGGAAGACCGAAGTACCACA -ATATTAACAGAATCAGGGAAATTAGTACATAAAAGTAACATAAGATCATG -ATTGCTTCAGAATAATTACTGTGGCCACATCGATAGACAAGTAGAACATA -GAAACATTAAACATACTGATTAACGTAACCACGAGAATTAAATTTGAAAC -GATTCGACTTTGACAGACGAGTTGGCCATAGGTTTGCAGAATTAGATTGG -GCTCGTGAAAGAAGAGATTGCGTTGTGAATGCGTTTCTGCGGAGCGAGTT -TAAATTGAATGAGACCAGTAGCCTACTTGAAAACAATATACCGATTTCTG -CCTTGACGGTCAAATAAATGTTAAAACTTTCACACGTTCTCGCTTTACAC -AACGGAACTACAATTTGAATGCCATTGAAATCTCCATATTGAATCAGTTA -ATTCCTTatttcttatattttAAAACATGATCAGTAAAGGAAACTAAtaa -taataaataaataataattTAATTtgaataataataaaatttACCAATTA -AAGACGAAATGTACGGAATCAATGCCTTCTGCAAAGGTTCCAATGGTCTA -AAAATATGTAGATATAAATTCATTAGTAATTTAGTAAAAACCAGAATTTT -AATAGAAGCAATCAAGTTGTCAATGCAGAACACATCCGAGTTGCACAAAC -CTCGAACGCACGCAACAATAAACACCTGGCATTCAAACCATTAATGCTGT -GCCCAAACTACCACGAATCACCCCACCAACGATGCGACTCAAAAACATCC -CATCCTTATGATGACCGCTCGAGGACAAGCGTCAATTAAGAGGGGAGGAG -TTATTGCCCTGCAATTGATTCTCTAACATCTTGTGGTTCCACATAGTCTC -CGCTGCCATCAACGCCAACGAACGGTTAAGCGCGACATCGACACTTCTGC -GCTGCGCCGCGGCCGACGCCTgctgcgccgctgccgacgactTCACTTGA -TTGCTAGGGACTTAGGGAAACATTTTGTACGCTAGATTTAGTTTCAAATG -ATAAATTGCAATAAACGGTCGCTTGCGATCTTCAAAATCAAATCGATAAC -TGTAATTATTAACTTGTATATTCAACCATTTTATAAGGCTAAAACTTTAA -TGATTTTAAATGACATTTATAAATAAGTGGCAAAAAATAAATTATAGAAG -TCTTACCGCTCACATTGGATTACCATTATATGGAAAAAGAGAAATATTTT -CAAAATTGAGTTTTTAAGAGATTaaatttttaaaaaatgttaaaattTCT -TAAGGCAACTTAGAAAGCAACAAAAGAGAATTTGTGCTCTCCAATTCTTT -CCAGTGAGTCCGTAGTCATGGCCTGCCACATACATGGGTAGACACAAATG -CAGTCACTTTATTTGCTGGCAGTCTGCGACTGTAGCTCTCCGCTTCTTTG -CCACGCACATGTTGGTCACGTTACCCACATGGATGACACCAAGGGGTTAG -GGGCTTTTTGCAGGGAACTTGGGGCACAGGAGGCACGGGGCAGGAGTCTG -GGACGACCAGAGACGACACTTCAGTTGTGGCTTGCGGTTTCTTATCTGTC -ACGACATTGCCCCAGTTGCCAGATGCCGTAGCCGACGTTAGCAATTTCTT -TATGACACTCCACTATGCGCACTCCAGTGCTCCCTGGTGCCAGGGTCCGC -TGGAAAGAAACAATCATAATAaaaaaaGTGCaataaaaaacacgcaatgA -CCAAGTGACTGCAGTCGGTGCATCTCCGGCTGCATAATTAATTCACCTTA -CTGCATCCCTCAGCcatctccggctgcaGTGCCATCTACCGGGCCAGAGG -TCAATTAAGTGCTTTGTGCGGCAATTAGTCCGCAACCAGCTCGCAGAGTT -CCTCGAGTGCTTTCCTCATCCGCGATGGCTTTTCCTTTCCCGTCGCTCTA -TATTTACTTTTATTTCCGAGCGATTACGCGTATTGACATTGCTCTCGGCG -CTTGGCTCTGGCTGCCACATTTAATTGATAATTCCTGTACGTTTCTGTGC -CGGTGCAGATAAAGAAAATGGGCTCGCCGCCCAGAACATGCCCCTTCCAA -TGGCCCTCCTCCTCAGACCATTCTGCTGTTTATTTATAAATAGTTTATGG -CCGCGGCCCTAGGCGGTCTCTGATAGATTTAGCAACAAAACACTCGAAAT -CGTTCGTTCTTATCGCTCACGTCATATGTTTCCAAGTGAAGAGGATTATG -GGTTCGGAACATGCAATCTGCGGATCTGCCATTAACGAATGGCTCCGCAC -GAAGGGCACGCCGCCTCCAGGTTCCTTTGACCAGGTCATCCTTGCCTCGA -CCCTTTACCTTAATCATTTTAATCACCCAAACTATATTTTTGAACGACAC -TGGGAACTATAAAGGTGTCTGATAAGATCGGGTGGATTACTTCAACAATT -ATCTTGTTATTTTCATGTTCATTTCGCAATCCTTGAAAGGCACGTATCTG -TCAGATGTCTAGTAAAACCCAGCATTTTTTTACTTGTTGACACCTTAGCC -TACATCCTCCTCTTAGGATCGACAATCAACAATATACaTatatataCTGa -tatatGTACTATTTTTTCTAAGCTGCATAtacatatctatatTTCGATTT -AATAGACACTTTATCTAGTACATCCATCGCTATCTTACCATTTCACGTAT -CATGTTACCCTTGAGCTGAATTCTCTTTGAGGTGGCTTAAATGGGGGGAC -ATTTTTACATCTGCATGTCGGTCATTGAAATCAGTTCGTGTTCTGTCCGC -AGAGCTAAGGTGTAAATTTCCTTGCTGTTTTGAGCCATTTCTCAGTCGGC -GCAGTGCCGAGCTCCGGAGCATCTTGAGGCTATCAATTATGTTGGTCGGG -GCAGCACGAACACGTGACTCGGATTCCTCCGACGAGGCGGTTTTTATTTT -CACTCGTTGGAGGCTTTGGAACACTACTCTGAGGTGACCTCCGCCTCCAG -GTTCCTCCGGCCAATTGTTGCCACACTCTGGCCTTGGAAGCCCACCATGC -ACAAATTATTTATGTGCTACTTAATTTTGATGAAATAATTCCTATAGATA -TAACAACACTTAATTTCGCACATTAAATGTGCCATAATAGCGGGCCAGGG -GTCGCGGGGAACCCCTCAATGGCATGTCATTCATCAGCAGAGCGTAGGCA -AATGGAAACGAGGCGAAAAAATATATCAAAATGgggaaaaaaCACAACGA -AGCCAAAGGAAGAACAGAAAACACACAGAATTTAATGGTTTAAGCGAAAA -GCTCATAGCGCGCGGGGACGGTCGAAAAAATTTCCATatatattgtacat -atatatacatacatatgtgtatAGGAGGAAACAGCCACGACCAGACATAT -AGTTTTCATTGGGAATTTTATCACATATTTGAAACTCCACCTCTGTGAAC -AATGATATTTTAATATttaaaaaaaaaCCATGTATGAAACATAAGATTGT -AATAAACTTCATAATCCCTGGTTATGAATTGCCAATCAAATATTTTAAGC -CATTAAATAGTTTCTATCAGGAAACATACAATTTAAGCcaaaaaaaaaaC -ATTTTGCAAAGTCAATAGGCCCACAATAAATGTGCTTCATTGCATGCCTA -TGTACCGAAATAAAACCATATAGAAATAAATATATTTAACTTTGTACAAT -ACGAAAACCTTTTAGCAGCTCGGTGAATTTCCCAGTGCCACGTTTCCAtt -tccatttcACAGTCAAACTTCTGCCAGTCGTTTCTTTATGAttcatttga -attcatttgaatGGAGCCGACTGTTCCGCAGGCAGTACAAGACAACTCGT -CGGATGTGTGCCTATTAAAATAAATGTGAATCCGAGAAAATTATGCGTGT -AACTAAAATGTGGCAAGCAGGCGGCCAGAGACGCAGATACGGAGATCTGA -GTCGAGTATCAGCTGCTTTAAGTTTTAAATATCTTCATTGTGCGCGCATA -ACGAATGAGCCGGGCCTGATTTTGAGCCCGGAGCTTGTGTACCAGACCGA -GCAGAATGAAGGAAGGCCTGGGAACGGCCGGGCAGACTGGTGGTCTGGAG -CGGAGGGTCGGGCATGCCAAGTGGAAATAAAGTAATTTAAATATGATGGC -AGCACAAAGGGGCCGCAGCTTTGAATAACAGCCATTGCCGACAAGGACTC -TGGCACAATGGCCGCCACAATTGTCGAGGAGTCgtcgaggaatCTGCGGA -CGGGTCACGGCTGATTGAATGCGCAATGCCGAGTGCTCAGGGTGCTCCAG -TGAGCCGGAAAATCAGGTACTTTTCACACGAAGAGCAGTTTTTGCAGCAG -CAGCCCAGGTAGCGAAAaagagagtgtcgcgcGTATCTGTCGGATGCAGA -TATATGGACGCGTATAGATACGCAGATGCGATAGCGGCTTTGTTTCGAGC -TTAGGCTGCATTATCAATCACCTGTGTGTGCCTGCAGCTGGAAATAAaaa -ccgaaaccgaaactgaaactgaagCGATGCCTCGCATTCATGCATTCTTT -CGGCCTCGGAACGAAACCTTTGTGGTAAATCTGTAGCGACTGCTGTTTTT -TTTCCGTGCGAGTCTTTGGACGACTTTGTCTGCGGCATTTTTATGGCTTT -TGAAAATTACTCATGAAAAACTTTTGACCAAACACACACGGCCACGGCGA -GCAGGGGGAATAAAACAACTGTCGAGAATGTTTCAAATTGGTTTTCATGG -CGAGCCAGCGGCGGCGGGTGATTAAACTATCTTGCAGATACCCGTTCGTA -CGGCATGCAGACGTGTACATCCGCATTACCCGTAAGTATCTGCCAGATAC -ACACTGCGAACCATGTGGTCGGGAGGGTTGTCAGGAGCAGCGGACCCGGA -TCGGATAAGTTCGCTGGGCAAATCATTTACTTGGCCTGACTAATTGCCCC -GCTAAAATCGAACAATGCAGGGATACTGAAAGGAAAGCTGCAAAAACGCC -GCTGGACAAAGTGCCTGCCAGATACAATAGACCAGTCCGCAGACCAGCGA -AAACATAAATGACAGAAGATGAATGACTCCGGCACTCTGGCGCTGCCTTT -CCCCAACTCTTGCCCTTTGGAGTTGGAGGCCAAAGTCAGAGGCTAATGAC -AAATTAAGCGAAGTGCAATTAAAACAGTCGGAGCTCAAGAAAGAAGCCAC -TTACCCTGTCGTCGACCGTCTTCTAGAAATCCATCTCATAGCTTAGTAAG -CTTAATAAATTACAGAAACAATACATATTCAAATATCCATCCAAGATATG -TGATTTGTGTAATTTATTTAAACATTATTTACCAGCAGTCAAAGTCAATA -TAAGTTCAAACACTTTCAAATTGTTTTCAGATTTCTTTTTCCGCCAGTGT -TTTTCTTCTGGGTGTGTCCCCGTCGACTGTCCAATTCATTGGGGGAATTT -ATTTTCGCACATCAGATGGGGCTTCCAAAGACGGACTgacagccggacgg -acggtcggacaagcggacaagcggacaaacggacggacagAACGCAGCCC -ACGTTCCTGTCTCGTCGTATACGCGGCTGTTTGGTTATCAGCAGCGAAGA -TGAAATGAACGAGATCTGTCCGTGTGGGCCGCCGTTTTCAACCAGGCCAG -ATACTGCTGATATGTATGTGTATCGTACCGCCCACATGCTGCCCGCTTTC -TTTGTCCGGCATTTCCACCTCGGCTccttggctctttggcCCCCGACAGT -CGCAACATTTCGGACAGGCAGCTCCATTCGcaattcgccattcgcctttc -gccgTCGCCACAAATCATTTTCAAGTGCCAAAAGACAGCAACAGAGAcaa -aaacaAAGCACAACCAGCGCAAAACAGAAAGCCGGgccaaaaccaaaccc -ccCAGAGAGCATTAGAACGGCCAAGACCCGGCTGCAAGGCACACGCAATG -TTCTGGCGGATAAGGAATATTTACGGATTGTATGTTATGATGCCTGTCGA -TTTGGCGGATTGTGTAAACTGTTTTTGGGAGTGGCGTACGGAGCTGTTTT -CATAATCTAAAGTTTGTCTTAAGTTGAAATTAAATAACAACAATAAAAAG -ATACAACACTCAATCAATTTcagtcaatttcCACGACTTTGTGGTACCTG -TTACTGAGCAAGTCTAAAATGTTTCATGCTTAATCCTAGCTCCCTAGCTG -ATCAGGAATAtatatataCTGTTATATTATCTTCAAATAATCCAGTTAAC -CTTTTACCTATTCGAGTAATATGTATTAATACAAACGCTGAATTTCCCAA -TTTTAAAGAACATACGGATTAAATTGAACTTGTTGCACGAgagaaaaaaa -aaaTCAACAAAAGGCACTTTTCTATCCAAGCAAAATAGGCTGAGGAGGCA -ATTGCGTAGAGTGAAACTTACACAAGCTAGATTTTTTTGTAAATTGAAAG -GTTTTAAGTGCGTTTAATCTGTCTAAATATGAACGACATATGTATGCAAT -ACGATTTGCGATAAATAAAAATTGCTCAAATTGCCAGTCAATGGAATCAA -ATGAAACGCATTTAATGCGCACTTTTCGAAATCAATACGTGCTGCCCTCT -GGGCTCTCGAATTGAGTTTTGGTCAGGTGGCTTTACGAAATACTTTCAAA -ATATTTGCATTTATGCATACATATCGTAAAACAAAGTGTATAATTTTACA -TTTAAATGCGCTTAAGCCAGCTTTTAATGAAATGTAAGCTTTTGATTGGG -GGCTGAGCTGGGGCTTGGGGTGGGATCGTATCGGATtccgattccgattt -cgattcgggttcggaatTCGGTTTCACCTTCGCCATGCGTGCGAGACCTC -CAAAAATGCGGCAAGGCAAAAATCGAACGCAAATGATTTATAATTAAATA -TTTTGTGATTATTAAGAAAAACGAATAaaaaaacaAAAGCGCCAAGCAAT -TAGCAGAAAATATACGAAACAAAATCGCATTAAGCGACGTTGCAGAAAAT -TTATGCTCAGCATAAAATTAATAATTTGCCTTTTCTGCGGGCTTGTGCCT -tgtttttgggtttttcgattttcgtttcgtttttgcttttatTTCTGCAG -CTCAATTATAAAACATTTTCAGCGTATAATTAAGAAGGTCTATGTGCCGC -GTAGCTAATAAAAATTACCAAAAGAGTGCAGTTCGGTTGTTAATTTCATT -TAGCGCACATTAAAAGTAAATATATTTTTCAAAAACAAAACCCGGCTCAA -ATGCATGCCTATCGAATTATGGCCGTTGAGAAAAATTCCCCTTCCAAATG -TCACACAAGTCTGAAAATTGATGATTCCAGTTCAGGCGAGTTCGTTTCAT -TAGTTTTCCACCGCTGTTACCTTTGTGACGCACTCAACTGAAAAGTACGT -AGTTTTCAACCCAGATAAGATTGCTTTCGGACATCGAAGTTGTGGTAAGG -TAGGGTAAGCCGCAGAACTTAAAAAATAGATCCCTAAAATGTAAAGCAAT -TAAAATTCGTAATACTCTCCCCAGGTACAATACCAGTGTTTAACTTGTCG -TATATGAATAAAGAAAACTCGGACTCTTTGTTGAAAATTTtTGGGGCCAC -TGGAAGTGGACCTACATATACGATGAATGTCTGTTGATTTTGAAATTTGT -ATTCAAGCGTTAATTGGCTTTGCTCATTAGCGGGTTTCTTTAATGCTATT -AACTTTATTTGCtgtttattttatTAGTAATGCGGCATTGTGTTTCCTGC -GCCCTAAGGTCGGCCAGCGACTAATGCGATTGTTATGCCCGATGTGTGTA -CACTCGAGTATATCGCATGATTGATAAGTACAACTGTCCAAAGGCGAGTT -AGATGACTGCCCAAAGACCACTGGCCAAGTGTCCAGAATTTCAAGTGGAC -CTGCTCGCCGCCATTAGTCACAGGCCAAAATATCGAATTATGTCAATAGC -ACTGAAGTCATCACTCGAAAAGGCGAATTCAGAGTGAGCTACTTTCCATT -TCGTGGATTTGTACCCATAAATGCACAGCATTTTGATTTTGACAGCGCAC -TCATTGATAGCAGCCGAGCGAGCAGTCGGACAGTCGACAACCTTCGGCCG -CCTTCAATTgccgctttcaattAGAATCAATCAGCTTTTTGGGTGAAGAC -CTTTCTACTTCAATCATCCGCTGATTTCGGCCTCAAGCTGAAAAATGAAA -AGCATCTGAATCGAATCGATTCTTTAGTAATATTGGCGGTGAATGAATTA -TGCACGACTTGGAGGGTTACAATCCAGAATGCACGTCAATATGCTCAACT -AACTTTAGTTGAAAATACCTACAAGTAATATTTAGTCACTCGCTACTTAA -CTTAACTGGATATATTCAAAAGTCACGCATATAAAGGAGATTTTATTCTA -GGAACATAAGCTCCTTATCATAAACAGTTTCCCAACTTAAACTATTACAA -ATTTATAGGAACGAACAAATTCATAAAACTGGAAATTCCCAGAAAGTGGT -CAAAACTATGACGCGTGGGGAATATTTTTCCTTAAATCGATAACATTATA -ATGAATTAAAATTTTCTAGGAAAATGTGTTGATTGTGTGATATCAATCGT -CAATCGAAGCACTAAGTGGGGAAACCTGTTTTATAATGAGGACAGATAAC -ACACAAATCTTTTTCTGAGTGTGGAAAACAACTCAATGACAGCGTATCTG -TCATTCGGTCAGGCGGCATCCATCGGATGCAAAGCGGCTCTTCCTGCCCA -GAAATGCGAgatgtgcgatgtgagTTGGAGAAGCGAGGCCCAAGTCGTTG -TTTCTGTtgcagttgCATGTCGAAAGTAATAATTTTATATATGGCACGAC -AAACACACTTATCGGCGACATGCGTGTTTCCCTACCCCCGTCTCGCTCCA -CCATCACCCCGTAGTGAGCGGATGTTCGAGTgtgtgtatttgtgtttgtg -tgtgtaTTCCTTTTGAAGTGCACAGCATGTTAAATTCGTAAAATTCATTA -AGATTCCGTTGCCGATGCCAACCAGTGACTGGCAACAAcaacgacaacga -caacggcaacgTTGCTGATGTCGAAAAGTGCCAAGAGCAGAGCCAACAAG -CGGCAACCGAAACGACCCACAAGACCAGAGATGCCAGCAGCAAGAGAAAC -atcagaagcagcagaaATACACTGGGAGAAACCAGCGGAAGAGTACAAGC -AGTGTGTCAACCTGTCTCGAATTGATCAAAAAATTTCATATTGTACATGT -ATGTAATCTCATAGTATGTTGAAGATACATTTTGATAGGCAAGTTACTGT -GTTTTAATAGTATAGATTATTACTTGGTAACTTAAGACGACTCTGATGAA -ACTCATTAAAGGAGCGACTAATATGGACTAATACGACAGTACATGTAATG -CCCATAGACCCAACTTGCAAATGTCCAGCTTTCGTAAATCGTTTTCCAGT -GTGTATTTGCGTTTGATGGTTGTGCTTAGTAAAAAGCATTTGAAACAAAC -TCAATTATGCCCGCTGCAGTGCACACAACCAGcaaccgacatccagcatc -cagTTACGGAGGAGTCCTCCCCGAGTTGCCTCTTTCGCACTAACCGTTTC -CACTTCCACCCCGCACTCATCTTGCACTTCACGTGGAGGCACGCGGCTCG -GCTCGGAAATCTCTGAATTAAATGTAACGTCTGTGTGCCCGAGTGTGACT -GTGACTAAAATGCGGTCACATTGTTTGCCACCTCCCCCGACCATTGGGAA -CCTGAAACTTTGCATGTGTCACACTACTTTGCATTTAACGAAACCCCAAA -CCGACGAGCCTGATGCGCTGGCTTCCAGCCACAGCTCATTCGCGGACCct -catcagcggacccctcgaagAGGGCTCCTTGTACACTGGCCAGCTCGCCT -ATTTATATGCGTATTGCAAACACCATCCTTACTTTAAAAGTTTAACCTTT -AGCTATAGTAGGAAAGTTGTAAGAGATAATAAAATACAAAGTCTTATTAG -TTTCTTGTAAGTAGATATGCGATCTAATGGTATTGTACTATCATGTACGG -CTTTAGTAAATAtaaatataagtaAataagtttgtgaaaataatattgta -aataTTTACGAATGAATTTGGGTAAGGTAATATATACACTCAATTTGAGT -TTGAATCATACCGACCAGATGCCACAGGAACGGAATTTACAATCTCGGTG -CCGAAGACTCGGTTTCCCAAGCAGTTCCATAGTCCAGACTTCAACTGCCT -ACTCAGTAATTCTATGTGACATTCAATTTTACCTGCTAACAAACATTTCC -CGGCCGTATCTGAAGAGGGGAAAAGGCGGTGGAGGATGGCGATTCCCCGG -CGAATTTTAGAGCACCGCATAGATTCCCATTTCTTTGATTTATAAAAATG -AACGACGCCCCGAAAAATGGAAGAGGGACCTAATAAATATTTATGCTCGC -TGCGGCCGACAAACTATTGATTAAAAACCAAATTAAAAAGAGGCGGCAGC -GAGAGTAGTCGGACTTCCAGTAGATACCATCATGGTGGTACCATCATACC -ACCATGCCAGTTTCCAGCCGACTGGCTGCCTTGCTGAAGGAAGCAGTGGA -AAGGAAATGTACTGGGTAGCGTTCTGGCCAAGCTGGGAGGGAGGTGAGCC -GGGCCCATTGAGTCACTGGAGCGGCGAACGGGGATCGCTCTGCCATAAAT -TAAAGGTAATTAAAATATTTTAAGGCTCGCAGTCGGGCTTTCGCTTTACG -ACCTTAAACAAACATTGCCAAATATCCGACTACCCCGTGGGCAACTATAA -ACCCCTTATCAGCCCCTTGGGAAAATGTGTCATAAAAACAAGACAACAAA -AACATAAAACAGGCGACTTAACCCGCTGCCTGATAAGCCCAGCAGCGATG -CGCAGTTCGAATGAAATCTTAATGCAAATAGCTGGAGTGGTCAGTGGAGC -GGGCAGGTGGAGCCGGGGGTTCGAAGCTGTGCTCCTGCATAAATCATTAG -GCCTGCAATTTGGGGCCCAAGTGGGGTGGCTGTTGCCGGGCGGAAACTTT -TATTTATGGAGCGGCGACCTTCGGCGGGCAGGCGCTTGGAGCGGTGGAAG -AGGGGCGGGGCAGCAGGGGGTTAAACACAGGGTGCAGGGGCCCGCAACTA -AGCCGCATTAATTTTCATTAAAAGGGCTTAAATGTCGCGCCAAAATTACT -TGcttgttttgttttttAATTAGCAGCCAGCGACGGGTATCATGATTTAT -GGGAGGCAGCAAAACGCAAACAACaactgcaaccaagagccaaagccata -gccatagccatcatagcaatagcaatagccatagTGAGTTAAGCACTTTA -ATTAATAAAACACTCAACACAGAACAAATTGACTACTTGACTGGCAGCAA -CACAGAAATAAGCCAGAGAAGCGGGCCCTAAAATGGAAAAAAGGCGAAAA -CCTCAAGATGAGGGCACAATGGCTCTCCACAGTCTGAAGTGGACTTTTGC -AATCTTTACGATGCCCACCAAATGATATTGACAAAAGAGCTCGAGTGGTA -AAAATGAagaaaaaaaaaagcacaacaATTATAGCTCCTCAAGTGTCTGG -TACAATCATCAGTCATGGCGCGAAATATGACGGACGAAAAAGCATTTATA -GATTCCCCAAACGCGATGCGTAATCATGGGGATAGGGTAGGGTTCCATAT -CGGTCAGTTCAGTTTGCTTAGGTTCGCTCCGATCGTATCAGTTTCTTTGG -CTCCATGTGCCTGTTATTTCATAAATTAAAGCAGCTGGCAAATAATCAGG -TCCAACTGGCATCTGCGGGGCAGTAAACAATTACGATTATGGCCATGAGA -CTGCGGAGTGTCAAACTTCTCCTGAATGATTTTATTGGGCCGCACATTTG -ATCCCCTCGCACAACGTACATACCATATGTGGACTTTCGGAATTCTAAAT -CAGACGGTTGTTGGGCAGTTCCCGGGGAAGCTCAAAAAGTGGAGCTCTCC -AAGTCGAGTAGCCCTCCAGATTATCGATTTCGGTCCAAAAACAATCTTAA -CAAGGGAAGTTAGCTTGGGCAAGTCGAAGCAAATATACCCTTGCAGTTCG -TATATTttttttataatttatttaattaaattTAAAGTCGCCCGATAAAA -CTAATACTGAAGTATATTTGATCATATATGATATATATGAAtatatgATC -AAAAAACTATTCTGTACCCAATAAGAACAAATGCAGATAGCTTTATAATT -GAGGGACTACCTTGCGTAGAAACAGACGGACAGACTGATTAGGAATatat -atatatTTCAAGTGTTTCTGATTCAAAGCAATATAACCTGTAAGAAATTT -AATTAAGCTCTTCTGGATCGGAACCATATATTTTTACTTTAGACCTCATT -CTTAATCCAATAAATAATTATAAATAGCTCataaataattaCGAAATACA -TAATATAAAACTCGTTGAGCACCATTAAAGCCAACTTTAGTATTTTGCGC -TATCATAAAGTATCTGTAGGGTGCCTCTTCGATAGAATTTAGAAAGTTCT -TTTCCAAAGAAGATGTGAATAATCTTTTATAGGACGAAGTTTATCTTAAG -AAAAATTTGAGGCATCGTGTAAGTTGGAGTCTTCTATTGTATTATTTCTG -TAGAACGTGTGGGAATACCGCTGCCTTAGAAAAGATACAGAAAACCATAA -GCGGCGTTACATTGTACCGTGGATTGCTCCACCTTCGATGGCCAACGATT -CGCGGCCCACGCCCTCCAATCAATCCCAGCTGTGACGTGCCCCATTCAAG -TAAAATGCAGTTTAAAGTTGAGGCTCCGGATACCAGAAATCCCAGGGAAG -AGGAAAGGGTGTgggatggggaaggggtttgggattggAACACTTGACCA -GTTATCAGTGTCATAAATCCCTAAACAATCCACTTGAAATTGAAATGCCG -CAAACGAAGGTGTCCGAATCGaaactgaaatgCTGTCGCTGGTAAGTAAA -ATAAATGAGTTAAAAAGCCCACAAAACCAAAAATAGCGATAAGCAGCTGA -AAATACTTCACGTTTACTAGGCCGAGTTATAAATGAGCTGTGGCGGCGCG -GGGCGGAGCAAGTTCCTTTGCTTAATCACACTTGAGCGCAATTGCGGCTT -TTGACCGATATTACAAACCACTCAACTAAGTCGCCATTCACGTAGACTGC -TGCGTCAGCAGGTCGAGATAGTGGCAGTTCATACCcagttcatacccTTG -ATATGTTGTGGTGAGTTGTGGAGCCTAACGAATCTAAATCCAATCTGAAG -TGCAGATTGCACCCTTAATTTTTGTTTCCGCTTTGCGCCATATCTACAAA -TTATGAGTGGACTCAACCTATTTTTAGAAGATGACTTACAAAATCAATTT -TTTATCAAACACAGTACTCAGAAATTGTATATAATCGCGTAAGCGAGGGT -GTTTAGCCAGTCGCAACCGTAAAACTCGGAGCCCTCGGAGTCAGTAATTA -aTTAAGATACTTTTCATTTGATAATTTCGACAGGCAGGCGAGCCGATTCG -AAAATAACGTTAGACGGATGGGAGGCTGAGCAGGTGGGTGGCGACGAATG -AGGGGCGTGGTCCATTGGGGGTCTATCAGATTTACGAGCTGAGAGGCCGA -CTTAATTGTGTTTGCCTGTCCCGCGTCAGATGGATTCGGGTTTATACTGT -TTGGCTGTTTCACTTAGCCGCTTGGCAATGCCTAGATTTATGGGACAGCT -CATGATCAGATTGTAAACTCGCCCATGTGGGCAGGTCTAGAGGGCTAGAG -CTATGTGCACGCTTATCGGAAAGAGTCTGGTGCTCGCGCACCCAGGAATG -TTCGTCTAATTTATGGACTCCATACTCCTCCATTGCTATTAATTAGTCGG -GAATATATACAATATAATCGCCGGCAGAGCGAGATCTCAATCTGTCCGGC -TGCAACAAAGTCGCCTGCAGCCGAGCAGCCAAGCCAGGCGGCGATCACGT -CGAAGATATCGCTATCGATTCCAGCGCTCGGGGCCCCCAGTCCGTAGCCA -AATCGGAGAATCGGGCGGTCGGTCACGAAGACGGAAGGGACGGGGTACCT -TTGTGCTTAATCACCCAGCGgacggtggacctttGAAGTGGCCTTCGGGC -CCGCCGTGGGTTAATTGCGAGCCGCTCATTGGGTGGCAAATCAATTAAAG -AACAGCAACAAACAGCGCTTCGTTGGCATTATCATGCCGGTCGCAGAGTG -GTAACCATTCCTGGAATTCCCTCCGCCCCGGCAGTGGTGATCAggtggtc -aggtggtcaggtACTTGGGCGACCCTCAATGTCAGCCTAAACCTCTAAAC -CTCCCGAATGGGAGTTAGACCCCATGGGAACTCGTTTAAGTGCGAAATAG -CAGCATAAAAGCAGTTCAAGTTAACATGACGGATCGTAAAGCACCTAACT -AACTACTATATATCATCAGAGGATTCCTTTAGTTTTAGGCTCGACAGAAA -TTCGTATAGCATCAGTATCTGGATGGTATTGAACTAATTCACTAATTAAA -CCAAATGTTTCATAAATGCGAATTATTACCACAGCTAAGAGTCAAGGTGA -GTCAAACATGCGCCCTTAAAGCGGTCCAAGCAAAAAACTCTATCCTCGAA -GGTGACCACTTTACGCAGTCGTTATCGACAACCCAAAGTGAGCAAGCTGA -AAAGTCCCGGCTTCACAGAAGACCACATTAAATGGCTTTTATTAATGATT -ATGATTTCGCATACATTAAACCCTCTGGCCACAGTGGCTTTGGACCCAGG -CCCAAAGCGGCCCAGTGGCCCACAATGTGAAGCCGGCGCGCGCATAATGA -TTAGTCCAAGAGAAGATGgaagagggcagtaggcggagggtggagggcag -agACGAAAACAATACCGGAATAAATGACGAAAACTTATTTTTGAAATTCA -AATCGAAGCGCAGTCAGAGGCCCTTTGGGTCTGCCTGCGAGTCTGGGCCC -AAGTAGATTTCTTTGTATGCCTGAGCACGCCAGCGACAACTGGGAAACTT -AATTAAAACAAACGTTTGCGCGCCGAATTAGCATATCAAAAGACCCAACT -CAgcccagtcagccaactcagccaagtcagtcaagtaatccactcagtca -gctcagtcggGAAAGGTGGCTCGGACTCCTGATGGTTTTACGATTTTCCG -CCGTTTTGGTCCCGGCATTTGCATTTATTTTCGCCGGCATGCGTAATTTG -ATGCACTGTCCCTGTCTGAAGCTGGGCGAAACTACAATTAATCGTTAGAA -AAATGCCATAAATTAGATTACCCGGCGAAATGCGACGCAAGCTTTGCGCC -GATTATAGCCAGTTTGAACAAAAATATAAGCTGCAGCCCATAGCACATAA -ATGTAATCAGGGGTTTGTATAACTGGAGGCGAACAATGAGGCCATAATTT -AAGGCATAATGGCCGAAATCCGACTGGGCCTGCACCGCACCGAGCAATTC -TGAAAACGTTTTGTAATTTAATAAATTATTTATGTACTCGATTTATTTGC -CGGCTTGGCTGGCCTCAGTTCAACGTATCATTTTTATGATTATAttatat -tGTTTTCCCGTGCCCAGATAATGCAATGCCTAAAAATATTTTTATTCTCT -TGTTCGTTGGCATTCATTAGAGCTTGATTGTTGTGTGTGCGTACGAGTAT -AGATTGGATTCATTCACTTTGGAATTAAGTCCAAAATTGTGTGTTTTCGC -AGTTACCCAAACCGGTTTGTCGCGAGGGGGAGgggatcggatcCGCTCAA -GAATACAGCCAACAAAGCCCCTTTTTTATGAGAGGCGCGCCATAAAGGCG -AACAATAAACTTGCCACATAAAGCATTCATAATTTAATTAtatagacccc -acacacacaaaGGGGCTAATTCTTTAGAAAATAGCAGTTTTTATTTGATG -TAATAGGTTTCGAATGGAATATGTATCCGGCCAAGCAGAGTTGCTTCTAT -AAAGCAGGTGAAACAAAGACACCGAGATGTCAGCAATCTTTTTGATTGAG -CTGCATTTTAACTTAAGCTAAGTCTGAACAATGGGCTACTTGTTAGGCTT -GAATTGCCATGTTGAGTTTCAAAAGCTCTACTGCGATTGCCCTGATATTT -TCAGTTAATGCCATTAGCTTCAAAAAAAGGTAGTATGGTTGAAACACCTA -CATGGTTTAGCCGCCGTTTACAGAAGTTAATATTCTAATACAATTTCACG -TGTCTCTTTTATTTTTGATCTGTCCTTTAGCTTGGTTCAACAGCGACTGA -CTGCCGCGCTCTCTGCAGAGTGGCGAGTCGATTAGTCGATAAGTTTCTCG -ATAATATTTGTATGTTAAGGATGGGTGTatgagtgtataagcttatGACT -AGATTGGCTATGTATAAttaggtatgtatgactAAGAGTAAAGGAAGAGG -GTAGAAGGAGCAGCCTACTACAACTCGGCCGTCCTGACAACTAGATCTCC -CGATCGTAGGATTTTATAACAATTAACGTTTCTTAAAGCTAAGGGTCCTG -TTTCTTATTTTATTCTTCTTAGTGGAGATACTTTTGAACGGTCTTAAACA -TTTTTttggttttcttttcttcttgtttgttttctttgtttTACAATTGC -TTCTTAAATTATACTTTCGATTTCGTACAGAGtttcttaaattatacttt -ctattttgtacagagtttctcaaattatactttctattttgtacagagtt -tctcaaattatactttctattttgtagACTCTTAATTTTTCTTTGCCAGT -GTTTTATATTCTGTATGCTCCATACACCCCGGTAAGGATTGCGAGAAATT -TGAAATCCATCAACATCTTCCAGAAGGAAGCGATCATTTTTGAGAACTTT -GCTTATGACATAGGGTCCTTTATGCTTTGGAATTAACTTCTTAGCTATGC -CTGTTGTTGAGTCAAAATTTTTAACCATGACGTAGTCGCCTTTTGTGAAC -ACTCCTGATCGTTTTCGTTTTTTGTCAACATATTCTTTATTGTATGCTTG -TGCTATTTTCTGACTTGCCTCGCCTTTATTTCTAATACTTTCTAAATCTC -TTTCTTCAATCGTTTCTCCAAtttcctcaattttttcttttAACTCATCC -ATAATTTGTCCTTTTTGTTGTAACCCAAATAACATTATGCTAGGATACTG -TTTAATGCTGCGGTGTAGTGTATTGTTCAGGGTATATTCGACCTTTTCTA -AGACTAAGTCCCAGTGTAGACCTTGATCAGGTTCAATTAACTTGCTAATC -ATTGGACCAAGACTTCGGTTTATACGTTCAACTTGACCGTTGGCTTGTGG -CGATCCTGTTGCAATTTTTATGTGTTTAACATTGCATTCTTTCAAAAATG -AGTCAAAATCGCCAGACGTGAAACATGCTCCTCTATCTGATATGATACAC -TTAGGCCTACTGTATGCTCTGAAGTAGTCATTTAACGATTGTATGACTTC -TTTTGTGTTCGTAGTTTTTGTTGCGTATAGTCTGACAAACTTTGTGAATG -CATCTACTATCACTAGAATATGTTTCTTCGGTCTAGCCAAGTCTACTGGA -CCATAATGGTCAATATGGATTATTTCAAAAGGTTTGTTTCCCTTAGGTAT -GTTGTGTAGAAATCCTTCTGTTTTTCCTGTTTTGGGACTGAATGAAATAC -ATTTTAAACAGTTGCTGATATGTGTGCTACACTTCTGTTTTAAATTTGGA -AACCAATAGTTTTTCATTATAGCTTCTATCATTTTGTCTCTTCCTACGTG -TCCAAGTTCGTTGTGATATTTGTATAACACTTGTTCTTCCATTTCTATCG -GAACGTAGAACAGCAATCTATTTTCATTTGTCTTTTTGTAAACTATACCA -TTTCTCATCTCATACAATTTATTTTCTGTGTTTTCTAACAATTGCCTGAT -TTCTTTTAATTTTGTATCTTTCCCTTGACATATAACTAGATTATCTTCGA -AACTGTTTGTTTGTATTACCATAATATTTGTACACCTACTCAGTGCGTCA -ACATGTTGCATGCGGCTACCTGCCCTATGCACAATTTCAAAATCATAACC -TTGGAATTCTAAAGCCCACCTGGCTATCCTAGGGTTTAGCTCTTTTTTGC -TTAGGGTCAAAATTAATGAGTTGCAGTCGGTGACTATTTTAAATGTCCTC -CAATGAAGATAAACTCTAAATCTACGTAACGAATAAACAATGGCTAAAGT -TTCTAACTCGAAACTGTGGTATTTTGATTCAATATCTGTTGTCCGTTTTG -AAAAGAATGAAACTGGGTGCCATTTCTGGTCCTCCTTCTTTTGCATAAGT -ACAGCACCGAATCCAGAAGAACTTGCATCACAATGCAATTCTGTTTCGTG -TTTATGGTTGTATATAGCTAAGACCGGTGACTGTATTAATTTATCTTTTA -ACATATTAAAACAAATCATTTCTTCACTACCAAATTTGAACGGTTTATCT -TTTTTTAGAATGTCATGCAATGGTTTAGCTAGTCTAGAAAAATCTTTTAT -AAACCGTCGAAAATATGAGCATAATCCCAAAAAACTTTGTACTGTATGAA -CATTATTAGGTATTGGGAAATTTTTTATTGCCTCGATTCCTTTGTCATTG -GGCATTATGCCGTCTTTATTTATTATGAACCCAAGATATTTTATACTCGA -TTGCATAAACTCACATTTGTCTATTCTTAATTCAAGTTTATTTTCAACTA -ATCTTTTAAAAATTTCTTTCAACGTTTCTAAGTGTTCGTTTATATTTTCG -GTTGCCAATAGAATGTCGTCCATATATACTACTACTTTGTTTTCTCTAAT -CATATCAGCAAAAATTTTGTTAACAAATCTTTGGAACACAGACGGGGCGT -TTTTGAGGCCAAATGGCATTCGCAGCCACTCGTATTGGCCTAATGGTGTA -ACGAAAGAGGTGTATTTTATTGATTCTTTTTTAACATGCACGTGGAAAAA -ACCGTTTTTAAGATCGAGTTTGGTGAAAACAGTTTTCTCATTCATTCTAT -CTAACAAGTCATCTATAAGAGGTAGAGGATAGTTGTCTTTCATTGTCATT -TTATTAAGTTTTCTAAAGTCGACGCACATACGTAAGTCTCCAGTTTTCTT -TTTCACTAAAACAATAGGCGATGCATATTCCGAGTCGCTTGGTCGTATAA -ATCCGTTTTCCAAATATTCGTCTAATAGTTTTTGTAACCTGTCTTTTTCT -GTGTATGAAAGCCTCCTAGGAGAACAGCTAAACGGTTTCGGGTTTTTCAA -ACACAATTGTATTTCACTTCTAACTGTCGGTTCATTTGGCCTTTTTGCAT -TTATATAAAAATTTCTAAACAACCTATCGAATTCTAGTTGTAACCTATTG -CTAACATTTTCTCCTATTTTGTATTCTAACTCACTTTCAGTTACATGACA -TATTCTTAGTACTTCCTTATCAAAGTTGTGATTTAATTGTTCGTAAACGT -TTTTATCTTTTGGCAATTTAAAACTAACGATTTCTTTTGAAGTgttaaca -atttcatcttctgataattttgatttactgacattcttttgttgattaac -tatttcatctcttaacgatattggaccagtttctttatgctgttgattaa -cgattttattttctaacgatttcggactaATAGTTGcatttttaaacgat -tttggactaacaatttcattctctaacgattttggactaacaatttcatt -ttctaaagatttCTCAGGACTATCATTTTCAGTAAACATTGATATTTTGT -TTATTTCCATGGGTTTTCTCAACGCAATCATTCCCAAGGTGTACGGGTCT -AAATTTAAATTGCATGCAGTTAAAAAATCTCTGCCGAGAATAACATTATA -CCTCATAGACTGGTCGCAAACAATGATTAAACGAAAATATATTTTTATTG -ATCCTTTCAATACATAACATGTGGTTTGTCCATGTGTTTTGAGAATACAG -TTGTTTAAACCAAAATAGCAAGTATTAACGAGGGCTAACTTCATTGTCTC -GTTAATAAGTGACTTTTTAATGATAGATATAGGACTGCCAGAGTCTATGA -GGCATTCTGAAATTATGGGCTTATAAGCATTttcaaaaaaattaatttta -aaCCATCTTACATAATTATTAGATGAAACGCTCTTCCTTGTGGGACATTG -TGCCACCAGGTGTCCAAGTTGTCCACAGGCGTAGCACGAACCTGGTTCAC -GTTTGGGCTTCTTGCAGATGTCAGCTTTGTGTCCTCTTGAATTACAGTTT -GCGCATCGTATGGCATCTTTGTAGTCGGTTGGCTGTACAGGTGGCTCCCT -CCGAGCTGGCAAACGGATGTTCGAAAATGCGCGTAGCATCTCCGATGGAG -TAGAGAAGCATTGAATCCGTGCTTGGGTACGGAAATTTTGTAGCGGTATG -CCCTCTATCATCTGGTCCAGTAGTTCGtcgtcgtcgATGTTTATCCCGTT -TGAGAGAGCCATCTTCTCGTCGTAATAACTGCAGAAATTCTCCTCGGTTT -TCCACTTGCGACTCTCGAATTTTCGCCGGATCTCAGCCTTGGATGATTGC -TCGCCAAAAGTCAATGACAATTGATCAAGCAAATTGTCAATTGGTTCGAT -CAATCGAGCAGGGTGCGCATGTAACCAGACTTGCGCGTTTCCTTTAAGTT -TAGTGATGAGTAAGATGCGTAAATGGTTGTCATCGATGTTGAAAGTGCGT -GCGATATTTTTGACCACTGTTATCCAGGCACGCGCGCAAGTTTTCCCATC -GTAATCGGTTATCGTCTCTTTGGCGAGAGCGAGAGCATCAACTGGAAAAC -GCTGGCTCTCCGCTCTCTCGTTGGATCGCTGCGGCGAGTGAAATGTTGTG -TTCTCTTTTGTGGCGCCAGCCTGCGTAAACTGCGCCGTCTGGATAACGGA -ACTAACTGTAGCCTTGCTTTGCTCTGGTTgttgttgttcttGGAACTGCA -AGCTCGATCGTGTTCCGTTAAGCATTGCCTTCGCTTCTGCTAGCTCTGCG -CGTAGTTGCTGTAGCTCGAACATGTTTGTCTCCCTCTCACTGCCAGTTTC -GGTTGATTCTTTTCTGTTCATCGCATTCACACTTACGTGATCGGTGTTAA -TTTCACAATTCTGAAAATCCAGTGAAGAAAAAATGTCGTTTCCTGGTGGA -GCGTTTTTCTGGGGGTGCTCCGGTGGACAATCGCCCCGAACTGCCGTTGG -GATGTCTTGCAGCCTCGCGATTAATTCGGTTTTTGTGCCCTCCGTATTTT -GGCCCAGAATACGTAGCCAATCTTTTAGGGTTGTCAGCGAAAAGTCGTTC -AGGATGATTTTATCGTCCATTTTGGATTATTAATCCCACTTCTGAGATTT -TAGCCGCCGTTTACAGAAGTTAATATTCTAATACAATTTCACGTGTCTCT -TTTATTTTTGATCTGTCCTTTAGCTTGGTTCAACAGCGACTGACTGCCGC -GCTCTCTGCAGAGTGGCGAGTCGATTAGTCGATAAGTTTCTCGATAATAT -TTGTATGTTAAGGATGGGTGTatgagtgtataagcttatGACTAGATTGG -CTATGTATAAttaggtatgtatgactAAGAGTAAAGGAAGAGGGTAGAAG -GAGCAGCCTACTACAATGGGTGAATGACTATGATTATTTGAGTACTATTA -TGCTATTAAGGGAATCTAAAATAGTATGGACTTGTTCGTCACTAGTACGT -TCATATATATGTAAGTACGAGAGGTCTATACAAATACAGTTCGTACTGTA -AGTCGTAGGATTCCGTGAATTAAGAAACCAGCTCGAGATTAGGGAAAACC -AACTCCGCATACACCAGAACACCATGTCAAGTGATAGCCTCCTACTCAGC -ACGGCAATTTGAAGTGTAATACGTGACCGGACAGATACTGTATCCATATC -TGGTGTTTCGGAGAACAAATAGCTCTGCAATCGTGTCACAAGGTTCGCTA -TCGCGGAATTCTTTCGCACCCATCTTTGCATGTGGTCAGCAGCTCGGCCC -CACACCCACCAACCGGCGTCCATAAGTCACGTCAATGGCCAGAATAGTGT -CGATAATAACTCACGTGCTCCCGCCATCGGCCAGATAAGCTAAATCCAGT -TGCGGATAGCCTCTTGCAGTGCAGGTAAATATTGTTTATGAATTCATTCA -CTCCCCCGGCGTTTTTCGATTTTCGTGCGCAAAGCCAGCCGTGTGACGTG -TGTGCTAATGCCGAGTTATTTATTAGTTTCGGGTGGTGCCAAGTGTTGGC -CAAAGTCATTAGACTGGGCTCCAATATCTCGGGGAGTACTGTGCCGATCG -AGCGTCACGCGATTTTATTAACGCACTTAGGCGATCCCAACTAATCCAGA -TACGTGAGCGATTTCGCTAATTTCGAGAAAGTCGTCGCGCGACGATAAAA -CTTACCGAACAGCGCTGTAAATAATTAAGTAAGCGTATTAATTGGTCCGA -AATGAAGCGCCGAAACAGtgaaacagcgaaacaTTTGCATATTTCTAAAG -AAATTCCATCTGAGCGAATTCGAATAACATCAATACCTGTGGTCTGGTAT -GGGTGGGGGAATGGTGCAATATTTGTTCATTGCAAAATCAATTAACGGTT -TCAGGCAAATTGATATTAACGAGTTCTCGAAATAACAACTCAAATAAAAA -CCCCAGCGCGCTATATGAATATGGCAAACTGGAAAATCACGAAAGGGGAC -GGGATATCAAAATCAGAGCCTGGAGGGAGCCGAGTCACGCAGGTCCGCCG -CCATAGGCAAATACACATGCGAGGAAATAACATAATGGAAACGAAAACAA -ACGGCGTTAATAATAGCTAAAATGCTTTTAATTAAGTGCAAATGCCAGAT -TAACGATTACAAGAAAAACACGTTCCATTAAAGCCAACGCAAGCACTCTC -AGATAATGACACATGGCCAGATTTGACACGAAATTGGCTTCAGCTCCGGA -CTGGAAGTGTGAGTTTTGCATTCGAGCGAATCGAACCGCAGTCCGGGGGA -ATCGTGACAAGATGATGCTAATCCGATAGCAATCGGACTCGCTCCCCGGA -TTGTGTTGTAATTGTTGACGACGCCGAACTTGATTTGATTAACATTTCTT -ACTCTTCCAACGCTCCGCTGGCATCGGCAGATACCGACCCGTACAGCTCT -TTTAACTGGAATATCGGGTTAGAAAATAACGCTCGAAGATAGGTGACGAT -TAGTTGAAAATGTATATAATAAATGAGCAGATCAGAACTTGGACTTCCAT -CAAAATGATACGCTATTTTACATGCACTTCCAGTGCGTTCTCATTCGACA -TAAATTGATGTACTATATCTTTCCTCTAACAAAACATACTGAATGGGAAA -ACATACCTCGTTTCGAATGCGGCTACAAAAAGCAGAATTGCCATAAAATA -TTGTAGCTTGACGTGAAATTTCTAGGATTTCTAGTATAGTAAATTTATGT -GCGGGCATCGAGAATACCTATAAATCATGTTATAATAGCTGTCTTCGATA -AATTGAAATCATTAAAAGCGGATTATCAGCTCGTGATGGGAAGTTTGTGA -AACGGAGCGCGAGAACTTGGGTCTCAAAATCCACGAGATACGTTTGAGCT -ATCTGGATCAtacgtttggGCTTGAAATACTTAGCTACAACCTAAGCTAC -CTAGGCACCAGCTGGACGCCTTTGGCCAGTCAATCAGCAATTAATTACCA -AAATCCGTCGCTGTGGAGCGTTACGCATTCGTACTCGTCAGACCCATCCG -GATGAAAGAAATCTTAATTAACGCATAAACAattaacgcgtATCTCATTA -TGTTCTGTTGCGGCAATCTATCTAACTTCTGTCCGTCTCTCCTCCACTTT -TTTAGCCATTAAGGTGGCTTAGTTCTTCAGTGTATCATCGTTATTGTTAT -TTTTTGGGTCGGCGGACCACCATTCATAAATGATTAACGTGACCGAAGTG -CAATTAACATTGCAAGCTGGGCCCAGTCACGAGGTGGCAGGGGAAcatgg -gaacaggggaagaaggCCTGCACCCGGATATACATACTTTTCACATTTCC -CCGCGGCCGCTTTATCGGCCGATAATCAAAAACAACGCAACAAAAACTGA -GACTTCAGGCGGCCATAAAAACCATATAATACTCGTaataataataataa -taataataataatacTTGTGCCCACATGGTCCGCTGTCTGCGCGAGTGCG -CTTAATTTTATTTCGTTTCCCATTTTTTTACTGCTCGAATTTGGCCATAT -AAACATTTTTGTGACGCGCGGTAATTACGCTGAAAAACTCATTTGACGGG -TCGCCCATTCAGTCGCCGTGTAATAAATCTCTCGATGTGTATAATTTGGT -CGTAGATACAAGCGATAGCTGGGTGCACTTTTTGGTGTTCACACAAAGAG -AAAAATGCGGAGATTGTTTTTTGGATGTTTGAATGTTCAAAGCAACCATT -GAACAATGTAAGCCTAAATAAATGTATTAGCTTATCAAAGATAGCAAAGA -ACAAGTTTGTGAAGTATCTACTAACTGGGGAATAGTCGTATAAGAATAGG -AATGGTAGATTGAAGAGTGTTAGGTTATCACCTAAATATAAGTTTTTAGC -TGTGTATCCCTAACACAACAGGCGACTAAGCAATGAAGATGGCATAGGCT -TGAGCATGGGGCGGAGTGTTTGTGATGTGGATTGGATCGGTGCGTCTCAG -TTGGGATCTGCTGGTTTCCAGGCCTCTAAGCTGCCCGCAGGCAGTCGGAA -AAGGGAGAGGGCCGGCCATTACGTGGAATGCCTGGCCTGCAATCATTACT -CATCCGATGCTCTAGGGTTTCCTCGCCTTCGACTATTGTCAATGGCAAAA -CGATGAACACACGGCCGGCAAACAAATGCATCGCAGCTAGCGGGGGGCAA -ACGGCAGATAGCAGATACAGCCGAGATACagatacagatgcaAACTACAA -ACTATGTGTATAcatacatacacacacGTGAGAAAGTATCTCTAAGTATA -TGCCACAATTTATGGCTTCCTACACAGGCACAGTGTGGCcccaaaaaaaa -aaacaaaTATGTATATGACATGTCacatgtcaTAAATGCCTCAACCCCAT -GGACGCAGTTACagcaaaagcaacagcaacacaagcagatacaaatacga -atacgaatacagatacTTTTGTTGTTGCGCAGGCCATAAAAAGACACAAA -AATCGACTGACACATCGCTCAATAAACATAAATTATAATTTATTTAACTT -TTGCACTTTGTTTCATTTAACTCTCAATGCTCGTTTCCAATTCGAATGGG -ATTCGTTTGTTTATTATTTGTCTGCTTTGGTTTCGTCGGACTCATTTTAT -TCGGCGGAAATTCAATGAAaaattcaaggaaaaGCATTTTCAGCGCGCTG -GCTCATTAAAAGACGCGCCACGCACAACTATTTGaaatattttaattatt -ttCCACTCGCCCTCACATGCGCCGCGTGTATTTGCGATTTCGTGGGCGTA -GCAGGTTATTTCGAATTATTTTTTAAAGCGATTTTAATTGCCTCGCCTAA -GACCACTTGACGTCTGTTTTGGGGAATGGGACCTATTTTCCACAACTGCT -GCAACTCGCGCCCGGATGATTGCGAAAAGCACTCCAATGCAGTGTTGAGT -TCAGACCGACTCGCTTGAATTATGAGCCCTGGAAATCCACATttgaaata -tgagccccGTGAGTGGCTGATAGTGTGGCACAAACAGCCGGAGGGTGGGG -AATAGCTGGGCCGAAGGCCGCGCAACAATGACAAATACGTGAGGTGATAT -TTCATGCCACCATCTCCATGGAGGGAAGTGTGTACCCGGGCGAAGTCCCC -TGAAGTCACAGTTACAAACCCCCATGCCAGCAAAACGCACTCGAGTTTAT -TCAAGTTGCTCAAATTAATATTCAATTAATTTGCATATTTATTGTGTTCG -GTTCAGTTGTTCTTTGGGTTTTTCTTACGCATGCAGCCCAGTATTATTAT -AATTCCTTTATATCCATAATATGCTACAAATTTATTCCACTCTACAGCTT -TACATCGCAGTATTATATATTTATAAGTTGTTTttctttttTGGGTTCTC -CATTCGATCTAAATAATTTACATGAACTGAAACGTTAATATCTATTAGAG -GCTATGATGTGAGTTGTTTGGGTGCCTACAACATATCATAATTAATGCAA -ATGTTCAACTAGCGTTGTCTGTGCTGTGCAAaaaaaaaaTGGCTCGTCAT -CTTGTTCGAGCTTGTAGTTGGATTTCGTACATTATTCAAAGTACGATGCG -CAATAATTATGAATAAAACTACTATCACATTGAAACACACATATGTATGA -TACCTGCCGGGAAACAATAAAAGTCGCTCATTAAATATCTACACACGCAA -CGCGAAAACTGAGACAACTTAAGTCCGATCATAATGCCATGAAATTGTGC -TCTAACTTAACAAATTTGCCTGGCTTGGAGAGTCGATGTCTTGGCAGTTG -GGCAGATTATATCCTATGCTAACCATACTTGGCGGCGGTCAAAAGCAGCG -GAAGTGCTGAGCGGATAATGGGGACTTCCAGTGAATTAAGTGGCAAGTAG -TTGTGTTCACAGCAGAGTAAATATATTGTACATAGATCTAAATATGTGTG -AAAACTGTTGTCCCTTCACATTCATAGGTAATCGGATTTTGCAGCTACGG -CTAGCCACCCCATCCCCACCAAATATCGGATGGATTGCATATTTATTGTA -TTACGGTACATATTTAATTTGCTGATGGCCTAGATAGTGGTTACGCTGCG -GTACAGGCGAATATGGtatggtatgctatATAGATCTTTGTATCAATTTG -TTTAGCTGGCTAATTTCGCTTACTCGCTGGCTTTTGTTTTTGGATATCGA -TTTGTTTTTTGTAAGTCACAATACGGTTGGCTAATGCAAGTTTATGTACT -TAGCGTAGTTAAATATATATTTGTATTCGTACGTGTGTGTGATGGCAGCT -CGTTCCCCATTTATTTGGGTCCGTTCGTGTCTCGTCTGAGACCCAGTTTC -GAGTGgagtgaagttgagtggagtTTAACTACCCAGACACGTCGAATGGC -TTCTTCCCCCGAACCACTTGCCCCCTATATGTACAATCTGCGCCAACTCA -CGAGGCTTGCCATCTAATTCATAGCTTCAACTGTTACATTGTCTTTCGAG -TTGGGTTTACCTAATAGTTTTCCTTATGTACCGCTCCTCCCGCCATGCAC -TTCCAATCATATCTGGCGCATGGAAATCAAGGCGGAACAGTGCGTTTCGA -AATgaaatgagaagaaaaTGAATAGTTTAATTACAGGGTATACAAAGTAG -GATGGCCGATTGCTGTAGGGGCGTTTTACTTGGAGCTCGCAGCAATGGCC -GGCCAGTAAAGCGGCCCTACAGCCTTGAAACACACTGTACCGAGGTGGCG -CTGCACTTAGGCAGCTGTAAGCGTTAATGCTTTTAATTGTTTTCTgtgtg -tgtAAGTGCTTTTGAGTTGTTTATCTTTAGATATTTTGCGCTAGCTAACT -AGTTTTACACGTTGTCATGTTTGCTTGTCGCTTGGCCAAGTCTAAAGTTT -GTAGTTCAAGTTGGCTTTCGTGTTTTATAGGCTTAATGCCGCTTGAAAGC -CATTTGACCTTCCTCTCTGTTGCCAACTGCCTcctcctcctgctCCCTTG -GCCAGTTCGAAGGCGGCCAAGTGATTTGGTTGCGGCTCGCAATGACTTTT -TAGCTACTTCTGGGCCAGCCAAAAGCTTTTACAATTGCGCTAAAATGGAG -GTTTAGGCGGGATTATGTGAGCCCCAGGCCAAATGCCTATCGCCTATACG -CGTAATATGGAATTAGAAATCAATGACAAATCGCTTTTGACATCATCGAG -TCCGCTGACTCAGCGCAATTCAGCTAAAGTCTACCACCGACTAAGCGGGG -ATGGAAAGATTCGAAATTCCCATTTTGTGAGCTTAATTATTTATAGTTTG -GTAAGCTGTTTTTGGGCTTGGCATTTGCATATTTCCGCGCACAATAATTC -GTATAATTTCGTATTTGGCTTGTAGAGTCGTCAGCACGCAGGGGGAAGTG -GAGAGAGCGGGTCAATTAAGTGCCATTAATTTGCCTTTTTAATTAATatt -ttattttttaatttattTAAAGCCGCTGCTCAAATCCCGCCGTCTATTTC -ACTCCGCGCTGCGCATTCAttcatGCATATGAATAATGCTAATTAGTTAC -AGCTACCGCCTGACAATTTAATACATACGTATATTTGCATTCGTTTTTAT -CTGATCTGTTATATTTTTAATTAAAGCTTATTAATACTGTCGCTGGCGAA -CCTCCCCAACTCCCTTCTTGCGCCCCATCATTTGACATAAATAGGTAtgt -atgcatatacatatatttacttttacaCTTAAATTATGACTGTAGCTATC -AGCGCGCTGGGAAACAGGCATGATAATTACCGAAAGCCTAGAAAATATTT -AAATGACTTTTTTTTCTGTATTTCCCTCCTCTTTCTGCTTGTGCCCGCTA -AAAATGTTTTAATTATGTCAGAAATGATGTAGCGCGCTTGGCAGCAGATT -GAGTTTGACCCAAAAAAGCGGCATAAAAACGCGATGACGACAAAACCGGT -TGCCCGGCTCTGAAATCGGAGTCCGGGGTCTCCGAAGCATCTGAGGTCTG -AAGTCTGGGAGTggagtggtgtggagtggagtggtgtggagtCTCCTCCA -TTCTATCAGCTTTATGACCAGCCTCAACGCGAGTGTCCTCCGCTTTTTCC -ACTttttttttGCTTCTTTTGTGGCTGCCACTTAGCCGCCTGCCACGCCC -ATCAGCGCCCCCGCCCACGACCCAGACAATGTTTGGTTAGACAGCTTCCG -ACGCTGAGTTTCTGCCCCGAATTATTTTATATTTATTTTCGGCGCTTGAC -AACCGTCGACGCCGCTACCACTTGGTTTTGGGTTACTCTTTTTATGCCCG -GCGCGGACTTCGTTTGATGCGCTTTGCGTCATTTTGGTTCGAGCAGTTTG -GTTACTTTTGTGTAGCAGTACGAGTGGAATTTAAAAGTAAACCACTCTTG -CAACTGGGTGCTTCTGTTTTTCATGCCTTTTATTTGCATGTTTTTCTTCC -GCCGATTCGGTTTGGGTTTATTTATCCGTTGATGACTTTTAAATGGCAGC -TGTTTCCCGCCCGTCGGCAAaaaaaaagaaaaaaaaacACTACCAAATGA -AGTCAATTAAAGGAGAAAACCTTTTAGTTGACCTATCCCGCTCCAAAAGG -CCTGCATTCAGTCGGACTAAGCGGCTAATCGAATATGGACATGGAACTCG -CGTTTCACAGCGCCGAGTCAATTGAGTCACCTGCTAACTCTTAAGTGGTA -TTCATTCGAATTGTTTTTTAAGCTCTAATTAAATCTGTATGTGGGAATTG -CTGATAGGGAAATCGAGGCTCCCGACTATAACCATCCATTTGCGAGTTAA -AGTGTTCCTTCGTAATTATATTATGCAATGGCAATTAAGTATGCTCCTAT -TATTCCAATCTCAAATTGTACCCATTTGCTACATTGTCTTGGACGTAGTC -CGAATTTGTTGAAAAACTAACTGGGGAATCTAGGCGGGTACCACAATCCC -TGCAGTAAGATAATCCACAaaaaaaaaaaaaaaaaaaaaaaaccACAAAA -CTAACAGCCCTCGAAGTAACCACTTGATCACTGAGCTCATTTTCAGACAT -GGGGAAATTTGTCGAGTAACGAAAGCACTCTAGTTTGGAACTCGAGGGAC -TGGCCATTATCTGCGATGCCCACACATGGAACAGTAATCACATCAGATAC -GAGTGTGAATCCAAAGTGCAGCTTAGTAATCCCAGACgagacgagacgat -ccgagctgagcgGCACCTGCCTAACGCGGCAACGGGGCGGATGAGTGACG -ACAATGGCGATGACCTCGCATTCGAATTGGGGCGGtggggcggtgggTTA -CAGGGGCCATCACTCACCCAGCCGCATGCAAATGGCCCCAGCAGCTGATA -GTTGATTGCTCAAACGAAATGAAAACAAACAACCGACGCTTTCAGCTGGA -GCTGGATCCGATCTCCAGTATATTTTAATTACACTTGTGTGAATGCCGCC -GGCGGCAATTGAAATATTTTTCCGTCTCTAATCTACGACCAATTTAATAT -GAATTGAATAagtgaatagatgaaTCCCGCGGAGAGTGCGGCACCATTCA -GGAAGCAGTGGCTTGTTTAGATTGGGCGTGCAAGCGGGACTACTATATAT -GGAAAGTGCCCAGTGGAGAGTGATTTCTAAGGTTTCTTGCAACAGATGCT -GTTGAATGGGCTTCCACGAAGGATGGAGAAATACAAATGTGCTCTAAATC -AGATTCATTTATGTGTTAAATGCAATTCACAGCAGATGAATAAAAGTCAA -GCTCCCCTAAATAATGTTTTTCCTAATGAAATGACTTGTATGTTGAATAA -GTTATGGATTAATATGTGGTCTGGCCATTTCTTCGACTAACCGATGCGTC -TAAACTGGTCCCACAAATTCCTGCAATGGTTCCGTCGTTCTGCAATTGGA -CTAAAGTCTTTTCTTTCTTGAATCTCGAGTGGATTGCGACCGCATGGTCG -TGGAGTAGAGTCGGACTTGTTTGGATGTAGGGCAGCCTAAAGCGGACAGA -TGAGTCAGTGCCGGTCCCCCGGCAGCGGATGTCGTTCATTTCAGTTGAAA -ACTCTTTTTTGGCTTAATTAATTCGACGATTGGCTTAATGGCGCGCTGAA -TCCTCAGCGGGTTTTCCTGCCCATGCATAAATTACTCAGCTATTTGCTTT -CCGGAACCCAGCAACTCCCATGGAACCGCGCCAATCGCCTCGACATGCAA -TCAGTAATGAAAGCACACACTTTCCCGAGGGACCTTGGGGGCGAGCAAAA -ACAATTTCAGCTGATAACATCTCGCGTTTCCTGGCCACTCGAAACCATTA -GATTTTGCTGCGTTTTCACCTCGCAACAAAGACCAAAATTAGAGCCGTAA -GCACTGAAGGCAAAGGCAGTTCGGTTATATCACTGTAACGAATGAACTTC -GAGAATGCTGGTCTTTGAAAGGTAAGTACAGTGAGGCCGCTGGTGGCGTG -AACAAGAACGTATTTAAACTTCTAATCGAAAACAAAGGCGTAAAAGCGAA -ATAACCGACGTCGTGGAACACATATATGTACATAGAGTGGAAATCAACAT -CTCTCGATATCGTAGTGTGTTGCCAGATTTAGTCCTTCAACAGCTGGCTC -AAATACATTAAATAGTATATAagtatctaagtatAAGATATTAATAGTGA -AATTTCAAGAGACGTCCTCATGTCTAGCCATAAATCGGAGCCCTGTAAGT -TTTCGAAATTCGTCTCAGCTCAACGGTTTGCCATTAGCGAGGGACCCCTG -TGCTGTGCGCCGAGGTCACCCCAACCCGCTGCCCGGTCCTCCATCAATGA -CAATAATCAATCACGGCTCACCGCAGAGGAGGAGGCCATGAGGCGGAGCA -GAATGAGGAAACAAAGGGAGCGAAGATGAAAATCGAATCAAGGCGAACAG -AAAGAGGAGTTAGTCGGTCGGTGGTGGTGGGAAGTGTGAAAAGTTGGCCA -CAAAAGCCGACGGCAAGGGGAGTTTTCCTTGCCGCGGCCAAATCACTTGA -ACTATGCTTTTCTTGCTCGCTACGTTAATTGAAAACACAATTTACTTAAT -TTTTGCATATCTCGCTTCAAATTACGTTGCATAATtttgaataattttta -ttcgtattttttgtgttgcttttttctgctttactcttctCTCTCCATCG -TTTGGTAATAATTTTCCTTTCATATTTTCGTATTCTTTCGGTAAATGGTT -GTTGTAACATTTTGCTGATTTGTAATTAAATATGCGTATGTGTAACTTTT -AGCAATTGTTTTGTTTAATGTtgctgccgttgttgttgttgttgCAGTTC -TTgtttttgccgttgttgcagttgttattgtttatgtggttgGCTTACAC -AGAGCGGTTGCTGTtgtttcttgttggttGTTTAAtttaaattaaattaa -tTACTAAAATTATTTTATAACAAATATCACTACAATAGTTTGCATTTttt -ttttttgttgttgtttgtttttGTATCGTTTATCAATTACTACCATTACT -AAAAGAAAAAAAGATCGCTCATTTCCTCTTTTCTCACCGTCGGACAACAA -TTTCTCATAGCAGCTAGACAGAATTTTGTTTCATCTCTTAATATTTTTAG -AGTTAATTACTTTTGATTCTAAAAGCTTTGATGGGTgtgtatatatAGTA -CTGTTTTAGGGGAGGATCTATTAATTATTCCTTGAGGCGGCTATTTCATC -GACGCGTACTTGGTAGGCGCCTGTCTCATGTGTTGCAAGTTGCTgttgct -gctgctgatgttgccgttgtcctggttgctgctggtgctgCATCACACGT -TGTAGCAGGAGATCTGCGGCAGGTGCTGGAATGTGGGCGTGGCCGCCACC -GCcgtggccgcCGAACTGAACGGCACAAACGAGGTCTGGCCGGcggcagc -ggcggcggctgcCAAGTTGAGCGAGGCGGCCGCCGCGTACGGGTGCATCC -GCTGGGACCGCAAGTACTGGCGGTACTTTCCGCTCAACTTGTCGGTGGCC -GTGTTCACTGCTCCCGTCGCCCCCGCACCACTCACcgccccgcctccgcc -caccgacgccgAcccgcccgaggccgCTCCGGCGGTGGGCGTGGCCGAGT -AGAGGCGCATGGGATTGGTGTCAGGGCCGGCCTGATAATTGCTAGGAACT -GTGGCCATCGGCGAGCGGTCCATCAGCATGGACGTCGCGTCCCACGGCGG -CGGAGGCAGGCAGTGTTGCtgttgctgctgtggctgctgctgctgcacct -gcgactgTTGCAGCTTCCCCGAGGCGACCGCCGTCTGTCCGTAGCTGCCG -GAGATCATGGCGTCCCGCTTCCCGCCCCCTGCTCCGCCGCCACTACCCTT -GGCCGCGTAGTGGCTGTGGGGATGCAGCATGTGGTGCGGCGTGAGGGCGg -tgcgggcggccagcgcagccagTTGATCCCACTGGCCGGCGgctgcggcg -gcTATCGAGGCCTGGGCCgcagctgccgccgcTGAGTTGGCTGCATGGCT -CtggctctggctctgactttggctttggcgttggctttggttGCTGCTGG -CACGTTGCtgctgctgctgctgctgttgctgctgctggtgctggCGGACC -AGACTAGACTGTTGCTGGGGATAGTGGGCCTGctgcgacatctgcgacat -ctgctggtgctgttgccgcagttgctgctgttgctgttggtagcgttgct -gctgttgttgctgctgctgGGCGCTCGTAGCCGCCCGGGCTCCACGCCGC -GCGGCACTACTGCTGGGCGCCGTGGCCACCGCCGCACCGCTTCCGCCTCC -gCCCAGGGCCGCTCCGCTGCTCAGCGAGCTGCTGCTCACCGCCCGCGCGG -TCGCATGCATGTTGTTCACGAACGGGCTGCGCCGCTGCGACTCCATCTTG -CGGAAGTAGCACGGGTGGATCATCAGCAGGGGCTCCACTCTCTGGCCCGC -CGGCGGCTTGGGCTGGTTGGGCAGCTCGTACTCCACGCTGCAGTCCACGT -GCAGCGGGATGCTGTAGTCCTTCTGCGGCGATGGAGCGGGGGCTGCGTTG -Ctgttgctgctggcagtctgctgctgctgctgctgctgttgctgctgttg -ttgctgttgttgttgttgtctgctgttggcaaccgcggcggcGACCTGCG -TTTGGGTCGCCGCCGCATGGCTGTGGCGCGAGTTGctgctgctgctggtg -ttggcgggctggtggtgatggcggtggtgttgctgctgctgctgctgttg -cagcaactgctgctggtgggcagccacggcggcgtGGTACATGTGTtgct -gctgctgctggtgatgatgctgctgctgcgTCTGGCTGtgctgctgctgt -tgctgctgctgttgctgctgcaGGGCGGACAgggccgaCATGCCGTGCga -cagggacgacatgtcgtAGTTGGCATAACAGGCGGCCATCGTCATTGCTG -TATTCAGGGGATCTTTTAGCTTTTGCTCTCGTTTCGGTAACACAGAATTC -GCTTTTGGTTTGCTTATTTACTTAGATTtagatttTTATCATTTTGCGGA -TGTTTTTCGCTTTCTTCACTTTCGAAAAAATTCACTTTTGTGGTTTTATT -GGCACTGGTAATCCAAAAAGAGCGGCTAACGGTAAATTTGCCGCTGCAGG -TAATCCGTGAGTTGGTTGTTGCttttgtttttgtgtttTGAGATAGGAGG -AACCTTAATCCATATGTGTGTTTGCTTTGCTTTGGAATTCGCTTTAACCC -GTATAATATTAGCTGCTGTTCGCGTGTTTAACTTTGTTTCGTTACGTTTA -TTGTATATTTATTAGCGTTTTAGTCAGTCTTTGTTTGGTTTTACATAAAT -GCAGCGAACAGTTGGAGCTGCTGGGTGAGTgtgagtgcgagtgggtgcgc -gtgTCGGGGTGAGTGAACAATCCACGTGTGTTTTCAGTCTTTTTGCCCGT -TTTTGCTGGCTAACTTAACCGTTGCTTTTTAGCTACTCCTTGTCttcttt -ccattcggttatgctctgttctgttcttttctCGCGGGGGTGAGTTCGCG -GAGTAGGTAACTTGTTAGTTCTATGCGCAATAGAACTGCCGAACGAACGT -CTCATCCACTCCGAAGAAAAACGCGATCTGAATTGTAGTTTctgctttgt -agtttTGCTGCCGCCGCTTGCTTCTCTGCCGCGGTCtctgccGACGTTTG -TAAGCGCAGCGAGTATGCTGAATACGGAGCGCGCACGAAAAACAGCTGTT -GGCTAGACGCCTACGCCTGTGTGTAGGCTTTGCTTTTATtgtttttgttg -ATTGTCTGCCGATTTACTTATTTTTCGTATCACAATTGGCTGCGTTGCGT -TTGTTTTTGGGTTTTAACTGCGTGTTCACCTTCGACGCGACGTTGAATCT -TCTTAACTCTCTTCTTCGTTAATTACGTGCCACAGACCACGCTTTATCTC -CTCCTATGTCCGCACGAATCGAGCTCTTTGAAGCGACTGACTCGAAACGT -CGTCTTCGCTCCATTCTGCCGACGCCTACCTGCTGTTCGGCACAGCTGAT -GTTCCGTGACGTATTCAGCACACACACAGTCGCAGGAGACGAGCGCAGAG -TTATTGttattgtTGCTTTCCTATATAAATTGCATTCAATGGCCGCtctc -tctccctctctgtgaccgctctctctgtgcctgcgtgtgtgtgtgtgGTA -TACATTCAGCCATGTTACTACACGGCGGCCATCTTTACAACTGCTTTGGT -CGAGacagagagagacaaagaggcgagaaaagagcgagagagcgcacaTT -ATTTTGTAATACGATGTCTTTAACCGTTTTAGTGCTTTAATTTTTTACGG -CAAACGCATTTTTGGGAGCAGCTTTATGGGGTCGTAAAAGCAGATGGGTT -CTAAAGGGGTTAACGGCGAGTTGAGAGCTAATTGAGCCGCACTAAAAACG -GGGAGTTGAATGAATCTATCAGCATCACCTGGTTAAAATGGGAATGGGTT -ATTTTTACTTATGTATTTCTGAGCACTTTGGTACACCCCTAAAACTTAAA -ACCCATATAATATCAACATAAGCAGTGTGATCTCCACACAACTGCCTAAA -AATCCTCTGCGACGCAACTTCGAACACACCTACGTAGTTCCTTAATATAA -GAATACAACAAATACCCCAAGAACCTCTCCGGTTTTGGAATACGAAAGCT -AAACTGCGCACTGAGAGACTTTCTGCAGACCAAAAAAGGAAAACAAATTG -CAAAAACTCAAACAGACAGCGATATTAAACATTTCTGTACTAAAAAATGG -GCAATTTAAGTCAGGAAAGGGCACTGTCTcgctcgcacacacacagcgag -agagcgagagagagtgagaaaACGGCTGGGAATTACACACATTGTAATAA -ATAAGGAAGGTCGTTGCCATAGCAGCCGCCGTTGGCGTCGTttttttccc -cccattttGTtGTTGCTGCAAGAGAGTGGCTCGCTCTGTGGGGCTCATTC -AGCAACTGCTGATAACAAATCAGCTGTTTTGTTATTTGGGGAGGTGTGTC -CGCGTGCGAGTGTGTTGGTGAGTCTGGCTGTCTCTCTTGGTACATAtttg -tttttttttttctCAAAGCATATGTTTGTTGGAATCGCTGTTGCAgctgt -tgttgttgtggGGCTGAAAGTTGTTGCTGTCAAGTTGCCATTGCATTTCA -GTGTTGTTGCTATTCGATGTGCAAGTAAAATGAAAACCTATGTGGCGGAT -TTGCATTGAAGCATGTCTTTTAATCCAAAAAGTAAAACTAATGCTTCTTA -TTGTCTACTAaaaactaataattcgtattatgtgctaaTTATTCTAAGAC -TCTTAAGAAAGAACATGATTGGTGCATGTATACAAGTTAATGGATACTAT -TGTTTGATAGCCTTAATGATTTCCTGCTTTTCTACTGTTGTTGCCATGGT -TTTGTTAATGAATTGTCTTCATTGCATCTGGGATTGTGGATGGTTTTTGG -AGTCTGGTTTGGGTTAATATCGACACTATAGTGTTGTAGCTTTATGCCGA -CTTTTATGGTGCTGTCGCTGCTGCTTTTAAGCCTTTTCTTTATTGGTGCT -TCCGCCGTATTATTTGTATGGGTTTTGGATCTGATGTAGCTGCCAGCTTT -GCACTCGTGCGTCCCTTTGTGTGCTTATTTCTGCtctgctgtgctgttTT -TTTGCAGCTTttttCTGCCTTTGGTTGCTTTCTGGATTGATGTtgctgcc -gtgatgttgctgcTTGCGTGCTTAATGACGAGTCGGCCGCATTACAGTTT -GATTACGGGCCGCCAATTTGGAAATTACCGAACTGCTTGAATTAGCGGGC -CAGTCGCTCTGCTGGAGAGCCTATGGCTCAACCCCAACCCAAGCGAACGG -CCAGAACGAACAAAAACGGGCAGCAGGAAATTGGTCAAGAGGGGCAACAG -ACAAAACGAcaactgccaagacgacgaCAATGCCTGAAGTGGTATAGAAA -ACTTCGAAATTAGAAATTCCAGACAGATAATGGTTTACTCATGTGGGGTT -GGCTGAATGCAATAAAATGCGCCCTTTGTGTTTTCATAACTGGTCAAAAT -ACTATTTATTTCCGCTGTATTGCACTGAACGTGCATCTTGCAGGTATAAG -TTCAAGTAAGTTGCAAGTAGATTCTACTTGATAGGATCAGGTTATAGTTA -TCATAGTTTTCGCAGTCTCTTACTGCAAGCCATGGACAAAATGAGTTTCT -TTGTATCGGGGCTACGATCGACTATCGAACTCGGAAGCAGTGAAATGTAT -AATTTGTATTATTTTAGGGCAGCTCTATGATAACATTCAGCATTCTTGTT -TGTCCCCAGGACATTTTTTTGACCGTCTGTTTTGGGATCTGGCATTCACT -CATTAAATCGGTCCAACCCACATTTCCTGTTTCTCTAATCTCTGTCATCG -TCTCCTTTTATATTTGCCTGCTGCATCGCCCTGCTGCCCGGATTGCCTCC -TTTTCTTCCCTTGTGGCATATCGAATCCATAACTCAACTGCCTTTCTCCT -GCAGAAGTCCAAGTCACGGTCCTCCCGATCCGTTCTCCCCGGCCCAGTCG -GCCTGTACGGTGAAACCTGTTTGCATTATTAAGTAACCGCTAGGCCGGCA -ACTGATCCCGACTGCGACCGGTTGCGCTGCATGGCTTCTTCCCAAGAAGA -CTGTGTTCTGTGTTTCGTCGCTTCTATTCCCCGACGTCTGCACGAAACTT -TCGTTTTTTATACCCGCTACTCGCTGGGGGTTAGGGGTATACGCCACTCT -ACAAATTACACTTTGCCGAACAGTTCTTCGGTTTGGTTTTCAACCGGACC -TAAATAAATCATAAATATATATGAATATCTCATTGAAATCCTAGTTTAGG -TGCACTTACAGGCCAAATCTATGCTGTTtatatatatatatgTCACTATG -ATGCAAACGTTAAAAAAAACAAATGCTGTACATCGACAGAAACGCGCATG -GAAATTGAAATATTTATAACGTGCTATTAGGTATTTGACAAAATCCTTTC -TAAGACCCATGGATGAACCTTTTTGAGGCATCTGTGTGTAGGGTATCTCT -TGATCGAGCGGAGCGATTAGGCAGCCCATTTCAGTGTGTCCCTCTTGCTC -CTTCCGCTGCAGTTGGCTGTCTGTTTGTCTGGTCCGCTTGTTAATTCGAA -ATAAAAACAGGAAAATTTACTTTACAATCTGTGCTAAAATCGTAAATTTT -TAGCCGGCTCAGGGGAGCGGCAGTTGCTGTTCCACGTCCAGTTTCGCAGG -TAAGACGACGCTGCCgacgaggcaggccaggaggcacGGCGCAGCCCGGC -GAGGTAGGCTAATCCGCTTGGGCATGACAACGATGACTATTTGTTCTGGG -CCCGGATCTCATGCCTCCCGCCCTcccctcctcctaCGACCATCCTGTTc -tgttcttttctgttTGTGGTTCCACGTACTCtcgtactctcgaattctcg -GGCCGTGCCTAGTTGTTATCTCTTCTTATTTAATTTTGGCTGCCATTGCC -GAAGTTGCTGTGCTGTCGCCGTCTAATCTCCACGGCAATATCATCACGAA -CGCTGGATACCCGGCtcaccagcttaccagttcaccagctcCTCGGTGCA -AGAGCCTGTCCGTTGATTGATGCGTTTCCCATTCGGAATTTATGCCATGG -ACCATTTTGGGCAAGCGCTAAGCAATTCATTTTTTTTTCAGCCAGCGGTC -CTTGTATCCCCCTTTGAAGCATGCACCTCAGTCCGTTCAGCGTTGCCCGC -TCGAccgctttaccgctAAACAAGCGGGATTTTAGACTGCACTTCAAACT -GTTGCAAACTTTTGTCTACTGGATTAATGTGGTCAAGTTATAAGATTTCC -AAAACTTCGAAAAACTGTTCAAATCAAACTTTTTGAATAATACATAATTT -AATCGAAGGCTTACTGCATGTGATTTGATGGCTGTGTATCGCAAGCTATT -CTGCTGGTAGTTAACGTTAaaacttttttaaaaaTTCGCTCCCATATGCA -TTTCTTAAATATATCTTCTTTTAGAAAGTAACTTATTGCCTGGTTACCAA -GTATCTTCTTCAAATTCTATGCAGCCGCAACTCCACTTCGCTTCATGACT -CACAGCGTTATTAATAGATCTCAGTGGGCATCACTGATCGGATCCCCTCC -AGCTGCAATCAGCCTGATCGGGCTAGCGATACTCTGCCAGGAACAGCAGC -AACATcaaccgcagcaacaggcacatcagcaacatccacGGCGCAACAGC -AGGAGCACCATTAGGATCGTCCTCAGACATGTTTTTCGGATGGCAAtggc -gatggagatgaggatggcaatggggacggCACGTCGAGTGAATCTAAATT -GCTAAATACCTTTTTATGGTTGCTGGCAGTCTCACTGCGGAGCTTCGGTT -TAAGATTTTAAAATGTACGAGTATCTTGGTATCGCCGGCTTTCGCAGAAG -CGATCCATAGTTGCTTTATAATGTATTGTGTGCATTTTGATTTTCCCTGA -AAGCGAACGGCCTGCTCATTCCTGTGATTCATCATGGCATCATGGGGCTG -TTGCCGCTTTTGGAAGTTGCTCCTTCGGCATGTTTTTAATAGCCCTTCGG -GAATTATTCATTTCCATTGTCTCGCTGCCGTCCAATTTCGATTGCCATCG -AGTTATAAACAATTTCAATTATTTTTCCCGTCTCCTTTTCCGTCGTTCGA -AATTATGCAACTAATTGCCGGGAATGCGGAGCATTTGACTCCCGAAAGGA -TGCATTCCCTTTCTCGTCTCCAGTTGGCAGTCAGCTGGCAAATTCATAAT -TAACCTGACCTTTGATCGCCGGAAGGGATGGCCAAAAGAAGGGAACTCAA -AGGGGGTTGGCCCAGGGGTCGATTATATACGATTATACGATTTGGAATTT -TATTATAGTTCTCTTGTTTCTGGGAGGATGGATTCCTCCACTTTCTCGTT -TCTACCGTTTATTTCTCGCATCATGTTtttttttATTGGAAATGCTATTA -AACGGATTCCGCTGAAATACTTTTGATGAACCGGACCCCGGAATGTCGTT -CAAGTTGGGGTTCTCAAAAGCAAAGCAACATACTGCGAGGCAAAAACCTA -AAGCGACCACTTTGTCAAGCAATTATAGTTATGTCTCTGGGCATTTCAAG -AATTCCACGTATAAATACCATATATTCAATCCAGTTGATTTTGAGCCAGC -CAAAAATGATCTTAAAATTTGTCGGCGGTCCAATTTGCAGCTCGCAGTCA -CAAGCCCAGGGAAGAAGACTTCGTCATAACGGTTTCGATAATGGGTTTCA -CGCTGATGAACGCTTTTTtTTTGGTATCTTACAAAGTGGTTAGTTTTTAT -TTACTGTTCATTATTATATAGATGAATTCGGACTGAGATGGTTTCAGGTT -ATTATAACGAAAGTATTTATAATTGCGAAGAGAATATGTCCTTTATGTCT -TACCAAGAAGTCTAGAATCTAAATTAGGGCCCCTTTGTGGTAAAAACAAC -TAAGCGGGTTTCCATGTTTAACTCTTCCCTTTCCAGAAATCTGAATGGCC -CTTTGATGTCTGCCCCAAATAAATTCGCGTTGCCAATGGTTTATGCCAGT -CGTGATAAGACTACAAAGCCCCATTATCCTAGCCACTCCCCAAATAAATA -AAGTGCAAACCAAAAGGCACGCGATTTAGGAGCCCGAAGAGCCGTTCTGA -ATTAGAGCCACTTCAGAGCATATATTTAAAATAATTCCAAAataATAACA -GATTTACTTGAACACTACAAGACTCCCCAGTCCGTTTGCAGTACTCGCAT -AATATATCTAGCCTTTTACAACAACTACGATATTCTTACGAAAAGATGGA -TAAACCGTttttaaaaaagaaaaataataaAACGTTGTTTTGAAAATGCC -GCCGGCGGAAACAGGCGAAAAAAACCATTAAAGGTCTTTCCTCATAAGGG -TGTTCCACGGATCCAATTAGTAAGcaatttatatgcactttatttgTGTT -GAGGCTATGACGGTAGACTTTATTTTCGTTTCGGATTGAAAAAGAATAGG -GGAGCCCTTATCTGGATAAACTAACTAATGGGTATTACTTTGGGAAGTCT -TATTAAGTATAAGTATTTTTCTTAGGAACAAACTGTAAGCATATTTTTCA -AAGGACTAAGGGACACCCTGTATTTTTTATATCCCTATAATTAAGGTCGA -ATTTTCGAGTTTAATAAGGAtttaataaggattCGAGCAGAGGGAAAGAG -GGTTGTGCTGAATTTGATGCATTGAATAGCAGATTCCGCACCGGAAGGAA -TCCTTATTGACCTGGTCCGACAAAAACTGGTTCTAAAGCGAAAGTAAAGT -AGAAAAGGGGAAAACATGTTTAGTAAGTTTTGGCACGATTCATGCCTTAA -TATTAAAAGGAAATAATTCATCCTATTTCGCTAAACATGCTCCTTTGATG -TCTTTAAGGCCCAAGAATATTAACAAATACCCCCGCCTCATTCCAGGTAT -TTATAATATTAAATTTCGTAAAAGCATTCCCATTCCCCCTTTGTATTTTT -GCCGATTTTTGCATTGCAATTTCTTCCACTTGGGCAACACATTTTCGAGA -CATTTAATATGCTGCGACTCAAAGTTTCCCGGTTGAGCTGCATTTGGCCA -ATTTGATTGCAGTTTCGAGTTCCAGTTATTAAATACTCGCGAGCGGAAGC -GGGGAGGGGTTGAATATCGGGTGCTAAGGCAGGGAACCCTCTCCTCGGTT -GACATATGGGGGTTGTTTTGCCGCCCTTGCCGTGTCCAtatccataTTTA -CAATAGTTGCCACCGATGCGGGCGCAATATATTTAAACAAATTGTTTTCG -TTCTTGTTTTGCTTGGATATCGTTATGAGGGCAGCACCTGTCGACCGAAT -CACACTCGCAAAAACTAGTATAATttaaaaaaaaaTTATAACATTTTATA -CTGGTACTCTTCGAACCAAACGCTTACTTCAAATTTAAACCTTAGTATTG -TGCTATTACAGTATTTTTAAAACACTTAAGTGTGCGTGTTAGCTTTTGTT -TTGCCTTTCCTGGTGGCTAACACAGTTCCTGTGTAAAATGTACTATAACT -TATCTGTAGGACGCTCTTGGGTATTTCTCCCAACTAAATTTACAATTTCT -TTGCGTGAACCTCCAATGCAAACGTACAAAACGCTCTCTGCAGATGGTGC -GCTCGTTTGGCCAAATTATCCAAGGGATTACAGGCTGTGGATGAAATGTA -TCTGGCAGCGCCTGCGTCTCGCCTGCCACGCTATAATTTAGCATAAATTG -TCCGCGCTGTCGAGATTAATGTATCTAATGACCTGATTTGCTGATTTACA -GTAATTTCCAGCTTATGGCGCGCCGAAGAATCGCCGACAAACACACACGG -AGCTGATTTCACATGCTGGTTCTTAGTTTCACCCTAGCTACCTGCAGATA -CATTTTGTTTGCGGCCAGATACTTCCAGGAAGTGTGCGCCAGATACACGA -AAGATACGGCTGCGAATCGCTCGTCCCGCATCCGCATTTGAATGCGAGAT -GAGAGATCCACGAATCTCGGGGATACAAGTATCTGCGATACCCTCCGCTT -GGCCTCTCCTGCGGAAATGAATTTCCAGCCATTAATCATGCGGGCAATAG -GAGTTTTTATGGCTTGCTCCTCCGATGGCCAAGCTCTTCTTCGGGCTTTT -CTGGCCTAATGATGGGTTTGCTAAAGGGATAGAGCACCAGGTCTCTGGGT -CTGTGTGATGGAAAAATGGTAATTTCAGATTTTGTTCTTGCTTACCCAGT -TTAAGTGCTCGTTTTCCACTAGCCTACAACGTGATGATATAGAGGTGTCC -TTGCTTTATATGTTTTTTACTGCACCATTTTCATCTGCATGAATCACTAA -ATACTGGTCATTTCATTGAAGAGAACAATGTAGATTAGTTAAGGAAGTTA -CCCTCATTTTATGCCCAATATTTATAAGTGACGAATGTGTAGTGAGTCCT -GGGTTGAAATGCATCCTCTTAATGAGGCAAGGTATGTTATCAACATAATT -GGGGCGTATCGAACAGGATAAGTGGATTTCTTAAATCATTTCTTACGCTT -AGCCAGCGCACCAATCACAATTTGGCGCACAATCAGTCGGCTTCATTCGC -ATTCCCGCTGCACATTCAAGCGACAAAGGGGGGagaagggggcgtgacgg -gGCTGGATCTCCGCTTACAGAGACCCCAATCCCAAGTGAACCAaatcgaa -tcgaatcgcatcgagtggaaacgaaacgaatggaaatcgaatgaaaatgg -gaataaaACTCATTGCACGGCCACTTGAGACGCcttgaaacgcctttGAC -GGCTGTTGGTCGACAGCCCAGATCGAGATAATGCACTGAAAAATACACTC -GGCAATGAATCTCATTTTAGATTAATTCGAAAGAAGTATTTATACATTTT -AATGATAATGGTATGTTGTCTAAGCTACACTATATATCTGAAATATTACT -AGAGCTAAAAACGGTTCCTTTGCAGCGAAGATCTGCCAGTGTAACAATCC -GAATTTAATTCTATCTTTTGCGCAGCCCGCCCGACCCTCCGCTCCATCAC -TTCCTGTTCTGATCCAATAACAAATCGATGGCGGCGATAATTTCCACACG -CAGCTGCTGCCGCTGAGCTGCATCTATTTATCTTGCCACCCTTTCCAGGT -CGAAGTTCCCCCATATGCGAACGGGTATCTCGCTTTTTCTTGCCATTTAT -GTATTAAGCCCTTGAGTGCGATATTGCGGCTCAAGTGCGACGGCGGGGAA -GCCTTGAGCTTTTCATTTTACGAGCGGAAATAAAACATAAAAGTAACTCT -TGGATGTTTAATGATAAAGTttgcccccccccccccttttCATCGTTTCC -CTTCAATCGCCAAACACCCTGCCCGCAGTCGAGTGTGTGTTTGGCATTGT -TCATCGCTGCCACGCCCCTTTCCCTGCCGCCCTCAGGCACTGGATTGTGC -GTTTTTGCACGCTCAGCGAAAAAAACAGGAATGAACAACAAAGaaaataa -ggagcgaaaaacaaaACGAGAATTGTTGAAAGGGAAAAACGCATTAATTA -CGCTTTTTCAGCATAAAAAGCAGAAATCGAATCGAACGGATATGCCCGGG -GTGGTTTGGGCTGGATATTACTTTTATTGCCGCTGCTGTTCCCAAAGGAT -ACTCCCAGTATACCCAGTGCCGATCCATTCGGCCTGGTTTACCGCTTGAT -TATGCACACTCCATGGATAATTTCTAGGCGGTTCCAGAAACTATGTCAGG -AACTCTGGCCAGCTGACACACTCCATTAGGTGGCTAGGCTATATAGGTAC -GTTGACTGGGAaggggaagtggaagtggaagGACGGACCGGAAGTAAATG -AAAGTCGACAGTTTTCAAATTAACCGATGCAATGAAAAACGCCAGGGCAA -CCAAACAAACTGACAAACTATCAGCAAACTGTAGTAAAAGaaatagaaac -agagcaagTGGAAGATGGCCATCTCGGGCAGTTCGACAACCGCAGATACT -CGAAAAGGGACGACGTGGCAAGGTAAAATTGGAATCGTCACACCTGCTAC -AAACGTAATAGAACCCCAAATATTATGGCCGATTTCAAATCAATGGAGTT -TTCGGGTCAGCCTTCACTCTGTTGGCAATACTTCGAAGTACTTCGTAGGT -AAGCTAATTAAAATATGTAACTAATGCAGAAGTGAATTCTTTAGAACTTC -AGTAGTATTGCGGGTAGATTAGCGATTTTGAGATTGCTTTCTCTTAGGAT -CTGCTTTGCAGTATTTCTGGATCCATCCTGTGCGAAGTCTGCATAGACTG -AAAGTAATTTATattaatataatttaataaatTGTATACCACAAGTAGGA -AGTTTTCACATATACATATGTACATGCATATATAATTATTCTTCTCAAAT -AATCTCACCAAGATTGCATTTGAATAATCAATGTGTGTCTTGTATGTATG -CCCATGTATTGCTAATATTTTGGCAGTAACTGTCGCGAAGAACTGCCGCT -GCaactgtcgcTAATTGCCCGACTGTGGATTGCGGGGAGTggaggggagt -tgagTAATGTTGCCAGGAAGTTGTTGAAAATCAAGCGAATCGAAAAGACA -TGGCCGGCGCTGTCGTCCCACCCTTCTGCCCAGTTGCTATATCATCGACT -GCAGACCGCAGACCATCGGCGAGGGAAATATTTGGGGACGGGTAAGCGGA -CGCGGGGGGTGCTCGAGCAGTTGCCCCGGTCGGCTTGGGGAGTTGCAAGA -CTCATTAGCATTTTTTGCTGGCGGTTGGCTTCGTTATGTGCATGTTTTTC -CCCAGAATCTGCCTTTTATTGATAAATTATGCAGTCTCACTTGCGGACTG -TAAATCGTTTGATAACACGCAAAACTTGCTAACGGAAAGTGCCAAAAAAA -ATTGCACAGAAGGTTAACATGTGTGTTTGGGACGAAATTCGAGTTTCAGA -TTAACGATGCGTTTCGGCAATCACAAAAGAGGGTATAACTTGGGTTTTGA -GTTATTGTCTCCAATTAAATCCATGATAATTGTCTAAACCTTTCATTCAA -CCACCTTCACCGGAAATTCTTCAAACTCCACTTGTGAAATTCATCAACTG -CTTTTTTCTACAATCATGAAAGGCTTCAGAATATTAATTAAAATCAACAA -TGCGAGATAACTGGAAGGGTCACGCGGATGATCTCTACCTAATTCGTGGA -CGGACCATCATTGTTTTTCATCGTGCCCTAAGAACTTTTTGTGGAAGTCT -GTCGAAATTTTCATGATGCAAAGCGACTATCTGCGAGATACCAAAAAGAG -GCTCTCTGCACAACTCCCCGAGCGGAGATCCATCTCATTATTCCTCCCGT -TTATCACCATTCGATCATATACTAGTTGTCTTTTCCCACCATTCCGCAAT -CCGAGTTAGCCGTTGTGTGTATGTTTCTGGTTTTATTGTTATTGGGCTCG -TGTATtgtattgtatGTTCATATCTATTCGATCCCGTCACTACTTAAGTT -CTATTGTGTGCTGCCTGAGTCACATGTGGGCCTCCCCTCTCCCTTCTCTC -ACAATCTTTCCCTACACGCTAAATAAAACCGACTTGAATGACAACAATTT -TGGGTCGGCTTTAAATAAGAGATACCACTTGAATAGGAATTTCGAGTGAC -CTGTGCAGTGGATTTCAAAAATGGGAATAGAATATTTATATTATTCCTCT -TGCATATTGCTGTGTACATCAGCATGACACTCCTTTCTCATTTgatttga -tgtaatataTTTCAGACTTCGAAAAGATACGGCATGTTCGAAGATCGAGT -ACTTTAGAAGGACTTTTTTGTACGAGTGCATCCTTGAATCCCTGCCCCAC -ATTCTCGGCCCCTTTGAGCCCGTTTGAACGTGGCAGAATGGACAGAGCCG -GGGGCACAAAGAAGGGGCAGTCGTCGTATGCTGAGAATAAAGAGCCGCAG -TAACGGAAGCCTAAGAAATTGCGAAACATGTCACTGGCAAACGGCGACGG -CTGCCACAAAGGGACCACAAAGAGATGCATCTGAGATAAATAGAGGCTGA -AAGAGAAAAGTTTGGGGCACTGTGAACAAGCAAAaagtgaaaagTTGCTG -GGCTGCGTGCAACTAAATTAAATACATCACACAGTGCCCCCATTTCCACT -CTGTTCTAAAATCTTCTGTAATACATATATATGATGTATATATTTAATCT -GTGAAGTTGAGGAAGTGTCATACGACTATAGCACGGTATTTAAATTCATG -AATATATTTTAGTATAAATCAATACATTCATAAGATCTTACAATTGCATC -ACTTTCATCTCAGGCGTGCAGCAGAGAATTTCAGTGTGTTAGACAATTAA -GAAAAGTTAAGGGGACGACGTCTGGTACTCCAACAAAGGGACGATCTGAT -ACACAACTTGCGGTGGCAGTGGGAAAAGTTGCCCCGCCCACCTATTAGTT -CGGCCAGAGCTAGTTGTTCATTAAAGTCCTGGCCAACGCCCCTTTTGGGC -TGATTTGGGTGGCAAATGGCACGTGCCATAAATTCGGGTGTAAATGAAGC -ATGCCCAGAACCGTATCCTGTATCCAGGCGGCATTTGGCGTTATCTTACA -ATAAATTGCTGTCTTAGTTTTGTGGCCAAAACAACCCTTCAGAGAGCTTT -TGCGACCCCACCCAACCGACCTGCTGAAAATTAATATTAATTTGGAGCGT -GTATTATTATATTGCACGGCAgcagcagcggcgAACGAACGAaacgatac -gaaacgaaacTTTGACATGGCCTCCTGACGTCTTATTAAATATGCACGAA -GCCAAATCAAAAGTTTTTAGTGAGCGCTGGAGGGAGTGAACCAGAATGAC -CTGACAGTCTGCCATCATCCCCTTCGGCTTGGTGGTTttgctgggtttgt -tggCCCTGCCTCCGCCTCTTGGTAATAAAAAGTAATTAAATTTCTGGCTT -TGCCTCTCTGTTGCCATTGGCAATATGCATTTCCATTGCTGCACTTTCGG -GACTAACATAAAACGGAAGCCGAACGGCGCGCAGAAGGCAACTTTGAAAG -CAATAATGGCTCTAAGTTCAAAGCCGTTTTTTGGCAGCGCCATTTATAAT -TACGGTATAAAAGATCCACGGACTCTTCAGTCTACTCTTCTCGGGTGGGG -CACTTTAAATGGATGCGGATGTGGTCTCTATGTCAAGTTTCAGGTGCTCT -CAATGACTATGATTATGGGTATATCTTGAACAAACTAATTTGGGTTATTT -TGAAGGTAGATAAATAGTTAACCTTCATATGTAGACATTTCAAGTTTAGG -TGGGTCATTTTATTAAACTTACTATCGCATGGCAAATTGAAGTTTTTAAA -AATGAGCTCATAATTGGATTTTATCATACAAAATCCTTAAGGTACCCAGA -CTTAATTAAGAACTGCCTACGAAATAAGATTTGAACATTAATGCTCAAGC -CCGAGCAAAACGAATTAGGCTGGAACAAAGCCCCTCTGCCAACGCGGACA -GGAAATTGAAAATATTTGATTTTCGAAAACTCCCTTCAAGAATTTCAATC -GATAAGTCTTTGATCTGGGGCTGCACCCGCGGCGCTTCCTCCTTCTATAT -CCTTTACttcccatcccgacccgttccgtcacatcccactcCGCCCATTC -TCATTCATCGCGATTTGTTTGAATCTTTCATTAGACGCACCTAAGAAATT -TCATCCCGAATCGTGCTGCCTTTCATCTCGTGGCAGTTTGGCAAGAACAG -CCGCCATCGAAAAAAGCACTGAGACATACAAATAAAAACTGAATTTAATT -ACTTATGCTTAAGGGACCAGATCCGCATAATGCATTTAATAATTAAGTAG -GTTAACATTTTAGAACGTTTCTCAATTAATATTTATTCTGAAGTTTATAA -TATACTTTAAAAAGCTCGAAATGATCTATTTTTGTCAGTGTATTATTGTG -CTATCATGGTGCCGTGCTCAGTGTTCTTGTACCTAATTGCCATGGCTTTC -TGGGCGCAGCCTGAGCATCGGAGTCCATACTTTTGGGGCTCGGCTTCGGG -AGCCAAGAAGAGCCGAATTACGAAACGTTCGCCCCAAGGCAAGGCTCAGA -CAAGGTGTTTACACCAAGTGAATGCAGCCGCGCTCCATCCCGCCCATCCA -GGACCCGGTACAAGCTACACTCGCATCTGAAACCGAATGAGAATGGCAAT -TACGTGAACGAAAGTTGGCTAAGGTCCCTCccctcccctcATGCGGAGCC -CAGTCATTGGCAGGCGTTTAAAATATTTGAACAGGCGGCAGACAATCGAA -CATGGCCCGGACAACAAGGAAAATACggacatacggacaaacggaaAGGA -CAAGCCCCCGTACGGACAGGAAGCGGCGGGGGCAGGTGCAACACACTTGG -CACAACTTACACTATGGGAACTACCGGCCAGCCTGGAAGCACATAAAAAT -TTATAGAATATTTACGTGTGGCAGCAGTCTTTTACATTTTACCTTTCCTT -TCAGCCAGGCCCTCGACTCCTGGCTGGCAACCTTTTTAGGAGTTTCAGTC -GGGGAGTGCCagtttcagtcgAGTTACCAAAAAAGAGATGCACGTAAACT -GAGAAATGCACGAGCGGTGGCTTATTTGCAGGACTTTCGAGGCTTGCCTA -CCTGCACGCTGGATTTAGCCCGGACATCTGTATTGAATATTGTAGAAAAT -CATTATTGTGCATAACGTATTTAAGTGCACATTACAGCAGGAATACGTAG -TAATTACTCAAAAGAAATAATAGTGACTAGCTACAAAATGCATTCACTAA -CAATGCCCAAATTCTAAGCTAAATGTATTTACTTATAAGCTAAGCAAATT -TTAGCTATAGCCCCGATTTGCGACCACGATGCAACAAGCAAGTGAGAAAT -GTGTCGATTCCCTACTTCCGTTGCAAATTTAATTAAAAGCCATTTCGCAG -CAGCCTCCTTAGATCTCTTATGCATGTGCGAAATTCCACCCGGAAACGCT -GCCTCTAATTAAGTGAATTCACTCCGGCAAGTCAGCCGAAACTTTATGCA -GAACTGCCAAGAAACGCTGCCCTTCAGAAACCCTCAAAGATCGTACAGAA -GCCAACGGGGTGGCAAATAAATGGGAAATCAGACCGGGCTGACAGCAGGT -GGCTGACTGACGAGctgacgagctgacgagctgcccgcctgactgactga -ctgactgGAGAGCTCTCCCCGGGGCCGAACTTATCCGGAATTGAAGTTAA -AAGTTATCTGTCTGTCTGCAGCGCACCACCCCCAGCGCACCGTTCGCCTG -AGTGGCTAAATTCATTTGGCAGCCAAATGCAAATTATTACAACTTACTTT -TCCTTTTTATGCTTTTCTGGCGAGGACTGGCTCTGGAAATTATTTACTCG -AATGGAGAATGGAGGCGGAAATTCCGGCAGCCAGGCAGAGgccgaagttC -CGCCGCCGGCCGAAGGGTTGCTCCCAACTTTTGGGTCCAAATTTCGGCGT -GTAAGGTGGTTGGGAAAggggaaggggaagggCTGAACAACTTCGACTTC -CGTATGTAGTCGCTTATGATTTGCCTTATGATCAGCAGCCCTCGAGATAG -AGATATCGGTCGGCTTGCTGCTTCCTGTGCTCCGAGCAGACCCGCCTTAT -AAATCATGCAAAGGGTTGGCACTGCCGATAAGGAATCTCCCCACCTCGAC -TTTCAGTCCCGTGTGCATTTTCTCAGGCCCTTGCCCACGCCCTCTCCTTC -GCAATTGTCATGTAAATCAATGCAACTGGCGCACATCGCTTCCCAAAACC -ATTTCCATTTCTTGGCACTCTGAGGAGCTGAGATGGTTTCCAGTTCTTCC -GCAGGcggaggcggaggcCAGCATTTTGCGCTTAAATAAAACCAATTGAA -GCGTAAATCTTTCACGTCGTTCCAGCTGCCGATAACGAATCGCGTAATGA -GTGGGAGGGGCGATTGGTGGGGGAAAATGGGAAAACACGAGGGCAGAGGT -TGAGCCAAAGGGCGAGAAAATGGGAATGAGGGTGATGAGCAGAGGGAAAG -CCGTGCCTGAAACAGCAACACTGGGCAAAACGTTTTGTGTGGATGAGATT -ATTATTAGACTACCGGGGTATTGGCTTAGCCTTAGCAAAGTAATATGGTA -GGATATTATGGAAAAACCACCGAGGAAATTCGTATTGATTAATCTAGGAA -ACATTCGTCGAATATGTATGTGTTAGACATACATGACACTAGTCAGAACC -AGCTAAAACGAGCTTGATTATGGCTGCTAGTCGCAATCATCGTGACTCAC -ACGCTATTATTACTTATCGCCCCATTTTAAAGCCTCGTTTTCCTTGACAT -TCACGGATAATTGCCACAATCCAGAGATCCAGTTGCGGGCTGTAAATCGA -AACCCGCAGAAAGGGGACTGCCACAGAGTCCTCTCCCTCTTCCCAGACAG -CTTGAGCTCCAATTCCCCTAATACCAGGAGATCGACCTAAGTCCGCGGCG -AAAGAGCAACGAAGTCGTCGTATTAACTTCCATGTGGTCGCCGTCTAGTT -TTACGGCCTAGGCTTAAATCGAATGCGTCGACCTGACCGGCTTGTATTTC -AATTAAATCGCCTCGGAAAACGAAAATAACGAAACCTGAAACGCGGCACA -TTTATTGATAGGCCTGCCGGGCCAACGTGCCAGACGAGTAATTGATGTGC -CCGATTTAAGCGCAATTGATAAGCGGCCAGAGTGCGGAcctgaatgcaga -ccagaatTGCAGATCGGATCGGGCTGGCGTATAAATGAAGCCCTGTTTCG -ATGTTCGCCCAGCCTTCTTCCCCGAACTTTCCATTAAAAAGTCAGCAACT -GTAGCTAATTAAAGCGACGTCTGAGCAGAGCTCGAATCAAATTCGGCGCA -TATCAAATTATGAACACAGCTGGTAGCAATTGCCGCCGGAGCCACAACCT -GGCGCACATGGCGGCACAcacatacatatgcaggcagacagTGAACCCTC -GAAAGGGAAGCTTATTATCCCCAGAAGGAATCCAAGTCGAGGAATACAGC -AAAACGGCGGGGTCATGAAGCTGTGTTCCTTATTAAACATGGCAGCCATT -TAAGGCGTAGATTCCCTCGGAACACGTTTTCAAATGAAAGTTGAACATAA -TTTCGATCCATTAGAAGCTGAAATGGACAAGCGAAAaaaaaaTAAATTGT -ACTAGAAATACTTGAATTATTTTCTACAAATGACAATTACTGGGGTATAT -CAAGCGGTGTATTCAAATTTACCTATCAAGCTTCACCATTCGAGTGCTCA -CTGTTCCTTCATAAATGAAAGTGGTTAATGCCATATGGGTTGTTGGAAAA -ATGAGTAATAACCTCGAGGGACGTTTCTCGAAGCATACTCCGTACTTTCG -CATTGTGTCATTTCCGCTTTTTGTCTAATTTCGAAGCACTTCCGCTTAAT -TAGAAACTCGCCTAAGAATCATAATAAACTCGGAAGGGTCCGAGAGGGCT -CATTCCCATCAATGTGGTTGATCCACCCGAGCTGGACAAAAACATGTCCA -TCGCCCGTATTTGCTCCGTAAATTCTGCTATTCCGTTTTCCTCCGAATGA -ATCTATCCCCTCCCTTTAATTTCCAGCCCACTTGAATGGACTTCGTTGGC -TCTTATCGATGTTTGTCTAGTTTATGTGCCGCGCCGCTTGTGTTGTTTTT -GGTCTTAgttttgtttggtccgtgtttcgtgtGTCTGCAACACGTAGGGC -CGAAAGAGGAAGAACAACCGAGCAGGAGGACGTCAAGCTGAGCTTAAAAA -ACCAAATGCGACATGACCACGACTCAAATTTCATTCGACAATCACCGTGG -TGCAAGATCCATGGAGATAGAGTCGAGATCGACAGGAATGAGTATCGAAA -AAGAAATGATAACTGTAATCCGAGAAAAGGGATGGTGTACTTAAGGCCTG -GGTATTTGATTGCAGCTTAAAGCGAGCCTTAAATGGAAATGAGAAGATCG -GTTAGACAGCTGCTCAACTGGTTGGGGATATGCTTAATTATGAATCCAGG -GTTATTAATTCTCCGCCTTATGTGAAGCACAAACGTAAGTACTATTACTA -CTGTTCAAAAaaaAATCCTCTCTTACTTAATTTAATACCACGAGATCTGA -AAAGATGGATCCTCAGAGTTCCAATACTTTGGGTTCCGGAAACATTTCTG -TAATGGTCACTAAGCCAAACCCAAACTGTGCAGCCAACTAAATGTGGCTA -GCACCATTACGGAGATCTTATCTGCGGCCCTTAGCAAAAACATGAAACAT -TCCCGAGTGCTCTTATCGCGCTTCTTGGCTCCGCAACTTTGGCCATTCGA -CTGTGCAGCAAATGAAAAGTTTCTGGGTAGGAAGGGATCGGAAAAGCCGG -GAAGGAGGGCGGAAAACTTCCAGCAAAGCAAATGCCTAATAGACATTAGC -CCAAAACCTGATTGCATTGGATAATGCCTTTATACTCTACTTTGCGAAGT -AGGCAGCAGTTCCAAAATACGGTTTTATCAGATGCCTTATCCTAAAGAGA -TAAATATTTGAAGTGAATATTCCAATTATTTTAAAttaataataaTTCAA -TATAAAACTAAATTAATCCTGTCCCTTTGTTATATACAATCTTGCAACTT -TAAGGGTATATATAGCCCCGACATCAGACTGAAACCTTACTTTATCGACG -TAACCTCTGTGTTCCTGGTGTTGCATTACAAGTGGAAATTTTCAGTTTTG -CAGCAATTTAGTTTAATTTCTTTTCGGCTGCCGCACGCCCGGAACATAAC -GAGCGTGGTTAATTGTAGCGATATACATAAAAGAGGTCGGGgttggactc -ggagtcggagCTATCCTGACGAGAGGCAGACACGTAGAGTCTGCCCCTGG -GCGGGCGAGTCGCGACCTTCCCGCCCCTGGAATCCCCCCAGCCACCCCCT -CGCCAGTGTTGCTGCTGTGTTGGCAGGCCGCGTTTTGTTCCAGACGGTGG -CAAATGTGTCATTAGGCATGTTTCATGACCCTTTGTCATGCACAAATAAT -TATAATTTAATGCACTTGCGGCAGGTCGCAGAACGCGGAGGGATGAGGTT -GCACAGGGGGGTTAGTTGTGATTTCCAGATAGCATTCCTCTCGAGTTCTC -CTCTTTAATGAtaatgataatATCAGGCTTTCAACGATAaaaaaaggggg -gCTACTTTAATTAGTTGTAGCAGCTTTAATGAACAACGAAAAATGCAGGA -AACTGCAAAATGTTTACTACTCTTAAGTCTAAACTCAGACTCCAGCTTTT -TCATCAGTGGCTTATCCATTTCAAAGAAATAATAAGGTTTTTACATTTGA -AATTAGTTATGTGTCCTATTAAAGCAAGCCATAGGTAGAAGGTAGGCTTT -CTGACCCTACAAATCGTAAATATTCTTGATCAGGATTTCCAGCCAAGTCG -ATGTGGCCTTGTTAATCTGTCCGTCCGTATGAGCATCTAGATAAGGGCAC -TACAAAATCCAAAAAGATAAGAATGAGCTTTCAGATTTAAGACACTCGGA -TGTACCACCACTGGCTGAGTAATAGGTATCTTATAATCGAGAAACTCGAC -TATAGCGTTGACTTCAGATTTAACAGCTGTTTCCTGAGGAACTCGCGACA -AAATAGGTTATTGCTACACtgctacactgAACAGATTTGATTTGATAATT -CAGCAGTATATTGGCAGCTGGCAGGAGGAGGCGAATCAATTACAATCCGG -TCATCAAAGAGATTTCCCTCACCTCCTTGATTGCAGCTTTCCCGGGGATT -CAGCCAGCACCTCGGGGCTGTCGCAGTAAGTTCCACTTTACTCTGTGCCA -CATAATTGCCACAATTCGCTGAAGTTGCCAGCCACGAGTGCTCCGCCTGG -CAATTACGAAGGTGCAGGATGTCTTTTAGTGTCGCCCTGCCCCCAGAGAA -GTGGGGCTCCCATTTCAGCCCATCTTGTCGCATCTAATTTGCACAGCTCG -CGGCTAAATATGAAAAGTTTGTCGTGGCTAATTTGCTTTATGGCATTTTA -ATTGTATTTGCCCAGCCTGGGAAATTGCTGGCTGCCGACTACTGATTCCC -AGTCTGCTTGCTGAAAAGTTAATGAGCTTATGAATTTCAGATGGATGTTG -CCCACCCGTGCACCTCAGTGGAGCAGGGAGCTCCGATGGTACTCCTTCGG -AGATAGTTCCGCGCCTTTGTTGCTGATAACCACATTAGGCAATTATCGAT -AATTTATGAAAGTAATTGAACGCCACATCGCATGTGCGGATGTGTGTTTT -GCCCCTGACGAGCCTTGTATCTGTATCTATAGttgtctctgcatctgtag -ttatatctgcatctgtatctatgtatATCTGTGTTTGCCGGCTGAAAACA -CAAATGAGCACAGCAGGGCTCGCCGAGTGCAGATACAATTCTTATAAATA -GACAACAACAGCGGCCCTTGTCGACAGTTGGCAATCATCATCGTCAACCA -ACTAGGCAAACACAAACAGGGGCTACGAAAGCCCAACTAAGTTGCCGAAG -CTACCGATACCCTGGAGTTTCTAAGGCAAAGACAGCCTATTTATATACCA -GCACAGTCGGGTTAATGGTGAACTTAAAAAGAATATCTGTATTATTGATA -TAAAGCTGAGATAGTTCCCTTAAACAATTTGCATTTCAGCAAGGCCTTTG -GGAGTCTCGTTGTAGTATATTATATTTATTTTAAGAACGCTTGAAATATT -ATATTATCAAGCTGTATTCGTTTAGATCATTAAATTATGTTTTCGTTGTG -TGACTCTATTAATGTATTTACGCAGTGTTCTGTTTTTAGGGTCATatttt -aatgatcatttttGCCTGACGTTGTAATTACCAATGATTTTAATCTGACA -ACTAAACTAGTTTAAAAGATAAAACATTTCTGTATTTTCCAGTTCTtttt -tatttattatttttatttatatttatttacttatttCCTAATGGAATTTT -CATTTAAGCAACTCTTTATATGCTTTAATACCTAATATTGTACCGAGCCC -AGTACATCCCGAGTACTGGGAAAAATATAACTTTTTTTTGCTCGTACTAA -AACTAACATAAATGGCAAATAATGTGCAGTTTTAATGTGTAATGTAAACT -GTTATTTCTCTGGGATTACGTTCTTAGTAAATCTACTGATAGTTTGCCAA -AATAGACTGACTAGTTGCAACAACCCGTAATTTGGCATTTTTACGAGGTG -CTTTGCTTTCTGTTCGACATCAACTATAGAATTTAACGCCAATGACTTTC -TTTGGCGTGTTTCGACCTCATCTATATCTGTTCCTATAACGCTCCAACTG -AAAGAGGGACAGATAGGGAACATGTCAATATTGGCAACAAAGCATTGTCA -TTAACGAAACCAAATAAAAACATTAAATGTTAGCTGGCATGGCAGGAAAG -TACACACCAAATACATAAAACTGTGTTCAGAATTTCGTGTATTTGTGGAC -ACACGCAGTCGTACCATTTATTGTGTGGGTCTGTATTTGCTTGGAAAAGT -TGTTTCACAAATAAATAAGCGCTTCGGAATGGAAACATTCGCTCCATTGC -CCATAAATATTTGTTACCGCTTATGTTGATTCAAATGGTTCGGATTGCCA -ACTGATGAATTGTAGCGATGGGCGGAGGAGTAGAGTTGGGATTAAAGGAA -TAGGATTCGGCTTTATAGCCTCACTTAATTGTCACCCAATCGACATAATT -TATAATAAATGAAATGGCAGTAATATAGGTTGGCATCTAGTGTGATTTTA -ATAGAAACTAAAATATAATCAAGCAATCCAGATGGTTTTCAAACATATTA -GAACACTACATTCATGAATTCACGTGAATGCAGTAAATGATTGACTCATT -GGTTAAAATACTTTATACCACCGAAAATATTCATATTTCTATGTCTAGTA -ATGACCACACTTACCACATAATATAAACGCCATATTAATTTTCCATTCGA -ACTAAGTCGAACTTACGGTATTTACTCATTATATTTtttttATTGACAAT -ATTTAATACACAAATACTATTCAACCTGCTGACGACTTCAGAGCGATTAC -TCCTATTCTTTTTATAGATAATGTTTCGTTTTTAGCCACCATAGGCACTA -CGGAAATGTCAATGCCCGCCTTGTAGGAATATTGTACGTTGTATCCTTTG -GATCCGATTTTGTAGGAGAGCAGTAACCAACCTTCATGCGGCGTAGGGAA -CTTTTGCTGAATCTCCCCATCGAGCTCTGCATTTCCCTCAGTATCTTCGA -TTACCGATTCCCGTCGAAAAGCCGATCCATCTGGGTGATTGATCTCCAGC -TGATATCCCACGCCGTTGGCTGGTGTGACTTTTGAGTAAGTCAAGCTCAG -GACGACAATCCACTGGGAATAGTCACTCTATAAAAAATAATCCTGATGAC -TTTCGGACTCACCAGAGTTACTAGTCTGAAAGCCATGGTGTTGTACCCAC -TGACACCAAATTGCAACTAGGTGTGAAGTGTTGTTCAAAAGCTCAGAATA -TTCGACAGATGAAGGTGCCCAAAACAAGTTTGAATGCAAAACCAAATTGA -GTTCAGATAAAAAGCGGTAGAACCACCCAAGAACCAGCCATCCAGGTAGG -CGGCTCGAATCTTTAATTATACTTGCGATTTTGTATTACTCATGCATATA -ATTTTTTGAAGTTTGCTCACTGACACCTTAATGATGTGTTTTAAATCTTC -TCCTGACTACGTTCATGTTTTTGCAGATACTTGTGAGTGAGACAAGCAAT -AGATCTGCGAGTTTGTCGAATatatatatatacatatatTATCCCGAACA -TCCCGAAATATGTACATCTTATTAATTGCTACAACCTCACGAAGGTGTTG -AGTGGGGGAGCAGGCTTTGGTGTTTATTGGAGACCGATTGAAGTGAGTTC -CGCGAACGGCCTCTTTGATTTCCAGACTTTGGCTCGGAGCCCTTCTGCCT -TATCGAAGGCTGGCGCACACAGTCACCTGTTCGATGTCTGTTTTCCCCTT -TTAGCGGCATGTGTCTGCCCATCACTTACCACCTCAATTTCCCGAAAACC -GAATGCATCTAATAAATAGGCGCACAATTAACAAGTTCCTAGTGATTTAT -GCCGACGTCGCCGCTCGCTTGGGTTGTTACTTGCGTTGGGTTTggttggt -tcgggatggtttggaatggtttgggttgggttgggctctgttcgggtcgg -atctgGGACTGCGATTTTATGGGCACCCCGACCGAGCGGCGGAACAATGC -AGGAGATAATTTTTTACGAGCCACTCGCTGGGCACGCCATATGTTCGGGA -TGGAACTGGACAGGGAGAGGGCAGGTAGACCTCTGGATATCTGGCCCGAG -ATCCAGGGCCCTTCCACGGACCGCGTGTGTGCAATTAAACAATTTCGGGA -AGGGCGTTGGACATGCGCTCATCCTTGACAGGGAATCTCATTTGGGCTGC -AAAGTCAATAGAGGGGCTGTCAGATCATCGCGATCCGAGGGACGGGTTGT -CTTCGAGGGAAATTTAATTGAATTTTGTTGAAGAAGTGCCTGTGCGCCCA -AGGGCTTGGGTTATATGATAATTCCATTTCTGAACTCGGATGAAATACAT -AATGAAAGACTTGATAACAAGTTCAAAAATGAAATATTGGGGAAGCTATG -TTGTAGTACAATATCTTGAAATCCGTGCAGATAACATATTCAatcttaaa -agtaaatattatatattttttattattaaatTTAATTTCAGAATTTAAGT -GGCTTATTCTTGAACATCCATTCCCAAAACGAATGTTTTCCGTGTGCCGT -CGAGAAGTTCTCTCGAGACATCTGAGACAGTTGTCCAGGGAAAACTTTTC -TTATTGCTCCGCCTGGAAGTTTTGCCTCATAATTTCCAAGCTGCGGCGCC -GATTGAACAAAGCAATATTTGCGCAAGTAATTTTCGGTCCAAAAAACTTC -CACGTTCCTGCTCCCAGAGCCACAGTCGAGCTGAGATGGCAGAAATGCCG -GGCCATAATTGATTTCCCAGCCACGTACTGCGGCACGTTGCCAACTTTAA -TCTCTCGAGCTGATTCCCGACTCCGTTCCactctgctccacccgccccCA -CTAATTTTCGTTTAAAAGCGCAATTTATGTGAACTCAGCAGTTTCGCTCT -AATACGAAATCAAATAGAACTTTTCCAGCGAGGCTGGCCCAGCTGAATAC -TCGTATATGGATTTTCGCGAGGAGTGGCGAGGCGGAGGCAGGGAAATCGT -TTTGTTTGCCGGGCTCATTTTGATTTATGGTCAGGGAAGTTCGCACATTG -GAGATGCCATTATTTTGCGTATTTATACAAATGCTTTTCCCCACACATGA -ACATATATATACTCGTAGTAGCTACGTGCCTCGCCATAAATCAATAAATG -AAATTTACACGCATATTTCGTGTTACGTGCCGGGTGGCAACTCACCAGAT -AAAGCTCCCTTCGGGGGCAGCGGAAAACTTTCGCCGTTGGAAACTCGAAT -CTGTCGAATCATCGATGTAATTCATTTTTCTTCATTAGGCGTAATCTGGG -CTTTCTACGGGTCATCCTCGCGGAGCGGGAGCAGGAAAACCAGTTAATGG -CCGTCCAGCTTCCTCCCGCTCCCCACTCCATACATTTGTCCAATGAAACG -CATTTGATCATCTCGCAGGAATGGAATCCTTAGAAGCAGTAATTCATTCG -GCTGCTTCTCGGAATGGATAAATGAGACTCTGACTGCGATGGCAGGCCAA -GAGGACTTGAAGGGGCATATATGCCCAGATATAGAATCCGTCGAAGGGGA -AACGCAACAGCAGCAAGCCTCATCTACATCAGTCGAATTTTTAAATGGGC -CGTGAGTTCCAAGTTAGTCACTACAGATACAGTGGAGTTTTTCGACTTCA -ATACATTATGTACATACTTCGATGCACGAGTTATGCCATATAACAAAGGT -TACTATAAAGAGCTTTCAATCTAAAATCAAAAGTTGATTCCTTCTGTTCT -TGTATGTGTAATAATCGGGTGTTACATGAACTTTACCATATGCATTATAT -CCTTGGCATAAAACACCGGGTGGAGGAAATTTAGCCATGCCCAAAGACAG -ATCTGCGAGATGCACGAGGAGGGAGCCCGTATGACGTATGGTATACACAG -TCCGCAGCGCCAGAATGCCCATAAAAATGGTGCGCATTGTTGTTGCCCCC -ACTGCAGTGAGGGGAAGCAAAaacaacgacgacagcagcaaaaaaaaaag -aagcaTATAAACAACAATGTCATCAACATAATTGTATGTCAAGTGAGTGG -CAGCAAGAAGCGTTGAAATCGGTACATGGGCGGATACCAGAATATACCAT -AAAACATATACTCGAAAAGGGGTCTGATCTGTATAATTCGCTGCAGTTGT -TCCCCCCTGAACTGCCCCGAAATGAGCCCCTGGGCCTAAAGGGCAGGAGC -TTGGGAAGgggtaggggtaggggtaggggACTGCAAGGCTCCCAGAGAAC -TATAAAaagaaagggtggggggaAAGGCGATGCCAGGAACCACTCGAACC -CGAGACCATGACGAGACAATGCAATCAAAGGAGCCACCAGCAGACTTTGA -ATTTTCAGGGCGACGAGCGACGGGGCAGCGGACTATCCCCCTAATAGACA -TTCGGTTGGGGCAATGAATGAGTGACGAGTCGTGCATAAGCAATATTAAG -CCATCGCAAAACAATAGGGGTGTGGCTGAGGGAAGggaggggATGGTTCC -GGCCCTGCTGATGAACACGCTCTCAACTAATTTGAGCAAAGTAATTTCGC -CAGTTAGTACAAATTACGATTAAACTATTGGTTAGATAATACTCGCTATT -TAGAGCTCTTAATAAAGTCGAAATCCTCTGCGTTGTAAGCTAGGTCTGTA -TTCAATGGAAGGACATTCAGCATTCGTTGTGCGTCGTTCAGGGAAACTAA -CCCTTGTGGGTCTGCCTCCTCCGAATGCGGCTCATATCGGATCATATGTA -CGATGTGCGGCTTAGGCGATGCGGGTCGTCCGATGACAAAAACACGGATT -TAGCTGCCGCTGCACCTAGCATTCAGTAATTCTCCATTCACGTCAGCGGC -ATCATGAGGCGGCAGCGCCGTCATTGTCGTCTCCAGTGTGTCCCCCAACC -acccaaccacccaaccacccaaccacccagcctcccaTGGAACCCCATCC -tcctcgcctcgacgtcatcgtcgttgtcgtcgtcatcagcagcagaggcg -gtcgttgttgttggTTTGTGTGTCATTGAAATGAAACGCCGGGCGACGCC -TCTTGAGCGGAATTATTATTACCACTTATGTAGTCGCCAtcgccatcgcc -atcgccagcagcagcagaagcagCGCAAACTGGCATTGTTTTCCCACTGC -GAGGCTTggttttgtttgctttcctcttttctattttgtttcgcttTTCT -CGCATCTGTGCACTGGAAAAAATCATTGAAATCTGTTTGTAATTCGGCAT -ACTTGCAACTTCAGTCAGATCTACACGGTTTGATTTAGTACAGAGATGTA -GTATTTCGGAACAATCTTCAACAGGAACAACCCAGACATTATTCATAAGA -TAAGCATAAGCATTATAACATTTATTTTTCCCTCTGCACATGCAACTTTG -TGCGCTGGCTACACTCATTTCCACATGAATGCATCAGCAGCCAGAGAGAT -CGGGGCAGGGGATGCCATGTGTGGCATACCACACGAAACTGTAGACCCAt -acccatgcccattcccGAACCAAATGCAGCCAAACCGACCCGCCATAAAC -CGCAAGTCGTTAAAAAATGTTTGAAAATTGTAGCAGCGCAAATACTTGTA -AATAGATGACTATGATGACAATTGCGCTGCGGAtacggatgcagatgctg -atgaaggtggAGCCTCGTACTCCAGATGCAATTCCGCATAGAgcatatag -catatagcacatGTCCATATGCTCAAGAGCCCCCAGAGTGCCATTCTAAT -ATTTCCATTGGGAATACCGCTCACACTAGGGGATTTCCGATTACCCTGCA -CTGCTGAGTTTTAGGATAAAATATTTCAATTGAAAAGGTTgcataggttg -cAAGTTGATAAACCAATTGAGTTCTCCCGCAATTAGTAAATATTACATGT -ATATACGCTAGTTAGTTACCATCGTTATGTCTTTATAAAAGATATCACTA -GTACTGTACATATTTTTATGAAATATCTAAAAGTAACCCAATAACACTAT -TACAGGGAACCTTGACTTAGATACAGCCGTGCAAGAAGTATAAAATTATT -TCAAAACGTTTACTGACGTGTCTGGCGATTCTATTCTTAGGttttattct -ttggttgtaATAGGTTGACAATGGTTACACATATATGAAATTTCAGTTCG -ACACGTACAAAGACCGTCATTGAAGCAACCCCGCTTTCTACCTAGAAAGA -GCCCATTGTGCGGCACAAACATCTTATGTACATTTGCGGAGAGTCCAACA -CACATCCGTCAATAGCAATGGCTATTTGCAGCATGGAGTTCTCGGCGATt -tctcctcgatggccactcgAGGAGAATGGCAATGGCAAGTGGCTGTCAGT -CGCTGCTCTATAAAAGGTCTTACATATGCCTACATAGCATCCGCAGAATG -CCCCTAATGTCCACTTACCAGCAGCCTACTTAAGAACACGCCGTGCCTAC -GAACATGGCAGTCGATCGATCTGCAAACTTGGGTCTGCGGATATCAGAAG -CGGACTCAGGCAGACATATCTAGTTCCAGTTGGAGGAATGCGACTTtggg -gggggggggggaGGAATGGCGAAGTGCACTCAGAGAAAAGGCCTGGGAAT -TGCATTTCAGCGAGTCAGATACAGTGTGCCCTACAGAGCCAGTGAAATGA -GTAATCAAATGCTATTGGCTGGGCTTATGGTATATTAACTCGTTTAAATC -AATGATTCGGTTGTCTATCAATTGAAACATTTCGATCCATGCACATGGGA -TCCATTTACTTCAAATTTAATTACCATTTCAACTAAACGCTTCGCAGAGC -TCAATTAAAATCAAGTTAGTGCCGCATAATTGGGGAGTTCAATAAATTGA -CCGCAAACGATTAGAAAATCAATAGTTGCCACAACATTTTTTCATGTGCG -TAGCACTCATTAAATGCCAAGAACATGCGACATGTAAATGCCGGTTGGGG -TTGATGTGTCCACGTCTTCGGGTTCGTAAATACCCTGGAGGTTTGCGGGT -GGCGACGCACCTTCGTCGGCCCATTTCCAATTCAAAATGCAACACCGGTC -ATGCGAACTTTAATTACACAACTTCGCAGTGGCCAACTGGCGACATCGGT -TACTCCATGTCCACCGTGCGTGGTCATCTGTCTCCAGTCCGCTGAAGTTA -GAGATGGCAAATAAGTCATCATTCAtcatcATTCGATAGATTGGATCCAA -AGATCTGACAGATATTATAGTGCAatctgacatatattgtaatgcaatat -ATtatatattatatattCATAATTTCTGAAGACTTTATCAGAATTTTGTG -TAATAAATAGTTTCCTAGAAATATATATTGGTTGCCAAGGCCTAATGCAC -TGATACTAATTTGCCGAATATTAACAGTATTTTATATAGTTGGTTTATAA -TATAAGTTATTTCATAGTAGGAAAATCCGCAATTATCTCAATTACTTAGC -ACCATATaccatatactaTTGGATACCAATTGCCATCTATTCAATAGTAT -TGTAGTTTCCCCcctcctcctcATTCGATTCTTTCACATTATGACCATCT -GGACTCGTCGGCTGGCTAAATGTTGCTCATTAAGTAAATTACAATTGCTG -CTTCGGCGTTTTTCTTGTCTTCGTTTGCATGTCGCATGTGGGCGTGGCAC -GTACTTTTCCGGATTGTGAAGGGGgtgaggagggcggggagggGCTGACT -GGCACTGCTTATGTGTAATTAATTTTGATTAACGGTTTCTGCTCCGGCGA -AAACTTTTAACTTAACTGGATAGCAAGTTACAAGAGCGTTTCGGTGCGTT -ACATTTTCCTTTTGCCACTCTGAAGTTTCGGTAACGAAGCTCGAGCGAAG -GGGAATGAATAGTAGTCGGCTGCTGGGATTTGGTGGTTAATGTTAAATGA -AAGGTTACCTGCAAGGGTTGTCAGCCATGACGACGGGGGAGGAGCTGATA -AGTTGCCACAAGCTGTGATCCAAGAATCTGGGGCCAAATGGGGATAGGAA -GCCAAGCTAAAAAGTTTGCAGCTCGGCGACGACATTGCGAGGGAAATAAT -CAAAGGTGCTTTCCTTGAATAACGTATTGGAACAGGTGCagaggtgcaga -gaAGCGAGCAATTGTGTTTGCATAAACCAAAACAACGCTTTTTATTATGA -GAAAGCATTTCGAGCCCTTGGGGATCTTAAGGTTTTTTCTTGAAAGGTGG -AGTAAGTGAAAAAGGTTATGCATATGATTTCTTTTCTTCATTAACCCTTT -AATACTAAATGGCAAAGAGAGTATTTCACTACAACTTTCCCCAATTTAAT -CCACAACTGATTAGCTCATGTTTGAAGCCCGCAACAATGTCCGCCAATTA -ATTATCACGCCCACAATGCAAATTGCACTGCCATCCCATCCGGTGAAATA -TGGCACAGCTGGGTAAGCCATGGTGAGCCCCGACTACCGATACCCCGTAC -CACTCCTCATTTGAGCTTGTGCAGTAGGCGAAGGAGGAAAGATGTACATA -TGTATAGAAAAAATTATGGCCTACTCGGGCGTCATAAATTAAAGCCAAAc -aaaataaatcaataaagaTTAAATCTTACGTGAGGCACACACAATTTGAA -GTGCTCGTAGTTTGTAGGCATAATCCAGCTTGCTATGCCCGCCCGTATCT -GAgtatctaagtattcgagtatCTGTATCTGTCTGCCGGCATCtgcatcc -gacttcgaatccgaatccgaatttgtatctGGGGCCTCCTCCGCGGAGGA -GAACGTGTGTCTGCATATGAAAGCGCCGACTTGTGTCGCCCTCCTCTGCT -GAGTGTCTTTGGCAGCCCTCGGAAACTACTTAAGTATTTAGGTCTCTGCG -CAGTTGCCTCGCATTTTGAATGCCGAATAGGTATTTAAATTTCATACAAA -TTCTATGGGCAAGTCTGGGGCTCTGCTTCTGCCTTTTGTGGGCCTGAAGA -ACAGAAAGAACGGCTCAGCACTGCAAAAGGCCGTCCGATTCAGTCAGACG -GAAAGCAGCTTAAAGTCCCCTCCATCGCTCGACATCCGCCGACTGTTTTT -TAGGCTCCAGCATGAGGAACAACTGAACACCGTTCAGATACATCCACACA -CATATCGGTAAAGAATGCTTGCGCTTTAATAACACGCAAAATAATAATGC -CGGTAATAAAAAAGCTGCCATGCAGCATCAACAATGCAAATGAAACAATC -AACTCGGGGCCACACAATGGAGGTTTTAGAAAAAGCGGGAGTCTCTTTTC -GTTCTGCAATGGGCTATGGCCCATTTGGATCTGGTTGGGCATGACATAAC -TCTGCTTGTAAACTGGTCCATGATTACGAGGCGATATCAATGGGTGGTCG -GTTCCCCGAGGAACTCCCGCTCAGATGGATGAGCTGGGTGCAACGTGCGG -ATAAAATCTGCACAGAGAGAGTTACGTGTTTCCAACGGACCCATTGGATA -GGAACTTTTCGGCAAAGGTAATACACTGGGTATTGAAACGTTAGAAAACT -TCTACAATTCATCGGTACAATACAACACTCCGCTATATCATTTATATATA -GCATTGCTTTATTAACTTACCCAtttacccatttTTACCCATATCAAAGA -TAAGCTTTTGTTGACTAATTCCGCTGGGTTTTACAGTTCAAAGTTCGAAT -GGCGATTGATTGCGGCTCAAACGATTTCTCCCACCCATAAAAAGTTTTAT -AGATTCGTACCCTTTTCTAAGCGCCTGCGTTTTCGTCCTCGAGCTCTACA -TAACGTTCCTATACACATTTTTTAATTTACAACCACCGATCAATCCTTTG -TCCAGTCATTATCGTCGTGACCAGCAGTCCGGCAATCCACGGGCTTCACT -CAGCCACGACTGAGCAGATAAACGATAAATGAAACGGTGCCCGAACACTT -TTTATTATTAAGTGCACATTAATGTTTGCTTGATTAAGCGCTCAATCAAA -TGAAATTCTATACGCATGACGTCCCGAACAAAAAGTGGAGGAATATGCTG -AAAGGAGCGGACTCGACAATGCACAATGGGCGAGCCAGAGTCGCAGACCT -TGAGGATGGAACAATCCCCACTAATTCCGAGGCCTCATTTCCAATGAAAA -TAACTCACATCATGCGACTCTCGACCGTTCTTCTACTTCGATTTTCGTGC -GCCTGATGCTCTGGTTTCGCGCCCATCAATCATAATAATATTTCAGAGCT -CACACATCAAAGAAGGAATCTCGGTCTGCGTTTTATTTTCCGCACTTCAA -CGAACACCCGCATATGTATCTTTTACTGCTGTGGATATGCACTGCTCTCA -CTTTTAAAACCCATCGCCAAAGAAGAGTTTTCAGGCATTCGATTTTTACT -AATAAAACATTTCTTTGGCCTAAACTTTTCAATCATCCAAGAATGTAAGT -TACAATTTAAATACAAGATCCTGAAAAAATGAACGGATAATATCTGCATA -TGTTTAAAGCGCGCCCGAGATACTTTTCTCCGTGTAGCTGAAACTGTGTC -TTCCTGGATTTTTCAGCGGAAGTGCCACGCCGATGCAAGCTGCACCTTGC -AATGATGTCCGCCCCTTAGTCGTCTTCGTCACTTTAATTGTTTGCACAGC -AGCCGAGTTCGTTGGGATCTGGTTTTTATCTGGCCCGACACACATTTACC -GTTCTGCTGCCCGGCATTGTTCGTCCACAAGGACTCCTCCTCGGCACCGT -GTGAATTTCCCAGGAGCTCGAGAAGAGGGTTCCTCCTTCTCCTCCGTTTA -TTTGCAATTTTTTGCATTCAGACAAGAGTTCAGGATGTTTGCACCTTTTC -ACAGTTAGGATGAacgaacaaacggacagacggatggatggGAGCATCCC -TGTAAGTGAGTATCTGGCAATAAGTACAAGGTATCTGGTTCCTTAATGAC -AGGTTGAGAGACGCGACCTTCCCCGGAATCATTAATGCGCCATACGAAGC -AATTTAATATACGAGTATGCACTTCGTTCTGGAGGAACAACCCCTAATGG -AAGGGCGGGGAAGGAGTGAGGAAAGCCTTTAGAAAATTGCTCACAGTCGA -GTGTCTCCGAAATTTAAATGCAAATAAAACGAGTACAAAAGTATCTCAAG -TATTAAGCATTTCACGACTTGAGTACGAGTTGAATTTTAATGCGGCGATC -TCAAGAGGCGCACACAAAATCGAAAACgaaaaaaagaagaaagaAGCTCA -AGTGCTCGAGGAATCggaataagaatccgaatctgaatTGAAAAACGCCG -AACAACAAGCAATATAAAAAGCAATTGCTATAAATCAAATAAATCATGGG -AAGCTCAACCGTAGAGTGGAGACTACTCGAGGGCCGAGATCCCAGGGAAC -TCCAATCCCTCACTCGACCAGGTCGATATCAGCTGGCCTTTGAACCCGCT -CGAACACACTTCCACTGCCATAGAGTGTGGCTCAAGCGGATCGCATAAAT -TCAGGGATCACATCAATATAATTAAATCGATGGCAAGTGACGGGGATTAA -CAAACATGTTTCGTTCTTATTTATCTGCCAGACTCGACCACTCAGATTTA -TGGTCCCCACTTGCGATACCTGCATACTAATTAGTTCGATTACAAATTGT -CGCAAAGCGATTCAGAACATCTCGCAAAATGCTAATTTCGACTGCGCCTG -CTGCTGATGTCAAATGAGCTCCATAATGAATAAAGATTGTAATGTCAAAC -GAAATGTAACGTAATTACCAAGGGGTGAATTAATTGACTACACACATTAC -TCTGGACTCACATAAAGTCAAGTATTCGAACGACTTTTAAATTGCACTTT -AAAGTTGCTTAATATAGCAATATATATTAGCTTGTATTTGGCTCATAGTC -GCCTCTAAAGTAGCTtcTAAATTTAAGTCACTTATTATTAAATTTGTCTA -AGATATCTTTGAACTGGCATTAAATCACCAATTGAATTTCAATATGCAGG -CCTTTACTGACTCGTCGATAAAAGAACGTCTCTGCCCCTTCCACATAATC -ACATTTACCATTTAATGTAATCGGACTTCCTATCTAAGCGACTGGAATGT -TTTGAAATTaatttaatttaaGCAGCGTTTCAATCAGCCCTAATTCCATT -ACGAATTTTCTCATGCGCCCAGTCATTTGTGACTTTTCAACGGAGATGAA -AATCGATAAACATAATTTGAATATTCGAGTGAAAACACATGGGTGCCCGT -GAATAACTGCCTTTCGAAGAGATGAATGAAAGCAATTGTTGAAATTCCCC -AGAAGTATTTAGTATACTAGGAAGCCTCCATCGCTTCCATTTAATTCAAA -AGAAATGCAAATTTCGCTTTGTGTGTTATTCAATTTGAGAAGTAAAAAGC -AGGCAGCCAAGAAGCAGCCCTGCATTTAATGAATTATCCAGAAAATGCAA -ATGCCAAGTGGACTGAGTGCCGCTGCCTGAGCCCGAAATGGAAGATGACT -GTGAGGATTTGCAGGCCGCGTCTGGATCTGGATGCCTGCCAGGCGGATTC -Agaatcagaatctgaatcagtatctgcagctgaagctgaagctgaagctg -aagctATACGCTGCAGTTGAATGCTGAATgtagaatGCTGCTGCGATGCT -GCCAGCAATTGTTTGTGTTTACTTAGCGCTCGCTCCGCTCCTTTGTGCCC -TTTTCAATGTTGCACGTTCAGGTCCGACGAGGCCTTGCCTCGGCATTTGT -GCCTCCGACTGGGCTAGCTCTCAGTTCCTGATTTTTCTGGCtctggctgt -gaatgtGGTTCCAGCCTGCCTAGACGGCTTGAACAGAGGGTCGAGAGCag -cgcagcgcagcgcaCTTAATCATATTCGATACAGATAAGCTTCACTGCCG -GTACGTGCATAGAATTTGAGCATACATAATAATCATTGGCATGCCCAAGG -AGGAGACGTCTAGTTGCGTCGCCAGGGGCAAGGAGCTTACCCATATTATG -TACACTGCGAGAAAGAAGGACAAGATGCCTATTCATTTATGTGAAGTGTT -TGAAACTTACGAAACTTGAATTATTGAATTCTCGGTTCTGCCAAATAAAG -TCATCTTTCCATGGCATCCTGCTAAGGAGCTAAGGATTATATCCCCCATC -CTCCCCAGTGTAAGTCTGGTGAGCACCCGAAGTGTAGTTAGAAAAGCCCT -ATCATAAAGCAAACaaaggaaagaaTGAAGCTGGAGAGACTGAGAGACCG -AAAACTGGCAAGCAACCAGGGACAGTTTCCAGAACAGGCCCGATAGACTG -GGGTTCAGACACCCCGACCCTGAGCAAACCATTTATAATTTCGTACTATT -ATAATTCTTTTCGAAAGGCAACCGCGGCCATCCCTCCAACCGGTTGTTAG -GCTGCTTTTAAGTTCAAATTATGTGCCGTATAACGTTGCCTGCCATCGAG -TGCTTTAAATTTGAACTTGGCTGGCTGGAACGCTGGTGCGACCCCTGGCT -GCGGTTATGCCCATTCGGGCATCCCATCCCATTCAGCTGGAGCCGAAGTC -GAGGCCCAGCCCAATCCGCAAAACCGCATTCGAAAAGTATCTTTGTATCT -GCAAGATTTGCGCCATTTGATCTGTGGCTGCCGGCATATCATCTCTTGTT -TCTACCACATTTTTGCCTTTGTACAACTTTTTGTTTCCATATTTTTCATA -AGACGGCTGACTTGGCTCAGCCTTTGTCTCCGGTTTCCAGCATATGCTGT -CCAGTTGTTGCAGATGCGGTAATTCGCACGGCAGTTTAATCACCCAGTGG -ATGCGGCAGTGGGTCGGGGGCGATCTACAGAGGGGAATTAAGTAACACTG -GCTCCAGACTGCACATATCTCAGCCAGCCATATCAATTAGCAGGCCCTTA -CAGCCGATCCCTTTTGTTTTGGATTCGGCAGGCGAAAGGACTAGCCGAGG -TTTTCTGAGGTTTATTTAGCTCGAGCTCGAGATTTGCCAGACTGAAGTAT -CATGTGTTTACAAAAAGCACTGAATCCAAACCAATCACAACAGTTGGGGA -TTCCAAAAGGGAGTTTTTAGATTATTTCATATGTGTTGGATTTCCACAGT -TTTAAAAATTCTGACTCCGAATTAAGACTCCTTTTAAACGAATTTTGTTT -ATTTGTTTTCTCACTCAGTAATTGCGTTTTAGCCATGAAGAAAATCACTT -CCCCATTCTATGATTGTATGAAAATAATACTGCGATGTCACGGCAAAAGT -TTCCCATGCGTTTCCTACCTCATTATCGAATTTCAATTACTTGCATATTT -TGACAGAATAAATTGGATACCTTGAAAACGATCGCCAAGGCAACTCAATC -CCTCATCAAATAAAATAGGCAATATTATATGTTCTAGTTCCTCGACCAAA -TAGTACCGAGTATCTTTTCGTTAGACATGATTTACGGCTAGAATATAAAC -GACATCTACTTAATCTCACATGAGTGTAGAAACGAATTACAGTTAGAAGA -TTTAAGCACATTGTATGCCTTTCTCATGGTATAAAACAATATATTTATTT -TCGTTGAGTTACGTATCAGAACCCAACCCACCAACCCAATATGCTCTTTG -ACCTTAGAAGCACAGGGTATGCAAGTCCCAACGACCCAATCACCGGCATA -AATCCAATTAACTACAACTATCTACGAGACTGAGGGAATTGCGGGACACA -GAACATCGCAGACAGATCGGAAAAGTTGGGCAAACAGTAATCcagtaatc -cagtaatccagcaaGAATCAAAAATATTAAAAATaaaATCAATGCGAAGC -GAAATATCAAAGGCGGAGTGTAAATAGCAGAGGGTGACATTGACAAAGGG -GTCTGGATGGGGCGAGGAAGGGTGTTTGGCAAACGCTTAATTGGCATTAA -GCACGTTAGGACGAGAACAGGGTAGCgggtagcggagaacggggaacggg -aaaacgGCAGGGGAATCCTCGATCCTGTGGGGTGGCAAGTGCTGTCAGAG -GCAGCCAAGCGTTGGCAGTTGTAATTAGGACAACGGCGCGCGGGGAATTT -AAATCCATGCGGCTGAGTCTGAGCCCGAGTGAGCTGCTATTCTTTCCATC -TCCTGGTGTCCTGGCTATTTACTTAGGCACGTCGTTCGAGCCCTGGATCG -TGGTcctcggtccttggttcttgggccgtgggccgtgggccgtgcgGCAG -GAAAGCCTTTAATGCCATCGGTAAACAACGGAGCGATTTGCGCACACAAC -TGTTGGCCGGAACTCGCCCATTCCACTGCACAACGAGAAATTCAGTAAGC -ATCATACTCTGCTATAGTATTTATCAGTGAAAAGGTCTACAGCATCCTGC -AGATAGTGAGTACTTTCTGAGTGTACTGGTTCTCCTTCAAGCAACTCTCG -TCACGTTGCATGCCAACCATGTTGCTGGATGCCTCTGTTAttattattat -tGCGattattataattgcgCACACATAGACATCAACAGTTCGACGGCCAG -AGTCCTgccagagtcctCCTGAGTCGTGCCCACACACACTGGCACTGTCA -CACGTAAGTTGCACACAAAAGTGGCAAATGGCAGGGGGCGGAAGGCAGAG -CCTGGAAATAAAAACTAATTCACTTCTGGCGCTTGGCAGTGCGCTCGTTT -CCTGTCCCGTCGTCAGCAGATTTGCATAACTTTTTCCAATTTCCAAGCTC -AAGCTGTGGCCAGGGCATTCGTATGCTATATATttttatatctatatgta -ttcgcctcatcctcatccttggccccatccccacatcgttctcctcctca -tcctcatcctGCGGCCATCTCCGGTTACAGGCGTCGTCATCGTGGCGCTG -ACGTTGCCCAGACTGCTTCTTATTTACGTCAATTGCTTGAGCATTCGCTT -GGCCCTTATTCAGATACACTCAGCGAATATGGTGGATTGTTGTTCATTTT -GGTGGAGATTTCAGTAAAACACGACACCTTATCTGGTGGAATCGTAGATA -CTTGGGATATCTAAATCGCCCACTATGTAATAGGAaaaggataaagaaaa -aTCGGAATCTTCTTTTTAGAGCCTAAGAACTATGTTGCACTTTGTGAAAG -TCCTTTTCAAGTTCTGGATACTTGGTGGGTTTCAGACTGTGATCATTTTC -TTATTGTGTCAGGAAAAGTGGATAAAGGATAAGAAGCCAGGGAGCGGAAG -TGGGAGTGGATGGCCCACCGAATGCCAGAGTTTTCCTCCTTCGTGGGCAT -TAGGTGTCAATTTTCAGCGTGGCGGCGAAATGCTTGGGAAATCGCTGAAA -TTTGCATGGCAGCCAACGCGATGGACTGAATACAAGCGAAGCGGAGGGAT -TTTGGGGTAGGTGGTAggtacgtggtaggtacgtggtagCCCAAGGAGAA -ACCACTGAACTTCGCTGGGGTCTACTTGGATTACCAATTGGATGGTAGCA -CTTGAAGATCGGCACCACGTGGAAATGAAAGTGTACAAGTTAATGGCATT -TCATGCCGGTCAAATTAATCTGGAGAAATTTCAGAAGAACTTTCTATCGT -ATCCAATATTATGTTTCGTAGTTAATTACATTTAGATATCGTCACTGCCT -TGTTAAGCAATTTCAGGACGGTTATTAGCAAAAAATTGCATCTTTGAATA -CCATTCACTTAAATCTTTTTCGGAGCTTAGTGCCAACTGGAATTTTCCTA -TTTTATTCTAATTAATTGAATACATATTTTATGCCCTAAAAAGCCACACA -TAAGGGATATATTTTCACAAATTTTATAAACAAACACAAGGGCATATATT -attataattaatatattattatgGTATTCAACTTCTTTTCTACTAaaaaa -aACCGTCGCATATAACGGAACGAATTGATGTGAACCGATATAAACTTGAT -TTTTACATCAAAGCCTTGAGAATCCCCGGCTCAGACTCGACTGGCGTTGA -TAAAGTATAATTTAAAGTGCAGCCGTCACTACTTAACTTGGCCTGCTATC -TCCACCGAAGGATCATCCCCTGCCAGACGCCCCGGGGCAATCTCCCATTC -GTGACCAATCAATAGTTCAATCCCtatcccaatcgcaatcacGAAGAGCC -AGCGGAAACTTCATCAGGCAAGTCATAAAATTTAATTAGAAAAGCATTTC -TCCAGCGAGAGTGACTCCTCGAAGTGGGAACTCAAACACAAAACCTCCTT -TATTGTTTTATGGCTGTGCGAAGAGGAGCAgagcaaaataaaatgAACGA -CGGCTGGGCCTGCGGAGGGATATCCTGCAAATGGGCAGGGTCCTCTGCTT -TCAGGGACAGGCAGGAGTCGTTCCAGGTCGGGTAACTGTGTGGCTTGCAG -CAGGTGCAAGTGAAAAGGACTCCGACGAGGACCGGGAAAAGGCGACAGCC -AGGCGTCTTCTTGGAGCGGGAAAATCAATCgagcagcaaaatcaaAGAAG -TTGTTCATCGCCGCCCACCAATAAAGCGATGTGCACTGCTCAGCAGATTT -GTGGAGTTTTGGTCGAAAATGGAACGACTGAATCTTACCAAAATTGAGAT -GTCATCAACCTTCTTACACATTTAGTTTTTAGGCCACATTAAACATACGA -GTACTAAACGCTTTTAAGGCATTTTGAAACATTTTCCCAGAGTGCACTTA -CAAAACGAACCTTAttattctttttttattttttatttaTCACCAAATTT -GCGCAACACGCTGAAGCGTGGGCGTGTCATGGCCCCCTGCCAAAAACGCG -TTTATCAAAGTCAGTTTCCGAGGGTGGATTCGCAGTCACATAAGAAGGTG -AAGAAGgaggaagggggcggggggcgtggCAGGTCCTGGCATCGTTACCG -TTAGACGCGGCATCGTTCTGTCGCTCCTAATGTGATACGCATCAATTTAT -GAATTTGAAATATTATGACTGATTTCGGTCGTCTCAAATGCGGCTTGTCT -GCGGGTTTCGGACtcggactcgAGTTCGGATCGGCTTTGGACCTAATCTG -GCCAACAGGTCAGGATGAGCGAGGCACAGGGGTTGTCAGCAGAACGAGCA -GCTTACGTGGAAGCCTGGCAGCACCCTCGGAATACCACTCGCACGACTCG -TCAAGTAAAACGAAGCAGATAGTCGCTGCGCCAGCACAAAGGACCTCAAT -GAAGCGAGATTTATTTTTATTCTATTTTTACGACAAACTCAAACAAAAGC -GGAGATTTAAAGCGAAGGACACCCAGGGATGAATCGTTCCATATCGTGAG -CGACATCCGACGCACTAATCAGGAATGCCAATCCGTGTCAATTGGCAAAC -AAAGGACACGGAATGCCCTTCGAATAGAGCACGGCTGAAATAAATAAATG -CACCTTTGTATAATTAATGATTTGTACGATCTGCATCAACAAATATAACA -CACGTTAAATTGATTTAAATCATAAATCAGTGTTATTATCTATCATCAGG -CGTGTAGTCAGACTTCAAAATCTTTCGTCTAATCTTAGAATTCAGCACTG -GCAGACAATTcaatggcagacaagtGACCCGCATTTAAATATTTTATATA -CAATTTAAGGATAGGataGGAATACTAAATACTAGAATTCTAGTGTCTTT -GCGCTAACCCATACAGAAATAAAACTGAAGCTGGACTCCAAATTTATACA -TTAAAACCAAAAATATTCATGATTTTCTTCATTATAAAAGTGCATGTGCA -TCAGATTCTACAAGGAATTTCCAAATAATAAAAAGTTTAAATCAACTGTA -CTTATCTAGCTTTTATAGTTCCCGATATCGCAGCGATCATCCATatatat -atgtatatacTCTGTAGGGTCGAAAACGCATCCTGTTACATACTTATCAA -GGAATCTACTAATCCCTCTATATAAGTTACGTGTATTAAATTGAGGTTTA -AAGTAGTTTCGCTGCGCCACACCCTGAAAATTATATAAAAAAGTTATTCT -ATTATCCATTAttattaaaaaataaaaatTttaTTtaagaaataatttaa -ttaataataaataatattaataatTTTAAATCGTTTATGCAAACAACACT -GCGTTTTACTCTTAAGACATCAAATAAAGCGCCACCTTGCGTCCAAATCA -CTAATTCCACTTTTACTAGCTAGCTAAGTGCCACCTTCCGGATGTTTCGG -GGTTCGATACAATGAACTTGTGTAAGATTGCATATGTCAAGACAATGCCT -GAGTGCTACGAAATCTTATTAAATGTAAAATGTGCTACGAACTTTATAAA -TCAACGAAAATATGATGGCACGGCTCATTTTTGAAAGGAAAAGGTACAAG -ACTTCTGTAGTAATTGCTTGTCAACAATCGGGTCAAAAAATGTTCAATTA -ACATGAGATTAGATatcagattatatatAATTATTAGAAACTTATGCTGA -GCTAATACATCCCATAAaactttttttttcCTACACCGGAATTTAAAAAT -AAAGCGCTTTCGCATTTTAAGGTGTTTTCTCAGGCACCATCCCGATTTCT -AAGGATGTGTTTCGATTAAAAACTGTTGAACTTGGGATGGCGAAGTGTGA -AAGTACGTTACTTTCAAAATGAGATGTAAGATTGCTTTCAAAGATATTGA -AGAAATCTTTTTGAAATAAAGAGTGGAATTTTAAAATTTACACTTTTTGG -GAAAATAATTATTGTTTTGTATTTGCTGTAAAGGTAATAGATATCATATT -TTGATAATATTTGTTTTCAATTCGCATCTTAAAATTGAATTTATGTTTTC -CTTTGGAATACATATATTCCATGGCCTCTTCTATATTTTAAATTGAATTG -CAATGACTATAAAATCGATTAGTTGTTAAGTTGTTTGAATGAATGATATG -CACCTATTTTGTATTGCGTTGCAGAGGTTTGCATATTCTGTTAATTTTGT -ATATAAATTCGGAGTCTCGCCACTAAAATGCTTCCTGATTTGAGTATTTT -GGCTGTTTACACGCCAATTACAGTATCATCTATTGGTAATTTTCAAATTG -TTGAATATaaattgttgaatGAATTATAAACAATACGATTTTACTTAAGT -AAGGAaattgggaaattttattttttatTTCCAGTGCATGGAAAGGGTAT -TTCTTGAAAGTAAATTGGCATACGACGGTATTTACTTGTAGGACGGTTGG -TATTTTTTATCGTTCCCGGCGCGGCCACACTGCTGACTAATAATTTTCGT -ATTTTGTAAATATTGGACTTTAATTCAATTCAGGGCAATGCACGGACGCG -TAAAAGTGAGGACCACGGAGGAGGaGCGCgagcggaagaagaaggagcag -gCTCTGAAAGTCCGGGCCTACCGTGCAGCCATGGGAAGGATTCAGAAGAA -GAGGGAGGCGGGTGAGCTGGACAACGAAATGCTCAGCCTGACAGTTCAGA -TCTTGCTGCGGAATCCGGATGTCAGCATGCTGTGGAACATCCGCAGGGAG -TGCGTGCTGGAGAAGCTGTTCAGGCTAAAGGAAGAGGAGGCCACGTGCGA -GACGCCCAGCGAGGAGAAGCCAGAGAAGGAAAACCAAACCGGTGAGAATA -AGCCGAGTGAAAAGAAGGCCGCTGGCGAGGACAAGGCCCATTCCATTTTC -ACCTGCGAACTGGACCTCACCGAGCAGTGCCTAATGGTCAACCCGAAGTC -CTACAACGCCTGGCACCACCGCTGCTGGACCCTGGAACAGAATCCCAGGG -CGGACTGGCAGCAGGAGGTGAAACTGTGCAACAAGTACCTCAAATTCGAC -GAGCGCAACTTCCACACCTGGGACTACAGGCGCTATGTGACCGGCAAGGC -CATGGTGCCGGCCACCCAGGAGCTGGACTTCTGCACCGAGAAGATCAGGG -CTAACTTCTCCAACTActcCAGCTGGCACCACCGCAGTCTCCTGCTTCCG -GAGCTCTACCCCAACCAGCAGAGAGACCGGCCCATGAGTGAGGAGAAGTT -GCAGAAGGAGCTTGAAATGGTGCTGACCGCTGCTTTCACGGATCCTAACG -ACAGCAGTGCTTGGTTCTACCAGCGCTGGTTGCTGGGCAGCGGCGCCCAG -TTGGATCGGGCTCCAAGGATAGCTGCTTTTCGACTGGAGTCACATGGAGC -AGTCCTCGCCCTTGACAAGCCCTACCCAGATATAAAGCAATTGAAGACTG -AGCTAGTTGGGGGAGGACAAACGATTTTACTGGAGTTCTGGCTACCAGTG -GACAAGCGTGGAACCAGTTGGAAGTGTCAGCAGAACTTCGATTACCAAAG -AAACTCAGCTTACTCCCTTAGGCTCTCCGATCAGAAGGTTGACCTCTCGC -CTCTGTCTGGCTCGGAAAACGGAGCCTATTACATTGCGCCGCCACACGGC -ACTACGAGTTGCAGCAAGGATCTCCTGGCGGAGCTGCAAAcgcagctgca -aTCCTGCCTAGATCTTCTGGAGTTTGAGCCGGACAGCAAGTGGACCCTAC -TAACAAGTGCCCTTCTAATGCGTGCTATCGATTTCTCAGCCAATCACGAA -ACGAGCTTGGCGCacttggccaagttggaaaaggtggaTTTTTTAAGAGA -GGGTTACTACAAGGACCTCGCTGCTAGGTGGACCTTGGAGTGGGAGCTTG -CCAAGTGGCCCCAATCGGCCGACTTTCCCAAAAGATTTGACATAGCGAAT -GCCGTACTGCTGGAATCGCTTCCTTATGATCAATACTTAGTCATCGCTGA -TGAAATAACCTTGCCCAACAAACTGCGAGACAAATTGGGGGAATCAGTGC -CCAAAACGTTTGCAGACTTGAAGTTGCAGTCATAGACCATTGGTGAATTG -GTTTCGATAAGATAAGCCATATTTTACATTTGGTGCTGAACCGTTTTTGG -TGATGTTGAAAGCCTTGAAAGAAGTGCAATCAATCGCTAAATTCCATTTT -GAAATTATTCCTATTTATTCCTTGTACGAGTATGAGAAGAAATGTTATGT -ACATTACTAATACATATTTTTACTCTCTTTGTATATCGATGTGCAAATAT -ACGAATAGTAAAATATCCGAGTTTAATTTTCCAGTAAATGGTTGCTAATA -AGGAAATAACCAAGACGAGGTCGATTTCGATTGGAAATGAGAGTTTATTT -TTATATGCTCCATGCTTACCAAGATGGATTTCCTATTCTTAGGAAATTCA -AACAAATTGAACATGAATTTTAGGAAAAGTTCTTAAAACGCTCTTTGTCG -GAATTCACACAACACAAATTTGCTTCTATCCGCAAGTGAAATCGATGACA -TCCGCAGCCATCCATTATCGAATGTTCCACGAGTTAAATGGGAAAACCAT -CAACACTGCTGCATGGAAACGCTGGCTACTTTAAGCGGTCCCGGAATCTG -CCACAATGCTGAGGGTTTCTTTGACATTGCCACCATGTTGCAAATGCAGT -TgctgctgctgcttctgttgttgCCACCGATGTCGCCTCGCGTGTGCAGC -GGGGAGCTGCGAGATTTGCGGTTTTTTGGCGGCTCTCGTGGTTATATAAA -TTATGCAAGACCCTCGAGGCGGAGATGCTCTGCGACGGGATGGCGATGCG -AGGAGCTCAATGCGCGTCCACAACATTGGCAGCCGCATGTCATTACGTGC -CGCAGCTGCACGAAGGAGACTCACTGAAACAAAAATGAGGAAGAAAAAAT -TTGATTCGAAGTAAAATTAGTGCAAAAATCGTTATAGAACGTTAAATTAT -AGTGTCTACAGTAGAGAACGTAGAAATATTCTTGGCTCCATACCCATTTG -GTCAGATCGTTGTAAGGGGTCATCCTAAATAATAGTAAAATAGTTTATGT -AAGCAAGTATGATTTGCTTACTCTTCGCTACAGTACATTTTGTTAGGTGC -AGCGGACAGCAAGGTTCGGGAGGGAGGGGACTTCCAAGGCGGAGAGGCAT -TTgacaggcatgtgaaaggcCGCCAGACGTGCCTGGAGCTAAGCACCTAG -GAGGCGACATTCCCACTTGGGCGTTAATACTCGCCTGCAGGTGCTCGGGC -AGGAGGTGCAGCTGTCATCAGGCAGGCCACAGTGGCACACATGTCGTATG -CGCAATGTTTGGGCATGGGAATTTAATGGAGTCAGTCGGGTGGATGGTTA -TATCCTGCTATCATATTAACATTAGCAGACGCCTTGGCATTCAAATTTCC -GTCTCACCCAGTCGACACCACATCCGATGGAATACTCGTACTCTCACCAC -TCGACTGCAGCCCGTATGGCGACATAATCTTAATTATGCCAATGCCATTT -CTTGCAAATATTTTGCCACGACTCCGGAAAACGTGACGCTGGCAAGATGC -AGCTCATTAAAATGTTCGGGGCCAATTATTAAGGGTGTAGGGGGTGGCAA -GTGGGAGGGGCGCTgctgctgcagctgcatCTTATCTGAACGCACAGAGT -CGCAAACTTAATTAATGGGACAAGTCAATGAGAAAGGTCAGGAAACATGG -CGGCGGAAAGGAGCTAACAGATAGATGCCCGTCAAGATGCAATCTCGCTG -GTGGACTAATAGATGACTTTGCTGGCCACGATTAGTTATTGAATATTTGA -CGTATCGTGCTCATGGATTTTCTCCGTTTTATTGCATTATTTAGGACCAT -CATTATCGATTTTTGTTGTGAATAGTCCTTAGTCCTTTCAACCAAATAAT -CTTGGGAGCCACACCTGTCCTATTTGTAAGCGAGGTGTATGGGTTTATAA -TCACAAGCTCTCAGCTATAAAAGGCACAAATTAATCGAATGCAGTGGTTT -TTAATTGAAATCTTAAGATTTGATGATGGCAATCGAGAATAATAGTTATA -AAACAAAAGAGGTCACTATAGTCAAATTTCTAGACTATCAGATGATACTC -AGTTTATAGGAGTGGATAAGTTTAATTACAACAAAAAATTTGTTGGAcgg -acggacacatagacagccaggcGGACATGGTCAGATATTTTTTTAACGAA -TCAGTATTTTCATTTACTTTACGACTGAGGGATATAACAATTTTTGGGAT -CGATGCTTAAGAGCTAAAAGCTTTTTAGCCTGGCAAAGAAATTAGGATGG -ATAATGTGATTaagtagattaagtttatttactttaAAGTGTTATTATAA -AAACTATTTTCGCTTTTGTTGCACAGTATTCCCTTTTGGTCACACAAGTT -TCGAAGTTTGATATCTATTGAAATAGCTAGTGGGAGGGCAAGTCAACGCA -AATAATGTTTTCAAAATGTCCTTTGTTCATACCGAAGAATAGAAGTTGAT -TCCGATCTATGGAAATATAGAACCTTTGGAATAAAATAAATAAAACATTG -ATGAAATATTATTTTTCTACAGCAAATTTCGGCCGAAAATTGCCACTTTG -AGGGCCAGGATACTAAATCACAGAAAGGTATTCACCAGCACTTGCCGGGA -ATATGGCTTTTGCACCTAACCTGGGTTTTTCAGGCTGTAATAACATGCTC -TCGAAATTGACTCAAAATTTGTATTTGTTTACCAAATTCGGACCCTTGCC -CCACGTAACTAGATTTGGCAAACTGTGCCACATATCTCCGGCCAAGTCAT -GTGGAGCGGCGCCACAGCACTCATAATTTATTCGCCTACCATGGCAACTA -GTGGAATCTCCCTCCTGTTTTGCTTCTAAATTATGTTTATATGTTGCCCC -AGTACCCTGAACTCccccccccccccaccacaccacacacacaccccccc -cTTCCGAGAGAATAGTCACTGAAAATGGTCTTAAGTCCAGACAGAGCACA -CAATACACATGTTTCAGTGGTAGACAGTTTTTAGACGTGATAATGCAAGT -GGAAAATCAGAAAAATATATTGTGACTGCCTCTTCTTTGCCAGTCTGCAg -cagcagtagaaaaTAGTATCGTAGTATGGAAAACAAAAAAGTCCAGTGCG -AGGAAAAATGGGTGCCACATGTACTACTAATACACTTGGAACAATATTGC -TAAGCGCGAATGGAAAAGATTACACAAACTAAGCGTCTGACTTAATCTGA -AAATGGGGTTCGTTAACTTTATATCCAACATGAGAAAGAGAGACTTTGGA -ATTTCGAAATATTTGGATACGGCACGCAGAAGGCAATCACTTAAAAAGAA -TTATATTATGTATTTATACAAATTTGGCTCCCGGTTCTCTGGCCAACCTG -TAAGCATATGCATCAAATTGGGACGGATGggatggatgggtcggttggga -tggatgCCACATAGAAGAGGGGCTTGGAATGATTTCTGTCTGCAGCTGTC -ACATAATGTTAACTTGGGTCTCTGTCTCGGCGGCGTGGGATGCATGAAAA -ACTCATTACGAGCAGCTGCAGCTGCGGTCACCCGAGTTTTCCatccgatt -ttcccaccagtgtctccCGGCCGAACTGAGCTGATTCTTAAATAAGTTGC -GGCAAATTGGCCTGCCGGCGGCCAATTGAATATCCGCATCGATTGGGCTT -AGGGCCGCCTCCACTTTTAATTGCATAACACATAGTTTCAGGCTCCTTGC -TTACACTtcacttcacttcacttcactccaccccacttcactcctctGCC -AGCAACTTGGCAGCTCGAAAGTTCGCTTTAACAAGTGAGCAACTTTCAAT -GGGCAATTAAAAGGGCACACAAACCGGGGACAACAACAGTTCTGTGGTCT -GGTGTGGCACACTATGGtatggtgttgtgttgggttgtgttgtgGAAGAG -GAAGAAGAGGTCTCCAGCGCGAAGTCACCGGAAACGTTAACAAAATGCAT -AGCAGCACAGATTCAGCTAAAGTTTTTGGCCCGAAAGGCAATtaaagttt -tggcaccgaCACAACAGAAACTCAAGTTGTGCACAGAGCCAAATAATTAT -GCTGTTCGgttcggagcagaggaatggAAATAAACCTCTTGGCTTCTTTC -CACTGAGCTGCTGGTCTAATATAACCATTTATAACTCCTTCTTTGTTTTC -TAATAACCAATACTTGTGTATCCCAAAGAATCCTGCGATTTGTTCCTGTG -CTCAGCAGCTGGAAAAGGCCGCGCAGGATGGTGACTCCGGGAGCCTCGAC -TTCTGCCCGCCAGTTGCCGCAGCTCTGGCCATAAATTTCGTGGCCGAATC -ACTGCAAGATCTGGCGATTGGGGATCTGCAATTGCATTTTACTTATGTGT -ATGAAACATTATGGTTTGTGCACTTCATACAAATAACTTATTAATATTTA -CGCACAATGCAATCAGAACATGGCGCCATCAAAGTCGGAGTCCTCTGACG -TCACCACACccacacacacacacccacgcacacgcacacgTTAAGAGGAT -GGCCAGGAGGGGAGAGGCTTATAAATTGCATCTTTATGCACTATAAACAT -TAATTTACTTGCCATTTAGCTAGACGCACAGTTAATTGAAAACAACAATA -CCCAGGCAGCGCATCAGAGGCAGTGGCCACATCACACGCCCCCATCCCGC -CCCTTTTGGCCATAATGCAGCGACGGCGGCAGCGCAAACAACTTTAAATT -ATGCAACGAATAGGAAAtgcagcgtacaaaaattgcagCCATCGTGAAAC -TTTCACTGGGGGCGGGGAAGTAATGCCAAATTTAATTGCAATTAATGCGC -AGTAAAGCGGAAGTGCCATAGAAACGAGGCAGCGCGTCCATGCTGCGCGG -CCGGCATTTCCGGTTGGCGCCATGTTGCAGCCGGGTGGCTTGGAGTGCGC -CCGGGTGGCAAGCCCGATGTGTAAACAGGAATGCTCTTCCCGGTTCTCGG -TTTAGCCCCAGGGATTAAACTAATTGGGTAACGAGCTCTCACTTTTGTCT -TTCCAGCAGGTGTTTAGTCCACTTCTTTATAtttatatatCTCAGATGAG -AACTACTCCAAACTAAGCTATATTTACGGTCCATAATGAGTAGAGGTTGA -TCAGAGGTCTTTTGTAGACTATTTCACTCCCACGTAATTCGTATATTAAT -AGAAATCCAATTTATGATGTTTCCAGTGATAAAGGCTTAAAGTTCAAGAT -TAAAATGATATAGAGCACAATTAGTATCTACTGATAGATTCCTTTTTAAA -AACAATTAAAACTATTACGAAATAGATTGAGATTGTATTGATTGATGCTT -TGTATAAAAGCATACCACACTCTTTCTACAAAAATTGCGGAAAAGAAAAT -TAAATGGGTAAGAACATTGCGTGTATATCGATCACTGCATCAAAAGCGCG -CTTAAAATATTTTATGTTAAATGAACCAGTTGGCCATATTTAATTGTGTT -GAGTATTGAATATATTATTTTCCAGAACAACAAACAAAGAGCAGTCAGAG -CAAGAACACTACAAAGATGAACTAAACTGAGCCTTGAGCCCATATACCCC -AAATCCGTGACCCAAAATATTCAAATGGGCCGTGCGGAAACGGATGCACA -AAGTAAGAAATCAAGTTTAAAGGGCCCCTGCCGTTTTCGTTTGGCAACAT -CGTTCGAGCCGCGTGACACCCGATTTAGGGATGGGGAGTCCGAGTTACAT -GCTACCTGGTTGCATTTACCTGGCGCCGTCGCGAAATTCAATTACTCGTG -CACCATAAACCGATTAACTTATATAAATATTTATATCGCTGAAATGCAGT -CGGTCGCCAATGGCTTTATGGTTCGTGCCGCCCGTTTGAAGGGCGCTTCC -GGTGGGCGGTGGGGGCGGTTTCGTTGTAACGGGGCGTGGCCTATCTGTGG -GCGTGCGCCTGCATATGCAAACAGTTTTCCGGCGCGGCGTCGGGGTCGTT -GGTCATTCAGAGAAATGGAGCTGCGGCGGCAATAATTTCATttgcatttg -catttgTTGCCGTTTATGGTCCACTCAAGTGATGTCAGTTGTCCGACCGG -GTCCAAGTTCCCCCTTTCGACCCCGCTCGGTTCACACTCCAAGTGTTTAA -TGATAACACGCTAGGTGTCATCCACAGGCAAGGACCCTCGAGGCTAGGAC -ataacagaactgaactcaactgaacagaactGTGTAGAACAGAAACAGCA -GGCCGGAAGGCATATCATTACAATGCGGCGACAGTGGGCCGTTGCAGTTG -CCGTTCGGTCGTAGATACACTGGGAAAAACCACTCATATAGTGGTCATTA -ATTCGGAAACAGTTGTACAGACAACTGCCGAAGATTTTCCATTTAGGTTG -GCATCTGCTGCTATCGATCCCAGTTTCTCTCTGTGTACTGTAGAGCATGT -AGGTGGCAAGTGGCAACTACTTGTCTCCATAAATAGTTGCTAAACAGCAA -TGGGCCCGTGTAAGTGGCTGATGCGACGAGGAGCGAGTAGGTTCCATCCC -AGGCGCCGCACGTCATTGGAGGGGACAGGACGCGGACAGCGGCAGTCAAG -GGTTAATCTCGAGTTAAGTGATGCACTCGACCTCCGCTGCTTGGTGTCTG -GTTAATTGAGTTACGCAGAGCGGCGCACTGCAAGGCGAACTTTGATTGCC -ATGTCACCAGGGTTTTGGGCTATTTGTTGTCGGGCAATGTGCATTGTGTG -GCGTGTGTTAGTCGCATGAATTAAGTGCCTAAGTACGGCACTTGGTTTAC -ATCCGAACGCACAAGTCTGTTCAACAATTATGATTGTGTGGGCCACAAAT -CTGGCCTTCCTGTTCGGCTGGGACTGTCATCAGgctgtcatcaggttgGA -TAATTGAAAGGACTCGTGGAAGTGCCGTGTAAAACTTCTTAATACTCTTA -ATAAGCCAAGCCTTTGCAGTAATTAAATATTTGTTAAAATACTAGTGTGT -AACGAATCAAAACTATATGATTTCACTTTTCGATTATTCCTGTGGCTGCT -TGTGATATTATGGTCCAACTTAGCCTTATTTACCAccagcagcaAAAATA -GAAGTTGTGGGAAAGATTCATGCCATATGAACATGACTCTATCGACTAGG -ATATTATTACTGATCAAGAATATGTACTTTATAGTAAAATATATATGGTC -GGCAAAGTCTTTTTCACTGCGTATTAAACTTATGTCTGAAATCAATATAA -TATATACGGTATAATATTTATACAAAAGAAAGACTGGACATAACCATCGT -TTACTTTGCAAACTTTATGAAACTATTTCTCAGTAATTTTCGTTCTTAAT -TTAACATTAATGAGGCTTTTATGATTAAGCTTTCTAAAACCACTATATTT -AATACGAAGTTGAGAACATCATTACATCATCTTTCACCAAGATAGTTCGC -TTGTACTTTTACACTTTCGTCACCTGAATTCCGAGCTCCATCGTCCATCG -ATTCCCCTACAGTGCCCAGTGGCGTCCGTGTTTCACCTGCAAGCTCAGCA -GGAGTCGCTGTAACCGCTCCTTTCCCTCGTATAAGCTTCTTTGCTTGTCC -AGCCGAAGGGTCACCAGGCGGCGCTGTAGGTGAGTCAGCTGCTCCCGGAT -CCACACGTGGTTCGCCTGCAGGCGCAGCACCATCGCTACCAAATTCTCAG -GCTGACCCACTTTCTCCAATTCTCCGTGCTCATCCATGTCCTCGCCGAAG -TCCAGTTCCATATCTATGCCTGCGACGGCTGTGGAATGCGCGTCCATTGT -GCAACTGATGTGTGCTACACAGCAATGGTAAATTGTTATATTGGTAATGA -ATATACATACATATGTCAATTGAACAAAATATttttgaaaaattttaaAC -ACATGTTGGAAGTAGAGCCAAGCAAATACATACTATGTCCTATTCTATAT -AGTTGTGGGAGTCCCAGTTTTTTTCAGTGTGCGTATCTGCTGGCGACAGA -AGCGGAAACTTGGAATAATTTAAGCGTGCCAACTGGGTGGCAAACTTCCA -TCTAATCGCTTAATTCCGAGTTGCAAGAACTTTGGGCCCAGAATCCAGCA -TTCCATGCCGGAAACCTATACGCAAAAGATTTCCGCAGCGAGTGAGTGCA -ACTTTTTCTAGTTGATTGACTTGGAAATTGAACATTTGCTCCGTGTTTGG -TTAAGATGTCTTGTATTTTTTGCCCAGCTAATGCCCTCGATTGGTTGTGA -GCAATGCGCAGTGGTGCGTTCGTAAAATTTTCAAATCGTTTGGCCTAGTG -GAAAGCACGAaaggctggaaaggcgggaaagCGGCAGCTACTTGAGGTGG -CTCAGACCGAAATTGCTTTTCCGCACCCTGGCTCGACCGAGCAGAAAAAT -GCCAGCCCTGCTGACGCTGCCCCCGGAGTTCGATTTCGCACTATCGATTC -ATTTGGTATTCATTGGCCTCGCTCGCTCTCCACAGCTTAAAGCGCTACAT -GTCGCCGCAACTTAGTGCCTTTGTTTCCTTTGTGCGAGTACGAGTTGCAT -TGCACCCGGCCGACCCAGTTGCATCGTTTGGGGTTCCTTTTCGGGCGGCG -CAGCGCCGTCTGAATCGTAAATTGGCAGCACGTTCCACACGGAAAAAAAT -ATTCGGATGTCAGGCATTCACTTTACGGATGACCGAAAATTtggcggatg -accggaaattAAAGTAAAGTTCGAAAGAAATCTAAATGATATCCTAAGAT -ATTTGACGGTATTTGAGCACTTTGGAAAAATGGTCTAAAATCATGAATGC -ATTTCGCCAAGTGCGCACTGCATAGCatAGCAATTTGCTGCGACTCCACT -ACGACTGTGATGCTAATGATCAAGCATCTCGTCGAGAGACAAGGCCAACG -GCTCTTGTCAAAAGAATGTGAACTGGGCGGAATGGTGGTGGAAATTGCAG -CAGTTTTCACTTTTCCTTTGCCCGGCGACATCTTATGCACAGAAAACGCC -TTAGTTGCGGTGTTGTGGCCGCCAGCCGTGCGTATGCGTAATATTCGAGG -AATGTTTCGCATTTCCTTCTAACCGAAAAGTTTGACAAGCTGTCTATTTG -CTGGGGAGTGTgcgtgtgggcaggctggctgtttgtttTCTATTTGTGGT -GCAGGCACTTGAGGCTATTTCTGGATAATACGCATGCGACATGTTGCCAA -GGCGAGGATAAAGCCCAATTTTAAGGCCGTCCGAGCTTTGCGGAATAGCA -CTGATGATGATTGCAAATACGGAGTGGCTCATCTCTCACCTTTGACTTTA -AACAATTTGCCAAACAACGTTTTAaataaattttaaaaATCGATAATGGA -TAACTACTGCCTCTGTTAAATTAAGATTAATTATAAAATTTACTTATTGT -CATACTTTTTTAAGACAGATTGTAAATaaaaagagaaaaaaaaaataaaa -aaaaaaTCGAGCACAACAAAATCCACGCCTGCTGCTTTCATCCTGACAGG -CTAATTGAAAATCTATGAACCTAAGTTTAAGCCTGCAACCCTTTCCATTG -CCAGTTGCATCTCTATCTTGGCTTTTTCTGGATGTCTGTTGATATTCAGC -CTGCCGGGATTGGCAACTTAATTATTTCAGCGGCACGTCGCCGGCAACTG -GCGCTTAAGCCAGCCACCCGACGGTTGCAAAAGCGAAAAACGGGCGGCAC -AATGAAAAGGAATAAGAAAAGCTGTGATATAAACAGCGCTTTCAGAATGC -AACGTCAGTGAAGGGGAAgaagaacaacagctgcttctGGGAATCCGCGC -CGAAGGATAAAGTTGCCAGCCAAAGGATTTTACTACACATCTGGCTAAAG -AAACGGCACGAGAAAAACTCAGCGAACGATTGTATATCattgtatatctg -tgcatatctgtgtgtgtCCGGCTCCCCATTAGCACCAAACGACTTCTGCC -ACGCCCACTTACTTCCGGCCCACCGCATAGTGCTATGCCACAGCAAAAGT -CGAAAAAAGCCCCACTTGCGGCTTTATTCATGGACTTGATTCATTAAGAG -ACATTCACATGCGAGCATTCCCATTTACAAACAAACAGTGGAACTTCCAT -TAAAATCTATTTTAAATTTAGGAAAGCCATGTTTTTATGTGTGTCGTTTC -ACGGAATGAAGGCACTGAATATTTAAGTTCTGTAGAATTGTTTTAAGATT -TATAAGAAAAAAGGCTTTATAATCGGATTCATGTTTTTAGCTTACGAATA -CAGGACAAATAATTCATAATTCTGAAATGAATCTCTCTCAAAGATCAACA -ATTTATTAGGTAAATAGATTTCCAGAACACACCTACTCATAGTTGCCGAG -TATTTTATATTTCTCGCGTAATATCTGCGCTTCCCCCCTTTCCAATGACT -TTGGAAACTTTGACAGGGCAAAAGTAATTAATTTTCGGCAGCTAACTCAA -AAAGACAACCAGCGAACGGCAAAAAGCTGAAaaggttaaaaaaaaGGCAA -CACAGGCGGCACAATTAACGCCTGCAACTTTAATTGCGTTTTAATGTGAA -TCAGGCCGCAGAAAAGCTGCCTGTTTGGATGCTTTCACGATGGCTCGATG -GGCGGagggtggctggtggtgggtggcggatggcTAAGTGCACGGCTCGA -ACCAAGCGGAGTGGGTGGTTCAACGTGCTCTGTCAACCGCAGGCGGGGGC -TCAAAAGCGTAACAAGCATTGGCCGCGCCTCAGCAACATGTCCGTCGTCC -TGCACCCacacacacacacacacacactcgtactcgcactcacacactca -cactcgcaAAGGAGCGGAGACAAACGCACACGTGAATTCGTCCTGTGACT -ATGGGCTCTGCAGTCCGGACTACgggactatgggactatgggaccacggg -actccggATGCTCCTGTGTGTGGTCGGCCTGTGCCTGAGTGCCTGCCTCA -AAAGCAGCTTAACAAACTCACACGGACCAACATGCAGCCACAAGGCAAGG -CGCACTCGAAGGAAAATTCATGTTAttcatattattATCAATACTCAAAT -ATTTACTCTGAAATATAATAATTGGTAATGTTTTGTGGTACCCTGTACAG -AGCCATAAACCTTATTGTTACCCAAACCAACCAAACTTACACTGCTCGAA -ATTTTACTTAAGGAAATGAATTTGGTTTAATAAAAGAATACGAATAATTT -TACAGTGTAATCAGTTTTAGTAAGCGAACGATGTGACGAAACAGTGTGAT -CTGCTAATAACTCGTAATCAAAATTTCAAAGAATCCGAACTGCCCATCTA -GTTAAAGACGTGAAAACGCACAAAAGGAGTATATGCTTTTTTAAGCAGTT -GTGCTCTTTTCTATTAAATGTCCCAAAGGCTTTTTATCATTTTTGCTTTC -CAAACTTAAAATGGGAATCCTCCAAATCGTTTTCCTGAGTGCACGGACTC -GAATCCGCACCCGGAAATCGGGCAAAACCGTGTGCCTCTGTCGGGGCAAA -CTATTTACATGGCACCCATTATGTCCGGACTTGTAGCTGCTTCTTTGTGA -TGTCGCCAGCCTGGTTCCCCCTTCCAATCGCCCGTCCTAAGTGACGTGAT -TTAAATTTGTATGCCCTTTGAAATCTTGCTCCGCTTATCGCTGCGTGGAT -GCATCCATCTCCATCCGACCCCAAAAGGGTGGCCCTCGGTCCGCCCGGAG -CTCCTGCACGGATGTGCTTCCGGCGGGCACGGGACAAATCACGTAATCTG -GCCTTAGCGGGTCAAGCAGCAGAAGCGGCAGTAAACTGTTGAACCGTAGC -CGTAGCGTAGCAGCCCGCACGGCGAGATACAAAGATACTTGGCCGTACAA -GTAAATAGACATAAAGATACACGACATGAAAACCACTGTCAACATGGAGT -CACATGCTGCTAATGTCGAGTGTGGTGCGACTTGCGGACTAGCACAATTC -CCGAGCACATCAGGCAAGTGGAGGGTGCTTCCCTTCAAGGGGTTCGACCT -AAAAATACTCTCTAGCACAAATCGGCTTTGAAAAGGGGCACACAATAGTT -GGAGAAGAAGTGCCCAGCGAAAGTTGTATTGGGCTACATCTTTTGTGGTT -AAGTTAATATGTCATTAGAGAGAAATTTCAAAATTATAATATAGTAAGGA -AGGGAGCACAATTTAGATCCCCTCTTTACAAGCCATTAATTTGTTTTTAC -CTAACAGCCCACAATATTCCATTAACTGAATAGTGCACCATATTACTTTT -CAGACCGCATCGAACTAGTTATTTTAATTCCCTTTATACGCATTGTGACA -TTCCGAGCATAGAAATTATTTCTTCGTAAGTCAAGTTCTCTGAAAAGAGC -CCTGCTGTTCATTGGAAACAATTCCCTAGCTTGTCATCCCTTCACCTTGT -TATGTTTCTGGGAAAAGCAGCTCGGAAAAGAAAGTGATTTTTCTGTGTGG -TTGCTATACGAGTATGCGGGGTTATTAGTTGTGGCTTTCCACGGACTTTG -AAGTGCACACTTCACTGGGAAATAGTTCTCAATTAACCCGATTAATAACA -tggaatttgtggtcaattaagcctcaattaaagagtgactttgtgaaaaa -ctgagcttcACAATCTGAAGACATTTCAATGTAACTCCAAGACAGCATTT -TAAACAATAGGCAGCGCCTATAGCCCTGTCTAGACAGTTATATACCTGCA -CAGTTGTTTCAGCTTAAGTGTCCCAATGATTACATCCGTTGAGCGCGCAG -TTACTTAAATCGAGTTCCTATTAAAAGATTAATCCCTTCGGTTTCCGGCA -GGACAAACAtcatcatcatcGCCCCGAGTAAGAGAAACTGTCGTCACGTC -CGCTTGAAGTCCTGAACAAACCGCCAGCAAAccagcaaaccagcaaacca -acaaaccaacaaacACCGCCGAAGACCGCCTGTTCTTGAGGGCCACTGGG -CGAAGGGAAGGCAGACAGGTGCAAAGTGCACAGGACGACTGATTGAACTG -CGAGGACAATGCCTCTTCAGTCACCTATCTACCAGGACGCGTCTTGGGTT -GCGACTTTAAGCTGAAGTGTTTAAAATGGTTGGCCATTATCAGCGGCTGT -CAATAAGCGCATTAAAACATTTTTGCAATTCGCGAGCTCGTTGACGGCTG -ATGGCGGAGACGCGCGGCTGTCAGGCAGTCGAGGAAACTGGGAAGCGGAA -ACTGCAAGCGCAGAGCTGCTGCACTAACGAGTCCCATTGATTTTCGCCCG -CCGGAAGGGCGGCGGCACGCGAGGATGGGAAATGTGCGCACGCTGCGTAT -GAGTAATGGGAAAATTCTTAATGGGCGAAGAAAATTGGTTGGGCATAAAC -AATGAGATTCCTGCGACCGGGAAGAATGATAATGAGTTCGCCGAGCACGG -ACCACCGGAAAGTGGGCGAAAGAATACTCCGCGATGGAGTACGTGTGCCA -AACGCACCAAATATTCTATTACGGACTTTTCAATCTTATCCAATATGCAA -CGCATAGGGAAGAATTTTCCATTTTATTAAGAGCCTTATTAAAGAAAATT -CTGGAGGTGGAGGGTTATTTGGGAAAGAGAATTATGTGCCTATTTAAATT -TGTGAAATTTAAGAAGAAGTGCAATATGGTCGTATTAGCTCAGTATTCTA -TAACTGACGCACCAGCCCCTCCCCAAAGTTCTTTCGTCAGCTACTTGCTC -TTTGGCGTCTCACCAAAGAGTCTCATTAATACGATACTTTCGTTACGCAA -TCAGTAATTTATGATTCATACTCGTATTAATGCCGTATCGGAGCACTTAG -TGCAGCTCCTTGCACTCCGTGTCGCGCGCTCGCCGTTTTAATCCTTTATT -CATACAATATTTAATCAGTATTTTCCAGCGAACTCAACCGTTCTTTATGC -AATTATAATGATTTCTCCGCCTCCTTTATTTAATTGTTTAATTTTCTTTT -AATTTCCGAGCATTCCCGCATTTTTATCGGCCCCTTGTTGACCCAATGCC -ACGCATATCGAAGCCGTTTCGAGGGAAAATTGTGTGTTATTCGAATAAAT -TGACGCAGGGCTGAGTGGGTCAGAACCCGATTTCCATAACAAATAAAAGA -TAATAAGACGATTCGCCGAAGGACTTATCAGCCAAAGTGGACGCCCTTTT -GAACCCAGGGGCATTTCAGTTAATTATTTCACCTGCTAATTGTACACGAA -GCGGGAGTTTCTACCCTCATATGCCGTCTGGATTAAAAGAACATTCATAA -AACTACCGCCTAAGGAATTAgaattaaaattagaattagaaaTTAGCCCT -TGCACTTTTTCATTATTTCAAAtttgaaatTTCCAGCCAATAAAGGATTT -CTATGCGTAATAGCAAGCAAGGTAACATTTAAAGGCTAACTTTACTGTTT -TTGGTTTGATTATGACTTTAATATTTTGAAACCATAAATATTAAATGCGC -TATTGAAATTattttttttttttcaaataatattattaacaAAGAAAGTA -CTTCCGAATTCGAAAGGCTTACGGAATTTCCAACACGAGCTTTATAAAAA -ATTGCAACGACAAACGTTCAGACTCATTTCATCAAAAATTGTTTAAATGA -CTTGCATAAATAAATTTATTGCAGCTATTAAAATTAATAGAAATATTATT -TGTTAGTTTTCTTTGATAAATGTTCTATGTCAGTTAGTGAGCAGTCAGTA -AACGTTtaaaaaaacaaaccaaaaaTCGAAAAACACATCGACACCAGGAA -ACAAAATTCTGCAAAGAGAAGAGATTATTATTCAATCTCTTTGGCAACAT -TACTCGTAATACGCTTCTAGCAAAACCTAaaaaaaaaacaaatcaacATT -ttatttaattttatttaaaatgaaaAGGGCAGGTATCgcaggtatcgAAA -TTCGTGCTGAACAGTGTAATATTTTATTCAAATGCGCTTCTCCTGTTTGT -CCTGcctatttgtcctgcTCGTCGATATATCATTTGGAAGCTGCCGAAAA -AAAGACACTGACAGGACGACAAATTTGCCCGCTATTTATGCGGCGGCAAA -CAGGAGAGGCCATCGaccatcgaccatcgGATCCGAAGTAGGTAAACATA -TTTAACATACACATGGGCTACATGTGTTTAtaaaaacataTATGCAAATT -GTCCTGGCTCGCCTTTGGCCCTCTGCGCATCGCGTGGACAATTCGCGTTA -TTTATAAtggacaattctcgtGTTGTTGTTTATAATTTATTTATGCAAAT -TTTCAGCTGGACAAGCCACCGCAGTGCAGCTAGAATTCAAGGAGAGTGGG -AATTGGTTCGCTGGCTATGTAAATAGTTATGGCCAGCGAAATCAAAACTA -AAGCAATTTCAAATATAATTAATTGCAATTGACCCGATTTGTAATTTatt -tatttaATCCGCACATATTCGCgggggagcatatatatgtaaaaaaTGTA -TTAATATTAATTTACAAGTGCGCAAGCCGCGACATTTATTCCCACTTTCC -CAACTCGTTCTCCTCTATCTGCACCTTTGGGTCCAAACTGGGCCAACTGA -ACATTTGGCTTTGCCCTTAAGGAAGGGATTCCCATCCCATTGCTCCTCCA -GCGTCAGTGGTGGGCATATAATTAGTGCCAACTATTCAAGTGGGACATTC -AAACAGGCGCATTGAAAGCCTTTGAATTCCGACTCTCTGTGGGGCATTCG -AACGGATTTCCCTGAATTTGTGGACTCATACGCAAGCCACGCAATGGAGT -CCTCGATAATTTGATGGGGTTGCCATTGATAATCGGCTCATTAAAAACAA -AAGCCCGAGCAAAGTGGGCATAACCAAGGCTTTAAACACGAGCGGTAACA -ACACGGTTCCAGGCACATTGTACTATAtgttttatatatgttttatatgt -ttcatatatttcatgtgtgttatgGTTTCACCTTTATGGCTACACATGTT -GCATGTAACTGACTGTTCGTTCATCTGCGGTATGTATGATTTAGCAGCTC -CACGCTCGCCACTTGGCCACAACTCACTAAGTGCCTGGCCCTGCCACAAA -TGGCCATAATATTCAAGCATCGCCAGTCAGGATCCAGGGCAGGACGAGAT -GGGGATCAGCTGCCTACGGGATGGAGTGCCGGAGGTGGCTCAACCGAATT -TATTGCAGACCCAGCCCAGAAGTCGGACCAAGCCAACACGGTGTCTGGGC -TCGAAGGGCTTTTGTGTTGAAACAAACCTGACACAGACCAAGCCAATCAG -GGGACTTTAAGAGTTGGCCACAATTTCCGCAACATTTGATTGGCTTCTGC -ACTGGCAAaaaaaaaaaaaagatatttttGAAATATCCAAaaaAGTACGT -TTGTGAATTTCCGAATAATTTATCATTTTTGTTTGTTCTCTCGTGAACTT -AATTTACTGCACTCACTTCATTTTTTTTAGAGTTTTAAAAATTATTTGCT -GAAAAGTGTATGGCCTTGTGGTGCCTTGAATTTTACTATTTTAGGTTCCG -CATCGAGCTGCGCACCTTTAATCAATTTTCGGGCCCATTCTGAGAGGTTG -AGAGACTCAAAGcaaagcaaagcagagcaCCCTCGAAATCAGATACAGTC -GGAAGCAGGAATGGGGTACTGGCCGAAAGGGAACTGGGACTCGGAAATCT -GCCCACCCGCAACACTCTGGAGTGTGTCATAAAATGCCAAAACAAATATA -AATTTTCACACAATTCAATTTATATGCCCGCAGCACAGCTCGAGCTCAAG -CACCGAGAAAGGATGCTggattcgagattcgggattggggattcaggatt -cgggatgcgggatacggTTTCAAGAGCCCGGCTGTATCGACAGCTCCAAA -GTAGTCCCGAGTCGGTGGGGGGGATCCTGCCATCGCCCAGCACTGCTCCT -GCTCCTGGCAGCTTCTTTTGCCGGCTTTCGCCAGCCATTGTCTACTCATT -TTACCACTTGATTGTGTTTGCACAACATTTCAGCATCGGCATTTTGCACT -GCAGCAAGGCAGCAGCCCAAAAATAAAACAAAATGCCACGGAAAGTTGAA -TTGCAAAGGCTTCGCTGGGAGCAAACATTCGACGACGTAAAGAGCGTTGC -AAAACGGGGCTAATGGGTTAATGAAAACTTAATAAAAATATTCGGTAATG -TTAAATGTATTGTAGTTTgtagtTGGAAGCAAATAACTGAAGGTAATGCA -TACCTACAATGtacaatgtacaaagtTTCTAATGACCCCTTTTACAGTCA -TTACCTTTTCTTGTGTTTAAGCAATAAGTTATTTAAATTCGAATTTTTAA -CAAAAATTATATTCCAATTCACTCATTCAATTGCAATCAGTTCAGAAGAG -CTAAGTTGCGCTTAGTTACCCCTTGCTATTTAGCTTACGTTTACAGCTCA -TCAAACATAAACATCGAATTTTGACACGCACTGTCATGACCATCCACACA -TTTatatataggtatatttatctatgtattTCAACGCATGTCTGTCTGGC -GGAAAACGAAAACAAAATTCAATCAGAGCCCGAGCTCTGTCAGTAAATCA -AATAAAATCCACATAAAAACTaagctaaacaaagcaatgaaatgcaaAAA -ATCGCAGCTCGAAGTTTGAATCAACTGCTAGGCCACAAGATGAATGAAAA -TAGAAAGAGGCGAAATAGTTTCCGACACTCGAGATTTGTTTGTTAGCAGA -AAGCCAGAAAATCCAAATAAAAGAACGGCATCCAGTCCAGCTTTAAGCCT -TTTTAGGGAGTAAAAACTCTCAGTTTCCCAAACGTTGGCCATTTGTAAGA -GATATTTTTCATTATTACCTGCAAAAATATATTTCGTATGATTGCCTCGC -CTGCCATCCTTTAGGGTCAAGAGCAGAATTCGCAATGTGCCTCCTTTGTT -GTGTCAAGCAATCATGGATAGGCATTTTTAAGTAAATATGGAATTTACGA -AAGTTTCTACGAACTTCGGCCTTGTGCTGCTGATAAACTGCGAGCAAAGT -CAGGAGTTTTAATTAAATTTGCATGCAAAATTCTGCAGCAGCCTCATCAA -AAGTTATGGCAATTGCACGGCTCCAATTGTTTAAATTAAACGGAAATGCA -CTGCCATTTGCCTGGCTTAACTGGCCAGGTGCGACAGGCGCGCGGGGGGA -TCGACTCGCTCATATGGCTCATCATAAAAGGCAATGGCTCAGAACATTGC -GTATACGCAGCGTGCAACGCGACCTATTTAAAGTGCTTTTAATGACGGCG -CGGGTCGTTGCGAAGTGAGTCACTGACTTGGCGTAAGCAGCCGACAATCA -AACAGAACATGATCCAGACATATAGTGCATATATCATCAGGGGTTTGCAG -AAGGAGCTGAGCTGCAGCTTCAGCACAACAGTTGCTCCTTTCAATttccc -ccctcttggggctttattttttAATGGCTCCTGCTGCCGCCTCGGTTGAG -CATCCATTGAGTCATTGTATCTACCTTGTAATATGAAAATCGCTTTGGCA -AAACTTCATGATTGTTGCCTGCGCAAAATACGCTTTCCTTTTAACTGCGC -ACCATGATTTCTGGATTTATTTCAATCAATCAGATCACCAAGATGAATAT -CagaaataacagaaatTCTTCTCTCTGATGAGAACATATGAACGTCCTGA -TCTTACGCAAATCTGCATATGTTCGTCGACTATATATAAATAATTTTTGG -TTACTGCTTCAGAATCTTAAATTATAATTTTTGGATCCCATGCACAGTGC -CCTCAGAGTTGCAAaaaaaaaattAATAATGCTTTGCTAAATTAAATTGC -CCGCTAGCTTTTCAGCTTACGTAATGTGCTTCTTAGTGGCTCGAAAAACA -TTCGATCTAGAGGACATACTGGATTACTGGATTGGCAATACCCTTTGTGA -AGGTATGCAAAACCTCTTTGTTGGCTTAAGTTTCTCCGTCTGCCATTTCA -GCCTTTGTTTTGTGATGCCAATAAAACATGCATTTCACTTTCAACCCAAC -CGTTGGCAAACAATGGCGAACGGTGGGATCCCAGGGGCGGGGCAGGACGT -ATCACAAAAATATCCTTCCCATCGCAACGCGACGATCCTTTGTGCAGCGT -GCACTCAATTATTTGGTCGTTACTTGTTTCTTATTACCTTTCGCCCACCG -ACACTACGAAACATAATAACTGCGGCCCAAGAGGCGAAGATATGGCTTTG -TTTGTTCAGGCCGGCAATACAATCGAGTTGCGGAATtgcggaAATAAATG -CGAATTTAATATGCAAAGGAATCGGAAGAAGCCAGCCCGAGATTGCTCGA -CGAATATCAGTTTAAGGTTACTAGGCAAAACGATTGCGCCACGTATAGGG -CGAGAATAAAATGGAAAAAATTGAGTACTTGTTAATACTCAAAGAAGGTT -ATTCAGTTTTCGGCATAGCTCAATTCTTTTATTGAAAAATATTAATtaat -tCACCAACCAAAAATCTGATCGAGAATATATAATCTTTTTTGGGTCGAAA -ACGCATACTAGGAGCGATTAATTTTCAACGAATTTAGTATACCCTTTAAC -TCTACAAATGTCAAGTAGAAAAAGCATACATAATATACAACAATATTTCA -CTTGATAAATTTTACGAGCGAATCTAAAAGCTTGTCAAGAATCATTAAGT -TTCGGTGATGCACAAAGGATTGTTCTATATAACACGGTCAATGATATCAA -ACAAATATATTCCCTACATCTTTGTTTATTTGTGAAGAAAAATGTGGATT -TGCAAGCATTGAGTTTTCAATAAAAATCTATTAAATGTAATGTATTAAaA -TGTATCGTATACATTAATATACAACCAATTTTTTTGAGTTTAtttattta -tttatttatttacttatttatttatttatttatttatttatttatttatt -tatttatttatttatttatttatttatttatttatttatttatttattta -tttatttatttatttatttatttatttatttatttatttatttatttatt -tatttatttatttatttatttatttatttatttatttatttatttattta -tttatttatttatttatttatttatttatttatttatttatttatttatt -tatttatttatttatttatttatttatttatttatttatttatttattta -tttatttatttatttatttatttatttatttatttatttatttatttatt -tatttatttatttatttatttatttatttatttatttatttatttattta -tttatttatttatttatttatttatttatttatttatttatttatttatt -tatttattcatttatttatttatttatttatttatttCCTATTTTATGTG -aattattcattaatttatttacatatttatttatttattaatttatgtgt -ttctttatttatttattATtttataattttgtattttattattttattat -tttattattttactattttactattttactattttactattttactattt -tactattttactattttattatttttttattttattattttattactttt -actttttttattatattatttatttatttatttattattttattttattt -ttttatatttatttatttaattattttttattaaattaattattttattt -atttgttcatttatttacttatttatttatttatttactttttatttact -tttttatttatttatttacttatttttttatatatttaaatatttattta -tttattttttattttatttatttttttatgagtttatattatttattgTG -GCCACAAGCCTCTGTTCGTGAGTAAAAGCCAGTAAATACTGGTTTTAACT -GCCTGTTGATTCGAAACGGTTAACAGAATCCCTTAACAGTAGACTGAGAA -CAGCGACCAAACTCGCACATCGTCCTTGCATGGGGAACTCCAAGCAAGCA -ACAGTAGACATGTGGGAATAGGTGCACAGGGGAAGATGGAATACACTGTA -AATCGGAACGAACGaatcgcgaagaacgaaacgctGTGAATCAGAATCAG -GAGGGGAAAATCACCCCAGTTGAAACGGACCTATTCCCATTCCCACATTG -TCCTTCGTCGTGGCAACAGAAGGGGAACATGGGAACACTGGTAATCGGGA -CCTTGCGGGACGGTACGAACGAATCAGGAGGGGTAAATCATCCCAGTGGA -TAAAATGGACCAAACCATTTGGCACAGGCACACTTTGAATCGAATCGCGA -AATGGTCCGGATTCAGTTTCAAATTTGCATGGCATAGCGGCGGACGTAGA -GCGGGAACAAAGCGCAAATTTCGGAAATCATTAATAAGGAAGCATACGTT -TGAATTATTCGCGGCGCGCGATTGTGGGTCTCGAAAGTGAATGCACTTGG -CACCTCCGCACCCAAAATCGGATTCTCGAACGGATTCTGATTTATCGCCG -GCCGGTCTTTCATTGTGCGTATCTGTGCCAACCAGAATGTGGGCGTGTcc -gcctccgcccccgccgCGCCACAGAGTAAAGTGTCGCGAAGTGAAGTGCG -AGAATGCCCGCCCTCGATTTCCGCAAGAGTGCTGTGAAATCCTGTGAGCT -ACGATTGTGAGTGCAATGTGTCTTTTGTAAATCAAGGAAAATCACATTTT -AAATTGCTGCGCATTAGAACGGATacagatacagatacaaagGCAGGGCC -ACAAGGAGGCAGCCAGGCAAGATCGAAAGTCAAACGCCGTCAAACGTTGA -TTGCGTcgtcggcgtcgtcgactaccaACGAAGCGTGGGAAATGAAAAGA -ACGGAGGACGACGTGAAGGatttgactgatgtgaatggagtgaaagatgt -gaCCTGGCCGGGGTCCCACCCCTTCCCTCTGAGGCTGGCACGTGCTATTG -TCTGCCCCCATCTATTTCAATTTGATTATATTGAAGAGCATATGATGTAA -TATATGGAAATGTAATCTGATTAGAGGCTGGCTAAGCTGAGCCCCACCCT -GGAATCGTGCTGCTTCATGGATTTAAAAACTCATTAATGTGCAAAGACGT -TAGTCCTCGCATCTTTGGTATCATTAGACGGGCAGGCAGAAGGTGGAAAA -CCAGAGCTGTATGGGTGGAGTCAGCCAGGCTGCTGGCAAATCAATAGTCG -TCGAGGTGTTGAAACAGGTGCCAGTATTGGCCAAGAAACTGGATAGCTGT -TCCAAaaaaaCTGaaaaaaaaCATTGAAAACGCGAAAAGGATTTTGTGCT -TGCCAGCGCGCAGAAATTCGGCAATAGTATCAAGTATCACGAGGTGAAAT -ATCAACAATTCTCAGGCATTTCTCTAGAAATTCAGATATCAAGTGTGTGA -AAGAAGAGAACACTTTACTTCAAATAAAGACAGTTTTAGTACAGTTTGAA -TGACAAGTGCAAAGAAGTGGGAGAGCCAGGTGCCTCAGTATTTCAGAAAG -TCATCAATATCCTCGTATTATTTCGGATTAAAAAACCACAAAATAAAGAA -TTTATAAACGGCCTTCAATCTTTAGGTTTGGAATTTGTGGCTTGTGATAG -TATATTTTTTTTAACTTATGTTTTGGTGGGTAGAGAATATTGCACAGTCT -ATAAATTTGTATTGTTGTGTTTCATTGAGTAAATAAATGGCTTAGTATCT -CAGTTCGGTCGAAAAAGCAGCTTAAAATTTGGCACACGGTGGCAAGTTTA -ATTATTTAAAcaaatttatttacttacacATGCAAAGAAATTTGTTCAAA -TTATATTTATATTTTCTGAAGGATTTTTAACGCCCCAATTGCACTTCAAT -TAGCCTAGCAAAAAcaaaaagaaaccgaagcataagcGGATAAAGTGCCA -TAGTTATTCCCAGGAAGCGGTGGGGAAATTGAGAAAGGATCCCGACGTTT -AACCTAGCAGCTGTAAATATATTTTGCAGATAGTTTCCTAAGCAGCTTTG -CATTAAATGTATCTAAAAGATTTCGCATAGTTCACCACTCAGCTTAGCCT -GTGCACCTCCGTTAGAATTATTGGTTGAGTAATCTTGCCCACTGCTCATA -TATTTCATTTCTATCCCGTGGAATATATTGTGATTTATACATACTCAATC -CTCTTCGAAAGCATTATGATTTTTTGTCCGCTAAACTATAAACCATCATT -GTGTGCAGCCAAATATATATGTGAAATGAATAAATAAAGTTATTTCAGTA -GAAAAGTATTGCTGTTCGCCAACATGATTACTTGCATTTGCCCCTAATCT -CCGTCTGTCCGTTGGTGAATTAGGGAAATCTCGCAAGTTAATGGGACTTG -GTAGAAAAATAAATATCAATTTGTTGCTTAGCTACCCTAATTACACGATG -GCAAGCATCGCAGGACATCCTTCTAATCTGGCCGTGTTATGGAGTGCAAT -AATGCATTAGGAGTTCCCATTTTTTGCAATTTGGGGACTTCGATTCGGCA -GCTCGGGAAACTCTGAGCCGGATAAATGGGGCTCTGGCATTCATTTAGAG -GAGTCGACACAGTTTTGTGGGCCAAACGACTATTTGGCCAACAAAAAATA -ACGAGCAAGCCATTAAAAATTTGCCAAACTCAGCAGAAGTGGAGGAACTA -GAACTAATGGAGGGCGCAAAGGGAAGAGCACTGGGCTGGGGTCATGCAAT -TCATTAATTTATTGACTTATAATCAAGCCAGGCCGAAACTTACGCCCAGA -GCCAgagCCGGATAAATATCCATTTATCACATAAATAGAATGCTAACAGC -AGTGAATCCTGCTGGTTTTCTCCTTGCTGCTCTCCACGCTCCTCGGACCA -GACTTATATtttgttttttttttttcctttttGCCGTTCTAGCCTGGCTG -CTGCGGTTGGCCTGCCAAATAAAGCAAGAAATAAGTTAAAACATACGTTC -TGTGCGGTCTGACTCGGTGGAATAGAAGAAATCCTGGCCAACTGGCGGAG -CAGCCCAGTCACGTCCGCACcaccacaactactgctcctccGGCACAGTG -CGGTATGCAAATTCAACCGAGAAGACTTCATAAAAGCAATGCAAATAATT -AAATAACAACGCGGAGCAAACAGCACGCAGCAGCATGACATGCTACTTGA -GTCGGCGAAACTTGGATTAACTAGCTGTGCGAAATAAATACGaaatacga -aatacgaaataccaagcaccaaaccaaatacgaaatctgaACGTTAATCC -CAAACCAATCCCAGCTCCGTTCCGCCCAGGTGCGACATCCGACAGTTGCC -GATGCCCTCGCCCAGCGGAATGTCCTGGCGGCAGAGGGAGCGCGGCGCAG -GAGGAACTCCAGGTGGACGAGGGGCAGGCATCCTGGCCGGGAGCGGGAGG -AGTCCGGGAACTGCCAGCATACTGCTGGCGTTTCTGGCAGCTGTCAGCTT -TCGTGGCATGCGAGCGCGTAAGTGTAAACTTCTTTTACTTGGGGTGATGC -CGACACGACATTCCGGGCTACACTTCTACGCACGGATTTTGTGGAAAGTT -TTGGGTGAATTTTGTTCTAGGATGAAACATCTATTAAGTACTTAGAAATA -AataaGTAAAAACATTGTATAAGTTTTATaatataataataataagAGCA -TTTAATAGATAGCTATCTGATCATGCGTTTTTGACTTATGCTTTTCATGC -TTCCAAATAAATTTGTTTTGTTTTCAAGGAAGTAATTGTAGTCAGATTCC -AACTTCGAGGCCAATCATAGGGCCGTTAGCACTTTAACACCCCAAATCGA -TGTTATGAAACATCTGAATACCCGCCGTTAGGCAACCAATTGTGCAACTA -GCAACTAGTCCGAATCGCTTGATCCCGTTGGCTTTCGCGTCCGCGGGAAA -ATCGCTTACAGGAACGCCCTGGAGAACTTTTGTTTACCATGGGAGTCCGT -TCCAAATCCCAGATACTGAGCactgagcaccgaacaccgaatcCCTGCAC -CCCTGTCCAACTTTTGGCTACGTGCTCAGCTCCATTCCGAACTGCTAAGT -TGGgttgggatgggtcgagttgagttCCAAGTTTCATGGCTCTGCTGCTC -CGTGTGGCGCTAAGCTTTTGTTTTTGCATGCATAGTTAATTCAATTTCGC -ACATTTTTGCGCAAGTGTCGAGTGAAGCGTTTGCCAAATTTAATTTACAT -GATGAGATTTGCTTGGCTGCATTGTCGTTGGCAACTCGTTGGCACGATTT -TTATAAGCTTGTCGAGTTAATTTAATCGTGCAGTGCAAATTTTCATTTAG -TCGAGCTCACACACGCGCTCCCATGATTGTCAGACACCTGTCACGCGAAA -GGAAATCTCGCATTCgtattcgctttcGGTGCCAGCAACTCATTACGCAT -ACGCAGCGTGTGAAGATTTTGACTCCGCTCTGCTCGCTCTTGATGTTTGC -CTCGCTTTTTGCTTAGTTTATGAAAATGCCTGGCATATTTTCTAGGCCGT -CCTAATTGGAAGGGGTCGGCTAACTCGTCTCTgtttctgtttctgagtct -CGAGTTGATTAAATTTCTTGCGTGCATGGGGTGGGGGTTGTCCGTTCAAC -AGGTCGGATGCGTGATGGAACTCCTTTCCCCTGTGAAATTACAACTGGTC -CGGGACATCGTCTGTGCAAATAGCTTTTATCAAATTGTCTAATTCATGGC -TTGGTTTTACCTTGATTTTCGAAGAATTTTGCCGAGCATCGGATTGAATA -AATTACCAGAGTTTTCTATTTCAGCCTGACAGAGTGTTTGCCTCAAATTG -ATTGGACTTCCGAGGAAATCCTTTAATATTTCAGGCTCACTTATCTATTC -AGGCACCAAACattcagacaccaaacattcagacaccaaacagtATTTCA -GCCAAATGTTCACTGATCAAACCTCTTCGGGCGGCACTTTTCAAGGCGTC -TCGAGTTCCTGTGTCCGAGTAATTGTTAAATAGTATAATCATTTTTTTTG -CGCTTATCTCctcctgctgccgcTTCTAATCAATCTCAGTTGAACTGCTG -GCAATGCGAAGGCAATATCATTAACAACACATGACCCATTCTCCGCATCC -GGGCTCATATGTGATATAATTAAATTGGGGCCAGCAAAAACGCGCAGGAC -CACccactcacacgcacacacacacacacacactcaGATGCGAAATTTGT -GGTAAACAATGGGACAAAGCGAGAACAGAAATAAGTAGACACTCAAATAA -CACTTAGGCCATCAATCAGCGCACTAGCCAAGGTCAAAAGCCCAGCCACG -CCCATGTCCATCTGCGTTAATTATGCCACGACCATACCGCATACAAAACA -GCAGCGGGTGAATCAACTATGTTTTATATAAGAGATACAAGTATTTACCA -TAGGACGCGGCTCCCAAGACAAATGGCGGTCAAATGTCACGTTTAATTTA -TTTATGGCCAAAACACATAACCGTTGGTGTTGCGGAGAggggagagggcg -gagaaaaaTAAAAAGGCACTCGCCCGATGGGCGGTGGACGGAGCGAGAGG -GGCGTGGCACAAGGGCCGAGCTTTAATTAAATAACTGCGCTAAGTTGAGC -CAAAGAGTTGGCGTCGCTAATACAGCCATTAGCTAAATTCGCTGAGAGCC -CATAAATTTCACGGTCCAACTCAGGAATCACAAAATAATTCCCGAACCCA -GTACTCCCTTGAAGAAATTCCGGTTTAGCCCATTTGGAGCATTGGAGGCG -ATACTTCAGACAAATAAATAGCTGCTGGCTGTAATTAATTAACTCTGGAT -TGTCGTCCTGCCTCAGTTTTCATATGCACGCCATATGTTTGCCCCACCGA -CATTTACGGCTGGTACAAGGGTTTTAAACAAGCCAACAGTTTATGAAACA -TAATAGAATACATAGGGGAAGGCCATTTATTGTCCAGCTTAGTCACAATA -AACCAGATCTAACTTCGGTTAAaaaaaaaacACATTCATTGGCGTACAAA -TACAAAAAAATTGCATCGAGTGTCAGTAATGGCAGTTCAAGGCTTAATTA -CATTATATATTTAATGCTTCTTCAATTACGAAGATCCGACAGTATCCTCT -TTTGCTCGTTTCGATAGTAATACACCCTTTAACACCCCCACTTAATTCGA -ATATTTACCGAGACAATAAATTCGGTTTTGAACAAGTGGGGCAACCCCCT -ATACTATACTCTATGTACATACATACTAGTCTCGTAATGGCCACACACGA -GGATGTTTGGGCCACGTTTTCGCATCAAGTCAGTAATGAGCCCCCGGCAT -AAGTATTAGGCCTACTCGACTGTCCCCCGTTTAATGTTGTTATGTACTTG -CTTATTCATGTGTGCAAATTATGAGCAATAACAATGCGAAGGAAACAATC -GTCAATCAGGAGACGCGGAGGCGTAGTGCTGTGAAAATCCGAGGAGGTGG -CGGTGGAAAACGCTTTAAAGCAATCAAAGCCAGTCGAGTGCTAAATGGGC -GCGCCCTGCCACGCCCCATCgcccatcgccccgcccccACGCTCTCCATT -TAAGCCGTGTAATTGCTGTGTGCGAGAGCTGAATACCGCAAAAAGCCGAG -GCGGCCCACTGTCGTCCAAGTGAACGATGCGACGCGCCGCCATTTGGCTT -AAACAAAAAATGAAACATAAGGTAGTATAAGGTATATGAAAGAAGGATTG -ATATGCGACACACTGGTTCACTGCAAATTCTGAGGAACTAAGTTAGTACT -TTCCGCGTATGTAACCTCTTCAAACGTGTGTCAATCATCGTACATTAGTA -ATTATTCGTGGAAAATCAAGTATATGGAACTTACAGATAAGAAACATTCA -TAAAATGCTAGACTTCTTGTGACGTACTGAACCTATAAGATCGCCGTCGT -CAATCCATCAGTGGCTGCACCCTTGTCAAAAGAGCGCTGTTATCGTGACA -ACATGGCCAAGATgccaagatgctgaggtgccaagATCACGGCCGACCCA -AGATGGCCAGTAGGAGTTAAAGGGTAGCCACAACAAAACGTGCAACCATT -GATAAAATGTGCGACGGCTGCTGATGTAGGTCGGATCCGGACGGGTTGTG -CCGGATTGGGTAtgagtatgggtatgggATGTGGGATATGCACAAGCTGG -AATTTATGATTCCATTTTTACTTCTCTGCTCGTTCTTGCAAACAGCCTCC -GGCCATGTGAAGAGTTTCTTTGGGAATGCGGACGGTGAAACTGTGTGGGG -AATGCAAATGGTTGTGGCTTGTGAATTTCCCTCGCAACAATGAGAAATGC -TTTCCCTCGGCCGGAACCCCCCCGACTACGACCATGCTAACTGTCTGTCG -CCAGGCACATGAAATCAGATGGTTCCATAAAAATGAAATGATTTTAAATG -ATGACATGTTCAATGGAATTATAAACCACATATGCATTATATGTATTAAG -ATAAAGATGACTCATTAAATACTTTAATGGGCTGGAATAGTTGGTTAGAT -ACGTTGAAACATAACTAGAATGTTATCTAATCTTGATATATTTTTTACCA -GCATACTTGCTCTCTTTTCTCGCTGTGTACCTTCCAGTGAGTGCGTGTGA -CAGCCATTTGAACAGTTCGATTATGCATGTTTTGAGCTGAGCCTGGAGCG -ACATAAGGGGGAATTGGGGAGTTGCTAATATTTGCTGAATGCTGCGGACC -AATAAATGACAAGTTATGCCCTCTAATTAATGCGCCTCGACATGcgacat -gcgacacgcgTGTGCGGCTTCTGGACGAGTGATTCTGGAATGGTCTAATG -GCCGTCTCTTCTGGGTCTTGACCAAGTCCGCTCATCCCAACTCAGCCGCT -CTTGGCTTAATTTCGGCACATAAATACCAATGGGGCACACCTCGGAGGCG -CCTTCGCAAGGAAGCCGGGGGAGGATCCTGGTGCGGAGCCAGTTTTTGTG -GCCACACCACATTTTTCAACTGTCAGACTACCACAAAGCCAGTGACACTT -TCGACTGCTCGCTGGAAGATGGAGCAGAAGGGGTTATCTGGAGGCGCTTT -GGGCGTGAATACATACATGGAAATTAAAATGACGTTAGGTCAGGCAAGCG -TAAGAAGGCACGGGTTCCATttttttttttCACAATTAATTTTATGAAGG -AAACCGTGACATTTTATCTTTAACGGACACTAGCTCCGAGCTTCGAAAAG -TACAGATCCCTTACAGTTTATAACAATAAATCAAATGCGATTAAAATCTg -tgtcaaatctgtgAAGTCTAACAAGCaacttacatacatacataagttaG -CCAATCAAAGTATAAATATGGCATCGGCATTGCACTCGATTTATTATATA -TATGGAGAGTTTCAGCTTTGTTTCAAAATCTTCCAAAATGCTTGTTCAAA -CTTTTAAATAATTTCTGTACCTAACGCCACCTCTGGGCAAAAACAAAAGT -TACCATATTTTTAAATATTGAATATATACACAATTTCATTATCATTCTAT -TGaataaaattatattatattatTATTAAAATCTATTGATTTCTATTAAA -CGATTAAAAGGTCATAGTCTTAAAaaaaaagattatttgttgttCCTAAT -ACTAAAATACTTTAAATCAGATACTACTAGTGCTGCAAACAGTGTTTAAC -CCACAAGACACAGCCATGTGTTTCGATAAAAGATATCGCCAATTAATTGG -TACCGAATCTGATCTAGCTCGTTAAACTTGTCGGCCATTTAGCTTAAAAA -ATCTCGACTAAAGTGAAGGTGGACAATAATAAAAGACCTTATTAATATAA -CTAATTGTAATATAGTGATTATTCGGTACTAAGAACCAACATAAAGCGGG -TTCACACATTTCAGCTTGACAAACCTAAACCCTAAAGAACTGGATAATTA -CCAGGAGCTAACCACGTGGCATTGCAAGCGTCTtttttttttttttgttT -GAGGTTATTGCGTTTAAACCAAAAGCAAGTTATTAACTCCTATCCTAGGT -ACTACTGGTTTTAAATTAAGCAGTCTAATCTTTGCTTTTAATACAAGTGT -AGCTAACTTTTTCGACACTGCTTCCTGTACAATTCTGATCTGATAAAGTT -CGAGAACGGAACCACTCAGAATGGCCGATATACCTAATGCGGTGGGAATT -GGCCAGCAAAATGATTGCGGGTTGATACGGACGTGCCGCATGCTCCATTT -AAAGCCAACGGAGCTTATCAGTCAGCTGCTGCCAAACACCCAAGTTTTGC -AAAAACTACGCTATCTCTCCGTGGGGAGCATGTCGCAAGCGGCTCTGGAG -GAGGTCTTTACAAACTGCAGGCAGCTTGAGAGCCTACTTCTGTGCGACAC -GATGGGTACCGGCACCACTTACGACATTCGGAGCATTAGGCTCTGCCAGA -TGTTGAAGGTGCTGCTGATGCCCCTGAATGTGGGAACGCCACTGGCCGTC -TGCTCCCTGGTGAACCTCACCCATCTCACGCTTCAGCGCCACAAACTCAG -TCAAGGAATGGAGTGGATGCCCACCGTTCTGGCCATCATCCATACCAAGC -GGTTCGATCTCCAAGGACTCACCTTTGATGGTTCCGGGCTGGCCGCTCCC -ATGAATCTTTCCCACCTTCAGCTGGCTCAATGCACAGCCCTCACCGACCT -GAGATTGAGCAACTGCTATCTGGCTGAAACGGACAGCCCGCCAGTGCCCT -TCTCCTGCCAACGGCTCAGCTTCCGGCGATGCATAATAGGCAAATCGTTT -GGTTACATGCATCCGCTTCTGAGGAAACTGGATCTGTTTAACTGTCAGAT -ATTGTTTGAAACTCCCATGCTACGCCGCCTCCTGAACTTAAGAAGGCATC -AGCCCATCGAAGGACCACTCCTGCTCACCTTTAGCCAGTCCCTCAGACTG -CGATCTGAGCTGACGAAGTGGTCCCAGGAGGACGTGAGTGCAAGCAGCCG -GTGGCTGCAAGTCAAGGAAGTGGATCCTCACCAGGCGACTACATGGCACC -AGCCATGTCGCACGCTTTCCATGAAGTTTGGCCGCGCCGTAAGTTATATA -CCCGATCTCAATCTCCCAGAGGAGAGTATCCCGAGTGCCGCTGATGTACT -CAGTTCTCTGGATTCTTTATAAAGAGTTAGATTCGCCTAGTAAAGGAACA -AGCCTTAGCTATTTGGCCATCACTTGATGTACAATATACGGTGTTCCTTA -GTCAACTTTTGACAAATCACCACCTAAAGTGGGTCTATGTGGTCTTTCTC -TAATAAAATCCGAATATCAATAAAATGTGGGACTGTTTGTCATTGTATTT -CAACCAATATGTATATTCAAAAGGGATTCTGAATTGCAACTttcaaaagg -aattTCGCAATTTAATTGTGAATTCCTGAGGAAAGCACTTAAAACGCCCC -TCCTCCCTTCAGATAACGCATTTCTTTACTCCCACAATTTAATGAATACA -AATCCCACGTAAAATACCTCCAGCCGACAGATGCCCCCATTCACTTCGAG -TGGCACACAACATATAAAACATATCAGATCTAAGCTCGAAAGGCTTTGCC -CTGTTTGCTTTAGGATCGCCATTTTTCCAGGCGGATGAGTTTTTTTATCA -GCGAGCACATAAATTACGAAAAATGTGCTTGCCAAAAACAAGAGGTGAAG -TGAAATTTATGTGTACCGCATGTAATTAATAATAAAAGAAATCGCGCAAA -CGAATTAAATGGTTCTGTGTGTGTTTAACTTGCTTGTTAGCCCGTCCAGA -ACGGCGCTTAATTAGACCAATTCCCCGCCCCCCGTCAACCCAGTGAGTGG -GTTTGTATGTTTGGGCTAACTTAATTGGGTCCGAGCAGCAGTGCAGCGGC -TAATAAGGTTAACCAATCCCAGCAGCAATCTTAACCAGCAGGCTTGGGTG -TTACCCGGGTGGGGGATGTCCAATCGGACAGGTGGTGTGGACAGgtggac -aggtgATGGCACAAAGCAAAGATCGTAAATGGTATTGATGGGCTGCGGAG -TTTGGTTCGAGATTGCTTCGCTATCTTTGCTTTCCATTTAAAAGTAGCAA -TCAGTCATTTCTTAAATTGAATGTCGCCGAACGGTAGGAAAAATCAAACT -TTTTGAAATAAATGGAAATAGAATAAGTTTGAATTCGAAATGGGAAAACA -TAAGATTGGCTAATCAAAAAATCACGTTTCTTTGGCTCTTCCAATATTTT -GTATTGACTTAATTTCCAAAGTAAGACCTTTATTCAATTAAATGTCATGT -ATAATATGTCATAAAATATGATTTTATTTATATATTTACAATAAGGAAAC -AGTTTTAATACTAAACTAAGTGATTTAAAATGGCACGACTCTCGATCTCA -GTATAGAAGTTATAACACTAACTGtaacacacactataacactaacACTA -CATATGTATTTACCAGTCTTGATTACTGCACAAttgcacaattgttaaac -tttaaaaaCTTTATCAAACGGCCGACAACTGAATTCATAACAAGAGTAGG -AGAAATCGTGTTAAACGTTCCGACGTAATCCCTAAAATGTTAAGCCCCGA -AACATTTGCTTTTAATTCCTGCACAGTTGCAATGGTTGTTCAGTTTCCAA -ACGATATAATCCATGCATCATCTCATGGCAGCAGTCCGATTAGACACGCC -CCCCGACTGTTGGGTTTGGCCTTTTTCAACTTTGCACTCGAATGAATACG -AAATACGAAAATTCACGCGAAATTCCCTGACAGAACCCACGACAAAGATA -AAGCCCccccccaccacatccaccagcagcCCCACGCCGAACGACCCCCA -CTTGAATTATTATGTTATAGCTCCTTGGTggggggggggggTATCCTGCC -ccccacccctctatatACTATAAATGTACTATGTGCTCCGAAGCCGAAAA -ATTTGCACCAATCATTGCTCAACCATTTGGGCAGAAATTTTAAATTTATT -GCCGTAACAATGCGACAGCAAACAATAACATTAACAAAGTAATAATTCAA -GACCCCTTAAATGGTTTCAATTATGTGCCCAAAGTGTGTGACGAGTGCCG -GATGAACGAAAGGGATATTATGGGTGGTTtggtgaggttcggttggtttg -gattggattgggttgggttgggtaGTCAGTGCCATGGCAGAAACCCAAAA -CCGAAATCAGTTTATGTGGTTTACTGAACAGTTACACTAATTACCGCACA -ACAAAACTGCGGCTCTCATTTACCGGTGTTGTTCTTGCACTTGTTGTGCC -GCCCGTTGCTATTTTTATAAACTTTAGTGTGCAAATAGTTTTTAATTACA -CAGATATGCTGGCAGCAAGAAAAACAATTGAAAACCTAAACGAGGGTATA -ACGTTTGAAGCTGCCGGCCGGCCTCCACTGGCTGCATTCGTTGCGGATAC -CCCGATACCCAGTGATGATGGATTGCGTCCTTTTGTTGAATCAAAACTTG -GTATGACAGGCTGAACTAAGTTTAAAGAACAACAGAACAAAACATAGCTT -TGAATAAAATGAGAAAATCTCAAATTTTTGAATGGATAACATATCCTTTT -CCTTTAATACCATTAAAGTgccattaaagtCTGGAGCTAATAAGGGAAAA -ACATAGTTTATAACCTTAGACCAACATTAATGAGCATCTCTCTCAATAAT -TAATGCATTAAATGAGTAATTTTAATATTCTACTTCTTTGTGAGAAACAT -TAATATGTTTCCAACTGAACGTTGAATTAGCAGTGTGGCATACATAACTT -TAGCTAGCCATAATCGAGTTCAAACTTACGCCCAATCCTATGCATGCAGT -GGTCCATGTCCGCAAGTTTGCAGGAAAATTAAGTTACTTAAAGCCAACTC -CAGCGGCTACTTAGGCGGAGGAACTGCCTGCAGCTGTGCTGCTCGCAAGT -GgaaagtgcaaagtggaaaACTATTTTTGCAAATTGTTCTCGGGCGAAGC -GTTTAATAAAAATGTAAACTTGAGTGCAACTCCACTGCAGTCTCTGCTGA -CTTTATGCTTGTATTTGGCATAATATTATTTACATAATAAATACTCATTT -GTTGtttgttgTGCTGCGCGTAAATTTGCCGCCCGAGGCGCGACACTGGA -ACGGGGCGGCGTCTCCCGAAAGTAGGCAATCCACGGATGGAGGtggaggt -gggagTAGAATGTGGTCATACCGAGCCAGCAAGGTGAAAGCAAAATTTGT -GAACAGTCGGACCAAGACCAGACCACAGCCCAACAGCTGAACCACCAGAT -GGAGCAGGACTACGGCCACCGCATGGGTGGCGGAGCTCAGGAGCTGGTCC -TGCAGAAAGGCCAACTGTTCCACCCACTGGAGCCACATGCCCAGCGCGTC -CTCGCACCACCATGGGCAGACCGGGTGACCTCTTGCCCCAGATCCATTCT -GGAAAGGGGGTCTCCTTCTGCGTCAGAAGCATGTTCTGAGATTCCTGCTC -CAAGCCACAAGACTACTGCGAGCTAAGAGGATGACAGTCCTGGCAGTGAT -AACAAACGGCGCACGCCAGGCTGAGTAATCGGTCCGGTCTGCCCTTAGTC -TGTGGCACATCCTGGAAAGATGGCTGTGCTACTAGGCGTCGTAAGAGGTC -CTTTTCCGGGCACAGCTGTCGTTTCGGGAATTTCATTTCGTAATGCGCTC -CTGTCTTATTAACATACATATTTTACCATCATAGTAGGAGAACTGGTTTA -GAagaattgtatttaaacgaatttttttaaaTGTGTAATTTGTAGCTAAG -CGGAGTCCATATCATCTGATGGCATAACTGCTTTTGATGGGCGTTTCTCT -ACACAGATAACCATCAAAATATATCTCAAATTGAATTTAGTTTTTATAAT -TTCTCCTTTCATAATTACGACCCGAGTATCATTCCCCAGAGGAGTGCAGC -TGGGGGGAAAATGAGAATTTCACACGAAATTATAAATAAATTGATAAATT -GTTTTGCACCTTGCTAAAAAGAAAATACAACTTTCAAACCCCCATACACT -TGACCTAAATGCATTCGAACAGATGCCCTGAGCAAATAAATTTGCATTTT -CCATGACATATTGCAATATGCTGCTGGAaaatgtatattttctaaaatat -atcgcaatttGTCAATTAATACACAAAAGGCTTGCCTAATGCGCTTAATT -TGATGATAGGCGGCGAACAAACAGATTCCGTTGGGTTATATACAAAATAA -TTTGCTTTGGCTTGGAGTCCACTATTACATAATAAAAATGCTTTAAATGA -AGTTAGTAAATGTATTTTAGTAAATTTTAAACTTCAATTCTTTATATAGC -GCTCGAAAAAATACTCAGCTGGTGGAATAAGAGTTTTCGACTTAATTAAG -TATATGTATATCAATTAGGGATCTTAACTTTTTTAACTGAAACATCTTTG -GAATATTGAGGTGCTATTATACACCGAGGAAGCTTCAAGGTAAATTTTTT -GTATGTATTTATGTTCTTAAGGTGCAGTCTTTAACTTGATATATTCCAAT -TCGATAAGAAGTCCATTAAAATGCAGATAACTTAGGCAAAGGGAATTAAT -TTGGTATTAATTCCGCAAAAACTTTCCACATAACTAACTGACAGCTGCAT -TTCGATTGTTTGTCAGCTTGTCAAAAGACTGAAATAATTATTTGTCCGGA -AAAACTTCGATAAAGTTTGCCAACTGATGGGCCCATCATTCTTGACCTAT -TTTGCAGCGCTAGCAGCCACGGCCACTCCGATGGAGAACGCCTCGCTAAT -TGCCTCGCCTGCGACGGGGACAAGCACAATGGGATCGGCAGGATCTCCTG -TCCTGATGCTGGGCGATGACCAAcagcagcaggagTACGACACAACCGTG -GTGGATTCGTGGAGCGACAGGCCGGACACTGCGACGCTAACAAAGGGTTT -CTCGATTCCCTCGTACTTGCCACCCTTTCCGGAATTCATACCAGCCGATT -TGCCTCACATGCTGCGGAATGCCTCCTCCGgagcagctcctcccgCGGAC -ATCGGCCCGTCCGGCAGTCCGATGCCATCTAAGCCCAACGAGCAGTCCCG -TCTCCACGCCTACGACAGCGAACAAAAGGCCCAGCAGCTGCGGCGAGAGA -AGGAGCTGGCCAAGGAACGGGAGCTCCTGCCACGCCGCCAGCTCAGCCTG -CCCCCGCTGAACGCCACCGTCCAAGCTGGCCAACATGCCTATCTGCCGTG -CAAGGTAAGTGAAGGATTGGgaatggggatgggTTCGGAGGCCATATGGG -AACAATGTGGAGCCATTCAGTTGAGTGAGGAGGCTACTTTGTAATGGGGT -TTCTAAGCCACACAATTGTAAATCTTGTTGGTGACGCGAAATGCAGAATA -ATGAATGAACTTATTGGTGAGGGCGCAAGCCTACTTCCAAACTCCTTTGT -CCATTACAAGCAACATACAAATAATATCCATGATAATTCGCACCTGCAGC -TCAACCAGCACTCGGGAAAACCGCTCTCCTGGGTTCGGTTGCGGGATGAA -CATATCATTGCGGTGGATCACACAACCTTTATCAACGATGCCCGGTTCGC -ATCGCTGCTCCAGTCGACCACCTTGACGACACTTGTATCCGGAGGGGCCC -TGTCCACAACTGCGACGCCCGTCGCTGCCCTGGGCAACTCCTTCGCCCAC -GCTGTTCCTGGGGGTCAGGAGAGGGGCAACAGCAGCAGCCTCAGCTGGAC -GCTGCAAATCAAGTATGTGAATCTGGAGGACGCCGGCTGGTACGAGTGCC -AGCTGGCAACGGAGCCCAAAATGAGCGCCAAGGTGCAGCTGTTTGTGATA -AGTAAGTGAGACGACTACTGCTGGCCGACATATACTTATACACCGCAAGA -AAAAATATGACTAGGTCAAATAGATGGCATTTTTAATGGTGAAAAATTCT -ATGTTGGGATACAAATTTGAGTTATAAAATTAATAAGTAAGATATTTTGA -GGTCCTAATAAAGTATTTCTGTATGAATAGGATAGTCTTCAATCTGAATC -TTATATTTTCAGCACTTGAATCTAGTCGCAGTTACGAAAGATAGCTTTAA -ACTTAGCCCCCAACCCATTGTAACCTTTTTCAAAATGTAATGCTGCAAAT -TTCAACTAAAGCTCAATAGAAATCCCTTTACATTTGGCTCTAAGATTTTC -CCGCGCAAGCCGCGATAATATCTTTTATATATTATTTCGCGTTGAGCACC -AATATCCTACTTATTCTTTTTTCCACCCACAGCACCCCGAACCGAGCTAA -TCGGCGATCGGCAGCGCTTTGTGAAGGCCGGCAGCAGGGTGGAGCTGCAC -TGCATCGTACGTGGCACCCTGGAGGCCCCCAAGTATATCTTCTGGTACCG -TGGCGACCAACAAGTGACTGCCGAAAACGAGGCCAGCGGCGCCCAGAGCG -GATGGTACACGCAAATCGACCGGAATATCTTCGGCAGCACCGAGCACAAT -CGGAACACGGTAAGCGAATTGAGCAGattgggcaGAGCCGGAGTTCTCAA -GCGGATATCTCACAATATCGATTTTACAGATTGGTTCCCTGGTCATTCCT -CTGGTGCGCAAGATTCACTCCGGCAACTACACGTGTGAGCCGGAAAACAG -TGCGGCAGCTTCTATGCAGTTGCACGTCCTGAGCGGTAGGTGACACTAAT -TATTACTCCAACCGGTCTAGGTTTTGGACCGGTCTGGATCTGGAAATGGT -TTTGGGAAGAGTTATTATAACTGAAAACATATGAAGTTCAGCTAAAATTA -AACAGGACATACAATTTATTTCCATACCAGTTACACCTTGTTGGGTAACC -GATCATATACATTCCCAATCGGATAACTAGGTCAGTGGATCTGGTCTATC -CGTCGGCCTATATGTCCAAGTGTCTAATACAAGAGAGAACGCTGATTCGT -GATACCTGTTAGTAACAGGCTGTTACTCAGCTAGCCGCAGGTAGACATAC -AGCTGCGGTTAAAATAATAGCACTACTGCAGGTGGAAAGTTGATTTGCTA -aaaaaaattattaaatgtttattttttttAAGTCAGATTGCATGAATATT -AAGTACCATATGTTGGCTCTCTGAGCAAGAAATTTTTACTCTCTCAATGT -AACGGTTCTTTTTGTTTTTGGGCACTTGCTGCAAAAGCGCGCGAAATGAG -GTGGTAACAAAAATAGCACTGACCACGTATTTGTTGAATAAAATGAATAG -GAGTGATTGCTTTGGGATTTTTTTCGACTAATTTTGAAAAAAGGAGTTGT -ATTAAAGGTTttaattgaattttttCCAAACGAAGACCAAAAATTCTGTA -GTTATGGGTCGCGGAAAGCATTGTACCGTCGAAAAAAGAAATTTGATTAA -AAACATGATCTCTGAAGGTAAAACCTACGCTGAAAGTGGTCGAATTGTCG -GTTGTTCAAACAAAATGATCCACAATGCACTGCTGTTTGTCGAAAAGGAC -GAAACACGTGGAAGAAAGCCCTCAATGTCCAACGTGGAGATCAAGCGCTT -GGTTCGGCAAAGCAAGAAGGAGCCTTTTAAGCCGGCGACGGAACTGAAGA -AGGAGCTTCAGATAGCTGCAAGCGTGGAAACAGTTCGCAAACGCTTAAGA -CAAAACCACCTTATTGCGTGCAGTCCCAGAAAAGTCCCGCTTTTGACTGT -TAAGCATGTGGCAATGTACACAAGGACTCGCCTGAGGAGAAGTGGCGCAA -CGTTTTGTGGTCAGATGAGAGCAAAATTGTGTTGTTTGGTGGGAAAGGCT -CTCGGACTTATGTTCGGCGTCCACCACAAACTGAATATAATCCTCGCTTC -ACCTTTAAGGCGGTAAAGCACGGGGGATCAAACATCATGGTATGGGCGTG -CTTTTCATACTATGGAGTAGGTCCGATCCATTGGATTCAAGGCATCATGG -ATCAGCACATTTACACAGATCTCCTGGAAAATGTGATGCTGCCATATGCC -GAGGATGATATGCCGTTGGCTTGGACATTTCAACAGGATAACGACCCAAA -ACACACGAGCCAGAAAGCTAGAAAGTGGTTTGAGCAGAAATCGATCCGAG -TAATGCAATGGTCTGCTCAGTCACCCGACTTGAATCCAATCGAAAACGGA -CGTGAAAAAAAAGGTTTCTGAAGCCAAACCCAATAATAACGAGGATCTTT -GGGGTGTTGTCAAGGATTAATGGACCAAAATTCCTCAAAAACGGTGCCAG -GACTTAGTGGACTCCATGCCAAGGCGATGCGCAGTTGTCATTGCCAACAA -AGGTCACGCAACCAAATATTAAGATTCTTTAAACAGAGTTCTTAAGATAT -GATCCATTTGTTGAATCCTttttttatttttttACTTAGTTTTGGCAAAC -TACGAGAAACAGTGCTATTTTTGTTACCGCCTAAATTTGAAGGTTTtttt -GTTTTACTAATCATTTTTAAAGTATCCATTTAATCTGTTACTAATTTTGT -TATTTCGATTGAAAATCATTGTAGTATTTAAGTTTAGTAAGTAAAATGAT -GAAAAAGTGTCAGAAAATAGAGAAACGCTGGGACAAACACGAAATGTGCT -TATGGTGCTATTATTGTTACCGCAACTGTACATGTCGGCTGATCGCCTTA -TAATACACGAAGAAAAAATATACGAATAGACAGCCATGGCCAAATCGACT -TTGATGGTGATCCTAGCATATTACATACTTTTCAAGAAATGTAGAATACC -CATTTGCTCGACTATTAACTGGTGTATATACTCACCATGAAGAATCTATA -GATAATAGGATTATAATGGATTTAATAGattaatagattatGAATAATTA -AATATATCTTATTTCAGGGGAATATTCTGCCTCCGCCATAAAGTCGACTG -CTGCTAGGCCCCACAGACTGGGTCACGGGTACACTAGTCTACACCAGTGG -CTAATCTTTCTTTTGGTGGCCCTGAACAAGACATGATTACTCCTTGGAGT -CCTGGGAGAAGTCCCACCATGAGGAGCGCTGGAATTATCATATGGTCGGG -TGTTTTGTCTAAGACATTAGTTTAACCTCTAGGTAAAATGCACTCAAGCG -ATTACATTGTTTATTCTGCTGATACTTCTTTAAGTCAGAGCCGAACTTTC -CGGCaaaaaccaaaaacttttttATACAAATTCTAGACATAACAATGTTT -CCTTTACTCTAGTAATAGACCTAGTTCACTAAGTATTATAATAAGGAACT -AATTCTGACAACCGGTTATTTGTTATTTGCGTAAAAAAAGCCAGAGACGT -ATTGTTTTTAAATATTTGCAGATTTGATTTATTTGTAGGATTTCTTAAAA -TGTatttattaacatgtttATTAAGAAATTCTGTTCGTCATTTGAAATTG -CACTAAAACCACATATTAATTTTCCCATTAAATTGTAAAAAGAACAATAC -TTGAAATGTGAACTATATTAGCAAAAAGTATTTCAACTTTTAAAGATGTA -AAGCAACTGATACTACTTAATAAAGAACTAATTGTTAAAATATTTTCCTC -TTTCATGTTTATTTCTGTTCAACCTAAAAGGTCTCATCCTTTCTGCAGAA -CTTTAGTTTTATTGTCAAGCCTCCCACTTTAATTTACATATTTCATGGTC -CTACTAATGCTCATTTGTAGCCTTTTAGACTGAGCCTCTAAGTTCTCTTA -CCTTTTTCAAGCTAAGCTCCTTAACACCAATCCTCACTTATTTAAATGAG -ATACTCACTCCATGAAGCAACCCATGCAGCTCTGTTAATTTTTTGCCGGA -AAATTATGTGTATATTTTAAAATGCAAATAGGAGAACTTGTCATAACTCG -TGGGAAGGTGgacggtggaagggggggggggggTCATGAAGACTTAGGGG -ATGAAGGCACACGCAAATAAAAAACCAAGAAAAGAGGAGCAATTGAGAAA -AACTACCATTGTCTTGGCCATTGTTTCgccttggccattgtttTATGGCC -TGCCCAACTATAATTTTGTGCGATTTTTCTGATTGCCGCGCACTTTACGC -TGCTCATTTATCAAGCCGCCACTGACCAGAAAAGAGAGCCTCAGCAACCG -TGGCCAAGATGCGGCGAAAGTTTTATGGCCAAGTTTGAATCCCCCTGCCA -AAGCTGGCCCACATTCCAGGTTCGCACACCTTGGACTCCTCCTctcctcc -tctccATCGCCATCACCCTCGTCCTGCCCCATCGGCCACTCAACAGACTA -TTTACAACTGGACAGATGGCGTGAGAAAGCCAGGAGAAGCTGCggagctg -tggagctgaggagctatggatctgctgaactgtgaagctgggaAAAGGAT -AGGCGGCGGAGGAGACTGGGCTAATCACTTTTTGATTTATTCGCCATGGC -CGCCGCATCCTGAAACTTTTCCCCACAGTTCATATTTTTCTTTCCACTCT -GTGGCTGTCCCGCATTTTtcctgcagttttcCCTGTTGCTTCTGCGGTGT -CGCCACCGCCAGCTGGGGGATATTGACAGCGGCGGATCGGGAGTCTGCGG -GGGATTAGCTCTCGCGAATATTGAAAAATTCCGCGGCTGGCAATTCGAAT -GCCTTGCGGCAAACTGTCAACAATTTCTTAAAGTTCATTCCGCTCAGCCA -ACTGATTATGGCCCAATCCCCAATGGTTGTGCTGTATCAAAGAGATTGGC -GCATTTTAATAATTCACATGGCAAACTGCTGAAATATAAATTTCGCCCGC -ACACGCGACGCCAAAAGGGATTTCCTTCGGATGCGCTTTAAGGACACCCT -CGCCTTATATCGGCAATTCACTTCGCCGTGGGCACTGGCTTCGGATCTCG -GGTCCTGGCCCAATGATTCCTGTTTGAGCAAGTGGTTAAAGTTTGCACGT -TGACTTTTAAATTATTTTGTGTGAGGCCTCTGAAAACTTTCGGAAAATAC -TTAATGAAGCGGCCTAAAGCCGGTATATCACTGAAGTGAAATAAACTGAA -CCAGCGTAATTCAAATAAATGAATACTAAAACATAGCTTTTAACTCTTCT -ATTGTGCAACGAAGTGATACGTTTTCCTGTAGTTTAAAGAAGTCACCTTC -TAGATGATACATGGACTTAAAAACATTGTGGCACTTTTTAAACAACTTCT -AAAACAGTAAAGAAGATTTTACTTTTAGAAAATAATTTAACAACGAAAAT -TATTTCTGTTTCTTACATCTAGCTCAAATGCAATACAATGAGCCTGACTA -CTGCATACCCTGCGCAGTTTTAAGGAGCTTCAAGATGTGATTCTATTCAA -AATCTTGACATTTGAAGTTAAATAACCTAAAATCTAAGTACATATTTGGA -CATTCAAAGCTAAAGTTGCCAACGAGGTCATATCGTTTTGTTTCAGTGTA -AGCATAAATCGCAAAAGGCATTCTTCAACTTGGTCCGCATTTATGTGCAC -CGCGCAAACTTTGATTTAAAGTTCTTTGACCATCTTCCCAGCTGCGGCAA -AGGCCAATAACTTGTCAGCCGCCTTACTGCCTTTTGCCAGTTTCATGAAA -AATATATTTAGGTAGGTCATTTCCAGAACCTGTTGATAACCGGGAACAGT -TAAGTAGGTGCGTAGTGCGCAGGACCGTCGAATTTGAATTTTTCTTAGCG -CGAAATCAAAACTGTTCTCATTAAACAGCCGGTTTTACAATTTGTGGCAA -GATAGAAGATagatagatagatagatTTTTATATAAACTAGCAACTTTTA -CAATCAATatcaatatatatAATAAATTATTTTCCatttaaaaattaatt -taaaaaTGCTCTTCGACACTAGTCCCAAAATATATCTCACTTTTGAATGG -ATTTGTAAATACCAAAACATTCATTGGCGTGTTACGGCTTCGGGTTTTTG -ATtttGATATAATTAACTTTTTATTTCTCATAAATATGCACATTTGCGTT -GCAGAATTTGTTTGGGTTTTGGATATAGTATATGTAATTGAATTTTGTAA -CCCCAAATGCGCTTAACATAGAACTAAACGAAGTTCTTTTTACAGAATGT -ATTCGTGCATCGATTGCATTTTATTTTTTACTTTTATAATAATCATTTAA -AAAATATCGGTTTATTTTTAAATAAATCTCGTCTTATAAATTAGAATTTA -GTTTCGATTTGAAATACTTGGAATGCACAAAAATATTTTGTCACCTTTGT -GGTCGGTTTTCAAATACATTTTAATTTCATATACCCTTGCAGTGATTATT -AAAGTACATTAAGTTAGTATAGTTTTTATTGAAATTTCATACATTTTTTG -TCCAAATGAAAGGTTCAGTAAAACATGGTTCTGAGTTTGGGACGTATCGG -ACTTATACTTCATAAAATTATCTGATTTCGTTGCAAGGGTATATACTCCT -CGGCCTGCCGAAGTCATTCTTTTGTTATAATTTTAAAGCCATTAGGGTAT -CGTGTAATTTTAATTGGTTATTCTCTATGCGTATTCGAACTTTACACGCT -CTTGGTTTTGCCATTCTTGCATTCAAAAGGTGTTTAAAATGGTTGCAGTA -ATTAAAAATATATAAGTGAGCTATAAATTTTTCATTACTCATTAGTTCAT -GGTTTGTAAATATAACTTTAATAattgaataattggaccattTGTTTTAC -CGCTGTTGTGGCTCTCTAATGGATACAGTAtatatatatatatataACGT -TTCTTGTTCCGCACGGTTTCCAGGTAAGTATATGAATATCTAAACTAACT -TTGCTCATTTACACTGCCGTCTAATCATAAATCGTATGCCATAATCTGAT -GTAACAAATTGTTAATCGTAAGGTTAAGTTTAAAGTTACTTGTTTAAAAC -GCTTTACAAATGTGGCTCGCCTTGCTTTCGTTGCCATGTCTAGGCTCGTT -ACAGTTTTGTAtatataaacatagtatatatagaCTATAATGATATACAC -TGACATTCTCACTAATTGAAATCAGTTAACATTTTGTGTATGGTTATTAA -CTCTGAAACGCGATAACTATGGATTGTTATTGCCTTGCTAAGCAAATTCG -TTAGGTTTATTTGTTTCTAAAGTGTTCCGACATATATAACATGACCTAta -tatctatgtgtgtgttttgTTATGTAGAGCTAACGTAACAACTTGGCCCC -CAATATATTGAAGTGTAAGCTTTGTGGATTCTGGTCTGTATGTACATAGC -ATTAAGCAACGATCCCTTCTTCTTAGTGCACCGCGTCTATATCTCGTTGG -GCTCGCGATATTTTCAGTTTGTCCTTGGGCGTCTTATCTTCCCCCGACTC -CAGGGCAAACATCTTCATCTTCTCCTTGAACGACAGCTTTTCGGGCACCG -CATCTCCAGCCCGTTGttgctgttgctgctgctgtttCTCCGCCAGTCGA -CGCGTACGAGGATCTCTGCGTAAACGGATGAAATCTATTAGTGAAATGTT -TTAAGACGTCCAAACTGTATAATACCTGTACACTTCTTGAGCTCCAATGA -CGCCTGGAGTGGATTGCACTGAGGTGTTCCAGAGGGCAGCATCTGGAGTG -GCTGGCATAGATGGCAGCATGGAGGCGTCGAGATTGTGTTGCAGATACTA -CAGATTAAAAAATATTAATTGGTTTAATAAATTTCGCTTAGCCAAAGACC -ACAATGACGAATTCTAAAGAAATAATTCACTTACACTCGTATCCTCTCTG -ATAGTGTCCAAATCCTGATGCTCCATACCGTAATTATCCATAATATATTG -CtgctgcagctgttgttgctgGCTATTCCCGCTCACAAAATTATTCTCTT -CATCATGGAAGCTCACCCGCTTGTTGTCCCTTTGCATCAACGGTGGCGgc -ggaggcGGTGTGCCCAATCCTCCAATTATTCCTGTTCCCGTGGCCGAAAC -ATAGGCGGCATTTAGCTCCATGGCGCTGAGTGGTGATCCATGCATGGTGT -TGTTGTTTAAGCTCCCACTCAAATTGttgttattattaGTTTGAGTGTTG -AGAAGAGATGCCTTTTTAATCTCTACGGCAGCTGCGGCCTGATTGCTGGT -GGCCGTTTTCAGTAGGCCCATGGACGAGGTCGCGTTTCCAGTGCTGCCTC -GCAGTTTCTGCTGTGACATGATCAAATAAGAACTGTTCCTTTCTGGCGGT -GGAGGTGGCGGCACAACAGCATCCAGAGTCTCGTTGTTATTGTCCTTATC -AAGCATTGTGAGCTGATTAAGCTCCTTCGCTAGATTAGATATCGGATGCT -CAGTGTGCAGATGTCGCTCGTCCGCAAAACTTGCGGATTTCTGCGACTTC -GATGGCGATGAGGGTGCCCCACTGGGACCAACCCCGCCTTCGGAATACCG -ATTGTGCTTAAGTATACTCTTGGGCTGCTGTGTGTTGCTGCTCAGCGGCT -GGGCAGTTGGAGCTGGTGGCTGTGGTGGCACTGAATCCACCAGACTGTTG -CTGTCTGGCATCTCCGCCAGTTTTATCTCCGTTTGTCGGTAACTGGTAAT -GGGTGTTTGTATGGCACTGACCTGACCGCCGCCAGCCAATCTGAACAACT -CCTGGACGTTCTCCTTGTCGTACTGCTGTtcctgatcctgttcctcttgc -tcttgtagttcttgtgCTCTTCGCTCAAAGTCGCGCTCGAGTATCAGGGT -TTTCAGTTGCTCCTCTTGCATTGGGGAACGGGATACGATCTGGGACAGCT -CTGATATCTGCTGCTCCCGCCACTGGCGAATGTGTTCGCGACGCATCTCT -AAATCCTTCTCACGCTCCTCCCTTTCCCATGGATTGCTACCGCTGTGAAG -GGGACGATTGTTCCCTTGATTGGACGCCACATAGCTGCCCTTTGGCGGAT -CCAATGTACTGGCTACGTAGTTCATTCCCGGAGCAATCTGCTGCGTGGCT -TTGAACAGCGGATGCGTTGCTGTAGGCGGTAGAGGCGGCTTGTCCTGCTG -CGGTTTTGGTGCTGTACTTGGTGGAACATTTGGTTTATTGGGAGACTGTA -AGCTGCCCAATGGTTTAGGGGGCAGGGCTATAAAATTCGGCGATGCCTGC -TGctgctgttgctgttgctgttgctgttgctgttgctgttgcAActgttg -ctgctgAATTTCGTAGAGCGTGGATGGATCATGGAGCTGACTGCGCCTGT -ACTCCAAACTGCCATTCTGATAGCCACCTGCGAAATCGTTCACATTCTGC -ATGCTCTGACTGCTGCTCATCAGAGGTTGCTgttgctgctgctgctgctg -ttgcaggggcagctgttgctgttgttgctgctggtgatggtACATGTTGC -TGATGTTAGGCATGGAGGGAGCCATCATCTGCTGCATGCGAAGAGTGTGC -TGGAAGTTCTGCTGGCTCTTGGTGCGGTTGTTCAAGGTGAGCTGGtgctg -gtgctggtgctgttgctgttgctgttgctggCCATTGAGATTGCCACTGC -TGAGCGCGAACTGTTgctgctgcAGGGAATGTtgttgctgctgctgctgt -tgttgctgcagctgctgctgcgccgactGCTGGCTGTGGTAATAGGCAGA -GACGGGTCGCGTGGGCGGGAGGTTAGCATTGGCCTGCATATGTtgctgct -gctgctgctgctggTATGGCGATTGctgttgctgctgtggttgctgctgc -ggTGCAAGCGGGGAACTGCCATTGTAAGCGTTCATGGCGGCATGTGCGGC -AATCGGCGGTCTAGAAAGAGGCAATTAATATAAATGAGAGCAGACTAATC -GAAGTGCTTGGGTGTTGCATTTAAGGTGTACGAACTTCATCGTTTACACT -TGTTAACTGGAACGTGTCGAGTGCTACAAAACATTTGCTTGCGCTATTTC -CTCCTCCTGAGCAATTAGTTTGTGTTTATTGCATTGGTGCGTGCTCTGTA -CAGCAGCATAAAAATTTGTTAAGGAACGACAGGAGCTAATTACTCACGTA -CTTGGGACATTTCTACAAGTTCATATTCTTTTTTAATGGGTATAAAGCCA -TAAAGTAATATCACCCTAGAATTACACACACGAGAGTTAGAAATATTGTC -AGCCAGCTACACACATTTCTGTGGCCACACCTGCACACTTTGCCTCAAGC -AACACCCCGAAAaacacacaCTCGAAATCGTTGTAAATTATTAATGCGAC -CCTCTGTTTGATGCCTTTTTTAAGTTGGTGTGCTCTTTAAGGCTGCGATA -TTACACAATTGAACCTACTGCTACCCACAaaaaacatttttttaAGCTTT -AAATAAATTGaaaaattcttgaatatttacataaattAGTTCAGTTAGTT -TCTACAAACAATTATTGATTTTGGAACAGAAAAATGTAATGCACTTCTAA -AATTTTGGTTCCTTCTGCGTTTTATATTACTGCAAACAGCGATTCCTTCT -CTTTCCTATTTTATTCAAAACGTTTGCTTCTATAACAAAACTCTAACCAA -AGTAAACCAAACCATTTAAGCAAGAACGATTTTAGTGGTCAGCTGAATTT -AAAATGACATTTTTTTAAGTCAGTAGCAAAAAAACATATAAGAGTTATAG -CAGAATTAGTTTGACGGGATTTATGCAAAGTAGGTAAAAATGCAtaaata -tgcaaaaaatatataaaataaaatataataaaatttatataTACTATGTT -CTCTTTTAGCGTTCCGAAACTCATCCACATATGAACTTATATTTATTAAA -CTGATAGTCTTACCTTTCGTTCAAAATCGGTTGGCTCTGATTTTGCGCCC -GATACACGCTGAGATTCTGATAGAATCCCTGCTCGTTGCCAtttccattt -ccatttgcattGTTCTGGCTGCCATTTGGCTGACCCAGCATTCCtcctgc -tgctgctccgccgATTCCGCCCATGCCAGATGTATTGTTATGCAAACTAT -GCGTGCTGCGTGACTTGGAATTGGCCAAGGCTATGTGTAAAACGAAATGG -ATGCGGTTGAAAAAAGTGAATTAGTCTCGGGCTTACAAGACGTTTGGATT -GTGCTTCGATTACAAGGATAGGAGGCAAAGATAACGGGGGTGTGCAGTTC -ACTTACATATGGTACCCGATCCCGTGTGGTGATGCAGAGCCGGCACCGAT -TTGCTGTTGGGCAGGTGTGCAGCTAGGGGATTGATgatgctactattgtt -GCTATTGCCTAGGGTGTTGTTGTGGCTGTTGTTCAGATGTTGGCTAAGAC -TAAGGCTGTGATTCGGATGGTTGTTGGCTATCAGTGGACCCAGAGATTTG -GTCGATTCGGCACCGCCCATCCGCGTCAGATCGCGTTCGGACATACGGCG -ATTACCTGCAGTTTCCATATTCCCAGCAAAGCAACACAATcatcatcatc -aacgtcatcaAATTGAGTGCATAGTTTGGGGTTTAAGAGTTGGTGGTGGG -GTTTAGATTGATTGGTGCGCATGGAGGGGGAGAAAAGTAGATAGATGGAC -AGACATTTTAGTAAATTTCTTTCGGTGTGGAAATTTAAATTGTGTTTAGT -ATAATATTAATATATGCTGATTAAATCTAATTAAAAGACAACAACAAATG -TAAAACGGAGATATAAAAGCTGGGGATACAACTATTCAATTGTATTTACA -CACATAAATGTGCACAAAAACAATAAGCATTGCTTGTGCTATTTACATAT -TTGTAATTTtttGAAAacaacaaaaaAGGTTGAACAATTGAGGAGGGCAA -CGCATCTGCTATCAAATTAAATGTGTATATCAAAAGCGTAACAACTAAAA -TACAAAAGCGGCACTAAAATTTCTCAGTAAGTTGAATAACAGGTTTTCCC -TTCCTGTGACTGCATAGTCAAATAGGGTTGTATAAAATTATTACATGTTT -CATTTTAAAAATGCTAATAAATCGTATTCAATCCGGATTCTAGAACAGAA -GAGCAGCAAATAGAATCAGTGTGTAATTATACAAAAGTCCAAATAAACCA -ATATAATATTCAATCGAAAGACTTTAAGTAACCTAAGTGAGCGTAACAAC -AAATAATATCTAATCAACAAACATCTCGACATGATGTTTCAACGAACAAG -CCAAAATAAGTATAAAGTGCAGGCAAAATCAATGGCTAATAGGTACAACA -ACGGGGAGAACAACATGAACCTCGGTGCAGCTTGGTTGGGTTGTCATCTG -TGTGTCGGAAACACTGTTGTAGATGTTGTTTCCGTCGAGACGGGCAATGA -CATTTTGACGCAGTGCCCCCCGCCGCCATGATTGCCATCGATGCCACCAC -CCGCATTGCTATCATTATCACCCCTCCGGGAATGGCCACAAGTTTCGAGA -ACTTCGCAATGAGCAGCACAACAGCTGGAAGAGGATTCTCCAGCCGAGGA -ACAGGACTCGACTTCGCTGCAGCTGCAGGAGTGGCAATCATCAATGGCAT -CTCCGCAATTTGAACAGCTCTGTGGATTCCGCATGCTTGCGCTGCTGCGT -TTGGTGTCGCTgctgttgctcttggtgtTGTCCGTGGATGGCGGTGTGGC -GGGTGCCCGAGGACGCTGCTGCTTATGACAGTGAtgatgatgatgatgGC -GAGAGTGTGAGCTTGGCTTAGTCCTGAGTTGCACATGCTTCTGCTGTTTG -TTGCGCTTCAGCTGCCGCACACTGTGGGCCTGGCGATTGCTGCACATGAC -GCTTTGACGGTAGCTGGTATATCGGGATAATTCCGGCTTCTGTTTGGTCG -GCTCCGCCTCGACGTCCCGGCAACTGTCGTAGCATTTGAAGGTAGCAGCT -ACCTGGTGTTGCTCCTGCTTCCCCTGATGTTGTTCTCGTTTGCCACGACA -ATGAGCGCAACAGGGGCACTCGCAGCTGATTTTATCGCCGACCTTTTCCG -CTTCATCGAAGTCCTTGCCCGCACTGCCATGCAGACTCCACTCCTTTAGC -TGCTTTAGGATTCGGCTCTGTTCAGCCTGTGAAAGCTTGGCACACGGGTT -GCTACCCGGATCATCCAGTGCCGAGGTTGATCGTGATTTATTAATGATGG -GCGGGAAATTCTTGTTGGCATTAAAGTACTCCGCCATCTCGCGGACTTTT -CCCTGACCCAGGGGCAACAAAAAGCGGGGATTGAGATTGACCTGGCTCGA -GGCCCTTCGACTGTTTGCTTTCATAGTAGTGCTGGGAATGGTTTTGGTTT -GGAAGGTGGTGCTGGCACAATATCGATTGCTTGTATTTACAGTAGGAGAA -CGGGTGGAGGAACTTTCGATTTCACACACACTAGGAACTTGGATGCTGAC -AATTGGGGCAGCTGTACCGACTCCTGACCTTTTGTGCGAACGCTGGGTGT -TCAGTTGCCGCTGACAGGGTGAATGATTCTGCCGGAGCAGCGGCATGCGC -TCGATGGATTCGCTGGATGAACGCTGGCTATTCGACCCCGAGCCTCCGGA -ACTAAAACCATCAGCCGAGCAATTTGTTGCTCTCTTGCTATTTAACTCCC -TGCGTATTTTTTGAATCAAAGGAATCCTTTCGTCTTTATCTGCCATCAGA -GATTCCGTCGAGGAGGCACTGGCTGCGAAATGGCTGATGGCGTCGTGGGT -GTGGTACTTCCTGTCGATTCCAATGGCTCCTGGCTCACCGTCTCCTTGTT -CCAGGTCAAAACTTACTGTTTTTCGATACCCTGCCGCAGGATTTCTTTTC -ACTGTGGAGGAGCAACTAGATGTGGACATGCATGGTCGCTgctggtgctg -cttctcctcctcttcgtcatcTATAAACGGAATCTCATCTGATAGCGCCA -TAGATGCTATACCTTCTTCATTCAGTGGCTGATGCGCATCACTGTAGGCG -GCAAAGTTTCCAAACGATTCCTGCGAATCCTTGGCCGGCTCATCGTGATA -CTCCTCAATGTAGATGGAAGGCGGTGGAGTTTTCCTCAACGGTCTCATAG -GACTGAAGTGGGTAACACAGGGTGCCATTGGCGGCGGATGATAGTAACCA -CCCTGATCGTTACCCAAGTACAAGTTGCTGGCAGATCGAGCAATTGGTCT -CGTATCCCGGTACCTCGGGTCAATGTGCAACTGGTGGCCCAGTGCACACA -GTTCCTCCTGTAGACATGAGGCACTTAATCGTCTCACCGGCGGTGAGGAG -GCCCGCATGCAAGCAAAAGATTCACGACGACTGCGATTGAGACTATCGTC -CGAGATTGAGTTGTTGTAGTACCGAGCCTGCTGTTGGAACGAGGAGTGAC -GACGCTGCTGGCCAGTATTCAGATGCTGCAGAAAGTTGCTGGGGGAAGCT -TCTAGCGATTCGAGCGGAGCAGCATGGGGGATGGGTTGGTTACTTGGTTA -GCTTACACAACGTGAGTACGgtacagtagagtagTGGGTAAGTATCTTGG -ATGATTAAGTGAGTTGAGTTGTGAGTTGTTTTTAGCGTCCTACCCAGCAC -CTGGAGTCGCTCTAATATGTGTGTTTTGTATTGATATGTATGTGTCTAAT -TGTGGGCTCAATTGGGAGCTACTCACCACGCTGGATCACAGGACTAGGCT -GCTGAAGTAGTGTAGCCAACCCGTGATAGATGGCTCCCTGCTTGGCCACT -TCCAAACTGACCACAGGACCCGTTCGCACCAGGTAGTCCGCAGCCCTAAA -TCAAGAATTGCGAAAATAAGTCCTGATCTTCATTAAATTTCGCCAATATA -CACACCTCTCTTGGGTGATGCCAATCAGGCTTTGCCCATCCACCCGCAAC -AGCTGATCCCCAGCTTGCAGACGTCCATCTGCATCTGCCGCTCCGCCAGG -CACCACACTCTTGATGTAGATACCCAGCTTCTCCTGACCAGCTCCCTTGG -CCGCGACGATGGATAAGCCCATGCCGTTGCTGTTCTTGTGTAGCTTAATG -AGCTGCAATTCCGGTTGCGGAAGTTTGTTAGACATGGCACTGGAACTGCG -AGCCTGCAATGTTTAAATGATTAACATCATTCAACATAAATTAATAAATG -ATGCACGAGTAATTTACATTAAACTGATGCATATAGACCGTCCAAAGGCC -AATGGAGGTGGGTTGGGCCGCCAGTCGGCACATGCCCTGCTGCTGGAGAG -GATTGAGGAAGTCGACGAGACCGGTGGGAATGCCCCGCACCACATCACAG -CTGAATCCATCGTCGGGCAGCAGAAGCGCCAAGTGAAGCTCTGGCGATTC -TTCCAACCGAACCTCTCGCCCATCGGCACGGGTTAGTTCGTCTGCCACAG -ATTCCGCCATCCTTATGGCGGTATCAACCAGGTTGCGGGGAAGCTTTTCT -TGCTGCAGCAGCGCTGCCATTTGAAGGGAGTTTAAACGGAAGCAGGAGCA -GGCTAACTGCTGGATCTCCTCCACTGAGGATTTTGGTGCTTGCAAAAACT -GAGCACACTGATTGATCTTGGCCAAATGGCAATCCGCCGCCAATTCCAAT -CCTTGCCGTTCTGCCCACAGCTCCAGCAACTGAAGCCGCTCCGTCATTAC -CTTGCCCCAGTCACCTGTGCACATCTGAGAGTTTGCCACAATCTGCGAAA -GCGGGAACAACGAAATAAGTGGATTCGGACGAGAAAGTTGTAAGACAGTG -GTGCCAATAGATATTTCACGAAAACAACTATTtttatatataTGAACAAT -AATGTTTGAAATAGCGATTTCATATAAATTGGTTTCTTATCTTGTTATAT -AAAAAATAGTCAGAATCATGTTGAATATTTTCCTTCTTAAGTTCTTTAGG -TTTTTTTGAATATACCTAATATTTATTTTAAAATAAACATAAAGGTATTT -ATCAATAAGGATTTTTTAAGTTTCAAACTATTAAGAAACCATATTGGCAC -CACTGTATGCACATAACCTGGCCTTTTTAGGCCGCTCACCGTATTGAAAC -ATATGACATTGATGTAGTGGAACAGCTGCGAAAACAACTGGATCGTTAGG -GCTGCATTTACACGGCATCGTCTGAGAAGAGCCATCGCCGATCCCAGCAC -AGTCAGTACCAGACCCGCCGCGGAGTCATGATCAATGTTCTCGGAGAGAA -ACTGGTTAAGAGTTTGCGAGAGTTCCAATCGAAAGCAGTTGACCAGGTTG -CGAAACGCAGTCTGCACGGCCTCGGCCAAAACCTCTTGAGCCTGAACACT -AAACGCGCTGATGTGGCGATCCGATTTAAGGAAGTGCAGGAACTCCGAGC -TGTTGGCCATCCAAAATGCCAGGATTCGGGGATCCGTGTACTGCTCCTGG -ACTACGCTGTAGACCAGATTAGCCACATGGTGCAGGAACATGGTTAGCTT -GTGGGCACGCTCCGTGGGCTGCAACTCCGGGCGGTAATGTGTGGACGCTC -GATATCTGAGGGGAAAATGTGTTGTTCTTTAATCAGTCGCTTTTAAAAGG -TCCCCGCAGCCCCAGCCCCACTTTATTGTATCTATTGATTTTCACACGCG -TCAAATGTCAAAGCTCCCTTTTCCCCAAAAGATTGGCCGGTTTCCTGCTC -CTGCTGTTTCTGCTAGACCACTTTcacatccacttcctctttctcCACAT -CCCGCTGTCAGAATACATTAATATTAATAGCTCACAAATTGGGTCAGCAA -CCAAGATAAatcatcataattgataatgaatgatactggctgctgcTCGG -GAAGGTTCTGTTTGAGGGACATGGAGGATTTGGAACTACTGCCCTCTGGT -ACATGTCTTGCCACTCTACGTCTAGACATTCGTCAGCTGGTGTTAGCTGG -TCGCAATTCATCAGTAATTTGCCATGTCCGGGGAGCCTTGCTAAATGAAG -CCCTGACTTTGGAATTGAAATATAAATGGATTAATCGGAGGCCAGAGTGC -ATTTGACACATCTCAGCATCGGTAGATGTAggtaggtaggtGGAATCGGA -TTGCTGTAGTCACATCAATTTCATATATTATTATAGAGCAAGTCCTAGGT -TAAATGTCTAAAATTAACTCAAACCTTACTGCAGTGACTAACTTGTTTAA -GCCTATAAATGGTATATTTAGTTCCTTGTTTCTTTTAGGTTATGGGACCA -ACTACTTTCTGTACTTGAACATGTTTCGCCTTCCAACCAACGTATTTCAT -TTTGAACGCTTTTCAATTTTTAGTATTTTAATTAAATAGGCAGACCCAAA -CATTCAAACAACAATTAAAGGCGAACAAGCGCAATGGCGGCTGCTTTCAT -GCTGCACCCCACTTCAATTATGAATTACACACtatgaattacccacCTAG -CACACAGGTAGAGCGAGTAGACGGGTGCCAGCTTAAAGTGCGGAACGTTC -ACGTCCAGTTCGCTGATAATGTGGCGCAGAAAGAGTTCCTGGTGAGTTTC -GGGGAACTCCAGGACAGCCGGCAGGATGGGCTCCTGTCCCTGGGTGTCGC -CAGAACCGCTGCCCCCTCCGGCCAAAATGCCAGAGCCGGTCATTTTGGGC -GACCTATATCGAAGAGGGTTAATCGATTAGTAAAATCACAGTACAACAGA -AAGACAGATTAATTAAGAGTTCGAAAAGCAGTTGCGACAGTGCAAAGGGA -AAGTATAATATGACATAACTTTAAAGCGCACACAAATACTAAACAAAATG -AAAAGTTCATCGGACAGTGAGTGAATGCAAATATGCATAGTCGATTGCTT -GATGTTTAAGTGTAGGGAAGTTGTGTTGGCTTTCCTGTTTGGTTTGGAGA -CAGAATTTTGAATGAAAAGTAAGTAGATCGACCGACTCCGAATCTTACCG -ATCTTGGCTGTTGGAACCACCTGACTTCAAGCTGGAAATCGACTTGGTTT -CGTTCTCCAAATTACCCTCCAGACTTTGACCGTCGTAGTTGCCCGAATTG -GCCCCCTGATCCTGTCCAGCCTTGCTGTCCACCACGTCCCGCAGCGTGCT -GCTCAGAGGATGATCACTGGAGTTgttattattattgtggtAGGCGCTGG -AATGGTTTGCTTGCTggtggtggtcgtagtCGCTTTTGTGTGTCTGCGAA -TATACTACCCAGGTTAGTACGTATAAGGCGTTAAAGCGTTTCAATGAAGT -ACCCACCGAACTCAAGGCTCCATCCTCGTCATTCCAGGATCCCGGGGATG -TGGGCGAGCGGCTGTCGTTGTCCAGGAGGCCGAGAGGCAGAGGCATTTGC -ATCGTTCGGtcggtGGATGGTGGTGTTCAGGTGAGTGTGTGGGTTTGTGC -AAATTGTTTTGCATATTTGTAGGGTAATTTTTTCGGTTTGGTGAGTGCAT -GAGATTAATGTTTTACACAAACAATAaaaacaaacaaCACGTAACGAGAC -ATAAACGAACAGCACAATAAGACGTGTAAATaaaacaaaaaaataaacgc -ataaatataaataaataGCAGCATACAAAGAGAATTGCCCTCAATTGAAT -TTCAAGCATCTAGGATGTCTCACCTAACGTGAATTAAAATGTTTCAAATG -TATAACCCCTGGCACCTAAGTATGCAAATCCTAACTTTATATATTGACTA -GAACACTCTTAAGGAGAATGTTTTTTGCTCAGTTAAGTGGGTTGATCGTT -CTGAACGTTGATGGGAAAACATTCGGCCTAGTGCACTTTCAGAAATGAAT -CTTCTTAAGTCTAGATATATCCGAAACATTCCCCACTTTACAAAAGTAAA -ATGTTCAGACATTTTACACTCATAAGCAACGAAATGGATTTAATCCCGAT -TTGATTTCGTGAACGTAATCGCTTTTAATAGCTAGGGAACTCAAATGCAA -TTACTTAAAGCATTGGCGATATAAGAACTGATTTAGCATTAATATTTGCC -TTAAGTCCGAAAATCCCCTAATCAGCCGGATTACTCACCTTTCGTAGAGA -CATGCCGAGTCCAGCTGGGATTGGGACAGAGCCAGGTTGTAGCGCCCGTC -GGTGGGGGAATCGAGGAAGCGGTACGAGGCCACCCGTCCGAACATTACCA -CCGATCCGTTCTGCGGATGGAAAACGCGAAACATTAATGAATTAATTATA -TTTGCAGGTCGCTGTGACGAGGGTTAGAGTGTGAAAGAGAGTTCAGGTGA -CTCATGGCTAACTTTAATTAATTGCGGCTATTACTTAAATATCTACACTG -CGAGAGAAGAGTGAAGCACACCGACTGACGGATTCTGGGGCACTGAGTCA -GCGGTTGGAAAATTTCGGGGCGTTTTGAAATCAAAACTGGCAAACAGAGA -CGCCCCTCTCTGGGGGGAAATTCGAGTGGAGGGCGGACTGTGTTAATTTT -TTTATGTTTTCGTTACTGCCTAtctctttctttgtttggtttgtttgctt -tTTTCCTCTAATGCTGATTAGCTCGGTGAACAAATCTTTGACACACGGAC -CAAAGAGAAAACTCGATTTGCATTATTTTTGTTCAGGTTCATCGGACCGG -AGCCATCCCAAATTTGCCAATTGGTAAAATAAAATTAATTCCGTGCCATA -ATAAAAAGGAGCCAACAACACAGCCAGAGACCAAAATAaaaaagaAAGAT -TGAGTTGTTGAATCTGAGCACAAGAGACATCTTTCTGTTCTtttcccccg -aaaaatcccCAACGACTCTTTGAGCTTATTGCCGAGCTGGGAGCTCAACT -TTGCTTTAGTCTTTAGCAGAATATTGGGGAAATGCAGAAGCTGTCTCTGT -TCATTTCGTTTCGATTTCATCAAGCGGAAAGCCAAAAACAACAGAGTATA -GAATACATAACCCTGCGAAATTTCAATTTTTTGTTTGGTGGCATTCGCTT -TGACTTTTCCGTTAATGCGTGAGAGTTTAGAGCACCAATTGGATTCATTT -CCCCAGCCGCTGTACTTGTCGCTGGCGTTTTGTTTGTGTTTCCGTTGTGT -GTCGAAAAGTTGTCAAAACAAATGATAAATCAGCGGCGACTCAAAGCCTG -TGGGATGTGGAATGTGCTCACACAACCCGGCACATTGGTATCCGCGGTTT -TATTGCCTTTCGAACTGAaactcaaatccaaagctgatactgaacttgaa -gtgcaaatgaatGGGAATTGACAAGCCGATCTCGCTGTCGTCCCATGGCG -ATACACTCAGAAAAAGGCAGCTTCGTATATATACAGCGTAGATAGATGTT -CTATGCTTGATGAATATTAAACTCGCTTTAATTTAACTTTAAATGGGCTT -TCACTTTTCAGACCCATTTCCCTCCATCTTGAGAAAACCCTGAAGCGTAA -GTCAATCCCGATGCTCATTTATCTTTCAGTTGACTCCAAGAGAAAGTTGT -CCCCATAAACGCTCGGCTAAGCCAGGACGATTATTGGCTTGGACCTGCTC -AGACAGTCGGAGCCCCAAAATCCCCAAATATAAGGACAAAGACAGCCGGA -TGGAAACTGCCAGCTTTCGAACCCTTTAAACTTCAGCCGGGTCAAGGTTG -ATGGTGGAACTTTTCCAGCTGATGTCAAATTGAGCACTCGCGGGGGTCAT -GTGCACGAAAATTTAACTAATTAAAACAAATTATCCGCAATTAGCCAATA -AAGGGGTACATTAAATGTCTCCCCAGAACAGCACAACATTTTACATAGTT -TACAAaaaaaaaacAATATGCGCAAATGAAACCATTCTATAAACTAGAAA -TATCACGCTAAACGGAGTAGGAGCTGATTATAGATATTTCCTCAGACACT -TTAAGAATTTTCCTAGAATGAATATATTGTGTGCCTTTAAGAGAAGACTC -TTAACAGGATTATTTCCCCATCGGACTACGTATATAATTTCAATGTGACC -GTGCTTAGAGCCGGTCCTTAAACTTACATGCAGAATGGTCGGCTGACTAA -TGTGGTGGCCATTGACAAAGGTCAGGGCATCGGTGTGCAGCGGGGTCACG -GTGCAAACCCCCTCCAGCAGCGAAATGAGGCAGTGCCTCGGCTGGATCGA -GGGTCCGAATAGCTGCAGGCAGTTAGTGTTGGCCGACCCCACCTCCACCG -GGTCGCTGCCCAACTTAATCCGCCGgccgccgtcgccgCTGTGCGTCACC -TCCACCAGGACGGGTCCCTCCCGATCTCCGGATATGTGGTTCGCCCCGTT -GGCCGCGCCCAGTGGTTTTTTCTTTCTCCTCCGGGGCTGTGAGTCCGCCG -GACGTCTCCGCACATGGAACATGATGGAGCCTGAAAATATaaaatattaa -aagttaataCTACACTGAATATAGGCTAGTGATGAATTTAAGTATGATGT -AAATTTACTCGTTAAATTCATTGTTCAAAATAGTATTCAAATACAACAAC -aaaaaaatatatataaaacaAATAGTATGCAACCGCAGCTTTTTAGCCGC -CTTttttttttgtgtctcGCTGGGAAATGCAGTTTACGCTGAATGAGTCA -AAATTGTGAATCTCTGCCGCGAAAAGGAATGATGACTGCCATGACAGTCG -AGGCAGTAATCAATGATGTCCGCTTGAGAATAATAACATTAACAAAATAT -AGTTCTATAGTTTTAACTTTTCTTGCTCCATTTTTTGTAATTCAAAATAT -TTGAATTATAAATCTTAAAAATCTGATCCATATCGATGTACGATATGGTA -TGAAACGCTTGTAGTTAATCCGTATCCAATATCGTGCCCACTAGTGTTCG -AACCTCGAAATAAACGCTCTGTGCAATCGCATCCCATCAGTTCGCGTCGG -AAGTAACAAAGGCGAATAGAAATTCCAAAAACGAAATCCACTTCGGGCTG -CATCATCAATTTCATCTCGATATTAGATGTTCATTTTGCCAACCAGCGAA -AAACAATCTACTTTACTTCACATACAGGGGGAATCAACCGGGGGATATAT -GTATATGCAATATATCCATATTTATAGCATTCCTGAACCCAGACTGAACT -GaccgaccgactgactgactggctggctgactagctgcctgAATATCCGA -ACGATGGCAGacggcagacagctgAGTGGAAAAACTTCGCTGCCTGGTTC -TTTGATATAAAAATgtatatgtatataCATTCCGTAACTTTTCATAGACG -ACAACTGCAAAAGCAAACCAACAGTgtgcacacacactatatattttCAG -TCTGAAACGTATTACCATGAAGTAATTTAATATTTGACTTAGCTACATAT -GGTCCTGAAAGCATTCCAGTTAGAGGCTGTAGAGAATGTCTTCTATAATG -ACACACATTATTTTGCTTGATTTCAATatatatatatatatatatatata -tatatatatatatatatatatatatatatacTCTGGGAAGTACAAGCCAT -ACCCTCATCTCAGATGTTTCTgctgctgctgttTATTGTATAGAATGCTT -AACGAAGCGTGCAAAAAGCGATGGCAACTACGGCAGAACACCTCCCCCTG -CTGCGACAAAACCcatttttgggccATGgttttgggGCAAATTGCAGCAG -ATGAAGGCGAGATGCAAGACCAGACTTGGCATATGCCAAAGGCATTTTGG -CAATGCAGGCTAAATAAGGCATGGCAGGGCGTGGTATGTGCAACATATTG -GATGGCGGGGAGGAAACCCCAGGGGAAATCTAGCCACGCATTCAACTTGA -AAAGGGGGGAGCTGAGGAACAACAATTTGTAAAAGAACAACGTAGAGCCA -AAATGAATTGTATTTCTGCTTCAAAATATCTTTTCTGCGAGACCAAGGAA -ACCACAGCTGTATTTTTGTGTACACAAGTATTATTAATATTTGGCTCACA -CACATGGATTTAAAGTCAAAACATCGTTCGGATGGCGTTGTGCAAAACTT -TTCCGAAAACTTCTGGTCGCTCTCAGAATAATCAACTCCAAAATGTGTGC -TGCCACCAAACAGAAAGCAAACAATAAGGCAGCCGAGAAGCAGCTTAGGA -AAGAAGCCAAAACATGAGCACGCTTCATATACTCGATGTGGAGGAGACCT -TGAGTGGAATGACTGAATAATCTCCTTGTTTGAATTGAAGCTTGTTTGGA -GTTGAGCCGATGGGTTTGTTGAAAGCCGGTCAGACGAGAAAGTTGATCGG -AGATTAAGAAGGGGATTATTTCAAGAACATGGGACAAAACACATATTCTT -AGACCCCTATAGTGACTATATTAATTATGTTTTCATTTGAAACGATTTAA -GTGGCCGGTTCCTATTCCAGCCCATACTATCTCTCCCAACTGCAGATGAC -AGTTCCCAATAACCGTGTTCACCAGACCAGGTAATTTATAACCGAACCAT -GCACGTCGTACAATTGTAAATCAATCAGTAAATGGACAAGCTCAACACTG -GAAGACAGCTCAATAGCGCGACTGGCAATTGAGGTATGCATATAGAATCG -GAACTTGGTTCACCGTCACACAATTTAAAAGGTCCTGACCTATTCTTGTG -TACATTCTCATACAATTAACTGCCGTTCCAAACAATATAATTATTATCGT -AGAAATGGTAAAAACGTCTAAGGAGTTAACCAAATATATCGATTTCGAAA -GGAGTACAGTTTTTTCTTTTAAGAGCACTTGTGACTTTATTTCTAGCCAG -AGAAAGAAAGCCAACAACGTTTCGTCCTTGGCAGTTGACATTTGGAAAGC -AGAAACGAGGGGCACATTGATAAAGTGCAGTGCCAAACGGATGCCAGAAA -AATCGTTTTAATTGTTCCGACTTGGTCAACAGCTTGGCCGGCCCAAAGGT -AGCACCACCCCCCACCTATTCAcccatccattcgcccaCTCACCACCGGC -TCCATTGTTGACACAAGAAAACGGGCAAATTGCAAAAGCCATCAAAAACA -GGTGGTGAGGGAGCTGGCAGGGCGCCTGGTTGTGGGGCAGTTGGTgggtg -gatggctAtgggtgggtgtgAGGAAGGCTCGGGCGTAGACGAACGAGCCA -TGAAATTGATTCGGCCAACAACGTGCCAGGATCATGTGTGTAGCCTCCGA -CTGTCCTTGTGTGCGGCTGTATGCACGTGCATAAGTGCGAATAAATTGGC -AACAGAGCACAAAGGACGGAAGGCGGGGTGCATTTTACAGAGTGAAAAAC -AATGCAGGGAAATTGCATAACGAGTTGAGTGACTGGGGCAGAATCCGCAC -CAGGATAGGTATCCACAAAACTGTGGACTCGCTGGGTGTGCCGGGAAATG -TGGAATCTGGCCCAGCCACCAAGCGCTGGGCGCATTAATTTTTATTAGCG -CAGCTTGTGCTCTAATGGCCAAAGCGATTAGAAAGAGGAAAGTGGGTTGC -TGAAGTGTCCCATTCGGTTTGGTTAGATGGGCATTTGGCAGGCATAAATC -AGAGAAGGGGTCTTGCTCACTCTTAAACGTGCTGGTTCTTTCAGATATAT -TAACCACCTCATCTCTTAATAATTAAAACGCGACCTTTTCCGTGCCAGTC -TATTCTTTTCTAAAAGCCTTGATTTCATTTACAGAGTATTCGATGTTCAG -TGCGTCCTTTCATTATGCTGTTTTTAATTAGTCGAAGAAACGGCAGGAAA -TGAAACTTTCTCCTCAAACTTCGCAGCAGAGCATGCCAGAAAGCGAACAg -aacggagcagagcagTCAAGCATTTAATTAAAAGTGTAGTATGTAAAAAA -GATACTTTAGAAAAACAAACTCTTCACAGTTTCCTTGAACTAGATTCTGA -AATGCGTGGGCGAAGGGAAAGAGGCACGCCGCCTTTGCTTGGCCTAATTG -ACTGAGATTGATTTTACCAGCAGCAGCCTGAGCTCTCAAATTAGCCAAAT -TAGTCGTAAAACGTGGAGGCTTTGACTCTGCAAGCCGAAGCAACCTATGC -AGCCACATCACCGCCCAGGCACGTCCACGACCACGTAGGGAACTCTAGCT -ACCTAACCGCACTCCCTACCGccctaccaccctTTTCCAATCCCACAAAC -GGCTGGGAGGAGCAGGAGGGAGGGGGAGCTTTTCACGTTGTGCAAATTAA -AACAATGAAAATTTAATGAGCCAAGTTTTCCTCTCGTGCAAGAAGTTTCC -TTCTTTGACCAGCATCGGACGCCTGCAATAAACAGGCGGTGCGGATAGTA -GTTTAATCCCCGTGTAAGCCTCAACGAACATTGTGTAAACTTCACTCATC -TGCCGTCCATGTGGCCATAAATATTATTTGAAGATGTCGCTCCTGCGCTG -GACTAAAACAAGGTAACATGTTAACTTGAACAAACACAGATATGGATGTA -AATCAGTGATTGAATATCAAGTTATTATCCTGGGAAGCAGATGTTGATTG -TTCTATTTACATTTTTCTGCCACCTCAAGTGCAATTCAACGGTTTCCCCA -CAATTAGAATCCCTGTCAGCGGCCCAAACTAGGTGTACCTCCCACTAAGT -GGAGTAGAGGAGAAGTAATCGTAATCGATGCACAAAATCGAATAATTCTG -TGGGTCCTCCCACACGCAAAAGTCTCTGTGCCCCAAAACAACTCCTTTCC -AGCTGGGCGGCAGCCACCATTCGAGTCAAGTGCTGCCCAAAGCGGCTATC -AACATTTTTGCTAGACAATTTGGCAACAGAAACAATAAAAATATAATTGC -CACACTCGAGCTTAAAATGCGAGCGGGCTTTTCCTTTTGCAGACTCTAAG -CGAGCAAAATAAAATACGAGGGAAAAGTACCAGAATAAAATCACAGCAGC -CAGTGGGCGGGAAATCGGGGGCTGTGGAAAATCGAGGATGGACGAGAAAA -TGGAAAGTGAGAGGAGCTGATAGCTTGATTGGATTTTCCAGACTATCCGT -GACTGCGAGTAAGGGGCTCTACTTGAAGTACTATTCCTTAAGGAGCATTT -TAAATGAATTACAATGAATATTAAACTTGTTAAGATGTTTGGGGTATAAT -GGGGTATGAGGTTGGGCTTACTAACTAAAATCATTAAATGTGTGCTAAGA -CAACAACAATTTTTAACCGaaaacattaacaatttttaaccaaaaCATAC -CAATGCTCGGGTTGTACTAAGCTCGTTTGGGATTAACTGATTTTTATACG -CTGCTATTTGTTTGATATGGTGTACACCATTGATGACGACAGACAAGTAG -CTTGTAGTCGCGTCCTTGTCCTGACCATTGAAATTAAAGCCCACAATGAC -CAACacacaccagcgcacacacacacactcacacacacacatGGGAGCAC -GggggaaaaaaaCGTTTAGCTTTTGTAAATAACTCCTGAAATTTATCGAT -TTTTGTCTGTTTGTTTTGGCCGGGTCCTCAGGAACTGAGCAACCGGTGAG -ACCGACATTTTCCTTTGGAAATATGTACATATAAGCACACACTTATTTTA -TATTGATGTAAaggttttttaaaaaattACGTTTTTAATGGCTGGCATTC -CTTTCAGTCCTCAAAAAAATAAAAGGACAGAACAAAAACCGAAAACCCAT -GTACGTGTGAAAATTCAATTTGCGCGCTTGGTAATGCGGCAACAAAGTAC -AAATTGAAATCAAAGTACGGCAGACTGCGTAAAAAatgaaattaaaTAAA -TTGCCATCAAATTGAAAGACAGAACTCACATGCACACGCACACCACACTT -CGGGATAACCGCAAATGCGTCGCGCGATGAAAATCGTCAAAaaaaaAGGC -ACAGATTAAATTAATTTTTCCCAATAATATTtttTTACCAACTAACCGTA -TGGCCACCGAGGAAGTCAGGTCTGGGCCGCAGCTGCCAGGCGCCGGGTGC -CCACAACAATGCGTTGACAGCGCGCAAGGATAACTGAGAGCACACTGAGC -GTATGAGCAATGCCGCAAAGGCGAGTCCTTCGTTGACTAGCTCACTGTCG -GactgactggtgcgtgaatgaatgaataAGACACGAAAAATCCAGTAAGA -GCACAGAGCTTTGCTATTTCAACCAACAAATACCCTGGAAATCCCATTTT -TGTGCTTTCTTTAGAGGGAAACAAATCGCTAAATGGAGCAGTCCTTGAAA -CAGTACAGTGTGGCTAAAAGTTTATAAtttataaTATTACCGTAAGTCTA -ATTATACAATATCAAATATACACATTGCACAACATTTTAAATATCAATCG -AGTACTTTTCAAACAATTGTTTTTTGATTTATGTTCAACCGGTTTTATTT -CGGTTTTATCAAGTCGAGCATATCCATTTTTCTGCGCGGTAAAACTACAA -ACACACTCCCCAAAGCGCCCATAAAGCAAGCAGAGTAAATTATGACTGTG -tgggtgagtgagtgGTGTATAAAACAACATTTAGTTTACAATGTTTTCAA -CGGGTGTGTGCTGTGTGTGCACGCCTGCAAGTGTTTGAGCTTGGCGCTAG -TGTTGgtgctGGTGTGTCTGAGTGCGTTTGCTCTTTGGTCCTTTGCATGA -CACACCAGCaccattaccaccacgccaccagcggcagtggcagtggcagt -agcaACTTTGGCACACAGGATACAGAACGAGGAAGGAACTGGCACACACA -TCCTTTCGATTGCTATCCAGCAGCGAGATGCGGCCAGCCCAACCAAATGG -ATGCGCTGATGCTCTGCTGAAGATCCGGCACGAAAACCGGACAAGGTCGT -GGTTCGCCGTCCGATTCAGTGGGGTGCGATAAGCCGATTTGAATGGCGGA -GCTCAAGAGCTTTGTGCGGATGCACTGAGTCATCGAAAATGTATTCGCGT -TTAATTACAATTTAAAAAGAATCAGCTAACCCTACACAGTGCTTAAACTG -TATAAATTTCGGGATAAACGAaataaaataaataaactgaaataaaataa -aCTTTTGGGTGGCAAGGATAAATACCGTATGGTATTGGATTCCTAAAATT -TCAGTATTTAGTAGAGCAATATTTTCAATTTTTAAATCACCTGAATTGTA -TGAGCTTTGGCCAAGTTTTGAACACAAATTATTAGTAATTTATGCTAAGC -CCACAACTAGTTAAAGGAGTCCCATCTTCAAAATACCTATCGAATTACGA -AAGCAAAACAGAAATAAGGGGCTTTTAGCGAGTAAACTACAAACGGCTGC -CAATCATTTTGCTCCCACTTCCACTTTTATTTCCATACGCATTACCGCAC -AAATCCACTCCATCAATCGGGCCCCAGTCATTGTCTCCTGCCCCACGTTC -CCTCTTATTGAGGCAATCAATATGCCCAACCATCGTGCACCGAGAGCAAA -AAGAGCACAAGTGTAAGACAAAGGATAtgtgtgtgcctgtgagagcacat -aaaaaCATGAGATATACTTGAAGCTACTTTTCGGCTAACGAGCATCGCAC -AGTCAACGTCTTTATTGTTGCCCAACTTGCGATTTCTTGCCTTCACTTGC -CCGGGTTTGAGGTTCTCTTGGGTTCTCAGGGAAATGGAAAATGGGAAGCC -GTAAAACCGAAACGCATCCTTAAGCCTGCAACATCAGCTGAAGCAGCGTG -TTCTCATCAAAATCACACAGAGCTCACGAGTATCCATCAAATGCAGCTTT -AATGTCTATATATTTTATAGCAGATTTTAAGCATTCAATTTCATGATATG -TCCATAAAAAGAAGTTCTACATGCATTCAAGAGGCGGCTCCCTGTAAAGT -AAAGGAGCCTGGTCCAAAAATTCCGAACTCCAATCGCGAACGATCGGCGA -GCGGGGGTGTCATCATTGGTGTCAGCAGCAATGTCCTCACTAGACGTTCA -TTGAACATTTCTGCTCCCCAAGACAAGGAAGGTAGAGTGTTGGAATGCGC -GCTCACCTCAAGCAAAAGTGGCCAGTACTAGTTGGGAATTATAGGAGCTG -CAAGCTCCTAATCAGCAAAcaaaaaaaaaaaaaaaaGCTGATCTAGCGAT -CGCGAATTTGCAGGAATTTCTAACTGGTTTCCAACGTATCCGGTTTTCCG -CGTAGGGGTAGggtagggatagggtaATTTCGAGTGCAACCCTTATCTCT -GGCAGATTTATGACAACGACTAGTTGAGAAATTCACAAACTACTCATTCG -GCTCTGATGCCTGGCGGGCGGCTCATGTTAATATGATTAATTTCCGTTTT -GGCGTCGTTTCGGATCCTAATCGGATTCGTCTCATAAATAAATAGGCAAT -TTCCTTTTAGTGAGAAACCTCAAGGACGATCGGAAGGAGCTGAAGTAAAA -TCACGAGGCTGAATAATTCAATTGGAAAAtggagtgcggaatacggaata -cgccttacacATTCATCCTGGCAAGGAGCCAGCTTCCTCTTCCCAGGCAC -TGTGACATGTGTCTCTGCTTCTGACTGCCGCTTTTGTCTCTAATATTTAG -GAGCTCCGAACGGAGGACTCACTAGCATTTTCCGTTCACATTGTGACAAT -TTCGTTTAGTCATCTTCGGAACTGACTGGCTGACTATCTGCCAACTTACG -AGGCAAATGGCTAGGGAAAGTGAAAAGTCTGGTGAGGCAATTGAGAGGCG -GCATCATGTAAATGGTGATGATTACTGCTCCGGGCTGTGGATGCCTGTGG -GTGATTGATTCTCATCGGATTTGCCGCCCTACTCTGCAGATTGAATATGT -CAACAGAAATGGGAGAAACCAAACTGGAAATGAAAATCGCTTAGCAGATT -TGTCTTTTGTTGGCAAGGGAAATATTGCATACACTAAAATATCGTTTGTA -AATAAAGTGTAATAAGCGATTTACACTCTACTTTTGACTTCCTTCTAAAA -ATtaaaaattgtttattatttatAACATTATTGAAATTACAATTCAGCAT -TGATTCATATCTGCATCCCCCGAAAGTaaagcaaattaaattaaatACTT -AAAGCTATAGCTTTATAACTTAAAAATTCCAAGCTCTCAGCTCAGATATA -ACCGAATTCCCTAATGAAATTGAGCGTTCGCTTTAAAGTGCCCAGGAAAG -AGTCGGGCCAGCAATAAAACAAAAAGTGAACAAATTGTTAACCCAATTTC -GAGTGACGTTTCCCCAATGTCTAAGCGCTCTTCGGCCCACCCACTCGTGT -GGAAGGGAGGgtggtagggaggTAAAGGACAACAACCAGGACCAGGGATG -ACCTTCAGGCTTCCAGTATCTGGCGGCGGCGTTCGCCTCGAAATAAACTG -CACTTCTCGGGCTTCGGGCGAACCCGTGGAGAGCATGGCGTGAAATAAAG -TCGACAGCTCCCAAGTTCACAGAAAGATTCAGGCAGCAAATTATGCTGTG -CATTTTGCAAACTTTATGAGGCAGCTTCAAAGGGGGGATGGGAGAATCAA -GGGAAATATAGTGAATGTCGTGTCAGCGGGCGGGGCACAATTATTTATGA -GCAGCCATGGACCAAAGTCTACGAAGAAGCCCTTTGAGCTTCATTAGGTT -TGACCTTTTCTGACCGAGATTGCTTCTCTGCGTTCTTTCCGAAATGATTA -TTGTTCCTGTCGTCATTTCCCTACTCTTTTTTATTGGAAAAACAAATGTA -GCGTTAATTCTGTGCCGTTCGAAAAGGAAATGTCATCAGGACAATCATCA -GTGTGTGGTCAATGgtcaaTGTCCTGCTTGGTGTCCGTGAATAATATGAG -CATTTGTTCGAGGAATTCGGCCCATTTGGCTGTAATCGAATCATTAGTAT -TTACCAAAATTAATAATCGCAGGAGGGCATCTTGAACATGTCATTAGCCG -TTTCCCTTTTCGATTCTGATCAATTGAGTTTAATGAATAATTGATTCGGG -CACTACAAAAGTAGCCTTACCACCTATGCACATACACATGATATATTTGT -TTTGTACAAATGTTATTATTGCAATATCTACACACAGAAATTGTGTATTG -TACGTATGTACATATATAGCATATATTTTAACAAAACGTTTGCACTTGTG -TACAGAAAAAGGCACTTCAAATTGAAGCATGATTAATAATTTAAATGACT -TTGCTGTTCTGTGAGAGCTTTAACACTTTTTAAGTTTTCATGTTCGGGCT -GTGAGTAAAATTTaaatatagaaatacgacgtagaggtaaaattaaattt -aaTTACTGCAATTGGCTGTTTCCTCTTAGGTAATTATATGCTAATTTCAA -ATAATGTATAAAGAAAATCGATAGATTTGTACTAAATAAATTCCGGTTCA -TATTAATACCACGTTTTAAATGTTCCTTTAAAATATCAAGCGCCACTCAG -CCCATTAAAACATCGTTTTGACGGTCTCAAGCTTTTAATGCAAAGCACAA -TCAATCTGACAATCAAGTTGAATGCTGCCGAGAGCCGGAAAATTGCCAGC -TCAATTTACACAAAAAAATCCAGAGACCGCAACCGCTTAATAACTCGCTG -TGACCAAACATGAAAATCGAAAAAGTTGTGACAAAAGTATTTGCCAAATG -TTTGCAATAAAGTTCAAGGGGAAACTTCCTGTGACGGATTCCATGGCATA -CTTTTCAGGGCTCTCTGGGGCCACTTTGGGCCTGGCCCACCACTCATTAC -CGGTGAGGTGGAAATACAAGTAACATGAATAGGTAGATCCCACTGGAAAG -ATAACTCACGTCTTATGCCCCAATCCATCATCTTGGAGACTTCCCGCGAC -GATCTCTTCgttgatgattactactactactactatTTCTAATTGGACCA -CATAGACTGACTCCTGCTTGTCGGGACAAAATCACTTTGCTAGTACACAG -CGAATTCAATTGAACGGCTTCTAATTTTGACAATTTTCTGTATGCATGGT -GGGCGAGGGAGAAGGAGGAGCGTCGGCACCCGACGATGGGCGCCCAGCCA -TTACCCTGCCATCGTTTTATCTTTGGGAAAAACTGTTGCCGCCGTCGCTG -GTTGCCGGTGAACTTTTCTCGCCTCAATACAACTGCGATGTGTCGCGGAT -TTTCCGAAAGCGCAGCGTCGTGCTTTCCCGAGCAGCATTACTTCATGACT -GAAACTGGCGCTGGATGTGAACCCATTGCCTTCGCTATTGCCCCAAACAC -AATGCGGAATATACGGAATTCGGCTTTTTGTCGGAAAACTCTGTCGGCCA -TCGGCATCGGCAACACGGTTTGAGTGTGTCCAGAGAGAATAAAACTTGGG -ACCGAAAGTCGCAACAACAATAGACCATTGGGGAAACCCTCAACAGGGTT -GTCTGAATTTAACGCAAGTTTACTTTCCAAAAACTCTCACTTGAAAGCAT -TGAGTATATTTTTGAATCAAAACTGTCACTGAGCCATTTTTTCGAGTGCA -TAAGCGTCTGTCTGCGTGAGTCCTTCGGCGTGTAACTGTGAAGTGCACGG -CTTAGATAATGGACAATGGGATGCGTGTTGGGGGGGAATCCCCATTACGC -CCAATCCCCCAACCTTTGCTCACCACCTTTGCCACTTGTATCGGCAGTAG -GTCGACATTGCAAAGGACGCTGACAGCGGGTGGAAAAACAACAATAACAT -GAATCAACAGAAGCGAACCACAACCAACAACAGTCAAATCCACCAGGCTA -CAAAGAATTTCACTTAAGGGCGTTGTTGCAGGAATCCATTCTTTAATTAA -TCTCTTACCATAACAAAATCCCATTGCTAGAACTTAACTTAGCTTTAGTA -GGTCCCAAACTCCAATTATCGATGCTGCACCGTACATCGAATTTGTAAAG -AAAGCACAATTGATTCTCCCATTGGTAAACATTTAAGTCGCCAAGACTGT -GGGATTCGAGGTGGTCAGGCCGTTATTCCTGTTGTCGACCCACAAAAGGT -ATGCCATTATCCTTGACAGGACGAACCTACGGAAGGGAAATAGACGCATG -CCAGAGACACCAAAACAAGTCGAAAAGGATGGAATGGGTTAAGTCACCCT -GGAACCAGGAAACTCCCCACAGACACGCAAAAAGGAACGTGCTACAACCT -CAAAGTGAGCAATAAAATTTGATAAACGTCCGTTCATGACGAGCACTTGT -GAATAATCTTCATAATAGGTTAAATTAAATATTCCTTACAAATTCACTCA -AGTTAATTTATTCTCTGTAAACATAAATTAATAACCAGTAagtaattaat -tCCATAAACAGTCCAGTTTGTATCAATTTTTCACATGTatgtatgtaggt -aTATTTCAAGGATCTATTCTCATATGTGGTATTGAGCTTTTTGCTAAATA -AttattattgttatttttattgtcatCACCCAGTGTGACAAGGAAGCCCA -GACAAACAAAATGGAAATTAAATCGAAAGCGAAACTCAAAACGATAAAAC -CGAGCCACAAAGGATATGAGCGAGATAGACTCAACAACAGAGAGTCCAGT -TTCCAATTTCTCTTTTAGCAATAGACATCGAAAGTGAATTAAGAGAATGT -AATGGCCGACTTCTGGCTAAAGAGAAATCCAGCATCACATCGTCAAAGGC -ATCAATATATGGCTGATACAATGGCTAAAGTACACAACAACGGGAAACAC -TTTAGGACGTTGGCGGAAATTAAGTTATGGAGAACGAAGTATTTTCAACA -ACCAGTCGCACGTGTTCTGTTTATCTGGAAAAAAAGTGCATTACGAAATT -TTAAAAGGTGGGGACGTTACATCTCACATAGTGATAAGAACGTTAACGAA -ATAGCCCACACGGCTCTTGCCCCTCGTTGTATGTGGACCCACATTGATTG -CCCCCCAAAAAGACccaaaTAAACCATAATCTACGGCGGTAAACAATTCA -CCCGCTCTTTTTAACTAAACTTTCGTTGCGTTACACTAACACACACAACT -AGGCAGCAGGGAAAACGCAACCAACAATTAGCAAAGCCAAAAGGCGACGT -CAGCTTACAACAATGCGAGTAAAGTGCGGTCGTTATTTACATTTTACACC -TCTCGAATGGCCCAGGGGACTTTGAAGAGAGACAGGCATAGAAACAGAAA -AGGAGAGCACGAGAAGCACACTCATGTAGCTGTCAAGGGGTTTGGATAGT -TCGCATCCCAAAACCAACGCCAAGCAACAGGGACTCCCGAAAAGGATCCC -TGCCAATGTCATCATCATAAGCAATTAGGGTTGGGCTGAGTTGTGAGTTA -CACTGACGAACAACAAAAGCACTAAATAGAGATGTATATGAATTTTTGAT -CACTTCAGCAATATTTTACCTTTTGCAGAATGATATATTTACACATATGT -CGTTTTCTTAAACTGCTCGAATGTGCTTAAAAAACTAAAAATCTTAACGT -TTAGCAAGTGTTTAGAATGTTTCCATAACAGCTATGGATTATAAACTTCC -GATAAGACCTATTTTAAAAAGATAGGTCCGTTTACTAAGTTCCATTCCGA -TAACTTTACGTCTGATCGTCCCTGTCTAATCGTGCTGGTCAAGATATATA -TAGTTTGTATTCTGGTTAAAACTATAATACCCTTCGCAGGAATTGACAGA -TATTAAAAACTTAATTCAATGTTCTAAAATACACAATTCACCTCATTAGT -CCTTTGATTATTGTCCCTGCTAACATGGTTGATGCATACGCTAAATGCTT -TGCCCCGCGAATATGAAGGAAAGTTTCCGACCGTATAAGGCTAAGGCTCA -TAAGCTATATCTCTAGGTAAGTCGGCTAGTGTCTGCATGAACATGGAGTT -TTGTAAGAGCGTTTTAAAGTAAGTAATTAAAGTTGCTAGTTCTTCATGCG -TAATTGAATTGCATTGATGTTTGGCTTCTTAACACGGATTGGTTAAGTTT -GAAACGGCTTCCATTGACGCCAAGTTTTGAATTTAGTTTGAAAAGAACTT -TGAAtttaTTTgaactatgaacttatgtgaCTTCAATAAATGTAAACATA -TTTAacttATGTGAAGCTAAATGTGTATATGTATATTATGCACTTACGTA -GTTTCTCACAAACATTGTCTCTCATCCTATATATAGCTTATAGACTTATA -TTCTTATGATGAAACTTTTATTCAATAAATGCTTTTCATTGAAAAAAATT -TGTTTCTAATACCAATTCAAACTGGAGAAATACCTCCGGGCGAAAAAACT -CCGTCGCGACGATAATAAATGCCAACCGATACTGAGCCACACAGAATTTA -TGAAATACCAAAATATAAACAGTCAACGTGCTTTTTTTGTtgcctttctt -gttgcTGTCATTCAGTTTGTTTAACAAGTGAGTGAGGTAGCATAGTTATT -GATAAAACAAGGCTTACGCTATGCCAGTATTGCGTGAATATTTATGGATT -AGGTGGCACGAAAGAAAATTGATTTTAAATGGTTGAAAATCAGGTAATAT -CAAAAGGCACTCACCTCGTGACGTCGGATGGTTCATCAGTATCGACAGCG -GGCACTCGTCgtcgtCGAGTATATATTCTGTTCCGTCGCTGTTGACCTGC -ATTTCGTAATGAAAAATATTAAACGGAGTTTTTTTAACACATAATTAAAG -GGATGCGATGCTAAGCCCTGAGGAGTATTAAACGTTACTGTACTTCCTTT -TGCAACTACAGGGTATTTGGTAATTATTATGATTTAAAAACTGGCAAATG -TCTTATAAATAAAACGTATTGCCAATTTCTTAAtaagaaaaaaGAAGAGC -CATAAGAATACATTATAACACAGTTGATTCAATCAGAAGATTACAAAGAT -CTTCAAGTAAAACATTTGATAACCCAAATTGGACTACAAAACTATACTCC -TTTAGTCCACAGCTTCACATTATTTTACTCATCGCACCTGAACCAGGCAA -TAGTGCAGGGGATCGGCCTTTTCTAGACCGTATTTTGTGAGCATTTCCCG -AACAACAGCCTGCGCACAATCCCGGATGGAAAGCAGCAGCGTCTTGTAGG -GCACGTCCTGACAGAGGCTCTCGCCGTAAATCTTCAACGTGCCACCGGTA -TCGGGACCACCATCCCTAGAACGGAACTGCTGCAGCTtcttctCGAGCTt -ctgctgccggcgccgccgcaTCACGGCCTCCGGGTTTGAGATCGATCGGG -TGAACGAGGTTTCTGGTAGTTCCGTGTACAGTTTTCCTGCCACTGCATCG -CTGCTGTCGCCTCCAGTTCCACCGGCGTTTCCATTCATGTGGGCAGATCC -CGAGGATGCTCCAACACCATTTCCCAAGCCCAGATGACTGCCATTCGAGG -TGGGCGGATCAGAGCTCAGCTTTGCCATCTTCTCctttttcttctgctcc -tttttctctcgcTTCGAAAGTTTTCTCTTAAAGTTTAGATCTGTCTGCTC -GATGGGCTGTATATGGTAATATTAATATATAAATTatatattGAATAAAT -CTTGGTGTAAATGATTTGAAATTACTCACAGTGGTCTTTTGGTCTATGTT -CTTGAGCAGGAATCGACCTTCGCGATCGTCAATATGCCAATTCAGCTGCA -CCAGCAGTGGCTTCTCGTCGGCATTGAGACGACGCTCCTCGCCATTGGCG -TGCACTTCGTAAAGGGCGTAGTTGGGCACGGATAGCATCCGCATATCGGG -ACGGAATTTCTCAATGAGTGTGTCTAAAGAAAATAAATAGTGGCATTACG -ATACATTTATTTTAATATAAGTAAAACCAAAGAACACTCCTTTGAAAATC -AGTTTATATTCTGAGTGTAAGCAATAAAAGAAGCTTCCAATCTTCAACAT -GAACTATATTTTCAAGGATTTTCCACCTTTTTTATAATTAAACGTTAAAA -ATTGCTCAAAACCCCATACCTATGACATCTGTGACAGTGGCATCGGAAGC -CACGCGAATGCATTTGGTGGCCACTTTCTGGCCAGCATCTTGGAAGTAGA -AGCGCATAACGCCATGGAAGAGCAGGTTCTGCAGTTAGAACAATTAAAAT -GCCAATTAAGTGAACCTACTTATTTATTCATAAAGTAACTTACCTCGTCT -GGCTCGGAGAGAGCAAATAGATCCAATCGATTGGCATTCCATTGCTGTAT -CACTGAGCGTACTGCCTCGCGATCCAACATCTTCTTATCATGTGACATAC -TGTACAGGTTGGGGAAAGTCTCGTCTCAGTTCTGGAAGAATAGATCGTGT -TGTGACTCCAGTGTGACGTCGTTTGGGCCTCGTTTTGTTGGGGCTATGAA -CTATCTGTAAACAATAAAGCATACATTTTAGATAAAATTAGATTCTGGGT -TTACAACTTCCATGAAAGCATCGTAAACGAAGGCGGAATCAGAAGCGCAA -AGTAaaaagtaaaaagtTGGCGCAGATGTGGCAAACATGAACTTTTCGTT -GCCAAATATAAACACCAATGGATACAGAGGGCACAATACTACGAGGCAAT -GTAAATGTTCGTCTGTTTACCTACAAACTATGATGAGGAAATAAAAAATA -TTTTGGATGTGAACTGTGAACTACATTTGACGAAAGACATTTTAGTCCAT -AGTATGGTTCATCGACTTGGCTAGTGATGATGTTTAAAAAAATCAATATA -GTGGATAATAATATAGGGTAATAAATGAAAGGTTCAAATTAAAATGAATA -TTCAAAATTGGTATGAACAACATCACAGAGTAAGTAAACCTGTGCTTTCT -TCACCCAACTTTCAGTAATGATAAATAGAAAATACCGTTTCGATTTATGA -TCGGTCGGGCTAACATATAGCCAATTGAAAGTTCCATTACATGATCATAT -CTAATCAGAATTTCCCACACCAGCTTTCTGCGCTCAGCGACCCTAAACAA -ATAACTTCATCAAAGCAGAAAATTTCAGGGCATTTGTACAAATAACCCGA -AGACGTTATTTAGGGCGTGTTCTCTGGTTGGTTTGTGACGGTTGGAAGGA -AACATTCAGAGTTCAGCAAAGTTATTCCGAAGCGAAGTGATGTCAAAGAG -CGGAACTATGCCTGAACTAAATTATTCCAACCCTCTTTCCCCTTTCAGTT -CTTTTAACTTTTTGCTACTATCTGCTGGCATTATATTCCCCCCACTTCTG -GTTCTTTTTCTATGTTTTTGTTCCGTCTTATATAGGCATTTTTATAATAA -CCGTCAGAAGTTCCGCATGGCGGAACACGTCGTTTGTGCACTGAAACTTG -TCGATTTACAGACCACTCGCTCTATAAGCAGGCCTACAGAATGGTAACCG -TTTAAGTAAAGCTATTTCATCAATTTCCGCGAGGGAGTTCGTCGTCAGCT -GAAATTGCATTTCGCAATGTTTCTGGTGCTTCTAGAGTTTTCATTGAAGG -TGTGTGCAGAGACGTGTCCTCGGTGCATTCACGCATAGCCGAAAAAGGGT -TGCGTTTAAGTGTTTGGGTATATTTCGTTGTCCGTTTCCAAAACTGCATT -TTAATGGTTGCTAAGGCATCTATAGTTGTTTTCAGGGTTGATTCGGCAAT -AAGGGGAAGGGTTGTGTCAATATAGGAATTTACTATTCTAGAGGGAAGTT -CAAATGCTTCCAAACTGTATTCGGAAACAAAAAAATAATTTCACAAAATG -AGCTTAATGTAATATTGATTGGTTAATCATCTTTACCGAAATATACCTTT -GTTAATTCAAGAGATAAGATAAGCAAATTGTATGCTTATTTTATAGGTAA -CTTATTATTCTGCTGGTAAATATAAATTTCGTTTCGTAGGTTTGAATTGA -ATTTTAAACATTCTCCTGTTTCTTTCATTATTGTGCAGTGTTCCCATATC -AAGCACCTTATCTAAATTTTTCATAGTTAAACAATTAGATAATATATTCA -TTATCTTGTCACAAATAACATTTTCCTGACAAGTTATACGAAATGAGGAG -GATGAGAAACAAATAATCAGTTCCAACTGAGGGACAAACAAATTGCTCCT -ATAAGTAGGGGGGTGGCTTTTTCAGTTAAGaagaagaagaagaaACTAAC -TACATAATCGCTGAACAACATTATTAAAAAGACATAAAGGTGACATTTCa -tgaaggtgggatttCTGTGCTACCGATTTGGTAAGAAAAATGCCGTCGAA -AAGATCGCGAGAGTCGAGATAATAAATAAAAAAACGAGTCAGAAAATCGC -AGGGAAATACAAGTGTCGCTTGATGGCTAAAAAGAGCAAAACTGTGAGAA -GGCTAAAAGAGAAGTACCGCAATACAACGCGAATGAGCAAAACAAAGCCC -ATCAACAGAAGGAGAGGTGAATGTACGAAGACAACAAACTACAAAACCCA -GATACATTTACATCCCCAGATCCAGAAAGAGCTTAGGGTTAAGATAGCAG -CAGACCATTAAATGTTAAATAATATTATAAATGCTTGTATGGAGATCAAT -GATTAAAGCCTCTGATGCTTCATAGCAAAAGAAATTTTTAATGAACAGTA -TCTTTTGCATTACTACTTTTTAAATGCTACCACTTCAGCGAATTTTCGGA -TACAGATGCAAAGTTTCTGAGAAGCTCCAAGCCTCACGAAGCGGGTCTGG -GACATGTAAAATTGTTGCTGGCCTAGGCATAACTAAAAGTTTTTTTCTCT -CGCTGCTTTTCGTTTTTTATGCAGCTGTCGCTTTGGCACCTGCAGCGCGG -CAATAGACCCACCTTACATGACTTGCGCCTCCCCTTcgacgccccttcgC -CTACCAAAGTGCATGTTTGCGAAACTTGTTGCCGGTTGCAGTTTTCGCTG -AGTgtgtgtgtgcttttgtttctttgtgtTTCAATTAATTTCGGGGTCAG -TGGGTTTGTAAAACAAACGGAAACAGCCGGAGGATGGACAATTTTAAATA -TAGACGATGTGGGGAAATTGCTAATCTGCAGTTCCCGAAAAAAAGGAAAC -ACACGAATCATAGTCTGCACAAAAAAAGGAAGTCATGTATGTGCTGAAAA -ATAATATTGtaatattgtaatattgtaattAAGCGATTATTGTTAGAAAA -TACCTTGAGATATAAGACTAGTTACTTATGGAGACTAATTAGAATAAAAG -TAACTAACCGCGTTATTTGTAGTAGAAGGCTACAATGGACTCGTTAAATG -TAAAATCGTTTCCGACCCTAAAAATTAAAGTATATACATTTGTATGTTTA -TTCTTAGTCAAAATCAGTGGCCAAATGATCTGGCCAAGAAAATTGCCCGC -CTTTCtttttattttgtttgtcTTTTCAATTTCGAGATTCTTGAAAtcga -gatttttaaaatTTCTACCTCCCCCTCCATCTATCTGAGTAACGGGTATT -TGATAGTCGAGGAAATCGGCTAGAGCGATCTATCTAATGCATTTAACTCA -ATTTGTGGAAATTCAGGCACTATCGATACAAATTTTGTTATTCCTAGATC -AACTGGACAACTCTGGTGCCTGAATTTTAAATGTCCAAGTTACAAGTTAG -TCCGCTTAAATATAGTATGTCTAGAAATTTGGATTTCAGCTTTTTACGCA -AACGTTATGGAATTTAGACAAGTGACTGACATGACTTTATACCTCAATAA -ACAAGTCATCTCGCAGTTACACAAAAATCACACATTTTTAATTAGCCTAA -ATCTAGGTATGTGGTCGATAAGGAACATTTTGGCATTGCACTGAGATAAA -TAGGTTCATATTTCTTCGCTATAGCAACATACCATCTCCTGGGTTAAAAA -TAAACTTTAGTCACATAAACATACTTTTAAGTCGGAAATCCGACTACACA -GTTCTTTCCCGTCTTGTTTGCCTTTCGCTCGATTGCTCCTGCTAGCCCTT -TGCACCGCTCACATTGATCTGCCCTTTTGGGGCTTCCTACTTTCTGCTTC -TGACTTAGTTTTGCCTCTTAAAACGACATTATTTTTAACAGACAAAAATT -AAGAAAAGTATAAAAATTAATGCACTCTAGGGCAGCTTGGTAGCTTATAA -AGAAATAAGTTTTAAAATCGACAGTAAGTTTAGAAAAGGTTGTGGCGCCC -AACTATTTAACTGATGAAATTTGCTTATATGTGACGTTTTaaaaaaaaGA -GTGTTACATTTATATCTTAAAGACACTACTCAAACTCCGTATTAAAGATT -TTCATAAGGCACCGCTTTTAATGTTGGGACTTTCTAGCTTTTAAAAAGAA -GTGCTTACAGATTTATTGTGTCTTTAACTGTTGCTGGTACGTTATTGTTA -ATCTCTTGGCAAAAATACGAAAAAAGTTTTCCCCACCAGTGGGGAAGAAA -ACAATAAACCGCCAAACGGCTTCAAAAGGCATACCAACGTGGTTATTGAC -TCTTTTttttctctttgttgctgtttctgttattgttattattTGCTTAA -CGCTTTTTGCCtttggcttgggcttgTTGACCGTCGAACTGAGCCAGGAA -GCGAGCGATGAGACCCAAGAGGCCGAAACACACAAGTCCAAACACAACCA -CTATGAGTCAAGCTGGTTGTCATTGTGGTGGTTGAATTTTCTCCGCTGCT -GGGCCACGCTTAATTGGTTGATGGAATTGGGTTGAACGCAGTTCTTAATG -AGCTATGAATTGCTGCTAGACGGAGTGTGGCGGCGAGGGATCGACCGGCT -GAGTCAGCGTAGGTGTACAAGAGCACACAAAAATAGACAACGAGATCAGT -CTTATTCCATGGGAAGTTCTGGCGAAGTTACTGTTGGCATGACTAACCCT -TGGGAGTTGCAACTTAACAAAGAAAACCTATCACTATTAGAGATACCATC -ATGAAATCCTCACAAAATGATCAGTTTGACTGGGATCATGGATCATGATT -TCGTAATCGGATATTGGACTTTGATTTTAAATTCCGATTGCACATAAAAG -CTTAAATTAAGTGCCGCAGCAATCAAGATAAAAACAAAGATAAGCCAGAT -CACGATTAGATGACGTTTCCGTAGTATCAGTCAATAACCTGTTGCCTGGT -AAACAAAGCCGTTAGCGAAGCAGAAAACGTGGTCAAAGCATAGTAAATAT -TTGAACCAGTGTGGGCCAACTCCACTAATTAACGTACAAACAGAACGGAG -GCCTCAAAATGTCGCAGATACAAAGGCAAAATCAGATCATTATCATTCAT -AATAGCAGCATCGATAGAGTGGGAAAAGAAACCACAACAAGTGAAAGTTG -ATTAATAGTTTCCGCTTATGGTGAAGTGATTTCTTGATCACAATTTCAGT -GGTATTTTGTCTCACATTTTCTGTTTCCACACATACACCACAAttttttt -TCGCGTAATTAGCACAACGAGCACGCAACTCGTCTCGAAAATCGAATGAG -TAATGCATGCAAATAATAAATTAATAaaAGGGGaaagggaaAGAGGGTTC -TCCACCACATTTGTGcatttttgcatgtgcgcatAATCAAGTTATTCATT -GTTAAatatttatgaatatttgtgttcatattttctcttatTCATACGTA -CTGTGGGTATCGAAAGTACGTGGTGCTGGCAAAATGTATTTAGGTCATGG -TTATGAACAAAAATATGCCTTTTAATTTGATCATTTGGGGGATATGATTA -ATATTTAAGCACTTGATTCAAGATTGGATCTAAGCATTATGCTCTAGATG -GTATGTAACTCCGAGTTGCCCATTGCATGTTCTCACAAAAGAAACAGGCA -CTCCTTCCAAAGCAGAAATGTATGGAAAATTaattaattaagtatgcatg -gatCATCGTGTGGGGCGCAGCGCTATAGGTAGAGACTATGGATGATCTGG -CAAACATAATTATGACTTGCTGCATCTACAGAATGCAGATGATCCTAGGG -ATCTGAGGAATAGTTATCCGCATTGCCTAAGAATTGGTAAATCATAGCTA -ACCAAACGACGTAAAGATAAAGATATTTTAGTAGATACATTTTTTGAGTT -ATGGAGATGGTAAGTTGGTTCATACAAAAGCTGTTCTCCGCATACACTGA -TTACAACATCACCAGCTGAAATGTGCAGTAATATAGATTTTATGATTTTC -AAAATGGTTTGGACAAGTGAAAACAaacaaaagaaaagagaAATCATCTC -TCTGCGTAATTAAAAAGTGTGAAATGTTGCCGAATGGGAGAAAAATTTTC -CTCCCCGCTCGTCAGGTGTTAGGTGTGGTCCGAGCCGTCCTGTTTTTGGC -CAGCATTCGGTACACTAAGCCACCGCACATGTAATGGCCATAAGAAAATC -AAACATAATTGCAAAAGCCAGTATAAACAGTTAAGATGACGCACTCGGGC -TTTTAACTTGCCTCGAGCGTGGTTATATCTGATGTTGCCATTTTGCATGT -CGTTGAGTTTGTTGTGACTGCCGGTGCCTAATTAGGCCAGGAAGCAATTA -ACCGGTTAACAGACGCGACTGCCAGCGCTTTGTTTACTGCATCCGATGTG -CAGAGTGACGTACAGTGCGCGACACAAGTGTAGGCCAGTTATCTCGAATT -ACTATAAGTTTCATAAACTTTTTAAAGTACAAGTCCCCTGAAATTGGTAA -TTCAAAGAAAAGCCACTCTCGCAATCACAGAACTTTAAGCAGGCACTGTC -TTAAGGCTTTGAACCGCACTGTGCAGACTCATTCTCTACGTGAAGTAAGT -CAGCTATGGGTGCATATTTAATGTGGGAAAATAATGCCGGGGCGTTGCTC -GCTTTGAAGTCGCTGATTGCCAGCATCTGGGGAATAGGTAAAGTAGCAAC -AATTGCGGTTGCTAAATGATCGTGTACTTACTTCTAATGGCAAATTTTTC -TGAACGACTCAGAGACATATTTCTGGGCGTACTTCTTGGAATTTGAAACT -TTCACTCGACCGAACAACGCCCATAAAAGATAAACACGATATAtgtatgt -aggaaggcatagataCAAACTACGAGGCATGAAGAGGAGACAATAAAGAC -GACgacgataaagacgcagacgacatcgACAATTGACAATTTGCAGTGTA -ATTCCAATTATCGTGAAAAATGTCTAGTGTCGAGAAAGGAAATAATACGC -ATAAAAGTGGAAAGGGAAATTGTTTTACAATCTTTCGCCAACTTTCTAGG -ATGGGATTCGATTGCAGATATCAGCTTAACGATAGATATAGATcgttaga -tatagatcgttTCAAGCCAACTCAAATcaaacTCaaAAATAAAATATTTT -TCCATAATATAGTGCATTCTATGAATACCAGCCATGTTCCATTCTTCAAT -CCGGTCCTGGGTCTAGTTTCACCCATAAGCAATTTCGATCGATGAGTTTC -AGCTTTGAATATTGTAATCCAGACGCATTATGAATTTCCCAACAGTCCCA -CAGTTGCAAGCCGAGTTGCTGGGGAATCTTAATTAAATGCCATAAACAAT -TTGTAAGCCGGTCGCTTGGCAAATCACCAACAAACGCAAGCCGTCATGTC -ACTCATAAATGCAGATATATTGTGGAAGAGAATCGGGGAGCACggtgcac -ggtgcacggtgcaagatgcacggggcacgggggtcgggAAGATACGCCTA -ATCACAACCGGTTGGCTATGTGTAATGCCACATGGATCCGGTGATTGGCA -TGTCAATTTATTAATCGTACTGCGTTGTCCATTGCGCAGGCGCAGCTGTC -AACTGCCAGCAATTGCAATTCACTTATCTGAGTTTGGGCAATTAATGTAG -TTTGGGTCATTTCGAGTTGCGCTCTCTCAAGACACTCCCTTTCATTCAAA -CTCTTTTCAAATGTCTCTGACCTCGTTGACCTGCGCCTGGTTAATGGAAA -TTACGTAGCCTGGCAATTAACATTCAATTTACATTTGTAAGCCTTCACTT -TTATTCGACCCCTCTGAACAGATTTGAGACTTTCCCTACTTCTGAATATA -CGAAGTGAATCAGTGTAGTAATCCAATTACATTGTATTACAaaaaaaagg -aatttaaattttgtttTAGATAGTTGCTATGTACTTGCTAAAAGTTGAGC -ACATCTTCTTGCTTTTCAGTTTAATGAGTTATATCATGATTTTATCAGAT -ATGTTCGAGCACATTTCATTTTAATTGTAACATCGCTTTTAGCGCCAACT -TTCGACTATTACGCGAAATGATGAAAGTCAAGTAGGGCCGAGAAAACAAC -CAGAGTGTGGATAAATTGAACATCTACTGATGGCGTCCCATAAAATCCTC -GACAAGATCTTACATCTTTGTAATTGCGAAAAAGCCGCAACTGAGGTAGT -AGGGCGTTGAAGTTGCAGCTGTTAAAACAGGGAGGAGACAAGGGTAAAAG -ACCGCCGCTAGATGAAAACCAAAACAAATAGCTGGTAATCAGCTGTCGCG -GCTCAGAGACGGACAAATAATTAGTTTCAATGAGGCGGTGGTACTTGAAA -AAACAGAGGAGCATTTTCGGGCAAAGTTTTAGATATTCACCCAAACagac -aggcaggcaaatagacggacagacgtaatgacagaccGTCGCAGACACAT -TAAGACTCCATTATGCATTCATTTGGGTGCGCAATGAGACAGTCGGAGAA -GTCTGAGTGCCTGCGAAGCCCATCCTGCTCGAATCATGAAAGGAAATCGG -TAATCCCCCATACAAAAGGCGCTGACATAACTGAAACATTACCGAATTCC -GCATAATCTCCGAGCCACGAAAAATCGTCATCCGATGTTGTCTCTCGACT -TTGAAGTGCCACTGTTTGCAATCTATTTTCTATTTTTGCAGCTATTACTT -TCATAGCTGAAAATGAATCCAACAAAAAAAAGTTATTGTATTTTAACTTT -CATGTTTGACAGTTAAAGAGAAACAATACGATCCCATAAATCCTCCTAAT -CATATTTCCGAATAATCCGCTCAAGTATTTCGTACCCTCAAAATAAAAGT -ATCTCGAAAACCGAGTACTGTGCCAAACTTGTTGCCAAGCGCACTCTGAT -GGTATTTCCCGGTGTGTTTACGTCAGGGGTGGAATTGTGTTGCACCAACA -CCCCTCATAcatacatatgtatgtatataCCACGGCGGATTCGAGAGCAT -TCCCGATTCccatattcccatattcccatagagacaaaGGGGCTAACAGT -CCAGACCAGGTAACAGAATCAAGATCATGCAAAGCAGGTAGCTAGCTAAA -AGCAACACACGCACACGTTTCAAATCACCAAGCCTCGAAATAAGAGATAT -AAAAAGGATCACAAGGATACACTGCAAGAAATAAGTGTGATCTATAAGAA -TGAATTTCATTCAAAAACGTTTTCAATTCTTCCGTCCTACTTTTCGCATT -GGTTTTAAATCGTAAGCGAGTATTGATTCTTAGAAAATTCTTTATTGCTC -CAATTGCCATACCGAAAATGCATTTACATGAACCCTGCTTCACCCTGCTC -CCAGTTCAAGTTTGAGCCAAATGTTCTCAGTGTATAAACCGGGGGAGAGA -GCTGTGCACTAGCCCAGAACGTGGTTGGAAAACAGTTTTCCCCTACGATT -TACATCAATTGACAATTCCAGGCTCGGGGTTCATTCAAACCGCGAGGGAA -AGGTAGAAAAAGTACAGTCAGTTCGTGGAGGACTGCCCTTTGTTGCACCT -CTATGTACCTATTCGGTTtgtcgcacttCTGTCCATCAATTGCAAGGGTC -GCCTGTCAATCAGCGGCGAGAAGAAAAGTGCCAGGAGAATGCAATGGCAC -TCCTTGGGCTGGAAAGGCAAAGTCAACGAGTTCTGCGATGTAGGCTAATG -CATCTCCATTGTTTTGCACCCATGTTCCAATGTCGGGCTATTATGCGATA -GGAATGCATGAGCGCTTGTTGTGTCGGGGTTGACTTCTGGTGGCGATGCA -GATTATCACGGCTAGACGTTTCCATTAGGCCAACTGACAGATGACATGTA -ATAGAGGAAGAATGTCTGCGGTGGAGATTCCTCCGCAGAGGAACATCAGA -TGACAGAAATATTTCAATGATCGCGATTTGGAGGAAGAGCACTGCCGCAG -TGCCCTTATGGATGATGTTGACGGATTGGCCTGACTTTAAAGTTTATTTT -GAGATAGCGACAAAGTAGAGTCAGCACAATATCACATGATATGCAAATAA -ATCTGCCTACACTTTTATTGGCAAGGCCATAAGCGATCTGATGGTTCTCG -ATAGTTTCATTCTGAAAGCAAATTGCTTCCCCCCACAATTCCTTTCTGAA -TTGTGTAACTAGAGTGGATAATGTGCTGTAACTCAAGCCGCTACTATGCT -TCTATGGGAAGTTCCTGCATGCAATTCACGGGCGTTGGTCGCTCTGCAAT -AACAACAACTCACTCGCCAAAATAACAAAGGCACAATTCCGAACAGAAAA -AGAGCACGCTGCATAAACGGCAGCAAAAAGCACACAAAACCAAAATAAAA -TCACGGTCAGGCGGAGAAGAAAACGAGTTTCTTAGCCGATCGATCGGGCG -AGTGAGCCATAGCCCACTACTTGGCTGGTTGGCGCGGCATTCGATTTGCA -AAACGGGTTTGCGCACGTTTCAGCTTCAAAGGGGCGGAATCGAACGCGGC -CCAGAGGTGGTCGTGGCCGACCCGCACACAACCGATCAGCGGTAAACTTT -GCATAGTCACAGTTTTATTTGAGAATCATATTTGTGATTTTGGAATAACA -ATTAAGGATTGCAAACATGGGATCTTGATTCTGGTCACTATGAATTGAGA -TGAGACTACCATGGACTACCCACCAAATGTCCCAAAACAGCATTAACTTA -GTGCCAAACATGAAGTTCGTAGATTATAAAATAACACAACTCTGTTTTCC -TACTCCTAAGCTTCATTTCCCGTTTTTAAGATTCTTAATTGTTTATATTT -TCATACTTCAAAGCTTATTCGATTTCTATTCTCGTTACGAGATAACATCA -TTATCATTGCAGTTTTCATTAAATTAATTACTTTTTCCACACGTAAATTA -TGCCAACGCCTTCTCCGCTTAAAAAGCTAATGTTTATGATTTCCTGGAAT -TGCCATTAGCACATCCACATGATCTTTGATTACGCATAATATCCGAGCCG -TAAGAAAACAACTCCAAAACAGCTGCACGGACAAAAGCTCCGGTTTCCAG -TTAAAACTCCCCCAAAAATAGCAAGAAACCAACTAAAAATCTGCTCAAAG -CGAATCCGCCGGCCACAACCCCAAAAGTATTTCTGGAGCGCCGAAAGCAA -AAGTAAACAAATGGCGGGGAAGACGGCGGGCAGCGTGCGAACACAAAGCC -ACAGCCCAAAATAAACATTTTGCATTCGGAAACCGAGAATCGCAAAGGAG -TCCAATTACCCGCCAAGCGGCGAATGAGAAAATGGCAAATAGACGCAAAT -AACAGCTCGGTGGGGAGTGTGGGAGGGGCAGtgggcggttgggggattgt -ggggctgttggggcgttAGATTGCAGCTGAGCCAGAAGACTGAGAATGCA -GACCTAGCCAAGAAAGAAACCTGGCTAATTCGGGCATTGAGTGCCCACCT -CCCacacagagaaaaaaGCTATCGACATTTGTAATCAGTTTTTAAAACTC -TCATTTCAACAACTGCCTACAGTATTTTATTTTCTTAACTTGCACTCGTA -TCTCAGCAATCTGATTATTAAAGTTAAATCAGTAAAATATATGATTTTCT -CAATTGAATTGCCAAACTGTTTGGATTTTTCTCTCCAAAATTTTTAATTT -AGGATAGATCAACATTTTTCTTTTAGCGAGCCGAAGGTGCAATACCTATA -AGCTATTGCTAAGCAATCGTTTTGACCAACTTATCGTTTAACAGGCCGTC -AACTGTGGCTATTTAGGTGTTACGTTTGTTAGCTGATAACGTTTCATTTC -CTCTTAATGGGTCAATATTATGTGCCCAACTCTTACCTGATACACATCAT -CAAGTTTGAAATAAATTGTAAGGTTTGTGCTTAAATCACGACTAAATAAT -GTCATACATTCAAAGAAATTGTATAATCCTCAGCAGTTCTTTAGAGAAAA -TAAAAATGTAATTGGAAATTTAAGAACAGAAGTAGTTTATTTTCATGGTT -ATTTAGGACGCAAACAAAACCAATAATTTAATAATGGATCATAAAAATAT -TAGTGAAGGGTATATTTGGAAAAGGAATCCCATTGTAAACTGAATCAATA -GAAAGTAAAGAGTGCTATCCATTGCATCACTCCCTGATCTACGTTAATTT -TGGGACCGCTTTTATCGACTTGCTGTTTGGATTGCGGCTCTTTTGCCGTG -GCGTAATAAGATTATCTTTCACCTGTGCTCGTGGGCCAGTTTCCCCATCT -CTTTCGCTCCGCATGGGCCTTGCATGGGATCGCCGGCCCACATTCGGTTT -GCTCCCCGCACTTGTTTTCGgttttcgttattggtatttgtatttgttTA -GCTTGTTTGCTCGGCCAttggtattggtttaGTGCACTTTCTGGAGGGAG -GGGTAATTGGTGGCCTGCTCTCCTTTGGCGCCCTTATCAGCTGATGTCAA -CGAAACTGCATTGTGGCATTACAATTTTGGTTTATCTCGCTCGGCTGTTT -GTGGGGCAAGAGAGCCCGCGATAAGGTCATTGGAATGTGGAGCGCGCCCA -TTGATGACAGCGCAGGTAACACTTTTTACACCGTCAAATCTTGCTCGTTT -TAATTCCCAAATTAAGGGGAACAAGAACCAAAATAAAGCCCATGAGTCAT -GTGAAAACACGAGAAGTACAAAGTTCAGCTGCACAAATTTGCAGTCGCAA -GCAGTGAGGTGtgtgtgtgAATAAGGCGAAATTGGAGCTGGCGCGAATGA -GAAACAGAGAAACGAGCTTGTGGAGCCACAGTGGTCGCTCTTTTGCTCTA -CTCGCCGTTTTCATTTATTTTAATAAGTCAAAGGAATAAGAATAATATCG -TAATTCGAAAATAAGATTTCTTTAAACATCGCATTCAAGACCGATAATAA -CAAAACAATCAACTATGAACTAGTATGCTTGAAAGGCAAAATCACAAATT -GGAGACATCTTAAATGTATAGGTTCTAGTTTGGCCTGCCCCACTGTACCG -CGCTATCAGTGTTTCTCCGATTGTTGTTGTTCTCTTGCGGTGTGCAAGAC -AAcaacaacaGTACAATGACCGAAAAGTTACCATGCAAAAACTGAGAGAG -GGAGTGGGAAAACAGAATTGTTAGCCGCGACAAAAATCGTAGTAGAAAAG -TAAGCACTACTACTAAAACCTGTTAGTCAGAGCAGAGCACTAAAAATTCC -GATCTTCCAGTGGCGCTCTCTACTGGAGATATTTCTGTTGCTTGGTTTTA -TCACcctctctctctctctatcgcgcgcgcgcgctctttgtGGAAACAGG -TATAACTGTTTGGCGTGAGGGAGCACGAAACTCCAGTGGAGACTTCTTCG -CATCGCCAGCGAAACAAACGATCAAAATGAATACTCTGATAACGTGTGAA -GGTGAGCAACAAAATAAAGTATAAGAAAATACCGCCACGAAAACaacaac -aaTAGAAATGTCGACGCACCCTTTTCTTTTTCTCGCAAAGAACGAGGAAA -TGGAGAAGCGCAAAACCACATCCCGCTTAAAGAGTCCCTTTCCCCCGCTG -GAAGTGGAAGGAAAGGCAGCTTAAAGAGGAGCGGGTGGCTTCCAGTATGT -GGAAAACAAAGCAGACGCCATTGGAATGCCGTCgttttttgttgttgCTA -AGCCGGACATGGCAATTGTTGCTTTTGTTTTCGAGAGGGGGTGGTGAAAC -TCATAAATATCAGCTATGGCGAGGgggtgGGGGCAGTCTTTGTCTGACGT -ACCGTACTTTTAATTTCTTGTCGCCCGGTTTAATCCAATTTATCCAGCTT -TGAATTCCAAGTGGGAGCGAAGAATGAGCGGCGTTGTCCTCCTTTTTTTA -GTCTTGCGCACTTTTGCACTGCACTGTGGGGCCGGCTAATTTAATTAAGC -CCGCAATTAAATATTGGTTAACTCTGTCGATGTGTtgttgctgctacgta -gttgttgttTAACTTGTTATTGCACATTTCACGTCGcggcgcggcgGCTG -CGCAGTCGACGTCGGCGTCTAAGATAGCCAAGTGCGCAGGGAAATGCGAA -TACAAATGTTGCGGAGAAATCGAAATCGCGAGACTGACCAAATCGaaacg -aatcaaatcgACAACCGCACACACACTGCGATTTCAAGACGGGCGAAGAG -CAGAGAATAACAAAGATCACCGCACTTGTTGCGaatttgttgtcaatttc -atgAGAATCAAGAACTCAAGAAacgcgagcaacgcgcGCCTTCGACATTT -TTCCGCGGTGTGACCGCAGGCAGGATTGCGCAGAATACAGGCAGTATGAC -CGCAGAGCCACTTGTTGATAAAGCCAAATTTTTGCATGTCCTAAATTTGC -CACCGATACGGCGTAGCACATTCATCAACCACTCAGCAAAGACTACAACC -ATCCGATCTAACTTTTTCAAATTTTTAGATTTGTTTTGTCCATTCTCTTA -CGTATtttttactttatttaaaaattttaattttttATGTCATAGCAGAT -AGATCCTTTTTGACGGGAAAACAGTTTTAGGGCTTGTTTCGCGGCCTTTA -ATCTTCTGAAAACCTTTTTTGATAATTTGGTTTATTTGGAttttaaataa -tttggtttaatttgatttaATCCATCTACGTACAAATATCCGGGTAACAG -AGCTCTTTTCCTCCTGGTGGAAGGTCGTGCTCGAAACAAAAAATGTGTAA -TTTGCACAAGATAACGCAACAAGCTTCAATTTCCAGATGGAAAGTTTGAA -ATCACGGTAACTCACTAAACGCTTACGACCAATCAAGAAATTTGTGGTAA -GGATATTGAGGATCACCCAAGCCGGGTCCTATCTCCCTCCGCGTTTCTTT -CTTTTGGCCTCCGGCTCGTCCAGACTGTTGGATCTGCGCGGGGCCTCCTG -CCCTCTGGCGGCACCACTAGTGCCTGGTCCTCGCCCTGGCTCCTGGCTAC -CtcctggcTCGGGCAGAGCTAGGGCGCCCCGCCACGAAAGCACCGGATGC -ACCAAGGTGGATAGAATGGTGGTTCGGCCGGGCTTGGGTGACAGGCGATA -GGTGCGAGTTGGTGGGACCTGGCGGGGGAGCTGCTCGGGCCATTGCACCG -AGAAGTCGCAGCGCACGACGCAGAGGCTGACCTTGCCTCCGGAGCACAGG -TCGTTCTTCATGCCCGCGGCCACGGCGTCGCAAGCCAGGGCGCAGGCGGA -CTCCTCGGAGAGGTCCTCCGACCACCGTGACTCCAGGATGGACATGGATA -CCTGGTAGCCGGAGCCGATGGACGTGAAGGGCGCCGTGTCCGTGGAGCCG -TCGCTGCGAGTGCAGAAGAGATGCGCTCCGGTGTTATCCGCGCCGCCTAT -GATCATGTCGGCATCTATATTCCCGTTGAAACGGAACAGCAGCTGCCGTA -TCATCTGGTTGGCACAGCACACCGGCACTTTGCGGAACCCAGTGTTCATC -CGGTGAAGCTCCAGCTGCGCCCGCGTCAGTTCCACCAGGGCTTTCGTGTC -CCGAGCGGTTCCAGCTCCCGCGGCACTGTGTGGTTTCAAGGTACCATTAT -ATTATGTCTATGGCGTACTCATAGATAGCTAGATGCTCACAAAATGTTGG -CCTGCAGCTCAATAATTTTGCGGCACGTCTTTGAGAAAACTATGCCGCCG -CTGGTAGCCCTGGACTCGGCGCCTATGATTACTCCGCCGTCGAACACGAT -GCCCACCACAGTGGTGCCAGTAGTAAAGCTATTCGGCTCCTCAAGGCCAT -TCTCTTTTAGTTGTTTGTTGCTGCGGACGAGAATTGAACACATAAGCAAA -AGTCGCCACAGCGAAGTGGCTGCACTACAAGATACCCCGTGTCAGCAACT -CTTTATTAAATATTGCGATTCAAACATTGGCAAACCTAAATGCCATCTCT -TTCAACCAAATGGGAATTCGGTGAATCTTAGGGGAGCCAAAATGCTTATC -TCGTGTATCAATGGGCAATGAATTGATTCATTTTTCAAAAGAGCGGGCTT -ACCCAATTTTTTTCAACAAAGTTGTGCCACTAGAACTATTAACCAACTaa -ttattaacaaacgaaatgtTTTCCTTTGTCATTCGTTGAATAAGGTTGGT -TtgtaaaaggttggGTGTTGAATATGGCTTGCTGGCCATTAGGTGTAACT -GTGTTCCAACTCACCGCAGACAATTGTCGAATGTAAATCCGCTGGGACCG -CACAGAAAAGGCGATCGGTCTGGGTATTTCATCAAGGTTGGTAAGCCGTT -GAACATAATGCGTGGATTTTATAAAATATAGCTGAATACTGGTTGTTCTC -GTGCGCGACAGCAATGACAATGTTTCGAGCTTATACCCAAGGCCTACCTG -GGATTCTGCTAGAGTAAAAAGAAAATTTAAATTCAGTAACACGACTTATC -AGAGGTGGGACATTTAAAAAGTGGTTGGCGTACGCGCACGGCTGCTATCG -CTATCGGCGGGCCTATCGAACAATTCCTGCAGACGGTCACTCTACGGGAG -TCGCGACCAAATAaaaaagtaaataaatgattgAAATTAAGGCGAAACTG -CTGCGTGCGGACTCGGCCATCTACGCCACGGGCGAGAGAGTCCAGTGCCT -GATCGAGTTCACCCACAAGGTGTTCTCCGACGAGCCAGCCGCGTCGCAGG -CTGTCCACAATGCCAACGAAGCAAGGTGAGCCGAGCTGTTGTTAACTGTT -TTTCTTCCCTTGATTCACCATGCAAAACCGACCAGAAGCCAGGAGAACCT -GGCCTGGGCCTCGGCGCAGCTGCACTGCTACCGGAAAACTAGCTACTCTA -CATCCGCGGGCGACCGAGCCGCGGAGCTCACGGAGATGATCGGCAGGACG -GCTTTGGATGCGGTGACGCAGGCGCCGGGAGAGGTGATTGTGGCCACCAA -GCCCAAGATCCTCTTCTGCGACCTGCGCCTCCAGCCTGGAGAGACCAAGA -TGTGTGAGTGATGAGCTTGCCCTACTTCTTAGCTTTTTGGTTTTACTAAC -GAGCAAGTCGCCTTGCAGACTTTTTCAATGAATTCATTCCCCGCGATGGC -CCACCCACGTACAGAGGCCACAACATCCGGTACTTCTACAAGATCACCAT -TGCTACGCAACGGGTCAAGTCCAAGGTGCAAACGCTGGCCGTTCCCATCC -GGGTGTTGCCAATTCCCATAATTTCGCGGCCCGACGAACTTCCCGTAACC -GTAGAGACCAACGAAGAGCTGGCGCCCACTAATCCGTTCCTGGAAAAGCG -CGAGATCAGCGAGCTTGAGATATCGTGGCACCACCTTAAGGCAAGGAAAT -CTAGATCCCATAAGCAGCTGTACCTTGTCAATGTCCTCTGCTCTGTGTCT -TTCAGAACGTAACCGCTCGGCGGGCGCCGAAGTTCTACCGCATCTCGAAC -AAACGCGGCTTCGTTGGCCGCTTTTGTTTGTTCAAGCCAGCGTATAAGCT -CGGTGAGGACATTGTGGGCAGCCTGGACTTTGATCCCGGCGTTAACCCCC -GAAAGGTTGGTGATTTTTTTTGTCATTACTCATAATGCGCTTTCTAAAAT -CCTACTGCATCTTACCAGGTGCGCTGCGTCCAGTTTTCGGTAAAGCTGCA -gcagcaggAGCTTTCCATCCGACCGCAACCAGTGCAAAATCACCAGCTGC -AGTCGCAATCCTCGACGGGCGATGATGTCTCCTCGATGAACTCCTTTGAT -ATGGCCAGCATAGCTAGCGGAGTGTTGGCAGATAACCTCCACAAGTCGGC -CACATCGGCTAGCTCAAAGGTTAAGGAGGCGCCTGAGCCAACCGGGAAAC -TTTCGACCATTTCCACCTCCCACCAAGTGTGCTACGCAACGCTGCAGACC -CAGGTCGTGGTACCCATTCCGCTGCACGTAACACCCACATTCCGCACAGA -CCTCGTCGACGTGCGATGGCGATTGCATTTCGAGTTTGTGACCACAACTT -TGATTGACTTTGGCATTCCGAATCCGGAGTCCGGCGAGCTAAAAGCACCG -TCTGAAATGCCCGTGGAGACGATGGTATGGAATCTGCCCGTGACCGTCTA -CGCTGCGAATCCTCTCCAGATTTATGCTCCAAACCAGACATTCAACCTGC -TTATAAAGTAATAGCACTTCAGTTAACTGTGTTCTCTTGATGGAAGTAAG -TAgtaagaagTATTGTATTAATATATTGGAGAACTAATCCAAAGGGTTTC -TCACTTTTAAGGCTATATAAGGCCGTTTAGAAAGAGCAAACGAAAGCAAC -AAGTCGATTACGGTTCCTTTTAAAAACTTCTGAAACCCAATCCCCTCTTA -CGTCTTTGTAAAATACAAAAATCTTAATTAAAATTTAGTCGAATATACGA -ATCAAACCGCTTGAAATCAGAAAGTCATGTTCATAGCGACTTGCACCTGG -CGATGTTAGCCAAGATAATATTTACATTTTAAGGTAGGAAAATCTGTTTT -TCGCATCTTAATTTATTCTGAGGTGCAAAATTCACTGAATTAGATCTAAC -CCGTTTCGCCTGGACTTTGAAATCGGCAACAACAGCAGCGGATGTGGGGG -TTAGTTTAATAAGTGCTTATATAATTACAGTTCAAACCGCGAGTAACAAA -CAGCCAAGTAAGGTGATTAAAAGAGAGCCGCTGGGAGGGAGAAGTGCGAT -TCTGGACATTACTTGTTGGCCAGAATCTCAAACTTGATGCCGTGGTCGTG -CTTCTCCAACTCGCTAATTAGTCCGGTCTTAGAGAAGGCGGCAGCTGGAG -GCAGCACTCCGCCTGTGCTGGGCATCTTGTCCGACTCACGAAGAATGGTC -AGTGCCGCTGAGAGCACAGCCACGCAGGTGGCTCCATATCCGGGATTCAT -GCCCGATACGCGGACCATCAGCGTCTTGGTCGGGGACTCCGTGTATTGGT -TTGAACTCTCGGCCAGGCGATCGCTCTTAAGCCAGCCACTGGCCTTAAAA -GTCATCTTGAAATAGGTGCGCTCCATTGACTCCTCACTTGGGCCGGAACG -AGAGGCCAATCCGCCGGAGAAGAGACCGGGGTAATTGAGCAGCAGCGTAC -GTCCCAGCTTGAACTTTGACAGCAGACCGAAGATGGTGGCAAAAAAGATG -ACACCGCCGGCGACCAGCCAAGACGAAAATCCCACGTAGGCCTGCATCTG -GACCGGACGTTTCTTGTCCTGGTCGTAGAGGAAGCGCTGGGACCTCATTA -CCACCGAGCGGTCGGAGCCGGGAAAAGGTAGACACACCTTGTCAACCTCG -GTAGAGCGGAAGACCAGCGGTCGTGGCTTGAGAAAGGGATAGAATCTTGG -CAGTCTCTGGGGATAGATCTGCTTCCGGATGCCGCGCAGCTCGTCAGAGT -GAGCTAGCCCGTAAACGGCGCTCTCCCAGGTTCCGTAGTTGAGGCCGGCA -GTGCCTCCGCCACTGCCGCCTTCTTTGATTCCGGTCTCCAGGAAggtctc -cacggagttcaccacgcCGTCGAAGTTTTTTTCCACAAAGACGACGCCCA -TGTCGGCGGGTATGGAGTCAAAGCCGCAGGCGCTGACCACGTACACGCCC -TTTTCCCTGGCCAGCTGATCGTACCTCAGCTGCATGGTCTCCATGTACTG -GGGCTCGCCGCTAACATCCACATGGTGCGTGCCCGATTCGATGCAGCACT -TCACGACGTTTTCGCCGTGAAAGCGGTAGGGTCCTGCCGTGTTCACCACA -ATCCGGCACTTTTTCGCCATCTCAAGCAGGGAGGCCTGGTCGTTGACGTC -CGCGATGAAGATGGGCACCTGCGAGAGGTCCTTCTTGGCCTTGGCGCCCA -TCTCCTTCAACACCGCCTCCAGCTTCTCGCGGTTCCTGCCAGCGATGCCC -CATCGCAAGCCGCGCAGCACCGTGACCGCCTCGAAGACCGTGTACTTGCC -GGTGAAGCCACTGGCCCCAAAGATAATCACATCCAGTCGATCGCCAGACA -TTTCGCCGTAAGTCGCCTTCAAAGATTCGATGTCAGATTGCGCGATATTG -CGATATCACTGGAATCGCAGCTGCGACTTAGCACGCTGTATGGTATGGAG -TAGATAAACGACCGCTCACCTGTATCGCTGTCTACTGATTCCGCCTACTG -AGCTGCTAATCGGCGTTCTTATTCAGTTAATTCAAATACACATGCATCGT -GTACGTATGTAGGTGGAAAATCCAACCGGCCAAAGTCGAAGCTCTTCTGA -ATGGAGTTAGGGGTATTCCTGCAAGCGTCTAATGGCCCGACTTCACTGAT -TCTAAGGATTGAAGGAGTGTTTTCACCGTCTGAAATTTGTTTGAGTCTGG -CTGTGAATGGTCAATTCGATTTATTTGTGATCTTTTGTGACTATGACTCA -AAAATGTCATTCAGTGGGAGAGCTATCAGTGAGCTTAATGAAATTAACAG -ATTAACTTTCTAAATTAGTCTAATCACTTGTGATAGAATGCTTATGTAAG -CGTTCCCCTGCCATGCCATTGGATGCATTCAAAATACGAAATATCTATGT -CGGAATCACTATACCTATTCTATTTAATTTACTCTGCAAGATGTAGGGAG -GATGAAATACGATTCGTTTCTTGGTCAGAGGGTGGAAACTCTGCCTCATA -ACTTTATGAGCTGTTAAGATTCGAATTGAAGGAGATTTTCGCTTTgtctt -tttctttatACTTGTCGTTCAAAACTTGTGCTATGTACATCAATTACAat -tacAAAATGAACATTTTGATATCACATTTTGAAGTGTGAGCTTCGAACTG -AAGACTGTGGCCATTAACATTCCGCACGCCAATTCCAGTTATTCAAAATA -ACGATACTGCCTAACCGGTTGAACGGACACGAGCAGAGCAGATGCGGTAA -GCCAATTGCAGATCAATCACCCGATGCTTGGGGAAGGTAAGAGACTTCCG -GAATTTCCTGGATAAGTATAAAGTGTGAAGCTAACAGTGGGACACCAGCA -TTCTCCAAGCTGCATCAACTCAAAATGAGGCTGCATCTTATACCACTGGT -TGGACTCCTTGCACTGATTATGGCCCAATCCCAAGTACTCCTACCGGGAC -TTCGCGTGCGACAGGTTCCCGTGCTCGAAATGGGCCAGATTCCAGTGGTG -CAGTACCTGGACGCGGCCTCCACAGTCACTCCAGAGCTGGTAAAGGATCA -GTTCAGCAGGCGATTCACTACGCTGGCCAAACCCTTGGTCAGTGGTGCTG -CTCCCCAAACCAGTCTCCCAAATTTGTAATTTATTGTTACCGCCTAAGAG -TCCATTTGATAAGCGAATATATACATAAATATTAAAGTTACGTCTTTATG -CCATTAACTCTAGTTGCTAAATAACCTTGTAACCTACTTTAAATTGTACT -TAATCTATTAAGAAAGAACTTTAAAATCGGGTAAAATTACCAACACGCAC -AGTTGGTGGTATGCATACACATTTTAATATCGAATAGAAACAAAATATTC -CCAACATCCTGACCTTTAAACAAGAGAATATCAGGATCCTCGAATATTAG -AGCAACAAAATTGGTCACGATTAAGACCACAGAAGTTTGTGTTAACGTGG -GATCTTAAATTGACTACAATAGCTCGAATTTAAAAATAAATTGTGCCTAA -TCTTATAGAGTATTGAAATCGCGTTAGTAATTATAAGGACTGCCCGTTTA -CGTGCTGGCTAATAATATAAATATTTCGAAAAAGTCATATATCCAGTACC -AGTCCTTCTGGCAGAGCCACCTGTTCTTCCAGTCGAATTTGGACAACGTC -TGACTGTGACGCAGTTCACCAACGAGACTTCTTCGAACGACTTGTTACTG -CAAGACTGCTCCATGGTGCAAGACTTGCGATATTTTATGTCGAGTTTATT -CATTCGGATTATATGGATCTCTCTGAAGTTCTCTGACTATCGCGTAAATG -ACAATTAGAACAACTAGAAACCATCGACAAAGGAAGAAACCAATATCCAA -GCGATGAGCTTTAGAAATTGTGTAATTCCAACAGCTCAGATAAGTTGGCT -AACTTGGCTGTTATGCAAGTTAAAGTATCTGATACTCGCCATCGGTCGCT -TGCTACCATGGAATCATCTGCTAGATCAGACACGATGATCCTGCATCTCG -TTTGATCCTGCAAGCGGGATACAACGAAACAGCACCCCAAGCTCGGTGGT -GGAGAAAACGAAAGACACGATTCGAGAAACTACAACCCATCCACCGAAGT -TGGGCAATCTAGCCCACAATCGAAGCGGATGGTTAAACTGCAGCATTATC -TAGCTTACCCGAGGACAATAGCACACTGGGAGCCATAAGAAAGAACTCTC -CAATGCCAGGAAAACTTCGAGCATTCATCCATTTTCACGAATTGGTGGTG -GTGCAATACTgcaatattgCTAGTTATTTAAACATTATTTATTATTATCT -TAAAATACATACACGCTTACGTAATAAATTCAAAACACTAATGCCTTAGT -CATTACTTTTGGGGAAATCGATTAAATGGGGACAACCGTTTGAAGTACAA -TAAGTAAACCTAATTGGTAAATTATATTTGTAGCTTTTCAATGGATTTAa -cggattaaaattaaaattagtaaaataagttaaaATGAGATTAGTAAAGA -GTTTTTATAGTTATTTTTGCTCAAATATATTTCAGAAAATaaaaaaaata -atattaaacataatttaaatcatCAGATGCAAGGTCTGTGCCACCCACTA -GCTTTTATAGTTAGTTTTAGATCTCGACGTTCATGCGGACATATGGATCT -TTAGCAAGTAATATGTACTCTATAGGGTCGGGGAAACGCTTACTTCTGCC -TGAAACATATATTTCGACGAATCTTTTGTACTCCTTCACTCCACGAGTGA -CGGGTGTGGAAATTTCGAATAATTATAGCAAAataacaaaataacaCTTT -AGGTATTGCCTAAACTTTAGAATTTTAAATCCACTTTTGAATTTGCGGTA -CAACCTGCATTATTTAGTGATAATTTGGTAGAAGCATTTAACCATCTGGC -CACACTGCCGAGTAATAGTCATTGAATCGAATGAAAATAAAGTCGCAGAA -TTAGGTGTATTGTTGAGAAGTTGCAGAGGGTCAGCGAAGATGTACCAGGA -ATACCTATACCAACTGCGGGCCACCATCACCCCGATGTGCCACGAGGAGC -TGAAGGAACTGCTGAACGATGACGACAAGCTGgacgagaaggttgacgaA -GTTCTCCAGGTGCTCCGAACACAAAAGACCAGTGTTTTCGAGGACAACAG -GAGTCGGGCGGAGCGCAATATCGAGCGGGAGCCGCAGATCATCGAGCTGC -GGGGGCAGCTGGCAGAACTCTCGGAGGATGGGCGCACCAGGTGCTCCTCT -GTCCAGGAGAAACTCTCACAGCTCAAGGAGAAGTCGGGCGGAGTGGGCCT -TGAAACGGCGCTGGCCCTGCTGCAGACAGCTGCCTCCGAGAGCGAGGAGC -AGACCGagGAGATGGTCAAGAAGTTCAACGACAGCGATATCGGCGTGGAG -GACTTTCTGGACGCGTTCCTCCCTATCCGGAGGACCATGCACCTGCGTCG -CCTCAAGGCCGAAAAAATGCAGGAGCTGATGCGCAAACAGCGCCAGGGTC -CGGGCCCAAATACTTCTCTGCCAGCCTACGGAAACGTGCCCTCCAGCGGA -TTCTATCCCGCGTCTGGGGGCTCCGCCCCTTACCCAATCATGGGTCCCCT -GATGCCCATGCCACCGCCATCCAGACCGTACTGAGGTCTTGGTCcttggt -ccttggtcctCAGCGAATTAACTGCCATGGCGCATCAGTCTGCAGCAGGC -AAGTTTGTACATTTGGTAAGCGGTGAACGAAGGGTGCTTTCATCAGATAA -ACGTTCTTGGATTTCATAATAAAGTGCTTTTCCCTGACTCTTGATTTCTA -GAAAAGATTAATTACCGCTGTGTCATACAAATGCAACATCCGCTTAGTAT -CTAGATATAAATTCTCTTTGGGGATCACAGCATTTTCGTAACAGTGATTT -AATTGTAAtaataatcaaatcataacatcatcagcatcatTTGCAAGACC -TTTATCCTTATTTATCCTTGCAGAAAGCACCCAAAAAAGTCACAACTCTT -AATGCCGTAAAGTTAAAAACTTCTTTATTGTTTAAAATTTCAGAATCCTC -TCTTTAAGTACATATTGCTTCAGTTTCATCTTCTGATTACAGTGGGTTAA -TTGCAAATCAGAGGGAACTTTCTGGTACACACATCTCTGCCTGCACTAAA -CTATGATATATatgtatatgtgAAAGTATAAATTAAGCGAAAATTAacat -taatatTAGACAGTGGACATTTCTTGTTAAAATAAAAACTTTCGATAAAA -AATGATACGGATTGGAGTGTGCATATTGTGGGAGTATGAGGCCAAGGCTA -GGCGGCGATTAAAGCGATTCCTTATTGCATATAGTGTGATTGTGGGTTAA -CGATTTGTTGGAAGGTTTGTGCTCATGGAGTGTGTGGGTGGTTTTCGCTA -TGTATACATAAACGTATTGCCTATCTCTCGACTTCATTGCAAttcaattt -caatttcagttttCCATTTGTGTTTCCTCTTTGAGAGCGGTTAGTCTTTT -CTAATTCCAACGGCCTCCGGTTCAATGTATATatgtaaatatatagaTTG -TATCGTATTTGCAAAATGTTATAtataAAATATGTTCAACTCTTCCGttc -ggctcggatcggttcggttcTCACTTTAAAAGCTTAATGACTTAAGCGCG -TGTTTAAGGCTATTCAAAAATATACTCCTACAATCGCTAGCCATTCGCGT -CTGCAGCGCCATCATGACGATCCGAACTCCCTCATCCACTTCTCGTACTT -GTCCAGGTCTGCCCGGGACACGCTCTTGTTGCAGCGACTCATGGCCTCGT -TGAAATCCTTGTTGGAAACGGGCAAATCCACCTCTTCCGTAGCCAACTGC -CGAATCTGCTCTGGGGTCAGTCCTGCGATCTTTCTCCGCATCGACATCAT -GCTGGCCTCCCTGGAAAAAGAAGAGCACGCATTTTATTCCATTGACATGA -TTTGGAACTGACTACGCCATTTTAAATTAGTGTATTCTGAACTCACCTGC -ACACGTTTGTGATGTCAGCTCCGGAATATCCCTTCAGCTCGTTGGCTACG -TAGGTAAGATCGACGCTATCGTCCACCTTGACCTCGCGGAGATTGATCTT -GAGCAGCGCCTCGCGACCTTCATCCGATGGCAGTGGGATGTAAATGCGTT -TTTCCAAACGACGCCGAAGCGCTTCATCGATGTCCCAAGGAAAGTTGGTG -GCGGCCAGCACCATGACCACCTTGGCCTGTTCCTCTCCGCCGCCCACGCC -GTCCATTTGGACCAGCAGCTCAGACTTCACTCGTCGCGAGGCCTCGTGCT -CTGATTCCGATCCTCGGCGCGAGCACAGGGAGTCGATCTCGTCGATGAAA -ATTGTGCTGGGCGCGTAGAACCTGGCCATCTCGAACAGGAGCCGCACCAT -CTTTTCCGACTCACCTCGGTACTTGGACGTCAGCGTGGCCGAGCTCACGT -TGAAGAACGTAGTTCCGCATTCGGTTGCCACCGCCTTGGCGAGCATTGTC -TTGCCCGTGCCTGGAGGTCCCACCATTAACACGCCCTTCCACGGTCGCCG -GATACCCTGTTGTAGAAAGCAAGAAGTGATTATGTACTTTTGCTTTAAAA -TGTTTACAAACTTTCAGTATATATTAATTGTATACTTTCCGATTGTTTTG -ATCTGAACCACTGTTTTAGGCTGTGTCATTTGCCTAATTCTAATTAATta -aATAATCTACATTGGAGAAGTGAGTACCATTTCTTCCAATCAAACATAAA -TATCTAATTATCTACTATCCACGTTAAGTCTATCTTTCTTGCTATTGTTT -ATTCAGTAAGATGGTAAATCGAAAAATGGTGCTGTAGGCTTCTCTGATGC -CCATTTCAAACATCTTTCGCCCACGCAAAATTTCATGGTATCCACATTTT -AGATGGGGAAAATATTTGTTGGACGGAAATATTTGAAAACAACAAATATT -CTTACATATATGGTACAACACGGTCAACATAGCAATCGAGCTCAGTCTCA -GGTGTTTGGATCAGTGATTTTTAATGTGACTTAAAGGCGTTAGAAACACA -TGGTCAGCATTCCATATatatacataatatatacataattatttattttt -tttCGACAGGTTATTATGGATCGATATTCTTTTGAACGCACACATAGTTT -GATAAGATAACATAGATAGAGGTACATCATAATCAGCATAATTTCAACAA -TGGAAACTTTTAAACCGCCCCAAGTAAAAGTAGAATGTGTTGACAAGTTC -CACCACCTAGTTAAGAGGGATAAAGCTGCAAGGCGATGCATTTCGTGACA -GTTCAGAATAGTTGATCAAATACACATTGCCCTGAGCACTATAATAAAGC -GCGTTTGTTGACCCATCGCGAGATAAGCGTTTGGCAGAATGTGATTCACA -GAAAACAAACAGCGGGGGTGACGCACCTTGAAGTAGTCCGGCATGAGCAT -TGGCAGCACGACGGCCTCCTCCAGCAACCGCTTGGCGTCGTGCAGGTCGG -CAATGTCGCTCCAGCGCACTTTGGGATCCTTTTGAAGAATATCACGTTCT -GAAAAGAGAGCGTTGGCATGTAATAAATGTAGCTATACTAGACCCAAATT -TTCATAACTACTACCATTTTTGAAATAGCCACAAATCTTAAAGCAAGTAG -AGTAATGCATTAGCTTTGCTTAATAAATAAGACTAGCACATCACCAAATT -TTGAACGAGGCAAACCTTGCGGCAACGATTTAGGCACCTACCAAGAATGT -CGACTAGCTCGGCTTCGATGTGGTTGTTGGGCTGAAACTTGCGCTCTTCC -TCTTGGGCGGCCTGCGGATCGCCGTTTTCTCCATCGCCAGCCGCTCCGCC -ATTGTTGCCTGCAGCGGTGGAGTCGTCGTCCCTAGCCTCGTTGGTGTTCG -ATGTGGATAGCTTGCGACCGCCAGCCCTTCCATTGGTGGTGCGTGCTCCG -CCGCTCGGTGCTGTGGCGGACGTTGAGTTGCGGGAATTGCGTGTCGAGGC -CGGACCATTCCGGGCAGTGCTCTGCGGGATTGTGCTGCTGGGGCGGCTGT -TTTGCGTTGCCGGAGTggtgcggcggttgttcggtgcGGCTCTTCGGCCA -ACGGCCTGAGTGGTGGGTGGTGGCTTCGGCGGACCCCACACATCTGGATC -CTTGGGCGGAGGCGTCCAAATGTCGGGGTCCGGCTTGAACCAGGCAGATG -GATCTTTACTGGTGGTGCTTTCTTCGCTGAGCTGGTGTCGCAGCTTGTGT -GCAAATTTGGTTGACTGTAGGTCCAGCGAGATGTCTTGTAGGGTTCTCTG -AATGGCCTTGATTTTGGCGTGCTCCTGGCTAATCTGctggttgatctgCA -AATCGAAGATCAGTTAGTTAAATGATGTCAATGAAATCGTCCGGTATGGT -AAATATTAAACTTTTTGAAAATACTTGGTTTATTATGATCTATTGGAGTT -TTAGCCAGTTACTTTGTGCCAGTAGTGCTAGAAATTACTTTGTAATTCAA -ATTTTAGTCATTCGGTAGTGTTCTGATTAAATTAAATCTTTATATGCACG -TTAACGATCTAGATAACTCGTTTACACAAAACCTCTTGGGCAATTTTGAA -TGGCGTTGACAAGATGTTATGACTAAGTCCTTTGTTTGTCATAACCGTCA -CCATTCGCATTCATTGGCATGGTAGTTGACAGTATCTGGAGGTGGTGATA -GGAATGTCTTACCATGCTCCACTTGCCCTTGCGTAGCGGATCCGCGGTGG -CCTTCAGCTGGCGGGCGAGCAGCCCCTGGAGGCCCTCATAGTAGATGCAG -GCTGAGTCGTAGTTGCCCGTCAGAGCCATGTCCCGTGCTAATTTGGCATT -CTCGCATATTTCTTCAAACGTAGTCTTGGCCATTACGGTCATTCCTACGC -AAGTGGTTGTCTTTTGCTTGCCACCTCGCAGTAACTGGCGATCGGAACAG -GTTGTCGTCATTGTAGCCAAAAACGAGAGACAGAGATTAGTTCCAATTAA -AGCGCTCGAGTGCGTGAGTTTCTCCAAGTGTTGCTGGGTGGGAAGGGGAA -CAATAGAACGGAAGCGACTTCGTCATTCGCTGGCTCGCCTTGCAGGTAAA -AATGGAAAGTGCGCCTCCCAGCCAGAAGCGAATAAAGTGGAAAACCCGGC -GACAATTGCGAATAATAGAAGATGCCAGTGGCAACGACCCAAGTGAGCTG -CTAATTATAAATTATCAGGCGCACAGCCGCCGACTTGTCACCAAATTTAA -ACGCAACGCGCTCCGATTTTCAATTCCGCCTCCAAGGCGGGACGTGGGCC -AAATGCCGATTGGAAAATGTATTAGGTAGTTATGAGCCGAATAAGGCGTT -CGACCTTGTTGGCTTTGAATGATTCTTTCAACTCGACTCAAATCGTCGTA -TGCAAaaaaaaaaaaaaaaacaaaaaacacaaTaGtaaaaacaacaaaaT -TAACGCTCgcacacacacacgcacactCAGCTCAGGTTTCAGCGGCAcac -aacacacactttcgcacacacgcacacgggcgcaCAATGGGTCGAATTAA -TGCGATCTAAATAGAATTTGAGTTAATTGCAAGCCTCTGGACACAGCAAA -CTGCACTTTGCATTCGACACTTCACCGTATTTCTTAttcttatgcttctT -ATTTTATTTCCAGCTATGTGGGGGCGTCTGcagctgcagcaaccacaaga -gcaacaacaacagcagcGCTGACGTCTCGCCGCCGCACACCTACAATTGC -AGCTGAGCAGTTCGCGGGCGACTTACGGTTATGGACATTAGTGTACTAGC -TTTGTTACGCGGCGTTCCGAGCGCAAAATGAATGCGTAAACTATTTAATT -CAGAGTTTAAGGTGCTGCGGTAGCTAAAATAAACTGCTGCCTGCCTGTGT -TTGTAATACTAGTGATGTGCGTGCTCTGGTGATGCGGGGCTTATCGATAC -ATCGGCGCGGACACTTGACCACCCTGTTGCGTTCCCTGTGTGCAACAGTC -GGCGACTATCGATTGTTTCCAGAGCTGCTAAAAATATATTTCTAAATTTA -CAACGAATTACAAGAAaataaaaagaaaATCTCCGTATCGTGTCTATCGA -TTATAAATCAATATACAATATGTAAGTATATTTTCCAGTTCTAGAATTTG -TCTCCGAGCCACACATTACCATCCCTGAGCGCCACTGCAATAAAAGCTAT -ATTAATCGCTAAAACATTTGCACTACTGTAACACCAGTCTGGCATCGCTG -TGATATAGATAAGGCCAGTACGACAAGTCATCGGTTATCGGTTCTTAACA -TTTCGGCTTAACGTGCTTAAACTCATTTAAATTTAGACACCACTCAAGCG -ACGGTGCCGCAATGACAACGCCCACGCGCGCCACCCTGGAAAAGGCTCTG -AAAAGCGACCAGAAGCTTGTGAATTCCGCCACACAGATAGCCAAGGGCAG -GTTTACACCCGCATCCGTGTCGAATGTGCCCTTCTCATAGAGATTCTTTG -TTTCCTCCAGATCTGACCGCCAAGGCATATGACATATCTGCTCTGGCCGA -GGCACTGGGCTTCGCCCTGTCCTCTCCGGACATGGAGGAGCGTGTGGCCG -GAACCAACTTGCTCTCCGCCGTGTTGATAGCACTGCCCCAGGATCTGCTG -CAAGAGCGGCAGCTGGAGTTCCTCAGCACCTTTTACATGGACCGCCTGCG -CGACCATCACAACGTAATGCCAGCCATTATCGATGGAATCGACGCCCTGG -TTCACATGAAAGCTCTACCGCGCGCCCAGATTCCccagattctGCAGTCA -TTCTTCGAGCACACCACCTGCCAGTCGCAGACGCGGAGCGACCGCACCAA -GCTGTTCCACATTTTCCAGTACTTGACGGAAAACTTCCAGGACGGTGAGC -CCTGATTTCATTTTAGCATGAAAGATACATTGACATTGCTTTAATCCGAT -TTAAACAAGTCAGTGTGCAAAAAAGTTATAATTAGATGATTTTAACTAGT -CGAACAGATATTTGCGACAATCTTAGTACCTTttatttccgttattttta -gaaaatattacacaatattacaACTCAAACAAATCAATTTTCTTCCCGAT -ACAGAGCTGCAAGCGATGGCCGGTGACTTCGTCTACGGCCTGATCAATTC -CATTGACGGCGAGCGTGACCCCCGCAACCTTGACATCATTTTCAGCTTCA -TGCCCGAGTTCTTGTCAACGTATCCGCTGCTGCATTTGGCCGAAGAGATG -TTTGAGATCTTTGCGTGTTACTTTCCAATCGACTTTAATCCCAGCAAGCA -GGATCCAGCGGCCATAACCCGTGATGAATTGTCCAAGAAGTTGACTAACT -GCCTGGTAGCCAACAACGAATTCGCTGAGGGCACAGTGGTACTGGCCATA -GAAAAGCTGGAGAGTGAGTTGCTGGTTGCCAAACTGGACTCCATAGAACT -GCTGGCAAGAAAACGTAACATTTTGAAATGCCTCTTTTTATACATGCTAT -TTATTGTTACAGCACCAAGCTGCCGTGAAGTTCCCGCCTTCCGTTCTGGA -GCCGCACTTCGATCAGATATGGCAGGCTCTGAAAACAGAGACTTTTCCAG -GAAATGACAATGAGGAGATACTGAAAGCTTCCCTTAAGGCGTTGTCTGCG -CTCCTGGAGAGAGCTGCTCACATACCGGATATAAGCCACAGCTACCAGAG -CTCTATTCTGGGCGTAATTCTACCGCATCTCAGCGATGTCAATCAGCGGC -TCTTCCATCCTGCCACCGGGATCGCCTTAGTTTGTGTATCGGGAGATGCG -CCCTATGCAGCGGACAAAATCCTCAACAGCTTTTTGCTCAAGCTGCAGGC -CGCAGATGCTAGTTCTGAGCAGCGGATCAAGATCTATTACATAGTTAGCC -AAGTCTATAAGCTATCTGCGTTGCGTGGCTCTCTCCAGAAATTGGACACC -ACGATACGCGAGTCTGTGCAGGACGATGTAATCGCCTCCCTACGCCTAAT -TGAACAGGAAGAGTTCGATGCCAAGAAGGAGGACTTGGAGTTGCAGAAGG -CGGCCCTTTCGGTGCTTAACGAAAGTGCTCCTCTTCTCAACGAGAAACAA -CGCGCTTTAATTTACAAAGCTCTGGTTCAGCTTGTCAGCCATCCGTCCAT -CGACATCGATTTCACCACACTGACGGTTAGCCTTGGAGCCCTGCAACCGG -TGGAGGTGCAGTCAAATTTCATTGATGTTTGCGTGCGAAATTTCGAGATT -TTCTCCACATTTGTCAAACGAAAGATATACACAAATTTATTGCCGCTCAT -GCCTCAAATAGCGTTCACTCAACGCATTCTAGATTTGGTTATGACACAGA -CGTTTAACGATACTACTGCAGAGCCCGTCCGTTTATTGGCTCTGGAAGCA -TTAAACAAACTGCTCCTGCTAGCGGATCAGCGCTTTATCGTGGACGTGCA -GCAGGAGTCCAATCTTCTTCACAAGCTCATCGAACTGGGCCAGAAGACCG -AGGGTCTGTCTATGCAGTCGCTAGAACAGATTGCGGGCGCTTTAAGTCGT -ATCACGCAACAGCTCCCGCTCTCCGAACAAAGCGCTATAGTAAGCGAGTA -TCTTCCTGGACTCAATCTGAGTCAATCGGCTGATTTGTACATTACCAAGG -GCCTGCTGGGCTACCTTCATAAAGACATAACCCTGGATGACCACTTCGAG -CGGCTTCTGACCGATTTGACGCAGCTTTCGCTTAATTCGGACAACGAACA -GTTGCGTGTAATCGCTCACCACCTGCTCTGTAGCATGGTCAACAAGATGG -AGTCGAACCCAGCTAATCTAAGGAAGGTCAAAAAAATCACGGAGCAACTG -AAGGTGGCTATTAAAAAGGGCGATGTTCGGGCGGTGGAGATCCTTGCATG -GGTGGGGAAGGGCCTAGTAGTCGCAGGATTCGATGAGGCTGCCGATGTTG -TTGGTGATGTATGTACTAGTATAGCCATTTTAGTTCTCTAGTTCTTATTC -GTGAAATAATATTGTCTCATTAAAGCTCTCGGATCTACTAAAACATCCCA -GTTTGAGCACTGCCGCTGCCTTGGGATTCGACATCATTGCCGCCGAGTAC -CCAGAATTGGATTTGCCTGTCGTTAAATTCCTCTACAAGCAGAAGCTTTT -CCACACTATCATGGGAAAAATGGGCAGCAAACTTGCCAACTACTGTGTGC -ACCACTTGAAGGCTTTTGTCTACGTACTGAAAGCCACGCCACAGGCGGTT -ATTAAGCTAAACATTGAGCAGCTCGGTCCGCTGCTTTTCAAGAGCTTGGA -GGAGCACAACGAGGCGCAGTCGCTGTGCATTGCATTGGGCATCTGTGAAA -AGTTTGTGGCGCAGCAGGACACGTATTTCCAAGGGCATTTGGCCCACCTC -ATACCCAGCTGTCTGGAGCTGTCGAAATACAAGGCTCAGCATACCATGGT -AAGTTAAACATGCACATATTATTATAAAGATTTGATAGTTAATTGAGGAG -GTTTCTTAACTTGTAAAGGAAAATGTCGAACACAAAACTTAAACTCATTT -TCTTTCTTATAGCAAGTGCGAATTGCGGCGCTGCAGCTGCTCTACGATGT -GACAAAGTATCCTACCTTCGTCCTGTTGCCCCACAAAGTCGATGTTACTC -TGGCCCTGGCCGCCGCCTTGGATGATCCCAAGCGTCTGGTGCGGAACACA -GCGGTGAAGGCCAGGAATGCGTGGTACCTGGTCGGTGCGCCTAGTCCGAA -TTAGCAGAGAAACAACTCCGTTCTTGTTAATATTATAATCCAATAAGCAC -ACGCACAAATTCTtcataattttcttgttgtttttattaGGGTGCGTTGA -AGAATTTTTGATAAAGAATTTGGAAAAAGCAAAATTATAAAGTAAACGCG -AAATTGTATGCATTTTATATTACTTAGATACATTTACGAACGTTTATGCG -CAAATGTATTAAAGTTTAAGATGTTAAGAAAGAAATGCTTATTTCTTTTC -TTAAAGGCACCTTTTTCTGTTTTATGACTTGAGACTCTTACAGTCGGTTA -CTAAAATTTGTATTTTTAAACTGTACGTGTTTATCAATACCAACTGGTAA -CCAATCTGAAGTGTCTGTTCAGTATGGGTGTTCGCACTGGGAACGGGCCA -TAAGAGCGCACTTTTGTGCACGCTGCACCACCTCGGGACATCGACGTCGT -CTCATAAAGCGGCAGTCTTGAAAGAATCCCTCGTTTCTGGGAAAGCCGTG -CGTGAAGTCCTGGAACGTCAGCAATCCCAGGCCCCAGATCTTGCCGCCTC -GAAACTCGCCCTCGTACTTCATTCCATCGGCTCTCCAGAAGATCCCATTA -CCATGAAACCAGCCCTGATGAAACTCGCCTTCGTATCTGTCTTAAAAATG -TGCAAAATGAATCATCATATACAATTTTCTTCACTGGATGCAAACCCTAG -GTAAATTATAGCTAAACCATTTCTGATCAAGAATATATATACTAGCATTT -CCTCTTACTCCCCGAGTAGTGGCTACAAGAATAGTTTTCAAGTGCTACAA -TATTTCGTTTAGGTTTACATCACTAATATTATTGAAACTGACTTTGCTCC -ATCCGCGAACCAGAGGCAGCCCACTCCTTGACTAAGACCCTCCTGGAACT -GCCCATCGTAGCGGGTGCCATCGGCGAACTGCAGATGCCCGATGCCGTGC -TTTTGGCCACGCTGGTTCCACTCGCCGATGTAGCGACTGGCGTCCTCGTA -TCGCCATCCGCCCACTTTGACCGCCCCTGCGCTGTACTGGCTTTGACCCT -GGCCCTGTTGGTGGTGTCCATGctgaccctgctggtgggggtgctgttgg -tgctggTTCTCGATTCGGGCCGTGGTCACGCCCACGCTGCTCACTGGGTA -ATGATTTTTACGCAATTTTGTATCTGCATCCTTTTGTCTGTGTTCACTTA -CTGTCATCATCGTAGTCGTCCATGGCCATTGCTCCGCTACCGCCCGCGAT -GCGCTTCAAGCTGCTACTGAGCTGGCTGGTTCTGCACCAGAAACACTCAT -TTTCTATGGCTTCCCACGGTGCGACGGCCCTGGTCTAAATCTAATTAACA -TATTGCACTTCTACACACTGACAAAGTGTTTGAAAATCAATCATCAAAAT -CACTGGGTCAAATGTTCCAGTAATTGAAGCAGTTATAAATATTTCTTAAC -AGCCAATAATACTCTGGCACCCATATTTAATCAAACCATtttaatcgaat -aatttgaatACATCTCACATAAATTCAACATTTTTCTTGATCCAAccaac -catcaatCTTGACCAACTGTTGCTGCGGCCAGAGCTGTCATGGATTCAAT -AATAAACCCAACCAGGTTTTAATTCTTGTACAATTTATTGTTATTTTCAA -TTAAAGCGGAATATGTGGATGCAGACTTTTTCGTGAGATTACAGATGTCT -GAAATGATTATACTATATAGGCGAAGCTTTGAAACTCAACGACTCCTTAT -CGTGACGGTTGAAGAACATGGAAACAGAATTAATTGTACACAAAGTTACT -GGCTAAATTATTAACCTAGATATAGTCGTATGCTTGTATATAATTGGACT -CAAAGCAAGTCTAGGCCAGCACAGCCGAAGTGGCCATTTCGCTGACGCCG -CAAGTGTTGTCACCACGATAAACGCGATAATAGCCCTGCTCTCCCCAGCG -CGGACCCCACGAGTTCTTCACAATCCAGTAGGGCAAGGTCTTGTGGAAAT -TGGGATAGTCGGAGACGCCATACCCCACAACTAGAACACCGTGGTCGAGG -TTTTTCTTGGAGCACAGGGCCTTCCACGGATGGGAAACTCCGCCGCGATA -GAACTGCATAGCATTCGCATTGATGCCTAGAGAAATGATCTGGTTAAGTG -GGCTTTGGGGTTAATTTTCTGCATCGACTTACCGATCGAAATGGGACCAT -TGGCGAGAAGCCACTCCTGCATGGCGGTCTCATTTCCCTTCGGCAGATCC -ACGAAGCCGGCAACCTGAACGTGGGACAAAGTCCTGTTGAAGTGGCACTG -ATTCTTTTTGGCCTTGTATGGGTACTCAGCCTCGTACTCTAGGCCGCCAA -TATCCTTAATGGCCCTGCGGAGGAATTATTACATAAGTATCTACATCGTA -ATGTTCATTCCCTCGTAACTTACTTGTAAGCATTGTCCATGAGGCCGCCG -TTGCAGGCACTATCCGTGGTATCACAGTCCAGCAGCTCCTGTTCGGAGAA -CTCTTTCAATTCGCCCGTTTTCACTGCGTACAGGCCTTCGATGTTGCCGG -TCACACTGAAGGCCCAGCATGAACCGCAGGATCCCTGATTCTTCACCTGG -GTGACAGCATCCTTCTGCCTCCAGTCAAACTCCTTCGGCAGTTCACCATG -GTAAGCCGGTACGACAGCCGCCGATCCGCCAGTGGCCTTTGCCTCATCAC -GCTGCCAGAGTCCCGTGCGTTCCTTGTATTCCGAGCTGGTCATATCAGCA -AACTCCGTGATGCCGTACTTGGCGCTGCCCATCTCGTTGGCGTTTAGCTC -CTCGATAGTCTTCAGGTTCTGACGGAAAATGCGCAGGCGCATCTGGCGCT -CGGCGGTGCTTACGTAGCGACGGCCAAATCGCACCTGGAACTTGTAGAAG -AGGTGGTCCACCTTGTCAAAGCGATGGCTGTGCTTCTTGTGCGTCTTCTT -CTCGGCCCACTCCACGGATCGCGTGTGTCGGGCCTGGACCACCGGCTGGT -TGCGGCACTTAAAGGTGATTTCGTGCTCATCCTTCCTCACCCAGACCTTT -GTCCAGATATCCACGATACAGCGGTGCTGCTCCTCCGACCCGTCGATTAG -ATCCGCATCGATGCGGGTCAAGATGCCTGAATCCACTTGCCGCGAGGCTG -AGTATACTTTCACAATTCTAGAGCACAGCAAACGAGCGAGTCAATTATAA -TGAATCAGACAAATCTACTTAATGCTTATTAATATAATAAAATGAAGAAA -ATCCTACAAGTTCTTCAAAAGTGTGTACGTTACATTTTTGAATAGTTTCT -GAACCTTACTTCTCTACATTCTGCATGTTTAGTCTTAACTTTCTAGCTTT -TATGGTTATGACCAGATCAACTCAGATTGTAACTCTGTTACGCTAAATCT -AGCATACCCTTTGCTCTTACATTATTGGTTTAGTCACTTGAATTAATGGA -TACAAGCTTACTTGTAATGGGGACCCTCTCCCGCGGTCAGTTTGTCCAGA -GATTTTTGCAGCTGCGCCTTCGCCGCCTCTTCATCGTAAGGCTTATGCCT -ACCCAAGATATCGTTCGCGCTGCGTCTGCTGCGATGGACCTGCAAAAAAT -GTATACATGCATAAAAATCTGGGACAATGTTGATAACATAGTAATCTAGC -TTAATTACATAAACAGTAACTGCATGGCCATGGTCCAATCATCCGTCTGT -TCATATAAACAAGAAATGCTAGAAAATGTAGTTTACGCATTCTACTGACG -CAGATGCAGCACATGACACACAGCAATTGCAATAAATGAACTTTTCCTCT -CGAATTTTCTTTATTTTTTGCACATTTCCATCAAGATTCCACTTCCACTT -CATGAGTAATGGGTATTTAAAAGCCTTTCAAACGGATGCCATTTAATTCC -AGGCTAGTTCCAACTTTTTATGGAATCTCGGAAATATTCCAATCTCGATT -TATAAGCTCAGTAAACCATAAAAAGTGTTCACCATTGATTGTTTAATTTT -AATGTCGCTAAAACGTCGAGATTAACGCGAACTACTCGTGAAAATATAAA -ATTTTACAATAACATGCTTTTTGGGGCTATATCTTCGATTAAAATATTTG -TTTTCGTTCTCCGTCCACGTAGAGCGCATACAATGAAGATTCCGTCTGAC -CAAAATTTGGAGAAGCGGTTTCACGAATCGAACTACTTGAATGCCAACTG -CTTCGAATGCGAAATGAACTAACTGCGCTGTGGCCCAGAACCATATCGGT -GAACAGGAGATGGGGATCGAGAATCAAAGACCGCATTCAAAGGGCACAAT -GTAGTCGTCTAGCAGCCGCACGCGGCGGAGTCTTCCTTGCGAGTCCACGC -CCACGTCACCGCCACTGGATGCAGTCTGCTGTCCGACTTTGAGCCCCTcc -tcctcctcaTTCCTCAGCTCAACCTGGTGTCGCTGCACCACCAACATGCC -GGCTGCTATTGCCGCCTCCTGGCGCAGCCATCCGGACATGATCCAGACAC -GGCGAATGCAGGTTGTCAGTGCGAATCGTTCCATAATGGAAGGAATCTCT -GCACAAACCGTGTTTATCGATCAATAAACTttaaaaaaaaaTGTTAAGTA -TTTACGCACCTTACAAAATATTAaaaaatatATGTCTAGTGGCTTCGGAC -TGAGGTAACCGAGTAATGTAAACTGAATTTGGACTGGGACGCAAACGACA -TTGACAACTTAGCTCGACTCCAGGCCCTACTTTGACCTTTATTTTCGAAA -TGTTTTGCAGGTAGTCCTTACCTCCTTTTATATACCTTCATTATTTCTTT -AGGCTTGAATGGGAAACAGACAAGTGAAGATTCCATTAATCCTATACAAT -ATATCCCACCCATACATTCCACGCATCACGCCAAAAGACAAGCCAAATCA -GCCCTTTGTTTGCTGTCTGTGAGTTCGCTAATCTTGTGCTAATTACGGAA -CAGGGAAACACTTATCCATTACAAACAGACACACAGCTGTCACCACATCA -GACCTCCGACACCACGAGCAGTGGTGGGTAGGAGTGGAGGGAACATAAGT -TATATGCGAATGTAGGTAAAACAAGGATATGTCTGAATTTACATTACCGA -ATCTGACAAAACGACACATCGTTCTAGTACACGTGGCTGGAAGAGTTTGC -GGCAAGGAACATGGCGGTCCAAAGGCATCTCCCATCCCCCAGAATGTGGG -ATACGCCAACAATAACATCGACAGACACAAGCGGCCCATAAACCATTCAA -TGCTGAACACAAAACCAATTAAACCAAACATTTCGGCTGGATATTCGTTT -GCCGCCTGGCATCGATGATGGTACGAGTAATATGTTGATGCCGTTGATGG -GAGTTGGTTTCTGAGGATCCGGAGCCCCAGTCTCTGCCAAATCCACAccc -acaGCCAGGAGCCAAATGTCTGCTCCTGCTGTCACACCCGGGCAACTGGC -ATGGCGAATGCGAATAAGGATTGCAGGTGGAACCACACTCGAAACATTTT -ATGGCCTACAAGGGCTAGGAAAACATGTAAGTTGAGGAGGAAAAGAACGA -ATTATATCTTCTATACTACTGTTTGCCCTTGGAGGGAGTTATCCATATAT -ACTTATTTATTCAAAAATTCCAATGTGCGGCTTTAGAAACTTTCAAGCCG -AAATGCAGTGCAAATACTTTTGAAGTGCAGGAGGTCACCTATGTAGCGAC -AACAATACCGAATGGAATGTAATGGCTACGACGTGTGTATAATTAAAAAT -ACAGGAACACAAAAAGAGGCCGTCGCTGGAACTGGGAGTCCGTGGTCATC -CCTATAGATGTGTGCATACTGTGTCCGAACATGAATTCATTAAGCTGCCT -GCTAAGCACTCCCTTTTCCAGCCTCATCTCAGTTCAACTGGCCTGGCCTA -CTATCCAACCCATTTTAGCCCatcccatcgcatcctatcccatctcattc -catCGAGACGGGGGGAACTGTTAATTCAAATGTGTATTTCAATAAGAATT -ATATCGTAAATGATGTTTCCACGACCCTGGGGCAACAGAGGAGAACCCTG -GGCATGGAGTATGTGGCTCCTGTGGGTGGGAGCAGTGTGCAATGGTCCGT -GAAATCCATTCGGATGTATAGACAGTGAAGTGCTGAACGCGGCGCTATAC -TTTCTGACAGTTGCCGTAAATCAGCAATGCAACTGAACTGAATGGTTCTC -GTTTTCAAAGCACTTAATTAATTTATTCCGCGATGACTTTTCCAGGAGCT -CATTAGGCACTTATATGGGTTGGAAATAATGTTGGCAAAGGAATTTCCGA -TTGTTGAACATGTCCAACGAAGATTGAAGCGAATTATCGCGTTCAAATGT -AATTTATTTCCCTCTTCGGCAGCTGGATTTAAACAAAGTAAttaaataat -ggatttaTTAATTGGAAGTCAAAAGTTACACTCCCCGCAGTGGCTATTTA -ATTCCTAAATCCGGTAAAGACCAAATGCCCCTTCAGTTTAAATTCAATAT -GGTACAATGTAGATACTCCTGCTCACAAAATTTCCAATCAATGGATTGCG -ATCAAACGGCTCACACTTGGAAAACCCACGCTCTAGAGCAGCGTCGCCAC -CATTAAAATTGCAGATTGTGTCATTGATTACTTAACCCCTTATGCTCTCG -ACGCGAAGTCGGGTGGAAAGTGGCCACCGACCGCCGGAGACAAATCGCCC -AGACCCACTGTGCGTGGCACCACAGAGCCAACTGCTGTAAAAAGTAGAGC -ACAAGGATAATGAGAACACTTGCCTCGCACCACTCTGTGTATTTCAGCTT -CTGTCGACACCGCGGGCACTACACGGCGAGCGGGAGGGGAATCCTGAGCC -TCCACCCACTTAACCTCTCATACATACCGGCACTTGGGGCCAACCCAACC -CCAGTTCACAGCCAAGACATATAGACAGGTGCAGATGGCCCCTGCACAGG -TGCCACGAATACGGCTAAGATACGGCGGGTTAAACAGATTGCGGCCGTAA -TTTGAGAGCGGAAACTCATTTGATTATTAAGGTGAAATAAGTGTTCTGCC -ATGCCGACGAACCCAACCATCATCATCACATCGCCatcgtcatCAGGTGA -AAAGGCAGGCTTAAATAAATTCAATTAAATAACATTTTCCTTTTTTATTG -TTCGCATTAGGGTGAGTATGTATAATGAGTGggctgagtatttataTGAG -AAAGACAGAGACTCTGAACGATGGGGCTggctgtgtgtgtgagtgtgtgt -gtgtgtgtctgGGATGATAATGAGAATATTCATGATAATGCTGTCGGTAT -GGTAGTAGCCTCCACCTCGGGATCCTTCTGCTCCCGGCCGGCCTCCTCCT -GTTGctgcCccttctcctGACTCTTCTCGAAGTCATACGCACCCACCGAT -AGGAAATCGTCGAGCCAACGCTTCTCATTTTCGTTCAGCTCCGTGGCGAT -TGTGgtggtggctacgacctcctcttcGTGCTTGTCCTccacctcttctg -ccttttcttccacatTATCAATGCTAATTGCCGTGGCCGTCTCATTAGTG -GCGTCAGGTGGACTAAGCTTGGTGACTGCTATAGATGCGGTTAATACAGC -AGGAGCTGCCGAATCCAGAGGGGCAGCCTCGGCaggagaaggagcagcag -gagaaggtgcacgaacagGAGCCGCTGAAGCGGTTTTGGTCAGACTGACC -TTCCGCCTCATAGGTCCCAGGTTAGTGAGTATCTGTGACTCCAGATTGGC -CATCTCTGCGTCGCTCAGTTCTTTCCTCTGACCGCCATTAAAGATGCTAT -TACTCACATATTTCTCGTTAAGCAGTCGCGCCTTCTCTGCCGGATCTCCG -GCCACCGAGTTCACCGCTGGGTCGGTGCAATTGGAGGTAACCAGTTCGCG -GTGCTTGTCGCCCCACTGGGTGCGCAGCCAAGGCTTTTCCAGGATGACCA -GGCGGCAGACTATGTCCGCTTCCGCCGGCTGTATTGCCTTTGTGTCTAGC -GCGTTTAGCAGGATCTCATAGCGCACTCCGGCGGTGATTTCCCGAAAGGC -GTCGATGATATTCACAAAGTTCATCGACAGTGGCAGGAAGGTCATCGCAA -TGTTCTGGACACCAATCAGGTTGGGTGACAAATACTCCCGCTCGCCGGGA -TTCAGAACGTGGACCAGCGTGATCGGGGGCTCACTCACCGCCTGGTCCGT -TGTTGTTTCTGAAGATTCCGTGCTCTATTTGTACGGGTTTTGAGGATTTG -AACGGATTGGGGTGTTTGGGGATTGGTATGCGTTGTGGGGAAGGACGAAA -CAAAAGGCAAAACACATATGAGGATACACACATAGAGATTTCGTTTGGAA -TTGTAGCAGGCGTTGATGATCGATCCAGATGCCAAATTGGAGTTAGTGCG -TCTTTGTAAGGGAGTGGGTGATGTTTCAATGGGGCAAGCCAAGCCGTGTG -GTGATTGTGTGATTTACTGTTAAGTGCGGCTAACAAGCATAAGCCAGTTC -ACCATCAACATGGTTAATCCCACAAATTTaatttaatttCGATTTATACC -AGTATACCGGGTTATTAGACCAGTCAACCCAAATTAGTTCTCCCATCAGT -TTAAACACAGAATACAACAGGCATGGTTTTTGTTAAATTAAACGCTTAAT -TATCATTATGATTTGTGATGCCATCGATCCTGTTCAAATAATTTTGATTG -ATTAACCTATTCTTCTTATTAATAGAAATGTTATGCTGGGAGAGCTTGTC -TAAATGACTAAACATTTTGCAATGCACGTTGCACCTAATAAGCCACCAAC -CATTAGCAAGAATATCCCCTTAATTTCCAATTCAGGAAAGCATTACAGCA -CATGGGGGTTTAAGGTTAATTTCAAATGAAAGCATTGCAAGCACCACGAC -CTCCTCCCCCAAAGGCTCAGTTAATCGATGCACCCCACACCGCCCCCATA -TGCACCTGCTCGGCCAGCCGGGCCTAAAGCCTAATGAACTCCGCATAATT -GCAACTGCAATTGCGGTCAAAATGCGGCAATGGATCGGGACATCAGACGA -CCAATCAAGTCAATCACTGGCCAACGCTTGACTGGGCTTTTCAGGCCACA -AAAACTAATTAACCGCCGTAACGAAACTGAAACGATGCGAGCCACATCGA -ACCGGTTGGTGGGGCAATGCCGCACAATCCATCGATAAATGATGAGACAC -AAATGCAGAAAACCGTTGACAGACAGTCAGTGGAACACTGCAGACGGATT -TTGCTGAATAATTAAAAAAAAGTCGGAATCGCAAAAAGGCGGCCCACAAT -CTTTGGATTGCTTTGACTGTTGCTTCGGTGGGACCACTTGAAAAAATGAA -ATATCTTGAAGTGTAGTGACAGTATCGATGTCTCAAGAATCCCGACAAAT -AGATTGCATTTATTTTGCAATAATTCCTTACCTATGGATAACATTATTGA -TAATTGGTTGTAAAGTTTAAAAGACAAAGTACTAAGGTGAAAAGCAAGAG -AGTACTAAGACAATTTCGCGACCATCTTTTAAAATAAAATATTCTTAGGC -CATATCATTTATATTCATAGCTCGCAAATTCTGTCTTAACGTTCAGTTAA -GCCCTATGTAGCTTAGAGCTTAATGGACTTAGTGGCAGCTGTGAAACCAC -ATTATTTCATAAGTGTATTTCTGCTATTGCTGCTGAAACATTGCAGTTGA -CAGCGACAGCAGCCGGCAGAAAAGTGAGGATGAGATGTGGGACGGGATGG -ATGGGGTCATCGGGTAGTTTGGGGGACTGGAATACTTGGCGTCTTGTTGA -CGTTTTGGTCGTTCATCCTCATTGCCGCTGACGTCGTGACAAAAAGCCGA -AAAATGCATAAAAACTTTTGACAGCGGTTGCGTCACTGCAAGCGACGTTG -ATGCCCGCCTGATGCTCAAGCTGATTATGTTGAGTGGGTGGATCGAGGGT -CCGGGAATGGAGCATTGGTACTATGCGATGGAGCGATGGGCGATGAAGCC -ATTGTAGGTTGGAGCTATGCGCTGTGCTGCCGGAGCTTGTTTTTCAATTA -AACTTTATGGCATTTTAAACAACATCGCAAGCCATACCAAAATACGATGA -TGGGTTTTTAAGTTCTGCGCCACGCCCACTGGTAACTTCGCTCCGTTTGT -TGTCCTGGCAACTCCTTGGCAAAAGAGCAACCAATTTATGCAATACGCAG -TCGGTCGTAAGCCTGTTGCCATCTTTCAGTACACTCGTGTGCACTGAGCG -CATCTAGGGATTATAGATAGTGGATTCTGTCACCCGAACATTCTGGTTAA -TATGTGAAGGGGTATCTTCGAGTGCCAGAAAGTGTTCACAGTATCGCATT -CGGTAATGGTATAGTAGTTAAAAAATAGTTGCGTCTAGTGTATGGTAACT -ACATTCATTTCATTCTATTCAGTTATTGAGTAACTCCAATAATATAGACA -CGGATTTGCCACAAACCTAAATTATGGAAAACTGATTTAACTAAAAAGTG -CCGTTTAACTCCACTGCGCACCATAAGCTGTATATGTACTTAATGTGTGT -ATTTTGGCGCGCTTACTTTTCGGAACACTTTCCATCAATCAGCCAATCGA -ATTCCCTGATCTGGGCAAACACAACGCGCCAACACGATAAGCTCCTGCTG -CAGTCACTGGCTTACTGAACTCGAGTGTAAACACAAAATCTGCCAGTGTA -AACGGTTCCGGGGAAATATTAAACGTAATGCCCTCGGAACGAGGGGGAAC -AGGGTATTAAGCCAGTGTTGAAAAACTTTAATTGAATCATCGCAAACATC -AGCGAACAAACGTTACGTCGCAGCAGCGGCGCAGTCGCTGCAAATTGGCA -ATTTGGCTTGTGTTGTTTTTAATTAAAGtttaattaaagCGATTGGCCCG -TTCGCCGTGCAAATAAATGCAGCGCcgccatcatcatcGCGGCAATATTC -TGTCATTGGCGACTTAATTTTTTCACGCAGCCCATTAACATTTTGAAATC -CACTTACGCACGACCGGCTCTGTGAATCCCAAGCTCCCATCCCCACCCCA -CCTATGCACAAGTCGAGAAACCGGTATGAGATTAAAACTTTCGGGGGGTT -ATAGCAGGTTAGCTCACTGAATCCGAATctgagtcggaatctgagtATCT -GCGTTGTGCAACGCACTTGAGTCCAAGGTGAAGATGCCACGCTTTTGGGC -CTTGATAAGATGCGCACGTTTTGGGCGTGTTTTAGTGTTAATAAAGACAT -TAACCTTGGAAGGGGCTTTCTTCGGTTGCCTGCTGTGAGTCTGAATTTAC -ATAATGCTGTGCGAAGACGCGATTTCTTAATAAAATCTACTTTTATCTCC -TTGTGCTGGGGTCTGAATACACATTGGCTGTAGTGGGTCCTTAAAATGTA -GTTTTCATTTTCTTTCTTTTGCCTATATTGTCCTTTGACTCATCCGTGTT -TGCTTACGATTAGAAAGCTAAGTGCAATTTTGAAGAGATCATGTAAATGA -GTTCTTTTAATTGCAATTTTTTGTACACGAAAACCACCATACCTTCTTAT -CTGTACTGACCTACATCTAATTCTTCTCAGCTGATAGATAGATACCTCAT -AGATCATATAAGTCCCAGTACTAATATAACCCACTTCTTGCTCATAAATC -ATTCGTTTCGAAAATTGAGTAAACGTACACCATGCGTGCGAGCTCATTTA -CTCCAGTCAGCTCCGCCAGAAATTGATTTATTCTGCCTTGGTATTAACAT -TTTGGGGTTTAAATCGAGTCTTCGAATGCTTACTACATATGAGCGTGCAC -TTTATGTGCTGATTTGGGGAATTCCAAACCTTGCACCAACTAATAACCGA -TGGTAAAATTTTAAATTCCGTCCACGCTTCACGCAACCATCTATGGAATG -ATATTCGCATTGTTGGGTGCTATCTGCCATCAGGACACCTGCAGATTTAG -TCCCATCCCAACAGCCCCCATCGGCATGATGGCACGGCAACCCAACCCAC -AGTCAATAGACGGTCCCCTGACCTCCGccctccaccccGCTCCACTCATA -GTTTTAAGCTTATGCATTAACCATCGCAATCCGAGTCGCTTCACCATGGC -ACAATGGCATAGTGCTGACAGAAATCAAGAGGTGGAAATAGCTAAACTCT -TACAGTAACCAAACGAACTAAAATCGAATAGGTATATAGCTCATAATAAC -ACACGTATTCCAACCTTGATTGTTGCTAGGGACCGAGATGAAGTATCTTA -ATTTTTTGAAGATTCTATATATTTAATGCATCAGCACTTGGGATGCGTGC -TTAAATTTCCAATCATACAATGGAGACACACAAGCACACATGCCGCACTC -CCCGCCATTTACCCAAAGATGGCCCCTCCTGGCCAAGCTCATTATAAACT -TTGCCTTCACAGCTCCCCTGGGTGCTAATTTGCACCCTGtgtgtgggggG -CAGTGGGGTATTggtattggtattggtataggaaaagggacTTGGATTGG -AGGCGGGACAGCGATAGTGGGAGTGATTGGGTTTCGTTGTCTTGGGCTGG -CCGAACCATTTAGTGGGCCCAGGGCCGTAATTTCCTTTGGCATTTCCATT -AGGCGGCAAATCATGCTCAAAATTATACGAAGGACGCCCAGACAAATGCA -CGGATCgatgggtggatggatggaGTCCTCCACGGGCGGAGTCAGCACTT -TCAGGGCTGATTTGCATAAAGCCAAACGCCAGAAAGAAGATTCGCATTTG -ACAACCGCCGACAATTTGCTGGCAGAGACGTCGATAGATTCGTCCATCGC -TTCTTGCTGGCTTGTTTTTGTGGTTCATGAATCATCTGATTTGATTTCCT -AAATGGCAGCCCCAACCCCTCCTCCAAACACTCCAGTCCGCCGGCAGAGA -TTTGTGAGACAATAGTGGCCCCGTAAgtaagtaagCATGTTTTGTGCGAA -TCTTGCCGCGGACTTGACTGAATGAATATGTATATTATACTCGCATATTA -TGCTGGTGTGTACCCATAAATATTTGCGCGAATGTGTTGTGTATGTGGCT -TTATCCGCGCATATAGTTCCGCAATAATATTCATTTATGCAAATTTTCCC -ATGCATTCTTTCTAGTCtctgtgtgtgtgttTCAGTGCTTCTTTGCGCAT -ACCTTTTGATTTTAACACATGGGGTTTCTTCAACGAGCACCAAAAACCTA -ATCGATATTTAATTCTAGTCCAAAAAGTGAAACAGACAACATCCAAGAAA -GAACATCTATACAGCATTAATATTTATTGTTTTTTACGAAACTTGTTATG -CTTGTAAATGGCTAGTGCCTAGCCCAGTTGTCGTAAGATTTTTGGATTGA -CATAGTTTACCGATGTACCCATCGGTAACACTCTGTCGACCCTTGCACAA -CTCGCTCTCAAGCACTATTTATTTAAACTTATTTTTGCTTCCATTGAGGC -ATGCGTTAAATTAAAATTCAACATTTTAAATGCGACGCGGTAAATAATTC -AAGTGGCCGGACTATTGCAACCCCTCCCCCATCCATAATGCTGTGGCTTT -AACTCGTTGAACCCTTTTTACGCTATATTTAATTATTTGCATATACAAAT -ATTTTGCTTGTGGAGTATGATGAATGCTGTGCGATTTTTTCTGGttctgt -ttctcgttctcgcCCTGCTGGCTACCGGCTATTTAATTGATATTGATGAC -GCTGCTCCAAATGGCATCATCCCAAAGCCCGGCCATCTTTCCTCGGAAGG -TAGGGGGGCGCCATGCGGTGCTTTCTCAGTCATTAATCTGGCCCATTACT -TGGTGGCTCAGGGGCGGGAGGAGGTCGTTTTGGAGTACCACAAACAGAAA -ATTTAatttatttaaattGAAATCTGTTTCTCGTCTGAATCATGGATCAG -TTAATCACAATTCGAAATCTGTTCAGGTTCTCGCAGTGGTGTGCTCATAA -GTTTACACAGACTTCTCGGAATTATTTATTTCAGTTGATATCATCAATTA -GAGATTGCTTGCTAAGAAATTTGGTCATATCTAGCAGTCAATTGATTTTG -CCGTTCAATCTGCCCAATAAAATGTACCCTCATTTTAATTCCTTATACTA -CTATTCTTGTGTTGCAGGAGTGAAAAATAATCATATAAAATCACAATGAT -ACAATTTtttctatatatatttattTCATTTCCGTTTAAGTCTCTAGAAT -GACTAGTTTCAGCATCTGTGTTCAACCTGTATTGCCATTCTAATTATGAA -TGCAAACAGAAAACGTTCCTATTGTTCGTTGAGATACTCATCTCTTTCTA -AATAAATTTGTTTGCGTAACAATGTGCTGGATAAAAATCTCAATACTAAG -TGGGCAATTGTTTGCTGTAGCTAATAGTGTAAGCAATGTAGAAGATCTGA -ACTTTTAAAaaaTATATCAGATATACTCCCCTTGTGTGCAAAAACTAAAA -TAACTAAGTTGAAACAGTAAATAGATACAAACGGATGGTTGGGACAAACT -TAATATAGGAGGTGGTGCTTGATGGAGAGATGAATCCCATTTCTTTTCGT -TAGCTTCATAACTACCTATTGAGTTACTTGCTAGCAATCATTCGATTTGC -AAGGCTTTCCGCAAAAGAAAAAACAGTGGCCTGCGTTTGAACGGACGTAA -aaaaaaGCCTTGCAAATTtaaattCCCCTTCCGCTTGTGGGGAAGTGCAC -TTAAACGCAGAAATTAAAACGCAATTCCGGGCACAAAGCAATTTTAAACG -GACTAGTGGGGCCTATTAAAATACCCCGATAAGAAGCAGTTGCAAAAACA -ACGCAGTCTGGGGATCAATGGGGTTCTATCGGTCAAAATAAGCAAACAGC -TGACACGTCGCAGAATAAACAAAGGCCAAAACAGGCGTAGAAAAGCGaaa -agaggAAAGTAGAGCACTGACCGGAAAGCTGAAAAAATAAAGCTCTTCAG -AGAAATAGAGTAGCAAGAATGGGCTATTTTTTAAAACGCAATTAAACATT -TTTTGTTTGGAATATCGCAGATTTCATTGAAGATGAAAATCATTGTTGAA -ATTGCACTTCAGCCACTGAGGCTGGACAGTTGACATCCTTTCTTGTCAGT -GTACTTCAAAGAGGAAAAAACAAGGGACGTCAGCCAATATGGCGAATGTG -TGTGAGTATAGGTGTGTTCGGTTTAGGTGAGCTCCTGTGTATGTGTTTTT -GGGTAAGCGGGTGAGagcgagtgagagTTAACTGTAAAATTGCATATTTC -CCGCTTAATGTCGAACCGTAATCCCTGCCCACAAGCCTTAGTCACTTTGA -AGGGGATTACGTTACTTTTTGCTCCCCGAAAGCGTTTTGATGTGGAAATA -GCCGCGCTGCTGAATCATAACAAAACAACACACGCACACTCACCTCCGCA -TCGCCCTGTGCCTGTCCCGCTCGCTCCTCCGCAAgctcctCGCCAGCTGC -TTGGCCCAGAAGCAATACAAGCGCAACTGTTGCTGCCGCAAACAGCCTCA -TGTTTGCGTGTGTGAGTGGCTGCGGTGGGGGCCTCCTAAATATCCGCCAG -AAAACTCGCCGACTTTCGGTGCGCTCGTTTCACAATGAGTTTAGCACAAA -TCACGCGCACAGGTGAAGTCGATTGTTTCGCGTTCCGCTATCGAAATACA -CCGCCTTTGCTGtttggtggtttttggtctttgttttCTGCGAGACAGGG -GTGGACCGATGTCGATTGTTACTCATTGTGTCGATTTCTTGCTATCGATG -TGCGCTCGGTAAGTATCGATAGCCTTGGATTTTAGGTTAGCTCCTTTTGG -TCTTCGAATTCGATTTTTAGTTCATGCTCATCGATATTTCGTTTGCTTAT -TTACCGCTTCATTTGAATTTTTTGatctttttatatatttgtTTACTAAT -AGTTACCTACGAGGAGGTGGTTATGATTACCAATTCGGCGAGAGTAGGAC -CAAGGCAGGATGTACTATGTTTTCCACCCAAAAGGATTATGTATTTAAGA -TGAGAATCATTGGGAGATTCGATCTAGCCATGTCCATATCGGGAATTATA -TAAGGTGTAAAGTTATGGCACGCAGGGAATATTCGGCAACAGTCGAAGAT -GAAAAATAAATTCCCTTAATGTTGTAAAAAATTTGTCAATAAAATTTCAT -TATCTTTTGCAAGGGTATAAAAATAACACCAAATTCTTAACAGGTAATTA -TTTGTTCCTCGACTATCAGATACCCGTAACTCAACTGTGGGATTGCATAC -AAAACATTTCTGTGGCGAATCAATAGCAATAGACAAGGAAAATTTATCGT -TACTAATAAGAAAACGAAAAAGTGTGGGCTGGACAGTTTCGCTAAGTTTC -TGGGAGTTCGAGTGGGCGAGGCAAGTCGATAGAAATTTATAAGGCTCATA -ATAAATAACATTTAAAAGTGTGGGCGACGCCGTATTGTTCGGTTTGTGGG -CTGGCTTTAGAGTGGGCGTGGTAACAATGCGGGAAAAAAACTTGCGATGC -GTCTACGTCTGCATCCCTAATCTCAACTTTCTTTAGTGAGATCGAGAtCG -AGGCGGTCATATTGACAGATGATCACGGCCAGATCGACTAGGCTTTTGAC -CCTGATCAAGAATTTATAGGATATGAAGCGTATCTATCTACCCTTAACAC -CCTTTTCAACGATTAACGTATAATTTATTAAAGAATTTGTATTCATTGAA -CCATAAATTTTAAGACCACTTAGTACCATCCTACTACATATATACAAATA -AACGATAATGAAAGTCTGCATAGTTGCTGTCCGATCATAGCAAGTAATTC -ATCAATTAAAGCGTAGCCCAAGGAGCACGCGAAATCTAaaaaaaggccaa -aaaaCATAATTTCTTTAATTGGTGCTGGTAAGTGGCAAAAATTATACAAA -ATTCTTGCTTAAAATCGCATTGATTGATTCCCCATTTAAGCACTCAGTAC -GATTTGATTTAATTCCCTAACTTGTAATGAATTTGAATAaataaaaaact -ccttacttacttatttatttTAAAACCATATCATATTAAAACTTGGTTAA -CTACCGCTTGATTGGTGTATGACTTGTTAGGACCACAAAATATTTTTTTG -ATTTTCTTTACAACTTGGTCTGCGGAACTTTCACACAAACATCAGTATAT -CAATCAATTAATACATTCTGGGGAAGGGTATCTAGCTTACTGGGACCTGA -ACTCAGATTTTCCCAGCCCTTGCGGTTGCGCAGACGAAGTGCATCCGAAA -CCAGGACAGCAATGCGGTGCGTGACTTGGCGAATGGTGTGCCCAAAACGG -AAGTGCACAAAAACAAACAGTGGGAGGTTACCGCTGGCAACAACAGTATG -TTGTGCTTGGTATTGATAAAGCGCGTTTGCAACAATTAAAGATTTTCCAA -TAGGAACACTTCAGCTTCCCGCAGCATGAGCTCGCACTATCTGAATTCCT -GTGTGAAAGTGCCCATCGATCCGTGCAATAACTGTCCGGCTCCGGTATAC -AATCGGCCCAAGCTCAGCTCCCTTGGTGGAAAGAAGCCGACCGACCAGGC -TCACATTTCGCAGCCAGAGGCAGAGACACCTGCGTGGAGCAGCCAGATGG -GGGTCAGGTCCCTAGCTAAATTCTACGACAGTATACCTGGTGAGTTCAGC -TTGGAAATGTCTGCACCTTGAAATGTAATCTTCGGGGTTAGTATTTAAAG -GATTTCTTGCTCTTCCGTTTCAAATTCAACTTACCTTGAGTTTTGTCCTT -CATTAGTCTTTGAATGAATGTGCAATGATTTAAAATAAGAaagatggata -attagaaagacacatACTCACCACAATTATTTTGCTTTCCCTAGACTATC -GTGATGTGAAGCACCTGCACCGAGTTGAGTTCTACTCAACTCTGGAGAGC -CTGCGAAGCACCAGCCGTGAACTGCGATCTCAGGCAGCAACTGCTCCAAC -TGTGGAGCGAAGTGCCAGTGTCAGCAGCTGTTCTGTGGGTCATGGAAAGT -CTAAAAAGCGGCCTTCCAAGGGGAAAAAGATAAAGAAACGTCCTTTGGTG -CTGGATCCTGTTCCTCCGCCAGCAATCTTAGTGATCCCCGGCCAACAGGA -TAGATGCGCTACCCGCCCAGTTGTCCATACTCCCAATTCCAGTTGTCTAA -GCGACGAGTACGACCAGTGCCTCAGGGACTTGAGTCGTCTGAAAAGTTTT -AAGGAGGACTTTGCAGTGGAGGTTGCGGATTTCAAGAGGTCCCTTAAGAG -CTTCGAAGCGGAGTTCCGCAGGCCAAAGTCCACGAGCAGCAACGGAACTC -AAACACAAACCAACAAGCAAAGTCAGACGCAGAACCGCTGCCAGAAGACT -GCCAATCCTGGCCAGCACACGGCAGAACGGGCCAAGTGCCGAAGGGAAAT -GCTGCGCAGGTGCTTTAGTGTCAATGATCTTCAAGGGATTGCCTTAGAGG -CTCATTCGAAGCCTTCCAAACTAGCTCAGCCTGCGCGAAGCAACTATTTC -CCACTCAGCAAGCAGGAGGAAATTCCCAAGATACAGATTCAATCACCCAC -CACCTCGTCGAAGCGAAGTAGTAGTGCTTCCAGCGCAGCAAGAGGTCGAG -GAAGACGCGGAAGAGTAAGGAAACCAAAGCCAGGGTCTAGCGTAAAGGAT -GAGAAGCCACTACCACCGCTGAGCATCTATGAGTTGCCGGAGGAACCGGT -CCAGAGGAGAACGCCCAGTGTGTCCCCGTTGCATCCGGTATCTCGTCCTA -ATCTAGCGGCAACTTTGAGGGCTGAAGTATCTAGGAAGAAGGTTAAGGAG -CTGAAGAACAACTGCACTTATCATGATCCTCGTCCGCAATTCGATTGGGA -GGTGAGGAAAACGCCGGCTTGGAAATCACTGTCCTTGAAGTGAGTAGTTC -ACCAAATATTAAGTTTCGCACACATTCAGTGTTCTTTCTTTAGCGAATCC -CACAAGGCACTGCTATCCATTCGGTTGGCCACTCGCAAGGCAGAGCAGGC -TTTTCAGGAGCGTCAGTACGAACTGCATATGGAGATGATGCGTCAACGGG -TCAAATCCGCTCCCCTTCTTCTGGAAGGACCCACGTTCTGGGGTCCAGAA -GTGGGCAAGCTCACCCACACCTGCCGGACCGAGGAACTGCGTCATTCGTG -CGAGGGGAGCCGGCAACGTAGGAAGAAAAAGTCAGAGTTTCCTGTTCCCG -ATGCGGATACTAAGCTGCAGCAACTGCGTAAGGTCTATGGCTCAGAAAAG -TCCTGTTCGAGGCAGTCTCAACGAAGCAAGCGGTCCGAACGACGGCCGCA -GGGGCTCACGACCGAGACGCCCAGCCACGACAGCGGTGACGACCTGTGCA -GCGCAGATCGAGCTTTCCTCTAGAGATTCACCTAATTCCCAAGCACATAG -TCACAATATATGTATACTTTTTTGGAATGACCTAAGCCTGGGATTTATTG -ACCGGAACTTTCAGGTTGTGAAGTGGTTTAAAGTCCGGAATCAACTCGAA -TCCAGTTTTTTGATCGTCTGCTAGGGCGGCGTTTCCAGGACGCTTCAGAA -TTATGGCTTGCAAGCCCGCACAGCGAGCGGCGGCCGCTTCTAAAATATAA -TTTCACATTAAAAATGTTACGGATGAGGATTCGTGTGGATCAGCCACTCA -CCTCCTGGAATATCCGTGAGAAAGAGTATCTGCTTCGGGTCCTCCTTCAA -TTGCTTGGCAATGTTTTTATAGGACTGCTGTTCCTGTTTGTGGCCCACAT -GGGTGTCGAAATAAGCACTCAAGTACGGCTGCAGGTTCCCGGCCAAACTA -TGACCGAATATCAGCTTTTGGGCAGCCACACTGCCGCTGGAGTAGACTGC -AATCTGGAGGCCAGCAGCACGCCAAGCCTCAAAAGCTGCAGGGACGTCTT -CGTATACACTATAATAACATTTATAGataattaattaattaTCAATAATA -ATGAGTTGTTGCGTTGTACTTTTGGTTACTATGTTGAATGTTATCTGATA -ACTATTGAAATCAGCAAAAGTTAAACATTCCCGTGCGGAGAATATAGCTA -GCATACATATTTAAAAAATCACCAAGCTGTATAATTGGATCTCAGAAAGA -CACCCAAATTATTTTTGGGAACAGACGTTAAGTAAGCCTTTTCTTTGATA -ACCTTCTAGAGTTCAGATTGTAAAACTTATATGGCCATGATAGGAGAATA -TTGAATGGGGAACTTACTGGCCCTTCAGCTCTCCATTAGCGTAGCCCTGC -GCCCAAATCAAGCCCTGCAGCGTTTTCATTGGCGTGACCTTCAGATCCTG -ATCAATTAAATAGCGCACAAAGCCTGCAATCAGATCTACATCCACTTCCG -TAGGTGGACCACTTAACAGGGCCTTGTAGTCCGCATACTGGGGCACTTGC -TGTAGATCCTGGACAATACGCTTTATATCATCTTCTTCCCACGAATCCCT -CAGGAACTTTTCCACATTCTGCTTGGCGTAGGGAAACAGGACATCGTGCA -CAAAGCTAATCGAAGTGGTGGTGCCCTCGATGTCCACCAGCACCACTTTG -GCCACTCGTTCACTGGACGACATTGCGCTTATTAGTGGGATTAAGTTATC -ACGAGGAACCAGTTGATTTTCCGCCCAGCATCTGTTTAGTTTTGATAATG -GAGATGGCACATCGCGCTATCGACTatcgacTTTAAaatatatatatata -aaTGTATTGGAATAGACGATAAGGGTATTTGCCATTCTTAGAGACCTTGC -TTAATTGATAAACGATCGACTGAAGTTGTATTAAAGTAATTCTTATGGGG -TTAATGGCCGCTTTGAGTTAATTTTCCCAATAGCTTTTTGTTTCCGAATC -TTGTGCAATTAAATATTAAAGCTAGTAAATAAAAATAGCGAAATAAAAAG -CTTTGATTACCGTTAGTATATAAGTGCCAGTATAAAATAATCACCACTAA -CGTTGGCTCGTTCAGCTATCGATACCTACTGCCCGCCGGTAATAGTGCTG -TACAACGAGTACATGTCAATCGCTGCACGCTAAGTATCGGTCGACGCCCA -TCGCTATCAAAAAGAAATTTTAGTGCTGAGTTAAGAAtttttcccttttt -ttGCACAGTTTACGCGGTTTTTATAAACAAGGGGCGTAATAGAGCTCAAG -GCAGGGTATAAAACAGTCAATAGGGTTAAAAGTTGCAACCCTAAAACGTC -TTACAAAAGAGAATACTCGCAGGAAAAACCAACAACAATGCACATATAGC -TGCCCGTGCGTctgtgtgtgtgcgttgtatgtgcgtttttttttgtttat -tTGGCAAATTCGGTGGCCTACGTGATTAAAATAAGCACAAACAGTCTTAA -GTGAAATGTTGGCTAAAACGCCCGAGTGCCGTAATTCGCATTGATAACAA -ATAGCCATAATCTGCGAGcgtgtgtgtgtgtgATTGCCTCAGTTGGCGTA -GGTGAGGTGGGGTAAAAAAAGCTGGGAGAGCTGTCAAGGTTAAAATCGGT -CGTCGCCTTTGGCTCTCCTCTCCCGCAAAATGCAATGAGCAGGGGTCGCG -GAAAGGTCAGGGATTCAGCAAGCCATTCCGGCTCCCACTCCGCATCCAAA -TCGGCCATGGACCCGCCGCGCTGCTCCATCTGCGGCACTCAGCAGCAACT -ACTGCGCTGCGCCAAGTGCAAGGCCGTCTActactgctcccccgcccacc -agcaTCTCCATTGGCCCGACCACCGCACCGAGTGCCGCCTCCTGACCCGC -CAAAAGCTCAAcagcagcaacaacaataagcagcagcagcggcagcagAT -CCagcaactgcaacaagctgTGGCATCTGCCAATCTGGAATGCAGCGGCG -CCGGCGCCAACTGCTCCACCGCCCAGATGATGACGCCTGCCCACCAGGCG -CAGAGTTGGCCCGCCGAGGTAGACAACCTGCTGAATCTCCTCGGGCAGCC -gggcagccaGGAGAAGGCTGCAGctgcggaaacggaaacagGTCAAAGGC -agcagcagcaccagcatcatcaccatAATGGCGAAAAGAGCTCCAGCTAT -CAAATCGGTCTGGCGGATGCCAGCTTCATGGGATCAGGAAGGTAGGTCGT -CAGTGGACAGGTCAGATGTTTCAGTTTCAACAGTTTTATGCTAAAACATA -AGTTAAAAATGTATAATACtataatacTGCTCATGGTGGCACGCTAGAAG -AGATATATTTTTCTTAGAAGCTCTTTTGAGCCTGCATAGTGCCATAGTAT -TTTATTAGATGCAATCAAATATCAGCTGATCTTTTATTGAAGATGGAAAA -ATATTCTCCATGAGATAGAAAATCATTCCTTGTACCTACTGGGCTTTTAA -AAATAATATAAGATTAACGCTGaatatcgaattaacacttaatttggaag -AAGCATGGGAGGTTGACTTAAAACCTTAAAAGCTTTTCTATCAGACAATT -TCGGCCAGCTTTACCAGATCGACCAACGAGTGCATTGGCTTCATCAGTTG -CCCCAGTTCCTTACCCTCCACTGCGTCCGAACGCATAGGCTGCTGCATCT -TGTTGTGTGCCCTGTATGCCCGACATTCATCCAACACCCGCTCTAACTCC -GCCCCAGTTAGGTTCGAATCAGCAACGGATGTCTCCCACTGGGGTCTCTG -CATTTGCTGGTCAACAGTGATTAGGGACTCCTCTGCTTTGACTCCTCCAT -CCGATGCATAAATCGTAGCCACTGCTGCTCCAGCTCCTTCGAGCATGGCT -AAAACGAGGCAGCCCACAAAGGCACTGTTGGCCATGGCTCGAATTCCATT -CCGGGCGGCTAAAATTCCGCCAGTGGCCGCTCCGCTGACAATCGCGTTCC -AGGAATCCTCCCTCTGGCGGTACGAGACCATGACGCAGTCCACCGTGCTG -AAGGTGGCGCCCCAAATGGCAAAGCTGCCGGCTATGGCCGGTGTCCGCAA -CCTCACCGATTCTATACCGCCGTGCAAGCCACGTCGAAGACCGGACGGAG -CGTTTCGGAATCCCTTGAGGTACTGAAACAACGATCCTCCCATGGTGCCC -ATCATAAAGGCGCACCCGCAATCCTCTACAATCCTGATGGGACACGGCTG -GCGATTGTACTCCATGTTCGGGTGATGTACTGACCAAAAGAATCCGTAAT -TAATTCAAAACTTGATTTGTAGTGAACTTTCCTTGTTTTGCGAATATGTG -CTATCAGCTTTTGACCAATATGGCCTTTGATTAAAAACGTGTGTTTATAG -ATTATACATAACTTTGAGAATGTTGCCTTACGACTTTTACGTCCGTTCTA -ACTAGATACAAATATTTACCAATGGTCCTACAAACGAAATATACAGTTTG -TCAAGAAACTGTTTACACACTGTGAAATAAGTTGAATTTTTGACTTTAAA -GCTAaaaattaaaggttttttGCTTAATTAAACGCATTttttttataaaa -TATAATTAAACAATATTTATTTTACTTATAAAtcaaaaaacaaattaaaa -atattaaatatacaagaaaaaaaacaacaaattccaagttTAAACACTTT -TGAGACTGTCAAGAAACTCTTTACACAAAACACTAAATCGATGTTTAATC -CTAAAtttttaaattattttattaaaattttaaaagtttTGGTATGTAGT -ATGTTCCCCATTGGCTTTAGCTACAAGTTGAAGCCCTTTTTTCATGGATT -GGACAAGTTTTTGCAGGTCATATTCAAACGGGATCTTTTCACACTCTTCG -ACTATTACAGTCATAAGCTGTTGTTGTGTTTTAGGTTCCTTTTTGCCACC -TTCTTCTTTAAGTAGGTCCACAAATTTTCAATGGGGTTCAGATCAGGACT -CTGAGGGGGCGTATCGATCACTTTACCACAGTTATAAGGGCGCCAGGTGC -GTACATTGCACTCTTTATGTTTCTGATCATGTCCTCTTAAAATATAAAAT -TTGGCTTGTTGTTGCTAACTAGATCAAATTTTTCTGCACTGGCCTTCAAA -TTTGttttttaaaATTCCTAGATATTGCACGGCAATTATTGTGCCCTCAA -TTAAGGCTAGTTTTCCCACTCTACGGCTGGTGATACAGCCCCAAACCAAC -AGTGACATTTTTCCAAATTTTATCGTTGGAATGATATTTTGTTTTTCTAG -CGCACTCAACGGTTTGCGCCATACTCTGCTTGGCCCGTCGTTATAAAAGA -GCATCATTTTTGTTTCGTCACCAAATATGACGTCATCCCAGTACTCTTCC -GCATGATCCATCATGCTCACTGCGAATAAATGACGCTTTTCAATATTGGC -ATCTGATAGCAAAGGGTTTTTCCTTGCAACTCTTGAAGAGTACCTATGGC -GTAGGATGACTTGGCGCACAGTTTCGTGTGACACAGCTAGGTGACATTCT -TGCCTGATATCTAGAGCAAGTGATCTGACCGAGATTCGGGGGTTCGCAAT -CACTATTCGCATAATAAAGCAGTCTACACGCTTTTTAAttttaattttCC -GCCCACCACCACTCTTAGGTTCAAGCCTGCCCTCTTTTTCCGAGCCTTTT -AAAACATTGTAGACGGTCTTACGGGATACAGGAAACATTTATACTAATTC -TGGAAAAGATTTTTCCAACTGGTGGTTATAGTTTATTAATTGGGTAACTT -CAAAAGTTAATCTCTTTCCAGGCATTTTATTAAATTTAATAATTCGCTTT -AAGCACGTTTGATCAGCAAAATTTCACAAGCAAAGTCAACAAATTTCAAT -AGAAGCGTTGTAAAAAGCAATGCAAAGCCAAAAATAACGGAAAAATCGAG -TTCGTTCTAAGAAAAAGAACAAAACAAAGTAGGaaaacaaaaTGTGTAAA -GAGTTTCTTGACAGTCTTAAAAGTGTGTAAACTTGGAATTCGTTGTTTAT -TTTCTTGTATATTTAAtattttgaatttgttttttgatttataaataaaa -taaatATTGTTTAATtatattatttaaaaaaatttcgtttaattaAGCAA -aaaacccttaattttTAGCTTTAAAGTCAAAAATTCAACTTATTTCACAG -TGTGTAAACAGTTTCTTGACAACGTACATAGATCGAGCAAAAACTTGTAC -AAGAAAAATGCCACTCAGATATTGATGAGTTATTTTCAATATCTTATTGA -AAACATCCAAATGACTCGGTAGAATAGATTTTCTACGTTTTGGTGCAAGC -TTATCTTGAATTTGATTAGCCATGATTTCACCTGATAACTAGTTATTAAA -TGTAACTGAACCAAGCACCGCGATTAGCTAGCCGACCGCACACTTGAAGT -TGCGTTTGCAGTTTGTCCCGGAGCGAAATCTATAGCCCCAAATATACCCC -ACTAGGTGCATCCTCCTGCTCGTAGCCCCCTATCGTCTTCACTTGCACAT -CAAGTCAATTACGATAAGCGGTTACGTGCCCACTCCTGAGAAGCCTCACG -AATCAACAGCAGAACATGACACAGCTGATGACATATCGCTCATATGGCGC -TGAAGTTTATGGTTTTCGCGATCCTCAAGCTTCTTCGCAGCTGATTTATT -GGTTGTTGATATACAGCTTATACTAGTTACCTCGCAAAAGGTCCTATAAC -ACAAATCAAAACATTGAATAGCACTGCTAGATCATCTTAGATCGCTTGGG -TGAATTAGTATAATTGTATTAGCCAAACCATGGCTCATTTTGGAACTGCT -GCTGTTAAAGTATACACAAATCAtatgatataatatTACAGGTGTTCAAG -GTAAAGCTTCCAATCCAATGGGGAACCAGGAAAGGACTCTTTAGGAGACA -AACACTTGGTGTTGGTTTTAGATTGATGTCTGCACGTACTACATAGGCTG -TCCGATATTCTCAGACGTAAAAGTTTAAAAATAGAAACAGTTTGTTTTCC -CATTCAACTCATCGCATTGTCAGATGAGATTCGTAATTGCCCTGCGATTT -GACTGTCTCCGGATTGCTAACATTCTGCTCCGAGATGGCACCTCTCGAGT -CGAGTATTTATTTACCTTCGGCATTACGTGCCCGGCCGCATAGTGTATAT -GGCACCCATGCCCGATCTGATAGCACCTGCAATCGCAGCCGGACTCGCAT -TCTTCCGGGCGGAGGTGCTGACTTTGTAATTATTCTGTTGCGCAGTTTGT -TGCGTCCAAATCTTTAATACTCGCTTATTTATTTTGCTTTGCACCCCGGC -ATTAACGAATACAACAAACATGAACCGCACACATCGGAGCACATATAGAA -ATTTGTTCGTAATTTTATCTTTCAGCCAATCCGGCTGAGTCATCATCAAC -CCCACACTGTGCAGTAAATTATTTTGTGTTCCTGGATGTGCAGTTGTAGC -TAATAAGTGCAACATATGAACTAATTCAGATAACTTCCCACCCGATAGTT -ATGATATTTTCTTTTTACTTGGATACACAAATAAAAGCCTTCATTTTTCT -ATGTTACTGTTGCAAATCGATTTTGTCAGGTGCAGTATTTTCTACCTTCT -TATCGCCCGAAGTGGGtgggtggTCCGTTCGGCCGGGAGGTCCGGAGCGT -TTTGCCTACGTGCCGGGAATACGCAAGCGTATCGTTCAAATCGTGTTATC -AGAGTTTAGCGAATGCCTTAGCTCCGAGATTTCAATCTGCGGCGGGATGT -GTTGTTCTTTATCAAACAATTAGCGCAGTCGGACCGACGTGATCTCATTT -CCAGGGGCTTGCAAAATTCCGTCATTGTTTAGAAATGTGCTAAAATACAT -GTGTCAAGCAACTTGCTGGGAAAAACAAACAATACGGTTGCGCAAAACTC -GATGAACAGAAAAAGTCGAAAAAACCGCATCTTGTCGCCACCGAATTCCA -ATTTGAATCAGCAATATTGATAGGAAAAGTCAATATGGAATCAATCCATT -CGCGGATAGTTTGCTCTGCTACTTTTTGATTTGCCTAAGATTCAGCCAGA -ATGCATTCACCTTAGCGTTGCTCACCTCATTTTTTTTCATTTCCGAACTT -GAATGTCTAAATGTAGTTTTGAAAGCAGAGAAAGTGCTTTCCAGTTTAAA -TCAAATAAAGTTTATTTAGATCGAATATCTTGCGATGTGAACTATGCAAC -CATtggaaacattagaaatataaAACTATTGCAATGGTATTTAGTTTAAA -AATATTCGTAAATTTCCTAGGGATTTCCTTAAAGGTTCCCCTTTTCTATT -TATGTTATCCACTTCCAATTGGGTGTAAACCCATGTCTGTGGTCTCCTTC -AGCTGTGTGATGGATTCCCAGTGATGGATCTCGAACCCAGTGCGAGCCCG -AGCGAGCTACGTAGGCAGACGCACGTCACCAAGGTCGACTGCCACTCAGT -GCGTGTGCGTCGCCACGCCCCTCTCCCAGGTGCTTCTCCGCCCACCAAAA -GGGCTGCGAGTTGGTGTGGTACACGTGCCGCAGTCGCCGTTGTCGCACGT -AATACATCACAGACAAAAAGGGCGCCAATCGATCATTACAATGTACACGA -AAACGTGTTTGCACTAAAAGAAATCAGTTCAGTTTAGTGGCCATTTTGCT -TCGAAACTGGGTTGTGTGGGACTTATTattattGTTAGCCCAAGGGTATT -ACCAAATAATAAATAATGTATAGACAGGACAGAAGATAGAATAATCTTTA -TTCCTATTCCATAAGATACTTTTGATATTTTTCGTTACCAATTTTATGAC -TGATttatttattatatatatatattatattattatatatattatatatC -TTGGTTACAGAATGTTGGGCAGATTTCTGGGATATTTCTTTATTTTAATG -GCGCTTTAAAAGGTCTCCCCGATTTCTCTGCGTGCACGTTGTTTGGCGGC -GACTTTGAACTGGGCCGTTGACCCAATTCTTTGGTTCGCACATTCGCCTA -GCTTCCGCGTGCTTCCGCCGTTCTGTGCCTCATCTTCGTTAGTGTTTCTT -AAGCATTTTTAGCAGATATTTGTATCAAACATTTTAAATATCTACATTAT -CGCTGACCTTCTCACACTCCCTTCGCTGGCGACCATCTCTTTCTGACTCA -CTTGGCTCTCGCATTAACGCCTGTGCGTGTGGCTTCTTTGCGTTTGTATG -GGTCGCTCgcatgtgcgtgtgccaattgcgcattGgtgtgTGTGCTGGGC -TACGTGACGATTGTTGCGCTTGTCTTTCTGCCTTACTGTTTGCCTCCGCT -TTTCCCCGCTTTTACGTTTGCAATTGGTTTGGCTTGGCAGAGAGTGTTTA -AACTCTCTTGAAGGGCAAGCGGAACGAGTAGCTTCCTCCCGCTTTCTGGA -ACCTTGCGGGGTATCCGATCCCATAAATTGCACGTTCAGTTCGGTTTTTC -GCTATCTGCAGCTGCCTTTTACcttttacCAATATGTACGTATTTTTCAT -TATTTGCTCTCACCTACCAAGGTGCTGCTTATCGCCTTAAGCGGCTGCTT -CTCCTTCGATTATTTAGCTGCTTCCCAGGCCCCCAACTTTCTGATTTACT -CGTAGTTTCATGGACGCTCTGAGATAGTGATGAACGGATTTGGGAGGCGG -ACAGAAAATAGCTAGAAAAATTTGGTTACAGCAAACGAACTACAATTTGT -AGTCCAAACTAAACCTTTTCTACGATCTTGATGTTATCGTATTAAACGAT -TGTATTCCGAATCCGGGATAGACGTACAGTTCACCTTAGCCAATTTTGAA -CTGGGGTTTAAATGCCTCAAGTATTGCTCGTAGATGTCCATTTAATTTAT -AAACGTTAACACATGTTCGACTAACACACCAGAATTCGAGCACTCATAAT -CTAGTTTTTGGCCATAAAATAGCTAGATTGTTTTCACCTGCTCTTAAAAC -GCTCTGCCTCTCTCTCCTTCGTAACCAACGGTAAAGAGCGAGAGCGACCT -GCTCAGCTGCCGCATTCGGAAAACGAACGGCGACGAGTGCGGTTCGGTTC -AGCTGCTTCACATTTCACTTAAATTAGTTAACCGAAGCTGAGTAATACAC -AAACGTGACTAACTGTGCATAAACAAAGTCAAATcaaaacaAACATCTGC -CAGTGAAACAAAGCGAAAAGTGAAATATATAGGCAGCCGGCCCCAACAAA -TGCAAACTGCAATAATACGTACCTCCCCACCAACACATTTGCACCTATAT -ACCATATAATATAACCGCCGGTGTACGTATAACTCGCACTCTTTCCCTCT -AAAATTCGAGGCTCCCCTTCGCATAAAACTCGCTGCAAATTATAAACTCC -CTTCAGTTGCACGTGAAATTCTGGAGGAGTCGTTTGAGAACCCGTCATCT -CCCAAGAACAGTAATTAACCAATTCAGGGTATCTAAAAAAGGATCCTGAA -ACAATTCAAATGCCAAGAACTTAATTCACCCTTTCTCTGCACAacaacaa -ctaataACTCTGTGGAGATACAAAGATAGGACTTCAGTCTTAAAGCTGTC -TCAAGAGTAATAGAGTTCTTGTGATAACAGTGAGAAGCAAGCTGACTAAT -CAAGGCAAAATGATAACCTCCACGACCACGGACTACAAAAACTTTTTTAA -ACACTCGGCACATCCTGCCAATGCTGAGCAGTACTTTCGGGAACTTTTGG -ACAAGCGGTAATGATATTTTAATTACTGAATTAAAGTTCCTAAGGAACAA -ATGTAAAATGAGGCTATAATTAAGGAAACCTCCTAAGGAGAGAATTAAGA -GTGTCCACATGACAGTGAAGGATATAAATATTTATTGCCCTTAGGTATCT -AATCTAATTTCCCCGAATTAACTTTAAGTTTCaattttaAAAAGAGTTTT -TAAGCTAAGGGGCTTTTGAAAACGATGTTGCTATTACAATACAAATCTCA -TTCTACTTtttaaaattcctttaaactttttCAACAATGAACATCATTTT -AGGTGTTGGATTCGTTTTTTTAGAATAGTTGTTTCTCGGGCTGAGTATTA -ACTATTTTCTCTTCTGGATTTCACACCTCTTATAATCTGTTAATTATGGT -TTGCATTAACTTGGGCTATGCGAATGTCAATAAAACCGGTTAACAGTTTT -GGTTTGTGGTCGTCAATGTCGTCTTTCGTGTATCGTAATATTTAGACAGC -CGCTGATTTTGAATTCGTATATTAATGTGTTGGCGGTAGCGAATTTGCTT -TCCTGCGTTGCGTGCAGATAGTTCTCCCCATCCCATTCTGGGAATTCGAT -CAACAGCGTGGCACGTTTCAGTAATATTTGTATTTTTGCGACAACCATTT -GACTTTATGACTTTGAATGGCGCATGTGAACTTGTGCGAAATGTTTCATC -TCTGTTTCATATTTTTCGCAATGTGTTGCTTTgcgttgcTTATCCGGAAT -TTCGCGATCATCTGGGCCAGTTGAGTTCTGGGTGGCCTACGTGACTGGGA -ACCACCGACATGTATGAAAATATTTGTTTTATGGGCGCATCATAAAAAAG -TCGTAAAATTGTATGCATCGCAGTACCCGTTGCTCAAACGCCTGTAAAAA -AGCTTAAGCGCAATCGAACTTTTGTGCTAAAAATAGCAAGGAAAAGCGTG -AACATTAATTAGATGCAGGGGTTTCCCCAAGGTGACCTCACTCACATCGG -TATCTCTAATTCAGTTACAGATTAACGGTCTTGAAAGGTCTATATACTTT -TTCTCTTCGTCTCTCTACTAAAAGGGAACGTAATTAACATAAGATCTTTG -TTTCCCTTCTGATTTTCCGCAGTGAGCGCCGCTATGAGGATCTGTGCCGT -AACATCATCAGCGACATGAACCAGTATGGTCTGTCCGTGGTGGACGACTT -CCTGGGGATGGAGACGGGCCTGAAGATCCTCAACGAGGTTCGAAGCATGT -ACAACGCAGGAGCCTTCCAGGATGGCCAAGTGGTGACCAACCAGACGCCC -GATGCACCCGCGGTGCGCGGTGACAAGATCCGAGGCGATAAGATCAAGTG -GGTTGGTGGCAATGAGCCGGGCTGCAGCAATGTCTGGTATCTGACCAATC -AGGTGAGCAACGTACAAAAGAAATACTTTTATGGTCCCTAAACTACTTGC -TTACTTAAGTTAAGAAGTATAATCTAATTTTACCTTTCAGATTGACTCTG -TGGTGTATCGTGTTAACACGATGAAGGATAATGGCATCTTGGGCAACTAC -CACATCAGGGAGCGCACGAGGGTAAGCATATGCTGTGAAAATACCTTTGA -GATTATGCTAAAATATGATTCCTTAATCTTAGGCAATGGTCGCTTGTTAT -CCGGGATCGGGAACTCACTACGTCATGCATGTGGACAATCCCCAAAAGGA -TGGCCGCGTTATAACGGCCATATACTACCTGAATATCAACTGGGATGCGC -GGGAAAGTGGCGGCATTCTGCGGTAGGTGTAATAAATATACCTGTGATAT -GAAAATCAACCTAACTTTAATCAACAAACAGAATTCGGCCAACACCCGGA -ACCACAGTGGCGGATATTGAGCCCAAGTTTGATCGCCTGATATTCTTCTG -GTCTGACATTCGGAATCCCCACGAAGTGCAGCCCGCTCACCGTACCCGCT -ATGCCATCACCGTCTGGTACTTCGATGCCAAGGAACGCGAGGAGGCCCTC -ATTAGGGCCAAGCTGGAAAACAGCAAGACGAACAATCTGGCAGCTCAagc -ccaagcccaaCAGGCTGAACCAGACTCCAccaccacaccacccgcagcac -cagcTTCATCCGCATCCAGTCTGCCGGTTAGCATGTCCACGGGAACGGGA -GCGCTGAACGCCAATGTGTCGAGTAATTCCTGCGCCACCAGCAGCGAAAT -ATGCACGTAACCCAAGCCGACAGCGCAGCTAAAGGCAACCAAAAAGTGTA -AATTATTTTCAACCAAACACACATGTATAAAGCTAGTTAAAAACTATTTA -TAGCTTCGGAGGGGCGGCAGCGCAAGCCCGCATTGCGAAAGTTAATCAAA -GCTCCTTTAGTCGTTAAGCCTTCTAGTTTAGTCTCTAAGTCGTACCCTTA -GTCATTTTCGCATTAACCATTAGCTTACTGCCATGTCAGCGTCCGAGTTG -GTTGTTTATTAATTTTAGTTTGTTGCATCTTTGTCAGGACCTTTTGCCTA -GCTCATTCTTAGTTTTTGGCTGCCAAAGTATTATACCTAAAGAGAAGTTA -ACTAGATTCAATAACATAAGCAACTGTCGCGACGCTCATTGCATCTTATC -TCAAAATTATTTAACAAGCCAGTAAATCGTGGACAAACGCGGTCACTGGC -TAACACTCAATCTGTCGACTCTCATGCATCTTGTTAGACATCTTTTTCAT -ATCGTTTACATCTAATAACAAACGGAAATAAATGTTTGTCCAAATACGTT -CTCTTGTTATCTGTAAATCATGAAGTATGTATATTTATGACATATCTACA -TATTgtatgtatattttttataTTAAACAAAAGCCTGAGCTGATGAACCA -CGTGTGGCCTACATTTGTCTACGTGGTTGTAGAGAGATGGATTTTATAAG -TGGTTCTATTTGGTACAGAGCTTAAAGATACTAATATTTTAAGGTTATTA -AACTATTTTTATCTATCCAAAATATATCGCATTTAATATTATCATGCTCG -CTTTGAGGAAATGTATATACATACACCGCCGAAAAGACGTCTTTTAAATA -TTTTGTTATATTTTTTGCCTGTAGGTATGCTAGAATTTAAAAAGATACGC -TTACGTTAATTCGTCTGGTATTTTCATCAAGGAATATATTTTAATTCTTG -ATTAAGTGACTCGGTTGGGTTTTGAAAAGTCGCAATTCTGTATGGCTTAT -TGCAATTTGGGATAAATAAGCGGGGGTTTTGCCTATGAAATCAGTTTGCT -CCACCATGCAGAAGATCTTCGTCAAATTAATTTTAttaattaattTCTGA -CTTATTTGAGCCTTGGGAGGGCCAAAGAGAAATACTCAACCTTTGTCATT -TCTGGTAGGTTATAAATAGTATACAACCAGTTATCATTAATTatttatta -ttttattattttaCTCATCCGTAATATATTCTCTCTGATCTCTTTTCTAA -GGAAATCCACATAACTTTGCTGTTAACTCGACCCCGTTTATTAGGATTAA -TGACGGCTACTACAACTTCGGTCAGTTCAAAGTAAACTGGTACGTTGGCT -ATGGAAACTGACGCCAGTTGGGATCCGAACTGGTGACCTTCGAAACGGCC -GAGGAGTTCGACGCTGTGGCTGACTACCTAAAAAACAAGGGAGATCGCTC -GGAGCGTCGTCTGGGAATGATCTGGGAAAACTAGGCACCCACAATTGGTT -TACCGATGCCACGCCTGTAAACATCAATCGCTGGGCACCCAAACAACCTG -ACAATGCCGGAGGAAATGAGACTCAAGGGACATCCAGTTGATTGATCGAC -CCTGCAACAACGACAAAGGCCTATTTAAATATGTTTGTGAGGCGAAACAG -GAAACTGTTTCCATTGTCCTGTGGAAGTAGACCAAATAGAAGTTCCAGCA -TCTACAATAATATAATAAATGTATTTGAAGTCAGTTGAATAGAGAGATGG -TTTGTGGAATTTAGACCCTTCAACTAATTGGGAGCAGAAGTGGTCCTCCT -TTTGGTCAGCACGTGGGAACGCTAGACTATATATTACATTCAGAGCAAAA -AAACACCGTTCTTAACGATCTCGATTTCAGAATTtagatctcaaaatcta -GCCAAGATCGCATGATGCTCAGCATACTTAGATCATGGTCGAATCATTCT -TAGATTGCAAATGACTTGGTTTTCTTTtgactttttctttttcttaatcc -tgatactgctTCCGTCTAAAAGaaaaaaaaaTCAATAATGACATCGTTTT -CCTCTCGAAATCAAGAAGGTTTCTTCTTAGGAGTTATGTACACATGCACT -TGGTCCTGGCTGCTTACGTACACATTCCAAAATATTCAAACCCTTATATA -CTTACCAAACGTACTTGAATAATTGAATCCCTTTAGGAGAGTTCATCAAA -ATAAGCTATAAAAATAAAAACTGTAATAGGGAAATGAATGAGAAGTGTAT -CCAACGGGGATATCTTCAAAAGTGCACAGAAAGTTGATATTTGAATATAC -ATTTTATTTTTCAGAAAAGTTGTTCATTTTTGTAATGACTTTACATTTAC -ATATAGGATatatttatatatatacTCTTGCGTTCTGCTCATGGGTTTTT -GtttttGTTGGAATGCAATTTTATAGGTACGATACAAGTTGCACACAGGA -ATTAATCCGTGTTTAGAATAACCAAAAAACAACGAATGCATTCCATTCAA -accaaaaaaCCAAGGTGAACTTTTTAACTCTCGAATTAGTTTTAACATTT -AATCTGATCACTATCCTTGCAAATATGCTTAGTACTTGGCCGCGACCTGA -ATACAGCTAGCCGATATCATCGAGACACACTAGATTCGCTTTCCAAaaat -atatatatatactatatatgtATGCATTTAGGTAGATATATGCCTCTCGT -atatatacacacGACTTAGGTAATGGCTGCTGTTCGTCTAGTAATCAACT -ATGTTCTCAATTGCTTGCAATCTGTCGGTAGAAAAATAAACCACCTGCTG -CATCCACATCCAACTGCCTCAATCTCCGATCGATTTATCTGTATCCTTTG -TAAAATCCTTCCTCTCGTCCAGTCACCCACTTAACATACATGTGTGGCAT -GTGGCATGGACATTAAGTTGTGGCCTGGATAGATAGAGTGGTGCTCCCTT -CTACGTGGAGTTTATACAATCGCGCGGTTCTACAATCAGCATTCTACAGG -GTCGAACTGAAAAAGCGGAGGTCGTCTTCAGCACCTAACAATCGCAAATC -TATCTCTAAGAAGGGGTACATATGTATGTGTATATTatatgcatatctga -agcatacctGGCCGAATATCTGCCGCGAATTGTGCGAATTACATTGTGTT -TATTTTCAGTGCACAACAACTAGAAACTTTGGCAAACTACTCAACACTGT -AATGGGCAAGCGCACTGGAAATGCGGACACTGAGTGCAAAAAGTACTCGC -ATGGGCTGGGATAATTGCACACTAACTGATTAACTGGCTGTGATATACAT -CTGGGTACTTATGTTTgtatgtctgcctGAATTATATATTACACCAATAC -TAAGCACTTATTGAACGCACAACAAAATTTGGGGGAGCAGAACTATAGTT -CGTCATCAATAAACCATGCATTGATGGCTTAAACAAGTGCCTGCTGCAAC -AGCTATACATATGtatgtaTGCGGCATATGTTACGCAGTTTCGCTTGGTA -TATGCACCAGTCTACAATTTAATTGACAGAAGTTACAATATAAAATTATC -TCCATTAATTTCGGCTTCATATGGCTTGCATATTCACTGCATTACTGCTC -AACGCACAACAAAATAGCTACGAATTCAACAACATAGTTTCATAGTCTAC -GGAAATAAACACTTCTTGACTTCATATACAATACATATGTATTCCATTAA -GCTTTTAGCTCGCGTGAGTGAGTTTTGTTTGGGACATAATTGACTGGTTG -TCAACAAACTATTCTGCGGTATACGTATCGATAATATTTAATGATATCAT -GCTCCAACCGTAGAGTTGTTGCATGCCATATATTGTAGTAAACGTATTTT -GGTCTCAAGTTTTTGAATGAAGTTAGCGTGTAGTTGAAGTGATTTCAAAG -CTAAATGATCTTTCGATTTCCGGTTATCATAGCTTTTGCTCTCAAAATTC -CTCAAAATAATGTCTTCCGTTTTCACAATACAACAGGGATTCAACTTGAT -TTGGATTTGGTTTAATGCGTGCTTAGGGAGGGTCTTACATAATATCCTTA -AAGGGATGAAGTTTAGTGGGtgcgtgtgtgtgGTCAGGCATGCAAAATTC -ACAAAAATTGTCTGTCAAGGTCGTTAGATGTTATTTCTAAAACATCTTCA -CTGGCGTGAGTCGCCGTCGTTCACCATTTTCTTAATTTTCATATGTATAT -TTCCATTTTTAGGGCTGGGGAGCGTTCAAATTTTCAGCTAAATTTCTCTA -AAGTGTTGCATGCTTAGATGATTCTCTGGGTTTcggtttcggattatCTT -TACATTTAATATCTTCAATCTCTTTATAATTTCACAATTTTTGTTTTTGG -CTTGTGTGCGTTGTTTTGTGACTTTGTTTCACTTTTAAACAAGTAAAAAC -TTGAACTCCGATGAAATGGAATATTTTTAATACCTTACTTTTTGTTAGTT -TCGAACTCGGTTCTGTGTAAAATATCAGCAATTTTGtttcgtttcgtttG -TTCTCTGAAATGTATCTATTTCCCAGCGTCTCGTCGTGTGTATTTGAATA -TTTAGAATATGTTTCTGAGTGCCAGCGTGGCCGTAAGTtttttggggggT -TCTGAGGGGGTCACAATTCAATCGATTGGGGGAACTGTGGCAAGTTGACG -CCCgggttttgttttttggggCGCAAATACACTACAAAAGTTACACTtac -atatacctatATTCGTTTCTACCATTGTACATTTATATATTAGCGTATGT -GTATAcatatatgtatgtatatatttaatttatttTAATCATACTGAAAT -TGTATCTCAAAAGGGATATAAAGCCATTAAAGTTTGTTGGTTTGATTTCC -TCAAAACCTTTTCCACCAGCAACCAGCCACCGCTCGTCTGATTCTGCTGC -GGAAGTATCtgtgtgtgtgtgtgtgtgtgtacatatgtgggtgtgagcGA -TATCTGCGAAGAAAGCTTACAACTACAAAACAAAGGTGCCTTATAGCAAG -CACccttatagcACAGCGAATAACACACCTAGGATACAATTATCTTGAAA -CGATCAATTGGGAAACCCATTTTCTGGGTGTGGGGGAGGAAGTAAAACCT -CTGTTTTGGCCATTTTGGTTGTATAATATTGTGTATTTCATTCTGGTGtt -gtttctgtttttgttttagtaTAATTGCATAAAAGTCAACATCATTAGCA -TTAAAATAATCGTAATtaaatatatgtatgtatgtataTCGTGTAAAACT -AAAAATAAAACGCTCGCTCTCAGCTCTTCGCGGCTCCTTCTTTACATATA -CATAAAAGTCAAATCGTTTAAAGTTATCTTCGCTTTAGTTTTACTTGCAA -TCAGCACTTTTGCACTATAAATTATATCGACATTCTTTTTAtttttctca -tctcagctcgcttcgcttTTCACAATGTtctcaaataactctagtaactc -aaaCAATCGAAACTAAATTCaaactgaaatcaaTCCAGAGAACTGGACAC -GATAAATGATAAAAATCTGCCTATTTTCAATATGTCTCTTCTCACAATTT -GGTGTTTATAATTTTCGGTATTAAGAACTAAACATAATGTGTGTTTTTTA -ATGTAGGCGTatgtgggtgtatgcgtgtGCCATGTTTTTCATGGAGATGT -GTGATGCCCTCAAATGTTATCCTCATTTCTTTTCGCTTAAGTTTTTGTGT -CGCTAGTCTGTTTCTTGGGTTTTCTCATATTCTgttttgttttgtttAAG -TCTAACACATAATTTAGTTGCTCTTGTTTAATAATATATGatataaaaac -taaataattaatACGTTCCAACGCATAGCTAACTCGCAGTTGCTTCAGAG -AACGGAGTTTTCACAAGCATTTTTCTTCAGATCAGATCCCTTCAAAACCA -TCTTCATGTGGTGGTGTTCGTGTATTCAAGTGTTTCGGGGTTCGGGCTGT -GTGGACCGTTCCGAAGGGATGATCCTTGGACGCACACCAGCTTTTGACAT -CTTTCTCAGGTTGCTGGTTTTTAGTACAAGTACATATAGTtaattaaata -gataggtcggCAGGAGGCCCTCGCTCCCATCCTTAAATATGTTTGTTGTC -GACAACAGAAATTCACTTAAACAAATGCCCAGCATTCGAGTGTTTTGATA -ACAAAGTCTTCTTGTGGCGCCAGAGGCTCATTGCCGTATGTGCTGCACTG -TTGCGATCGTCCCTGGTTCAGATCACCATCCAGCCACAGGCCAAAACGAC -CGCTAAAAAAAAGAGATTCAAGCAAAAATTAGCAAGTGCCAGGCGCGCTT -TAAGTGCACCAAACTCACTCTCCAGCGCCAATCGAAAGGCTCTCCATGTT -TCCTTTGATGAAGTACATATTCTCGCCAGTCCAATGGAACACCTTGAAGC -TGGGGTTAAACTTGTAGAGCAGGGACTCACCGGTGCCGTAAAAGTGATCC -GACACATGCAGTGAGCAGGAGGTGAGGGCACCAAATACCTACACGAGATT -AAGGTATGTGTTATAAAACAAGAATTAGTGCAATTttataaaacaaTTTG -CGTAACATTTCTTAATTGCTCTTAtcttcactgcacttagcTGGAACGTA -AAACGCTGCTAATTGATGCATTCAAAAGGTTCAAATAACAGAATTCGTCT -AATTACTACTCCAGACTGAATAATCAAAACCAGACTAATTGTATTTTATT -AAAATGGAAACAAAGTGCCGAGAAAATCAGTCATATTGTATATTTAATGT -TTATAAATATGTGTGCAGTTCAATAGCCTCTCAAAGCGAAAGACAAATAC -TAGTTTTACCCATTCATTTATGATCTAATACACTTCTAACTGCGCAACTC -AATTGCTATTGGATATCTGCTCGTTCCCATCCCACCTTAAGAACTTCAAC -TTACGTTGTGCTCCGTATCCTCAATGACAATCAGAACTGGACTCTCCAGA -CGCGCCATTTTGCGGTACAGGGAGTTCAGTGCGAAACCATGTTGTGAGGT -GCTGAAGATCAGGGACCAGGAGTATCCCTCGGCTCTAGCCGGCAGATGTG -AACAGAGCTTCTCGCTGTAGAGCAGAAAAACCATCATAAGCTAAGATTCA -ACCAAAGGGTCTATTAAAGGCCCTGCGCTACTTACCGATGCTCCTCTGTA -AGGATTTCTGTCTTGCCGATCAGGTCTGGTATGGGGAAGTCCAGGTCGAA -GGAACCGGTGGCAAAGAGCGAGGTCTTGCGATATTCATCTGTGCTCATTG -ACAGCACCTGGAGGACGATTGATGAAAACAGCAGATATTAGCACAAGATG -CAAGACTTGAATGTACAACTATTAAACATAATCTAGTAGTGAAACATGTA -ATCAATTCcaaatcaaaatcaaatTACATATCTAAAATATGCTTAAATAC -GTTTCTGCTGTTTTTTGGAAATGGGGTTTGTGGAATTTAGCATTTCAAGT -TCGGTGGTTTGCTTTAGTGGTTGGGTTTTCAATTGAAAGTAATATACTTT -AATACTTTGAGTGCAGTGCTAGTTTTCTGAGTCTGCCTACTTTGTGGGTG -TCCCTTGTAGTGGTTTAAAATTTAACTACAAATTAAAACGGCTCGCCGAT -GCCAAGGCAGTAGCTGAGTGAACAAAAGTAAAATAGAGCACAATTACACG -AGGAAGGATGTATATTTTACAATGCTGAAAGATGCTTATGAAAATTGAAC -CGACCGGTTCTATAATGCCCCTACAaaaaaagggggaaaaaaaagagtaa -aaaaaTACGGAGAAGATGTTGTGATAACCGACCATTATCTAAACAGAACA -GatatatatatgtatatttatatatatCGCCACCCTTGCATTTTTTTCGC -AACTGTAAAAGGTTTTATTTAAATTACTTTAGTTATGCGATTATAATACT -ACACTTAGCCAGCAGGATTTCCGGGCCTCAATTTTGTTGACATTTAAGGA -TTTTGACAGCGAATGTAAAAGTTTCTTTTGTAGGACCGGGAGAATTATGA -CCGTGAATCGGAATTAGAGTGAATTTTCAGAAGGCAGAGGTCACGACCTC -ACACCTGCGATGGAACTTGGAGACTCAGTAGCTGTTGAAGGCGCGGCTGT -TGTGCCTGGAAGCAGCTTTTCCCAGGCGTTGGACTGCCGACTCCTTCTTG -TAACCTGGCGACATAGCGATATCGCTATCCTCCGCGGCGGTTTCAGTCTC -CATCGAGTTCTTGGTGGTTCGCCTCTCGCCCATGACACCCTGCCCACGTG -CCCTGCGCTCAGTTTGAAGGCGAGACTCGCTTCGCGAGGATGACGGGAGC -ACCGAGTTACTGGGCGACGGCCAATTGGACTCTCTGGAGTTCCCCTCCTT -AttatcctcatcttctTTCGCAGCTGGTTGGCTGTTCCCCGCATAAAAGC -GTGGTGCAGCCTGTCGTTCGACGGCCTGGTTTGCAGTTCCACGTCTTTTG -CGCTTGTCCCGGGGCTCCGGAAAGGTCCTTTGATGAGGCTTAAGCTGCGG -CGTCGGATTCACTGACTCTACAATTTGCTTCTGATTTCCCCTTGCCGACC -CGCGGAAGCCGGCGTACTTCTGTTTAATCACCTGCTGTGAGGCACTAATC -TGGGCCGCATTGTCCGACGACTCGTGGTAGAGTTCGTCCAACTGGGACTG -TCCCACCTTCCGGCGACTCTTGGCTCCGCCGAGGAAGGCCTGCTTTAAGA -ACTCGCGCTCTGCTTTGGGCTGCTCGTACCACGAATCCGGCTCGGGTGTG -TCCTCCTCGTTCTTCCAGAGGCCCCTGGCCACTGTAATATCCGGACGCTC -TGGTCGGATCATCGACACGTCCATAAGCTGATCCTCGGGCTTGTCCTCGG -CGGCTGGCTTTGGCTTGTGCCAACTTGTCTGCGGACGCAGCTCGCTGCGA -TGCTCTGAGAACATCTCCTTAGCATTGGAGGTATACATCTCGTACCTGGG -TCCGGTGCCGAGATGAAGCGGGGGATTGGCTAGGGCGTCGAAATTGCGAA -TGGCATGACCCATGACCATCTGGCGGCGACGTGGCCTCATCTGCCGTTGG -GCTTCATCGTCATGTTGGGCTGCTTGGCTACTGGTACTGCTATCGGCCGG -GATATCGGAGAGATACTTAAGGTTCTTTGGATGCTTCCAACCCTGCATGG -GATCGACAGAGTTCTTCGACCGCTTGGCCATATGGTCGTGGTAGTCGCGC -ATCGCCTTGCGACTGGTATCGCAGGTAAGCATGTCGCGCGTGTCGGCGTC -CaccaccatcagctcctcctGGATGGACTGGCTGATGTCTTTGGCCGTCT -GTATGGCCATGCCCTTGCCGAATCCTGCCGCCTGATTGTACCTCTGCTGG -GTGGCCGACAATGAGGCTGTGGTGTGCGTCGGCTGGGACTCTCGACTCGA -ATATTCCTCGTTCTGCTGTTCCAGATGCTGCAAGCGACTGTAGAGGGTGC -TTCCGGAGGAGAACAGCCTCGTCTTGCCGTACATCTTTTGGGGCACCAAC -TTGGCATGTCCCAGGCTTGTGCTCATGCCCCGCACCTGGTCGACCAGCGT -CTTCCTCTCGCCGGCAATTTTACGCACCCGGCTTCGGTCGAAGTCGTAGG -GCTGCAACGTTGGCTTGGACCGTTCACCCACCTGGCTCACACTCTGGGCC -ACACATGGCCTGCTACGGGTGTGGTAAAGCCTTTGCAGTGTGCCGGCCAG -CGGATTCATCCGCAGGCTGAAGCCTCGGCGGGCCAGCCTCCCCAGGCTAT -ACTGATGAGTACTCATAATGTGAACCAATGGATACACGAACAATTTAGCA -AAAACCTGCGAAAACGAAGCACGTTTCTTCACGGACTAAAGAACTCGATT -TCACGGACTCGTAAGACCAACAAAACACTGAATAAATAAATTCGAATTTT -CTATTTTGGAGAGCTCTGTACGAAACGAAATAAAACAACGACTGGCAACG -AAATGAAAGTGCTCAACGAATCCCCATATGAAAGGCGTTGAAGGCAGAGA -CAACGACTGCTTGATGGGAAATAATTTAGAATACCTTTTtttTTAGATAA -GTGCTTACCACAGCATGCAAATGCTTTTTCACAACACTCAAATGTCATAG -TCATGGAACCACATTCTTCGTTTCCAATAACTATTACATCATTTTAGCCG -CCCTTTATTTGGCATGATTATAAATATATGCAGAAAATTTAAAAATTGCA -GCAATTGAAGAGAACCATATAGATTCCCTAAGCTCACCCCTAAAATTCGC -TGGCAGGGACTCCGTTGATGATGGTGAAACTTTCGCAGCTTTTCGTGCAA -TCCCATGATGGGCAACCGATTGATTGGGGCTTCTTCAGAGAACTGAGCCA -TATCACTCGAAAAACCTGGTACTAGTGTCCTCTTATTTAAGTTCAATGCA -ATCTAATCTGCCAGAAATCTCAGTTTCTGATCGGGCAAAGCTGCTTATGC -TGCCATCGATTGATAGTACCACCTTCATGTGAAATACATTTCGGAGCATT -GACTAATTGTGTGTGCGGACTTTGTTTTTACTTGATATAGTACATTGTGC -TGGGTGTGACAATGTCGCCTTTGCCAGCGTGTGAACATTTAGCTAGTGAC -GTCAATGATTGTGCTAATTGTATGAATTACCAAAATAAGCTCTCCCTCAT -GTCAGGCATTGGCAAAAGTTTTGCACACACGTAGCACTGCTACTGCTGAT -GGTTAGGATGGGAGTTTTCAGACAGCACCCACACTGTTCAGTTACCAACC -ACCCACACCTGCTGCCATTCAAATGTGAGATCATTCGCGTTCCCGAAACC -ATCTTAAATTCAAGGCAGTCTCTCATCGACTCTCGGTCTTTGGCGGCCGT -GATTCAGCCATTAGCAAGTCTTGATAAGGCCCAAAAACAAAACCAGCTCG -TAAATACCGGCCCCGCTTATATCACAACAGCAGCGTAGTCGTATGTAATT -CGACGTCGCAGTTGGTGGTTTGATTAAATCTTGATAATCTGCGGATGATT -GATTAGTTTTTCGCCACCACTCGAGTTGAAGAACCCCTGAGTGGCGCTCA -GCGAATATTGCGCCATGACTTTGATACGCCATCGAGTGTCGAAACACTAG -GGGGCAATCCAAATTGAATTAGGAAGGAACTTCCGAGCGCTCTCGACTAC -GATGGACGGCCTTGCCGGCAATTAGTCTGATATGAAATCTGCGATAAAAT -CAAATAGTCGCAGATAGCTAGCTAAGCCGCATGAAAGGTCGAGAGATCTG -AATGGCACAACAAACATATGTGTGCGTTCAGATCAATTTGGGTCAGTGAA -ACAGATCGGAAAGTCATTTTGATCACCAGACAGCGCCAATTTCATACATG -TATGCGCCGTTTTTTGCGACAACTCAATGGAAACAAAAGAGTGCAGTAAT -TGAGGCGTGACAGCGATATTCAGAGGACCCCAACAATTAAAAAACAGAAC -GCAATTTCACAGACTCCGAAATAAAATAAAAAGCGATTTTTAACGCACTT -CAACGAGGGTCAGCAGTCAGTCCCAGATCAGAGTGTGTTTTTTGAAGGAG -AGAGCCAAAGTCAAACGTCaatgacagtgacaatGGCTGGTACATCGCAT -ATATGTAGGTTTATATATATTTGCCCAGCACTTCAAAACACGAGCTCAGT -TAAGCCTGAGTTGAGCTCAAATGTTGAGCGTAAAATAAACTCTTTCGAAA -ATAATGAAAAACCATATTGAACAGCTGGGAAATCACATGAGTCATGTGTT -catgtgttCGCACTAATGATATTTTTACCTCGCGGTCGAGTCCATGGCTG -ACAATTAATTCGCACATCTTCATTTAGTTTGGCACTGCCTGTGTTGTCAC -TTTCAATCAAATGGTCTGAGTTTCTTCTGCCCGCACACAGTTTTTACACA -CGCGACGGCGCAGGTGGCGTATGCGCAATATTAAGTATACGCCACTTCGG -CACGTGCTCGGCACAATTGTTGATCAGAATctgaatgtgaggcagaatcc -gaatcggtatcagaatcTGTTCGTTGCTCTGGAGGAACTGAGATGCTGTG -GAGATTAACTCCGCCGACTTGACCGACTTTGGCGTACCGCGTTCAAAAGC -CAACTGCCCGCGGATTCAGACCAAGCGTTTTTATTAGCCGTCAGCGAAAA -TATATttatttgCCGCTCGCTCAAATTAACTCAGTTCAAGTCGTGAGTTT -GCTCGGCGAAAGAGAGAGCCAGGTATATTATACCTATTATAATTATGCAG -AGAGGGCTTATATCGGGTTTGCGCTTTACGATTAAAATAAAACATATTAA -AAATAGCGGACGGGGACAAACTGCTCGTGTTGGATTCTTTCATTTCAAAA -GTAAAACTTTCGTTTAGTTTATAGTTTTAAATCAGTCTAAAAGTTGTGCT -AAATGTAATCATGCTAAATGACTTACATTTACTTACGACTTCTGTTCAAC -TCCAGTTGATAAGAACTTAAGCCGCGATGAAGCTACCAATAATTGGtttt -tttttttATCATTTAGCCGTCATTGGCCTGATAAGTCCGTTCAAACATTA -AGAACGTAAATTTAAAACCTTTAAACTAGTTCTATTTGCTGGAAATCATT -GCAACCCACTTTGCTTGCATCCCAGAATCGGTGGCACTCCGGATAAGATC -TATATTGTCGTCATATATGTACAAGCGATTAATGTTTACAACCTCTTGTT -TAGTCGAGAGTCGTAAACACAATTGGGAAGGGTAGAAAATAATTCCCAAG -GGAGTTTCCCTCGGCAATTCAGTCACGACACAGGTTTGAGTTTCAGTTGA -CCAGAATTATATGCACAACAAGATTTGCAATTTGTTTTCGTTTTCTCTGC -GATGTAGATAAGATAGTTCTATCTGTTTTTAATAATTAGTTAAGAGCGCG -TTGAAATTGACTGACTGGCAGGAGCCTTAAAGTTATTTCCATCGCTTCTT -GTGAAAGGGAGGGGAGACTATTATAGCATTAGGCTGTCCCTGTTTTGGTA -CATCATTATCTTTCAATATATTGTCACTATATTTTGGCACCGCATAGGCA -GCAAAGAAAAAGATCGGGTAGCAGATAGTTCATCATTTAGTCAAATCGAG -AATTGGGAATTCTGATCATCACCATTCGATTTACATTTCTTATATAGTAT -TTACTTAGATATATTTTGTTTATTCTCGAACTAACTTATTTAAAGCACTT -GCAGAACATATAGAAATATAAAGACCGCGTACTTTGGCTGGAGGAACGGC -GGCGAACATATTCAGCAACGGCTATACACCAACTGGTTTTGTGGTCCGAA -AAATTTAAAAGTTTGTGCCAGACAGGCAAATCCACAGAACCGGCCTCAAA -ACAAAAAGAGGTAAAAGCAgcaaaaggcagcAGCGAAGAGTAGTTGAAGA -AAAGAGCTTACTGGACAAACGGGTATTGAGACCCGATAGCCGCGAAAGAG -TCGGCAAAACAAAGAGGCTaaaacaaagaACATGAGGCATGGCACAAAGG -TAATAGGTATGCAAGAGCATATACGGGCGAGGAGTTCTTGGCTTAAATGG -AACGGGGTAGTGGGGTTTTCACTTTAGACTGGCGGAGGGATGGGTTGGTA -ATTAAGGTGTGTGAGAGGCTTGGCTTGGCAGAGGTGCGAAGCAAAGCTAT -GGTAATAAATCGCACATGAAAACTCCTAACAATAAACTTTGTGCTCTGTG -TGTGCAAAATAACTACAGATATTTGCATGGAAACCTATCATTTCTCTACC -TAAGAAGTTCGTATTAtttattattatttattaCAACTATTCAATTAGTG -TTCCTCAATCATTTTCTCGGTTTCTAACCAATAGATTTCCCACATCTCAG -TATGTAAAGCACTTTTGCATTGAATATCATACATGTAtgcatgcaTTATA -TTTAAATAGGCTCCAGAGAAATAGCTAACTGCATGAGCAGTACTGAAGTC -TGATAACCTAATTATAACCAGAGCTGATATCGTTTTTATTTTTCCTATtt -tTTCCGCATTCCTTATCGGTTTATGTTACTTCAACCGTGCTATTTAAACT -TATTCGCTTTTTTTTCCTTTCTGCCTTTACTTCATTGGCTTTTCCCAAAT -GCATTACAACAGCATGAAAATGCATTTGGTGCGCAATTTATCATTTTGTA -GGTTTGTTTAGTTTTTGCATCTGCACTTTTGCTCTGTGCCTTGTAATTTA -TATGTCTAAACAAATATTTGGTTGGGTTATTTAGCATGTGTTGTGAGGTC -ACATTGTCCAACAAAACAAGAGAAGTGTTTGTCAAGGTTAAATAGCAACT -AGCGAATCTTTGTGATGAACCGCGCGACTTGGGGAGGTGCCAGCCGATTA -CTTGTACAGCTTGGGGATGAGGCTCATCCGGAGAGATCGTTGACCCGAGG -CAAACACCAAAGTTCAAGACACCTGACAGGGTGACAAATGGTGTTCGCCC -GAGATGATCGGGGTCTTAGCCACATTTGTGTCTAATGATGATGCCATAAT -AGTTGCAAATCAGTTCGAGCAATTAAAAGCGGTTTGTAATAGGAGAAACG -TGTGCGATAATGGCTATATAATAGACGTAACCCTTATATTCTTGACACTA -ATTACTAACAGCACTAAACAACAAAGTTTAGCCGACGAAACGGGGATTTA -GATTATTGAAAATTgagtaaagagaaataaataaagagaataaaaaaTAT -CCATTCAATATGTTTACTCAATTTACTCTTCTTATAAAAAGAAGTTTtaa -atagaagTCCTCTTCTTAAATTGTTAGATACACACATATCCCTTTTGGAT -CCCTTTGCCAGATGCGATCCTGACCGGCACTCACCGTTTCGTGCATTTCG -CCGCTCTCGTCGAGGAGAGCCTCCAGGCTCTGGTCGTCCTTGGTGGGCga -gagagggggcgtgggcgcgcgGTTCTTGGCCGAGAGGAGGGAGCGCGGCA -GCAGGTGGCGGCCGTAGTGCAGATAGAGGTAGCGACCCCACCTGCGGCCG -GCCAACCCGCAAACGGCCAAGATGGCAAACAGAGAAATGGCGAACCACAT -GTTGCTGATGGCCAACAGTGGCGGTGTTCAGCAGTGGAAGCGGGCAGAGG -TAGCAGATGCAAAAGCTTTCGTGCGTGGGGGTGTCCCACTTTTTGGGCTA -GCACTGTTTGAAAGCTCTAACGCTCCACATATCGCCtctctctctctctc -tctctctctctctctcgctctctctctctctctctctttCGCTTTTCTGA -ATGGTCTTGTGACCCACGAGACTTGCTTCAGCTTTTTTCTCCGATTATTT -GCGTTTCTGTTGTTGCCACCGCTTTTATCACGCTCTACGCCTTCCGCTCT -TCGCCGTTGCAGCACTGTTTTTGGCCTTTCTTCGTTACACGTAAACACTT -TGTTCCTAGTTAGAACATTCAAATTTGTTTACTTTTCAACGTGCTCTCCG -CAGATGTTTTTTCTATATTTAACGTCTTTTCTTTCACTTAAAAAGCTCCT -TTTGGGGGCAGCTCTGTGTGTTTTCAAACAAGTTGCTCGACCGACTGAAA -CTTATTGGACTCTCTTTTGGAGCCTCGGAAAAAAACGGGCCTCTGCTAAC -ACGCCACCTACAGTGAGTCACGTCACACTTCGGCCAGCCCCCAGACACAA -AATTTATGGCCTATAAAAGCAGAAGCGAACTTATCAGCCCCATTCAAACG -CTCCCATTTGGTGTGGCGGAGCCGGTCCGAAATGGCAAAAAGGTTGTACG -AGTTATGTGGTTCTGCTTATTACTTTGGTTTACTCTCCTATTTATGAAAA -TTGCTTAAACAGGGAAGTTCCTGCATCATGAATTTGATGCTGCAAGTAGC -TACATAAATATTCAAAAGTATGTAaattgaaaagtaataactttgaaaCC -ACAGATATTTGTAAATCTTTTTAGTCCACTTTTTACAGTGTAGGTGGTGC -AGGTCGATATAATATGTTAGCCACTGTCGGAACATTATGTTAACAGCACT -GTTAAGCGTGTTTCGAACAACAGGTCTAGTGTTGGGACACTATGTTTCTT -CAACATGTTGCTCGGAGCATTCCAACTCGAAGTTGCGTATACGTAATATT -TATTTTTATGCAATAATTTATTATTGGAGGCCGCAAATTGCTGAGCTAGA -AATAAAAGCATGAGCTGTCTCTTGTTTCTTTTTCGCACTCACGTGCCAAA -CTCATTttgttttgtttaaattttttttgggttaaATGCGTAATTTTACC -AACAAGCTTTGAGTAAATAAAGAAAAATTGTGCAGCTCGGATGAAGAGCA -TTTGAATTTTGAACTGGATAAGTTGTATTTTTAATAAGATACTGATGAAC -TCAATAAATAAATATCAAATATGTTGGTTCAAACTTGCAATACAATGTTT -GACTGTAGTAAACGCCTTACACAAGCCGGAGGAAGAAGAGGACAAATGGC -CGAGACGATGACCATAACTAAACGGATTTGTGGGCGTGTTAAACGAGGCG -ACAACGGCAGCAGGCCGTCGAAAACAACATGAGCCATGCAGTTCAGTTCG -TATTCTAATTAGTTACGCAGCAAACCGGTTAAAGTATGTATTTCAAATCG -AGTAAGCAACAAGCCCCTCAAACCGTTGGAGTAGAGGGTACTTAAAAATA -AACTGAAACCGGAATCGCCTTTCCCAACATTGCTCTACTCTGGAATGCAT -GCGATATTTTAAAGAGACCGATCGACGGCGAACCGGTTAAAAACGGATAA -CTCTTTAAATTGCCCTTGTTTCAGAGTCCACAGATGGTTTTGATCACATG -ATCGTACCGAAGATTAAGTTTGTATCACCCACAGCTGTCTGATTTATGGC -TTATTTGTAGGTCCGAACCTGGGTATTAGCTACTCGCAATCAGTCCTAAC -CGGTTAATATTTGAGTCTGGTTAAAAACCCGGCAGATAACAGCAATCAAA -ACAATTTAACATATGATTGCTGGTCGGTCGCCTTATCTGTGCATAACTTT -AATTCAAAACATAGATCATCTTAAATGATTTGCTTTAATTACCTCTAATA -ACAATGATAAAATTGTTTATATGTCAACAATTTCTGACTAACCAAAACAT -AGTTACCAAGTTGTCTGACCCCTTTTTTGCTCCTCAATTTGTATACTACA -ATGAAATCGACAGCACGCAATTATTTTTTGGCGACCTAAATGATGAAACA -ATCACGTGTCGCCGGGTATCTTTACATTGCAGCCGTAGATGTGTCCGATT -TGATTTGTTTGTTTACGTGGGCCCGATGTGTATCCCCTTGTCGAATGTTT -GTTGATACGAGAGCATACGTGCAACGCCCTCTCGACAATCGCCAGGTAGT -GGGTATTGTGTTACCAAAAACATGTTCATAATGTGGCAACAATTGCAGCT -AGATGCTGGTAATCTAATATCCCGGCTCAGGGGGCCCATACACAGGAACT -TGAAAGTCTGTGGAAGCATTCACTCAGCGCTGCTGTTCCACTTCGTAATT -TATATAATGCTTATTAGTAaaaaaaaaaGCCATTACGATTTGGGGCAAAT -GATACAACATTCAAATTGAAAAGCGAGTAACTTAGTAAATATGTCATTTG -ATCAAGACTTTCTCTCGTAATCTAATACTGTAAAATTAAGAACCTCCTTA -TCTTGTTTCTAGTTAGCCACTCTTCAGAGAAATTAAATACGTTCAGACAC -TGTATAATTCCAGTCAACCAATTGAAATCAAAGTCGGATAATAACCAAGC -TTATACGGTTATATGGCTCTTCACAACTGGCTGATTTCTTTCCCCTAAAA -CAGAACCCGTTGTCGCATTGAATTTCGATTCGGGCAAACACAAAAGTGTT -TATACACTCAGTTCGTTTTTCTTTTTTCGATGAAAAGTCCTATTGAAATC -GTGTGGCAATGCATTTGGAATTAAACCTAATTACAGACAAAGGTGGGTAA -TTAAAGAGAAGTGACTCCCGAGCCCCAAAACAATGTCGAAAGGTGAAAGA -AATGTCAAATGTGCCGCGATATAATGGCGATAAATTAAAAGCTAGCTTGT -AATGCAAATTGAAATGAAACCGAAAATATTTTGGAGTTTTCTAGACCGGC -TGAACGGGTCTCGGACTCAAAAAATTGGGAATTTCTAGACGATCATAAGG -TGCCATAAGATATGTGCTTATGCAGATGAGGAAAGAGGTAAGTTTAGGCT -AACAATAGTTCCATGGTACTTGGTCGTCGCTTCCATCCGCAATCTGCAAT -TCAAATTTCTCCGAAATATGAAATTTGTTTAAGCAATCGAAACACTCGCA -TCGAATCGATCGCAAGGGTGGAggggggggggggggggagataaaagaAA -CAAGAGCCTCTGATACCCGTGTTGTGTATGTATTAAAGTGAAGTCGGAGA -ACTCCATCTGTTTCTGAAGCTCCACATAAATATAGTAAGAGGTTGTCGAG -GTCGGCAAGTAAACCGTGGTGTAAACACGGATGGTTCAGACGTTGCGATC -AGTGAATTCCAAGTGGAGATTAATTGAGATTCGATTCTAGTCACTGTCTT -GGGCACAGAATAAGTTTAAATAAACGACTACTTGGCGGAACACCAATTGG -CCGGGCAATTTGACCAATTTTACTAACGATTCACATTTAATTCTCAGACA -AATTACGAGCACACACAAGGATTGCCCAGATCATCTGGTATGCAATAAGT -GGCTACAGTGGTTTCAATTCGCATTCCACCTTCGTGGCAGCGGCATTTAC -ATGATTACATTATCGTCGGGGCTGGACATTTTCGGTGGAGTCCGAATCCA -ACCTTTTGGGCGGCAACTGGGAACCTTTTCGATCGATATGGCAACCGTTT -ATGGCCGAGGCATTGACTATTTTTGGCTTTCGGTTGAGACGTGGGCGGAT -TACAAAACTGACTGCATTTTGATATACAATTTTCTTTGTTTTCGATGCGA -TTTcgctttcggtttcgctatTTTTGTTTTCTGCCACGACTTTCACCACG -GACAGAAGTGTCTCACGTCCCGCAGAAGACTAATATTTTATTTTGGCCTT -CGTCGATTCATAAATATTTACCCTTTTCTTGATGTATTTGGCTATTTTTG -AGATTTTCATTGTTTTGGCGCTCATTTTGGCAGCGTTTTTAGCCGGCGGC -CCAAGAAGAATCgaagaatcgcagaatcgtGGAGAGCCGAAGATCGAGAG -AAGAGCAAGCCGCTTTCCTCGCACTCTTTCttcttctttttttCACCGTA -TCTAATTTTGGACACGCTGCTCTGCGCGGAAAAACCCGAAAGCTATTTGC -CCAAGTGCAGTTGATCAAATATTGCTCTATTTTTCGGTCGAACTAAAGTC -ACATTTTCGGCGAACTTCTAGACCTTTTCTATCTTCTAGATCACACGCGT -TGCGGTCTATAAGTCGGTATTTTGaattttcaatattcaGAATGGGACGC -GACGGCGACTGTGCGGCTTGGAAGTGTTGCGAAAACTAAAAAGCCAACCA -TAGCTGGCTCAGTCGACACAGTCGcagtcgcaGCAAGCGCcgcagcagca -gcagcagcagcagcagcaacaaATGAAACAACATCGCCAGTAGAAACAAT -aacaatatcaacagcaGCCAAACGTGGCTCAGCTGCTGCTGCCTTTCAAC -TGATACGAGTGTATGAAGCTGTGACTGCGGTCCGTCCGTCCACTGTGACG -ATTCGAGGGACGCGACTGTGGGTGGCACGGGTGATCTTACATTTGAAATG -CTGATCACTTGAAGGGGTTCCAGAGCCACAGGGGCTAGACTTGCGCTTCC -CGGCGACTTTCGACTCTTTTGCGGACCAAGTTTGCCATTACGAACAATCG -AGGAAGGGTCGCCTTTTAATTATCTCCTCTGGTTTTGTTCTTAGTTTGGT -TTCGTCTACTCCAGTCATCATTTATTTTGAGGCTAAAGAACGTGGAATGA -GCCAGTAGAAGTGTATAGCAACAATTAGGAATTTATTTTAATATTAGCAT -TGATAATATATGCATTACTGCAGGCCTCTTAGTGCACATAATTCTTTGAT -CCTTTGTGTTCTTAAATGACGCTTTATTGACGAATCAGATGAATTATGAT -TTGATACGTTGTAGCTTTTCCAAATGTTATCCCTTTCGTTATGCAGTCGG -TCTTTTTAAGAGTGCTCCATCCCCCACACCCACTTTCACCCGGCAAGGTA -ATTGCTTTTCAGGTGTTTGCTGCGCTTTGCTTTACAGCTATGCAAACATA -TTAACTGTCATGCTTATCAATCGATTGCACAGCGCCTATACGACTGTATT -CACTGCCTGGCCAGCGATTTGTTTGCTATGCCCCCTTTTAAACGAAGCAT -TTTAGCGGCTTACTAAGTGTGTGCGTACACCTTTTGTGTGCATTCCTTGA -AAGGCAATCGAATCCGCTGCTGCATCTACATATGTATGTATTTTCCGAAT -GCACCTGCCACAGACTTACGACACATCCCACACTAAAGGAAATATTCTAG -ATTGAATCGCAGATACAACGTGACTGTGGATCGGTCGGAGCATCAAGATC -AAGAACAGGTTAAAGATCCTTTTAGCATTTTACTTATTAtttgtttatta -tttatAGATGAGATTAAGGTCGTTGCAATCTAATAAAACCTCTAATTTAA -GCCAGTACTTTGTAAGCAAACGAGTTATCATCGACTCTATTCCAGTTACG -TCCGTTAATTTCTGCTCATACGAATCGTCTCATAACTTAATGGCGTTTAT -TAGGTGCGATATTGTAAAAAGTACGCAGTACTATTATTCCATATACTATT -TATATTCGTTTctatatataatgattattggtatttatgattattgCCTA -TTAATTCGGATTAGTATCTGTGTTTGAATTGAATAAATACCGCAAATACC -TTATTCAAATCATTCATTTGAATAAGAAATTGCGATGCCATAAGGCAAGA -ATTAACTTTCAAACAAGATCAGTGCAAAACCGCACCCACGATCCTTAACT -TATGTGAATGAAATATCAAAGTATCCAGCAGGAATACTAAAAGGTCTTTA -CCACTCCCACTTAACCGCCCACCCGCGAAAGTGCATTAATTGCAGAATTA -AGCAAGTGTTTATGGGGCTGCTGCAGTAAAGTGCGCAATTTAATATAAGA -GTGCACTTACATACGATGAACCATCTTTTGATAACCCGGGAGATAGAGGG -AAAAAGCTGGGCGAGGGATATGCAAATTGAGAAGATGATTCCGATGGGCT -TGTAGGTGGGTggtggtaggtggtaggtggtaggtggagaggcgagatac -gagCAGGCCTCTGAGCAATCCAATTCCAATTGTCCTCCCAGCTCGTTTGT -AAAAATTCATTGAAGCCAATTGATGGTACAAGTACACTACTAGGCCTACC -GGCCCTACATATCCACATACTTGCACATatatatatttatttatAGTTTA -TAGGCATGAGGCGTTCAGCAATTGGAGGCGATGTTGATTTGGCTGGCGCC -ACCGGCCCCTGGGAATTGTGGGGCGTGGCTCGGGAGCACCACTGCTTAGG -ATTTGGCGCCCACAATGTGCGGGTAGTACGATCTTGTCCGCTAATTGATC -GCTTAAGTGAGGGAAGGCGCATCGTTTTATTCTGCTATTTTTATTCACCT -GAACCGGATTTAGAATCGAAAAAATAGATGATGATGAGACCCACCAGTCA -ACTCGGCAAGCAAACAAAATAaaacagaaaactgaaaCCGGCTAAATGAC -AATCGCTGTGGAGCGCTTTAAATACGTATTTTAATTGGGATTCAATTAGA -ATATAGTTAAATGTAAGTTAGTAGTTAGCCGTTGCTCCGCCTGATGCGAC -ATGTGTTCGAACTGGCTTTAATTGAATCGATTTATAATTGAAACATCAAG -CGATCTATCCATTAAACGATTTATGCGAGGCACGCGCTCATCTTCGCACA -AGTAGTGGTCTGCAATCTAAACTAAAACAACCGGTTGGTTGGATTATAAA -ATAATGAACTCGTCGCTCATTTGAGTACAAGCATTTGGATCCATTCATCG -ATTTGCAGGCCGCAAATTAATCATATTGATTAAATTCTTAACTGAGGGCA -TTAATATGCCTAATGTTTTAAGGTAGCGCAGTGCTAAGTAGACCAGGGAA -ATCGAACGAAATACAATGTACGAAATATATATGTTCCTTCAAAGATAATC -CACAATGGAGGCTTAATTCCGACTGAGCTCATCCATCAAAAACGCTTCAA -GATAAGCTTAAGTATTGCGCAATTGGTCTGCATTATCTTCAAACGGTCAT -TTTTGATTCACCCAAATATACCACAAATCACTCAGCGGGTTTGACAATCA -AGAGATCCCATTCATTGGGCCCCCAGGCCATTTCGGCTCAGCGGAAGTTT -CTTAAAGCCAAGTTCGCATCGGAAGCGATTGTTAGTTGGTGTTTGGTCAC -TCATGGCCACTAATGATGGGTATACCATTTACTAGCGATAACCCTTGTGT -GCCAAGATCTATTGATAGCCAATTGCTGTGGCTCTCTGTTTTTACGATTA -TGGATGTTTTCATGCGACGCTAATGAGGAAACAATTTGCCGGTGCATTGC -TACACTGGCGGCTGATAAGACGGGGAAATTAATAATTCCGGCGATAAAGG -AAAATTCAGTTCGGACCTATTACAGACAGTGCAGTGCCAGCCAGGCCCTC -AAATCACTGGAGTTACTCAACCATCGTGATTCCAAAACTGCACTTGGCAC -GCTTTCGGGGATGTGAAAACGTGCCCGTTAATATCGCGCAAACAAATTTA -CAAAAGGCGCTAATTGTTGTAAAATGTCGATGAATTAAAATTTGTCTGTA -TAAAGCAGGTACCTTTTAAAATGTTAAATATTGCGAAATGGAACCCTATC -GAATCAGTCTAATTAGCATGTCAATTTGGAGCTTCGAACGGAGACCAAAA -TAATGTGGTTAGCCCAAAAGGGGCCAGAATATCAAGGGGACGCTCTAGAT -GGGCTTCCAGCTGATACTTGTCGATCGCAGGCAAGGTTAGACTTGGCTGT -GCTCGTTGTATATATTACGCATGTAAATGGGTTTCGTTGGCTGTTAGGCT -AGGTTGGGTAATAGGGCCATATGCTAGTATGTATCTCTAGTGATAAAGCC -TCAAAGTGATTCGTTGTGGTTGCTATGCATTTTCTATTTGGCTGAGCGAA -GCCCCAGAAGCGTCGAAAAAATAAAGTTTTTTGAACTAGCGTGCGAGTTC -ATTCATGGAAATGGTTTAGTTCTCCGAAGTGAGTGGCTCTTACAGAAATG -AATATTTGTTTACAATGGAAGTGAACCAAAAGGTTATCGCATACAATCGA -GCGGTTTGTCATGGCAATTTGTTTTTAAATGTTATGTAAAAAGATAAAAC -AGGTCTTGTTACTTCCTCGTTGCTAGCTTTGTATTCAAATATACGAACAT -ACAATCCTTTGGGTATTCGTTATTTCAAGTTTTTTCTCTTTTTGACGAAG -TTAAAGCTTTAAGTTTGGTCCTTCACCACCGCATTTCGTGTCCTTCATTC -AAATATTCAATATGAATTCGATTGAAATTTCGATGCAATGAAAATGTTTG -AATTTAAGATGCTCACTGAAAGTATAAATATTGAAACGTTTGCCAATCGA -GAAAAGATAATTGGTTGACGTTTTAGCAAATGAGGATATTAAATGTTCGC -TCGATAGAGAAATGAGCCAATGCAACTTATACTAAGATCGCAATGGATAG -GATAATATACCAATGGTGGGCGATTGTAAAAGTGCCGAAAGAACACAAGA -ACTTGAGTGACGAGTGCAGCCAACAAGTGCTAGATAGGGTGCCAGAAATT -TTTTCGTGGAAAATGTAATATTCATTTTTGTGGGATAATAAAACACAACT -AAAGAAATGTGCAACAGTGCTAAGGTTTTGAAATCTACGGAAAcggaaac -ATAAATACCAGCGAGCACAAACTATTGAAATCAACAATAACCGAAAATAG -AAATATAAGTTAGCAAAAATTCAAAGTTTTCACACAATTTCCAAAGTATt -tttatttttttttttttctGGtttttctttagtgttttgtttagtttGGT -GCGGACAACACAGTTAGGTTTAGGTGAAGAATTCTTATAAAAGGGTTTCT -GGTCCTAACCTCGCCGCCCAGCATTTCCAGGTCATGCGATGCGGcatgcg -atgcCGTTTTTATGATCTTGTAGGTCTTGGCGAACGGCGCCTTTATAAGC -TGTCGTAGTTACAGGATGTAAGATAtcatatcatatcatatGTGGTATAG -ATTTGTATTGGGGCGCATGGGAGGCTCATTTCGATGGAGATGGTTTGTAG -GTTTCGAtttcgattCGAATTTGTTCGATATTATTTCGGTTGGAAATTAA -ATGCAAATCAAATTTCAAGACACGAAAGGAAgaagaagaaaaacaagaaa -agaaggagaagaaaACGCATGTACAAAACACGTGGGGAAAAATGTAAACA -AGATTTACGATTATATAAGTATGTATAAAACAAATTTTGCGTAAAAATTT -CATTATTTAGTAATCATTAAATCGATTTCTGAGGCATAACCTAAAGAAGC -AGATGTAATATCGTAATATCAATTCGGTTCGTAATTCCAAAAAAATATCG -TGGAAGAGCTCGAGAGAATCATTGGAAAGTACATATATGTAGAACAAGTC -GAGGAGAAAACTCAGAGCAAAGAGTTAAACGATATGGATAGGTAGATAAA -GGCATAGTCGCGCATGGGTAGCCTCGGGTCAGGCCGACATCGAATGGATT -CGTACTCACCTCCCAGGACTCGCGGGTCAGGTCGCTAATCTCCTCGCCAT -CCTGGCTACCGCCTCCCATGCCGGCTTTGGTCGTGCCGCTCTTGGTCCAC -TCGGTGTCCTCTTGAATCAGCTCGAAGCCACGCGCCTTGATCTGCTCTTC -GTCCAGCTCACCGTACAGGTGTTTCACCCAGGTGTTTATGAAGCGATAGA -GCTCATCAACGCTGCAATTGAAAACAAAATCAATATTAAATACATTCTTG -GATAGTCCGAATATGTTGAGCGTGTTGTCCAAACCTCTGTTTTCAAACTG -GAGGTGTTAGATACGCTTTCACAGGCAATAAATGAACCTGATCTCCACGA -ATACGAAACTAACTCACCGATTCTTTGGCACACTGAACCAGTACTCAGCG -CGCAACTTGTTCTTCCCGTAGGACATGACAGAGGTTGGCAGCGGAATGGC -CTTGCCGatgggcttgcccatgcgcAGGCGTAGATACAATGGTGGGTCAA -GGCAGGCTCGAGCCGGTCGTGGGATGAGTTCTGTGGAAGATACAACATTG -GTGAGCGTCCCATCGATTGGACATTAAATCCATCTTACTGTCCACACTGA -TAAAGAGTTCCGGCTTGTCGTCCATGGAGACCATGGAGCGGTAGTCCAAC -TTGGGCGCCTGCTTGGCCTCCTTCAGCTTGGTGCTGGACGAAGTGCCCTC -CGAGGAGTGAGGACGAATAAAGGTACCGATTGAGGAACGTCTGCGGAGGT -ATCACAAAAATGTGTTAGCATAGATCATCAAAACGTAGGACTGAAGGAAC -GATGATTCGATCTTACACTCACAACTAAAGAATGAAGCTGATGAATCAAT -TTAAACCAAAAATGGGTAAATGTGCTTGGTGGACTTTTTTGCGATTCAAC -ACTACAACATcaacatcactagcaacaacaagagcaacggcaacacATAG -TGGaacacATTAAGAAAGTGGTGACAGCTGATCGGAGATCCGTCCTTACC -CATAGGTCATGTGACCCTCGGAATGAGTCGAATGCGGAGTCAATGGCGGC -ACAGGTGAGCCACCAGAGTCTTCGGACGGTGTTTTCGAAAAGAGATTCCC -GCCCAGCTCTGAGACCAGAGTAATGGGCGAGCTAAATGGTTCGTACATGA -GTGTGGAAAGTGTATATAGGCAAGTTATCGAGTGTTATGTGTCgtgttat -gttgtgccgtgtggtgtagttttggttgtgggtgtgggAGGCATGAGCGA -GAGCAAGTGGAGTATGTATGTTAAGCAAAGCAGCCGATCCGCACAAAACG -AAGGTAAGCATTTGCATTttcggtttttttttttatttttttGAGTTTTC -GAAACGAAATAAACAAAATTTGGTACCAATTATAGTCAGAGATCGCTAAA -TGTTAACTCACTGGTTTCGAGATGGACTCACCTTGAGAATACTTTCGAAA -ATACACTTTGGTTGGAGTCACCCGTGTTGGGCGCCGAGTCTGTGTCTCCC -GACTTGTTCAGGCTTCCACTGCCCACGCCGCCGGGCGGCACGGCACCACC -CTCCCCAGTCAAGCCCTCCACCCAGGTCAGGGGGTATGAGAGACGTTTAA -GCATCTGCAGAGGAAAGAAAGTATTGGTAAATATTTCAACACAGGACTTA -AAATTGATTTAATCGCGTAGGGTACCTTGTTCTTCTTGTCGGCCTGCTTG -TCTGTGACAGCCAGTGCAGCCGACTGGGCCTGAGCCTGCTGGGCGGCCTC -GTcgtcgacgCTGAAGCTCACGCTTGAGGTCTTCTTACGGACGCCCCCTG -CGCCTCCTGTGCCGGCGTCGAGACTCTGGCCGAGGATGGTGCTGCGCGGC -GGGGACTCGCTGAAGTGCGTCGGCACAATGGTTTTCGGTGGTACCCAGTC -GGAGCTGAGGACAATGTCCGCGTCGCTGTAGACGGTTTTTTTTGGTATCG -GCTGTACGTTGGGAACGGGCTCGCGGATATCGATGCCCGAGTCGTAGCAC -GACTGCTTGGACAGCTGCTCCAAGTGCTCCAGATCAATGCCCGAGGGAGG -CAGAGGAACGACGGCGGaggcgggtgcgacggcagcggcagctgcagcag -cagccacagGGGGCTGGCTAAGCGGCACGCCGCTGACCGAACTATTGGCC -GAGTGCGGATCCTGGACTCGTGCGCCACTGTCTACGGTAACGTTTGACTC -GTTGTCGCCCTCATCTTCCGAGGATCTTCGGGAATTAGACAAACAATAGC -TGAGTAATATTTGGGgcgcggcacacacacagATTTATGTACAAGTGGTT -TTTGGGGGTGTGAGGTATTATGAGTTTTGGTGTAAAGCGGTTGGTTTATA -AACACAAATTGCATTTATGGGTAGGGTTTTTGGCGTGGCGTGGTCAAAAT -ATGAAAATAAAAACGCAAAAAACAAACAGCAGTTATTAAAACAATTAAAA -GTGGTCTTTGGCAAGCCAAAGTCTTATCTTCTATAAATGCTTTCCAGTGA -TGAAATAGTTCACACAGTTGTGTTTCAAGCACTTCACTTCATGAAGTCTA -CTTGAGATAATATATTCTCGATTATATATAGCTATCGATTTCATTGATTT -AGAAATGCGTTTATAGTCCTGAGTTATCAAATTAATGAGTTTTATGGCAA -TCATGAACAGAACAGAAAACAGATTCAAATCGCATTTCCATCAAAAGGTA -TTATGGATACGATGTATGAAATTAATCAATTTATAATTTCGCGATTAAAC -TTTGCCATTTCGATTAGGTAAACCAAATTATCTAATAATAATGTTTATGG -TAAAAATACGAATggtaAACAAATTACTTACATTATGTTAACTACTTAAA -ATCGAACATTATAATACGTTCTTCAAAAATCAAAAGTACAATTATACAAA -AAATGTACATTTTTTGCGAAGTGAGAAAAAACATCTTAAAATGGATCAAC -AAACAAAAATGCCTGGAGAATGTGTGAACACAAGCGTGAGGCAGCTGGGC -AAACACTAACCGGTCTTTGCTCGGAATGGCCCAGTGGTGATCCAACAAAC -TCTTGCGCCGCTCCTCGAGGGTGGAGCGAGTGCTGGAGAGGCCCAGGCCG -GCCTTCTTGTCTTCATCGTCTAGAGCGTCAGTCTTAGCGCTATCTTTGGC -TTCCATAGAAGAGTCCTGTAGAAAATGAAAGAGCAATAAGTTGGGACACA -GGAGTAATATGATAAAAATGACTTACCTCCACACGTTCGCGGTCGAAGGC -TTTGGGAAACGCGTCGCCATCGCGTCCAGTGCTGGAGCAAAGCGACTCTT -GGTCGTCAGCGATTTCCAGCGACCCTATTTCTGCTGTTGTTAGATAAGAA -AATAGCATTAGTAAGCGAATTTCTTCTGAAAAAGGAAATTTTATCACTGT -TTCTATACTTCTGCTTCCGAACGATCTTAGGCAAGCTAAGCAGTTAATCA -TCTTCAACGATTTTATGTAGGAGTTACAGAAACTTGATTTCAGGAATGAC -CCGTCGAGGAACTTACCATCTAAGCGCTTATTACCGTCTTCGCCCAGCAG -CGACTGCTGCTCGGGTAGCTCCTTGGAGTCTTCTTCGACTAATACTGGTT -TGGGATAGTAGATTTCCGGTTTCTCCGCGTCTCCCGAGGCGGAGTTCAGG -CCCTGACCTGCTCCTCCGGCCACTCGCATGTGCGCAATGTCGTGGAAGAT -GGCGGCGTTGACCACCAGCTCCATGGgcgcaatGACGCCGTAGCTCTCCG -GGCCGTGCTCGATGACCAGGGGAtcgctgacgttgggatcGAACATAACG -GCGTTGGGCGTGACCAGCAGGACGCCGCCCACCACGCCCTGTCCGTCCGT -GATGTGGCGCACATTGATCTTGAGGAAGCGCTGTGTGATCACCGGATCGT -CGCTTTTGTTGGCCTcctcctccgcctgctgctgctggCTACTGCCGCCC -ACGCGCTCGATGTGTCCCGGTTTTGGGGATCCGGGGCGCAGGCCCTCGAG -TATGTCTGCAAGGAGCGGCATTTGGTTAATATCTTTGCTGGCTAGGTGGC -TGCAAAAACGCCATTTAGTTATTAtattatattAGGGGCAAGTGATTTTC -GGGTACTATTTTGCTGGGCTGTGATTTTATCAACTACACCCGTGGCCGCG -ATAAGATTGTGAAAGCAAAATTGATATATGGGATAGTTTAAACTAAATCT -ACGCCTTGTGACCCCCTTTGTTGTTCTAGGTGTTACGACCAGTGAATGGG -AACGGCATTATAGCGCTTTTCCTAGGTAGTTCGGCGTGTAAGGTGATGTC -GTAAAGATATTGCCTAAAGGGTGTAGCTTTTGCATAGGGTCATGGGATGG -GAAGAAATGTTATACATTATACGACTTTCGAAAAGGGCTTTTTAATAGTT -CCGACTAACTGGGTGGTAGTAAGTTTTAAATTTAACAGTGTAATTTCtag -tttctagCTCGAAACTACAATAGTTATGATGCCTTTTGAATCTATTAGTG -CAACTTCTTTATCATCCATAACCGAGATTCGGTTTCCTGGGACATGGACA -ACGAGACCCTTGCTTGACCGAAGGTTATACTTTCCGGAATATCTGGACCT -TCAAGGCCAGGAGTTTGTCAACCGCAATTAGCACTTTTTCACAGATCGGA -GCGACAACAAAGGTAGAAAATCAAACAATAACCTCCATTGCGCCAGAAGA -CAGCCGTGTGCATGCTGAAACTTAGAATATCGAGTACGTCCGGGCGCACT -CTACGTCGTGGATTATCCGGCTCTCAGTACGTGGCTTTCGGCACTCGACC -GATTCGATTTTATAGCCTTTTTAAAGTGAGAAACAGCGGAAAAACACGTT -CTATGAAACAGTCAACATTGGCCAGCAGTGTGACCGCAGCTCGGTTGTTT -ATATATACCTCATAGTAATGGAATATACTAAAAAGTTCTCGTCTAAAGTA -AGGTTATTCATGAAACTGCAATGCTGTTTGTGGAAGAAGTGGCGCCAAAA -ATCTTAAAGTTATTACAAAATGTGGCCAAACATTAATTTGCCATCTGAAA -TTAATCAATTAACATATGCACATACCTTTTCTGTATTAAATAGCTGAATA -AAGTTACTTTAAAGTTAAAGCTAGCCCTGAGACTAACTTCTTCTTGTAAT -TATAGCAATTATATATCAATTTATATACTAAACATTTTTGAGGGCTTCAA -ATGTTCAATAGTTTTCCAAATTAGTTTAGTTTTTACAATGTAATAAACAT -AGCCGCTTTTCGCAGTTGCTAACAAAACATTAttaagaagaactaattaa -aaaaaaaaCTAAAATCAAATAAGCGATATGTACAGTTAATTGCGCATCTG -GATATATGATAGTATGCAAATGTTTGGACTTCTCTAGTAAATGCGACCCA -AAAAGCGATGGAAGAACGCAATACGGAGTTTCTCAAAAAATGTTGGCACA -TGCATGTAAAAAGCTCGTGAAAATGAAAATCTCAAGCGGCGATGATGGCA -AACGCTTCACTATCGTCGCACCAATTGCACCATTTCCACGGAGCAGCGCC -TGGGTTGGCTTCCGTTCTTACCTTTCTCGCGGCTCTCGTCGCCGGACAAC -TTGCGCTCGACCGGACTCGATTTGCCGGACAGGCTGGCACCGTCCGCGTC -GTGGGTGGAGCTGCTGGAGGCGTCGTCCTTGGCGCTCTTGTCCGGCACCA -GCAGCTGCTGGCCCGGATAGATGAAGGAGCTGTTCAGCCGGTTGAGGTGG -GTCAGCTCCGAGGGCGTGGTGTCGAACCGGGCGGCCACGGAGGTCAGGGT -GTCGCGATTGCCCACGGTGTAGGAAATGGTGGGTATGGTGGGCAATGAAG -ACTTTTGCCCTGCGGAACGAAAAGAAATCATAATTAATAATGGCATCGTA -TCGCTGGAGGTACGTGCTCGCAGTTCTTTACTCGGAGGATCGTGCTTCTT -CGGGGCACGCTGCTGGAAGACCTCGAAAGAGTCGCCATCGGGTCGCAAGT -GCGAGCAGATCACACCTGTGGGCGGAACCTGCTGCCGGCAGTGGTAGATA -ACCGAGAACTCGTTGGTTGGCATGTGCCAGTATATCTCAATCAATTCCAC -CATTTCTAGCCCTGTATCATACGGTTTTTTTGTATCGTTAAAACTGCGGG -CTCATCAGTTTTCTCGAACTGTCACAATTACATTCATACATGTAATCAAC -TATCAGCGCTGTTAGCTTTGGCGCGCACTTTCAAACGGGAGGTGCGATAA -GAATTTGTTTATAGGTACCCCCCGGTTGGCGCACAATTCCCTGAATCAAC -TTCAAACTAATGCCAGTAagtaagtatgtttttttttttaaTGAAAATTA -TTTTATGATTATGTTAAGAATGCCTCTGGTTTAGGCACTAAAATTGAATG -TAACGCGCAAAGTACAATCTGTTCTGATATATCGGAATCGGAATACTGTA -GAATTaaaaaaaaaaacaccctttttGCTAGCTGATTTGATTCAATATGT -ACACTTTTCTAATAATACATCGATTTTACATAGAGTGTGAGCATGAGCGA -CACCTGGCGGCAGAATACCCTAGCGTTGACTTGAGGAACCTACGAGTTCT -ACACAAAttttacattcatattacatATAAGTTTAAATTGAACTATTTTA -ATTGAAAGTGAGTGGATACAGGGGGCTTAAGCCGGGGTTCAGCAAGGATC -CTTCCCGAAATAAGTATTTGTTTTGAGAAATACAAAATGATTTTCATATA -ATTCTGCATCCATCTGCTGCCCTAACCAAAGATTCTCCATCGGTTTAAGT -CTGTCTAATTAAATTATACTTATTTGAATAGTGACTTACTTGATAATTTG -TCGACGCTCTCGAAGCGCTGCTCCACTTTGGAGCGGAGCGAGTCCAAGTC -GAATGGAGCCGCAAGGCCGTGATCCACGCTGCGCGATTTGCTCCTGGAAA -AGTGGGAGAGTGGTTGTAAATCGGTTGGGAATGGAATATTTGGGCTTGTA -GCGATCGGAGCGCAATCTGTTGCGATCCTTATCACTTACAAATTTCCAGC -TCGAATTGTGACCATAACCGGGTAATAACAATTTATTTATTGGCAGCCCG -TTTGCCTTTTTTATTCAACCTTTTTGTTGTGCAATTGCTATCGTTTTGTA -ATGATTATCTTGACGATCAGCGAGTGTCCAAATACGGCAAAACGACGCAT -TTTAAATGTTTttttaaacggtttttgatctgttttgttttttgTTAGAT -CAGCCTTTAAACAATTGGCGAGAAGTCACGATTTTCATGTGACTTGTCCT -TAGGTGTTCGATAGAATTAAATCGGAAAAGTATGAAGTATAAGTAATTTG -TAAGGAATAACACACGTGTCGAGTGCTTCTAATTACtgattctaatttta -aaatgtaattttTTCTATTTGCTTTAAAAGTTTTTTAATGAAACTTTGAA -TTGAAAATCGCTCTCAAGGAGGCTTTGACTTGTCCATCTATTCTGCTGTG -TGTGTCTGTCACCCCATCAATTTTATCGACTGAACTCTCCTGAGTCCGAT -AATCAACTGACATGGCGGAGTACGGTCGGGAGCCTTGTCCCTTTCGCATT -GTCGAGGATTGTGGTGGAGCCTTCGCAATGGGCGCCTTGGGCGGAGGAGC -CTTCCAGGCGATCAAGGGCTTTCGAAACGCCCCCTCCGGCCTGGGATACC -GATTGAGCGGAGGATTGGCGGCGGTACGGGCTCGATCCGGCCTGGTGGGT -GGTAACTTTGCGGTGTGGGGCGCTACCTTCAGCGCCATCGACTGCTCACT -GGTTTACTTCCGGAAGAAGGAGGACCCGTGGAACGCCATAATTAGTGGAG -CAACCACCGGGGGCATTCTTGCTGCTAGAACTGGTGAGTtttaaagtttt -ttttttCAGACAAATGCATTAACAATTAGTAAACCAGGCTGGTTTTCAAT -GCTTTCTCAGGACTTTTATATCCttatatcctttttgccttgttTTTCTT -TCTGCTTAACTTTATGGCTATTATCGCACGAATATGCGAATATTTACTTT -TTTGCTTATTCCTCTTTTTGGCAGGACTAACCTCCATGCTCAGTAGTGCC -TTGGTGGGCGGGGCTCTATTGGCCCTAATAGAGGGCGTGGGCATTGTGGT -GTCCCATTATTCGGCGGATTCCTACCGCCAGGTGTCGCCCGTGGAGCGGC -AGCAACGGTATAAGCAGGAGCTTTTACGGCAGCAAAAGGGCGTTTCTCCA -CTCGCAGCGACTTATGGAGAGGTAAGTGAAATCCCCTGCGCAATAATACG -CCTCAATAATTCCGCCACTCACACTCTTTAATTCCAGATTGACTCTTCGG -CATTGTAGAATTCTTCGCTGCGTCATCGCCTAGTCGTCGCTATCCATCCG -CGAACGCGTGGATCGACGATTGCATACCAATTTATAAAAGATTGCTTTGA -TTGTTCGAATCTGATACTGGCGGCATTCCcatttcaatttaaattcaaTT -GTCGTACAGTGCAAGTTTTAGAATCATAAATATATTTTGCTTCGGCATAT -TTATATAGACAGTCTGAAGTCCAGCCGAAGTGTGGTGGCTTTTTGGGAGG -CGCGTGTGCTTCAAAGCTCCATACTTGAAATTCCAAACTTATTTGGGGTT -TCCTCCTACAAAACTCCTTTGATCAAGCCAGAAACTCGAACCTTAATATA -TCTAAGCCTAAATATTCCACTTTATAATGCTTGTTTCTGCACCCGTGGAG -TCAGTGGATTCTACTAGATTCCTAGAAAAGTGTGTAACAGACAAATGGAT -TTTATttattttgttttTGTCTGCTACTTCAATCGATATGCCAACAACAT -ATTGAAGTTTCTCACTAGCTAAATCAAGGGTACTCTACTATATATCATTA -GATTTTCTTAAGTTACACTTTGAATCGTTCCttttttttaaaagGTTGCT -AGTGCTTATCTTTATTAAAACATCTCTTCTGCACTACATTCCTCTTTCTG -CACTCACATAAGAGCAGTTTTCCCTATTATTGCGTTCCCGTTTGATTGGC -AAAACTAATTTCCGTTACGATTTCGGGCGGGAAAATAGGGTTTCCTCTGC -CCAGATAGTTGTATCACCGTGACAATGTGAATGTGACAACCAAGTACCCG -AATCGTCAGGAGGGGGCTATTCATAAGCTTGAGTATATGAAAGCCTCTTT -CTGTCGATCAAGGAACCCCTCTTTGGCTTCCCCCTGAAAATAATAAAAGT -TTATTTGCGCGTGTCTTTTCACTGCGTTGCCAATTAGCGCAATTGGCGAT -AACCATAATTGAATATCAATGATAAAAAATAAATACGCGAGCGCGTAGAA -TAATTGCGGACTGGAGTTTTCAGCTGGCAGCAGGCGCATGCAAAGTGCCT -TTGTTCGCAAATAAACAGCGGCGGCAGCAAATACTAAATAATTATTTAAC -GCATATTTGTCGCCATCAGCTATTTGCCTTTCCCATTTTTAATTCATAGC -CATATTTACCCCCGTTCGCCAATGAGAATTTTCCATGGAAAGTCTTCAAG -TGCCTGGCTGCGCAGCTGAAAAAACCTTTCGTGCTCGCCGTTTTCTAGGC -CTTTTCGCGTGGAAAACCATTGCAAAAACAAGAGCCTGGTTGAAACAACT -GTGTTTGATTTAAGTTGGCCACATTTGATGACGACCACGTTCCGAGTTAT -TGAGTTCAGACGGCGAAATGGCAATGGAATCCATTTGCACAGTTGGCTTT -CGCGCTCAAATGAAATGGATAGGTACATATTTTGTCTTTGTTCGGCAAGC -AAACATGAATAATTATTAAATAATTGTAAATGACACAAATATTATGTTCG -GAGGCCGTGAATTTATTTTTCGCATTCTTCTATTTTTCTGCCAAGAAGGT -CAAATATTTCGAATAAGCTAACATTTCTAACAGATTAAAATTGCTTCTTC -TTTTTCCAACAACTAATTCTCAACAAATATGTACTATTCATATTTCAGCG -ACTATCTTATACTTATACTCGTATAGTGTAAAGAATGATTATAGGTTAAG -ACATCTTTTTCATGTTGTGTCACTGAGCAATTCCCAACCTCTAACTGTGC -TAATCACTGTAACTAATTGCCAGCCAGTAGTTTAACTGCTATAGACACGC -TTCCGCATTAACCAGTTGGACACACAAAATAGAGGATAAAATGAAACATC -TTATTCATCATATGTATATATAGTTGCCCTTACTAATCCCCTGATGTTCT -CCATACCACAAGTATCTCCAGAAGTATCCGCAATGCGACGAGTCACATTT -GGCCAGAGGCTCTTGAGCAATTGAAAGCCGAATGGAAGTCATTCAGGGCT -CGATCGCTGGCTCATACGTACAttcatacgtacataggtacatacaAATA -TCTTATCGCTCTTGTGCATTGTTTACCTTCGGGAATGTGGCCCTGGGCTA -CGATCAGTGGCATGAGCACCGAAAAAACAAAAGTAGCAGTAGCATTTTAC -TGGCACAGTTCCACCGAGCCAACTGTGTGTCAACAACCCACGGGGGTGTT -ACCCACAGTGCTTACATTACGCATCGAATGGCAgaatggcagaatggcag -acaAGCCGAAGTGAACTGAGCGAGTGACTCAGTTTTCGCTACGTATACGT -AATGTGCGATGCAcgcacacataatgtgcaaTATTGGTGATTATTGCATA -TGTAAAATTGAAAATAAAGAGATTGTACTTTCTTATGTTCCACGTGACTC -ACCAAAAGGTTGCGACCTCTTCTTGGGATAGGCCTGGAGTATTCGCATCC -TAGCAAATCTATTTATTATCACAATGGAACACATACTCTCACTTCGACTG -CCTTCGAAACTGCCTTATCTCACACCCCTCAAACCGCCGATTTAATCTGT -GAACATCAATCTGACATCACTTGAACATCAGCCATTTATTTACGCTTATA -CGCGACTTATATATTATCAGAATTCGTTAATAAGACGACAGCGAACATTA -AGATAATCTATAAACaatctataATTTGAACACTGGTCGCTCTCGCCTTA -TAAATTATCAATATTTGCGGCCTGCCGTTTTcgatttcgatttagattta -gttttTTGCCCGGCTTATTTACAGACCGCAAAAATAATTTAATGCGGCAA -TGGTTATGGTCACAATTCGCTGGAAGTCAAATTTATCGTTATTTCTTAGA -TCTACGAATGGGTTATCAAATGTGGGTTAGACTTAAGTCGGGCCATGCAC -ATGCACAACATGCAACATAGATacatagatacacaTAGCATAAGGTGGCT -TTATAGTTATGTCATGCAGGTGCGTCACAGGCTCTTTCTACAATACATAT -GtacatatgcacatGCTATGTACTCTGGCTCATTTGCATTTGAATGGACG -GGTGTTTTGGTGAGGGAGGCGGTGGTGggaggtagTTGGGTGGACTTAGG -CGGAATAGTTAGGTGTTAGTTGCAACTTACCTGCGCACGGGTATCGCCAA -ATTGTCAACGCTGCGTGACAAACTGGAAACATCTTGACTAGCCCTACGTG -ACCTGGCACGTTCGCAAATCATAAGGAGCACATCGGGGCAGGCGAACAAA -ACCAATTAAACGGCAAAGTGTGCCAAAACAAAACGGGAGGTCCAAAGAAA -TAAACGGAGAAACAATAAGGTAAATAAAAATGTGTAATTACGAAATGGTA -AATTCAAAATACACGCTGCAGCGAAACTCGTTAAGTGTATCTCGCCTAAT -CGCGCGGGTTTAACAAATGCCAATTTACGGAATGCACACGTACCGTTGGG -AACTCAACGATCCcgatcccgatcccaatcaaaatcccaagcccTCCTGT -CGAATAGCTATCCATCTGCCACTGGATAGTTTCATGGATATATGTGCTAT -ATAAGTATATAGTAGATATTGCTTTGGAATCGTCACGTCCAGAAACGAAT -CGAGTGGGTTCGTGGAAATATATGAGTGAGAATAGAGGAACACACCTGCC -TTATTTCTCTTCCTTTTCATAAGTTTTCAACACCATGCTACTTGAGTTGG -TATTTTCCGTGGAAAGTTAAAAAGTTAGAATTGCTAAGAATCAGTGCTCA -CTAAAGTGCTTCTCAAGAATTACCATTTATATGCAATCAGTTGATACTAT -CAGTTTGATTCTACGCACTCGAAATCTCGTTGAAAACAATGTCCAACCCG -ACGTGCGAATATACTATGGCTTGTCAAGGGTGAACACTTTATAGACCGAT -ATGATATGAGTGCAAAGAAAATTCCCACAATTCGCGACTATTTCAGTTGA -GATTGCCAGAACTCAAGGTTTCGCATACGAAACACCCGAAAGTCTATGAT -GTTTGCCACGGTCAAAGCGTTTGGCATAGACAGTTTATCTAAATTTGGGG -CAATTTTAAGCAGTGAAAATTAATGGGAACTCGCCACGAAAGGCAATTGT -TCAGTGGGGCAGTGAAATGGCCAGACACTTTGACCGAATGAAAACGGAAA -AGCACTACTAATTGAACAGGCAATTGATAGGTTGGTCTGAAGCCTGTAAA -TGCTTGTAATAATCAAGCATTATTATTTGAAGTAGTCGTATTTATGGATC -GTGTTTGCTACCTTCAGTTTCCAAAACTTGTAGGTTTGGTCAAGGTCTAA -CAACGCCAAAAAGGCGAATCTCAATGAGCAAACAAAGGAATATTGGGATG -GCAGAGTGGGGAATGTGATTACGTGCTCAAGATCATGTTTATACTGCCTA -ATTGTAATGGTCTCCGGTCTTCAGCTCACCGGAAGTTGAGTAGTTTTATC -GTAAGACTTACTTTTGGATCTTACTTTACAGTGAGTCTAATGATCTTCGA -GTTAAAGATAAGTATTTAGTCCGCATTTGTGAATGACCTCAATTTGCCAT -CTCGACTCACCAAAATGTTTGGCATCTAATCGAAAgatcgggatcttatc -gaaaCAGTCATCATAAAGATACGAATTCAGAGGAAAGGCTGTCATTCCAT -AGTTACCAGGCAATTGAATTTAACCCCTTTAAGACTCTTTAATATATACA -TAAGTGTTTGAAAGGCACATGTGGGCTTACCAATAGTATTGCGATGTAAG -TATAACGTTCTGCATTGTGAGTTCAAATGTTTTTGGGTTTTCGCACTGAG -TTCATTACATTGCTTACACTGAAGTAGAAACCGAAACGAGCCCGAAACTA -AATGCAATTTCTGTGGACTAGGGCTAAAATAATTACAGGAAATTGATGAA -TGTTTTGGGAAAATATCGGATACCGATTAGCTGGTCGATCAATCATAGCC -GCGCCATTTGACAGATGAGTTGGAGAAAAGGGGAAGGTGGCTAAAACAAG -CAAAAGATAAATTCAGTCGACACTGTTGACTTTTAATGATTCAATTTAAC -TGTCACCGCAGCGGGAGGTGGAAAATATTGATGACAAAATTAATTGGCTT -GTCGGCGGAGCCGTCGAGCAGGGAAATACAAATATAATACCCCAAAGTCG -GCCCTTATCACCGACCAAACACAGCTGACACCAACTGCAGCGGCTGTGCG -GTAAAGACTGTCACGTGTATTAATTCCGTCTTTGGTTTTGATTCTACTCC -ATATTACGTTTTGCCCACGGTCCACCATCTGATAGTCATATTTAAATTGC -CCCTCTGGGTAACAATACCCACCGCCCACTTTCCAGCTCATAATTAGAAT -TTTTATGCCGCATTGTTATCTCTGTTTGTTTGCCTTGGCTTTCGGTTGCT -CTGGAAAAATAAAGCGAGTGAAATGCTGTTTGTATTTGCCCGTCCGCTAC -TTCCAAccaactcactaactaccAAGAAAAAGGTTAATTGGATTTTTTGA -CACTTTTTGCCGTTGTCTGTGCTATTCTTTTGGCATCAGAGAATGTGTCA -TTTTCGAGGGCAAGTCAGCACGTGACGGTTGCGTAATGAAAATAGTTTGT -CTCGAAGAGGTTTTGTATGGTGCGATTACAATGCTGAACGATGAATATAA -TTTGATGACTATCTAGTGGTTAATCCGATTATGATCAGCAGATAGATCCA -TTACACAAATACTCCGTGTGAAGCCAAGGACAAGGTCAGTGCTTATCCAG -TCTACTCTTGAATCTTAtgaatcttaCGCCGCAATCCGCAAAATCAACAC -GAAATTCACAGATTTGGGTTAAGATTGGCCTTCGTCCGCTGCCAGGGAGA -TAGATAGTCAGAGTAACTTATTTGGATATGAAAAGTATTTCGAAAATATT -TAAATCAACCGTCGGCGGGTTCTTGTCATGCGCAGACGAGGAAACAGTCA -TCGCACATTTCACACATTCGCACTCGTATTGGATGCCAGCGCTTTTGGAC -TGGCCTTAATTGAAACAATTAATTGCATTTTATATCACTTTTGTAATACG -CGTACCCACGGGTGTGAGCACGACTGATTGTGGTCAGTTGCCTTTAATTT -CTCGGCGCCAGCGGCGTCGTAAATGAAAACATCAGCAACTCGTTTGATGT -tttttttttttttttCTAGCCGGGCATACTCTTATTCCACCTGATAGGTA -TTCAAATAAATCTAGTTTGGATGTGTCGTGTTTGCCAGCCATTTAGCAGG -AGAGGCATAATTTCAGCCCGCCTTCATTAGCGCCTCATTCAGGCAATTTC -TACGGACACCTGGACAAAATCTTCTTGAACTGGATGATTAGATggatgga -tggatggacagacGAGCCCCTTGATGCGCAAACATGAGAGGAGAGTCCAA -ACACCAGAAGATGTTTGTATTCCACCTGACTGAACTGActtcacttcact -gacttcacttTTGTAAAATACACGAGCGATTCTGAattcagaatacagaa -ATTTCAATAAACCAGTTTGGCCAAAAACTCAAAATATTTACACAAACTGA -CGCGGCAACATCGCGGCTGAGAGCTGTTATCTTTCATTTAAATTGAAACT -TGCTTTACGTAAATTAAGATAAGAACCGTCTTATCAAAAACaaaaaagaa -ATATAACGAACAGCCAATAAACAAAGCATCGAACAAAGCGGGAATCTAAT -TGAAACGAAATTGAATGCAAAACTCAATCCGAATGAATAAATTTTCCTCA -ATGAACAATGAGTTCGAAACTGAATGAATTTCCCTTTGGGTTTCCATCTG -TAGAGAGGCGATCAAAGAAATTGCATTTAattggatttaAAGAGTGCCGT -TTAATGTAATGAATATTTAGTGCCATAAAGCCTAATTGCTTTGCACATCG -CGCAATAAATATATAGCGATTTGTATTATAAATAAATTAtgaattataat -taaCTCAACACACTCTCGCCGAAGCCACTGAGAATCCAGTTTAACACTCT -GCCACTTTGCATTTGCATAAAATGACGATTTTTTCGATATTTCGGCTGCG -ATCCGATAAAACCGCGAATTCGCGAGATCTCGCTTCAAATGCCTCGCGTC -GCGAGTTTCATTTCCAACTGACAGACGCAAAATGAAAATGATCCCATGGG -TCTGGCTGTGTCATTGTTAATGGCATGAGCTCTGGATGTTATCATTCTGG -ATGGATGGATACCAGTGTGCTCCGCTGCCCTCTTCCTACGACATTATAta -tatatatatatatagtaagtacatatatatgtatTCACTTATCAAATCAG -CAGCCAGCGGAGCGCCATAAAGGCCTCTCCCTCGGCGGACTTTGTGCACA -CACGCACGTAATCACTCGACCCAAGCGATCCCCAGATCCCCACTTTGGTT -TCATTCAGAGTGGAACTTAGGTTGGAAAAGATatacatatatatagacat -ctatacacatatCTTAGCTGTTGGATTTTCTATAAAGTATCTAAATTTCC -TATTCGTGGTAGTGCTGCATTGTAAGAAATAACAATCTATGTCTTAAGTT -AGCATATGACTTTCAAGTTGATATTACGGCAGTTTCGCCAGTAATATTCG -GTTACGTCTTCTTTAAATGCTAGCATATGTTTAATATAAGTAAACATTTG -CAAAACTAATTTAGAACGCTCGCTAAGTAGTTGGGCAAACAGAACGTGAG -AAGGGAATTTTGTTTTACAATGGCAAATAGAGATATAAACTAGGATGTAG -ATAGCAATTTGAAATACTCAAGTAACTCGAGCTATTGATATGTAGAATAG -CTCGGTTTTATTAGGTTGCCAGTTAACTTCCTAGTGAAAGGTTAGAATAA -TACTTTTTAGGTCACAGCTACTTAATTCCAATGAATATGTCCCATCGCTT -ACTTAATCCCCAACTGGATTGTAACGTTACGTCTTAATTACCACACTTAT -GGCATTTATAGGAAATTAGCATATACTTGCACGTCAAGTAATTCAAGCGG -TTCATCATCCCATCACACCTGATCATCACTAGAAACCCACCTGACAACGT -CGAGCTGTCTGGGCCCTCATTCGAACCTAAACGTATTACCTAGTTGCCAT -ATTAATTATCTGAAGGAATTTCTAGGTCCGCCAGCTGAGGGGTAATTAAT -ATCGCAGAGATCATCGATTAGCACTGAAGCAAATCAGCTTATCGGATAAC -ATGAACATGTGTGTATGTATAGATTCTTATACGAGCATATGCATATGAGA -GTGCCTAATTAAATTCACAGTGTATAAAAATCGATTTTAGACAGCACATA -TGTATGtacataagtatgtacCCTTATACGGTATTTAGTTTGTGGGCAGA -GGCAGGTCTAAAAATGAATTACGACTCAATTGGGTTTATATTGGGTGGTT -ATAAAGAGATATGTATGCTGATACCGAAAGTTGCTGGCCAGCCGAACCCG -AGTGGCCTCTTTGGTCAGACCCCATAAATCGTTCGATTATAAACAATATA -ATAAAGTGTGTTTTCGAGGCATCGTGTTTTGGCCAAGTACCTTTTTCGAT -CGACACAACTATTTTCGCTTGCATTTACTTTTGTTTGTGTTCTTCCGTAA -AACCCTCGGCGTTACGAGTACTCGATTTAAACATATGTACATATATAAGA -AAACATGATGGTAAAGGGTTTCCGAGTTGGTTTTATGGCCTGGTTGTTTT -TGTGCTAATTTTGATAAGCTGAAGTAGTTTGGGCTCGTGAATGTGCGGGC -TTCTTCAAATCTGATACTGAGACACTTTCAAGTGCTTGTCATCGACGACA -GTTTGATCTATGCACTTTTACCTTATAGACCAATGAGTCAGGCAATCTAA -TGTGTGGGGCCTTATAGTTTGGGGAGTGAATCAGACCAAAGGTAGAATAC -CACCTTTAGCTAATCGACTTCTGATGTGAGTCAAAGTTATGCTCAGAAAA -AAAACGTTTTCTACGATCTCGATTTGGGGATTTTCATCTCAAAATCATGC -TCAGCATACGCACATCGAGATCGAACCATTTTCATCTTATCTCATTTTTT -CTCTTAAACTGCTTAAATACTGCTACCATCTGAAAGTATCAACTTCGAGA -TCGTTTTTGTTTCGAAATCAAGAAGGTTTCTTCTCATGAGACTTATTGAT -GCCACTGAGTACGCTAAGCACAACCGATCTCGTTTTTTTTGTCGTTCTCA -ATTTTTCTGGGTGTATGAATTCATGACAAGGTGTAAATCGTTTAGCGCAC -GCTTATAATAAAGGGTTTTGCAAAGTGCTGTTTAAATTATTTATTTTTAT -GGCTTAATTTTTTGGTGCTTGATATGACATATTGCTTAATTTGTAAGCCA -AAAACAAACACGTTTCATTGCGACAACTTTATAGTTTCAAAAGGGCTGGT -CAAATTGTTGTGTACCTGATACAGTCGGTCAATCGGTAGAAAAACTAACA -GAAACCTCAATAATATACTTCGAGTATATTATATAACCGTTCTGCACCGT -AGACCTCCTCTGTTGCTATTAGGCAGTCGATTTGATTTTATTGCTGTGTT -TTCTAAAACTATTTCACTGCACTCTAAAGATAGAGTCAGAAGAACTTCTG -TATAGTTATATATATGCCATTTATGACATTTGCACACAGTCGCACAAGCA -TATAGGCTGATCAAATATTTGCTGAAAATGTTGTGATATTTAACTAACTA -CTGTGTGGGCATCGAAAAGACTAAGTCCAAGTCTAGGCATCATGTGGGAA -GGAATAATTGAgtgattgcctgactgATGGAATTCGTACTTGTATCAACA -GCGGCCTGAAACAGAAGCCAAATTGGAATTAGGAATCACAAAGCCAAGTG -GCGAGACACTCGGTCTCCAAGCTGAGCAAATATTCACGTGAGCCGGATTA -TGCCTTGTGACTGGAGGCTGTTGGATTCGTTTGGACCAGGCCTTAATTAC -CTTCTTCGAGTGGGGGCTTGGCGGTTTTTCCCACAGAGGTTCCAGTCTGT -CGAAGGGCATGATTGAATAATTTTTAGTACCAAAGTTTCGAGCGGATAGA -TATGACCAACATATATTTATTAAGTGCGCTTGTGTTAAATCTTAAAAGAT -atatacatataTTGCATTTATTATTGCAGAGACCCAATAACTTTCAATGA -AACATATCGTTCGCAAGTGGAATGCCATTGGGTGTTTGCTTAAAATGAAA -GCCTTTTCCAATGTAAACTATATATCAATCAGATCCATATCGCGTGCAAT -AAAAACGTGCTGCCATGGCAGTTAAAAATCGAGCTACTATATACAATATA -TGacaatatatgGTATTGGAATATGTACCGATGTGATACGAGAATGGAAA -CAGAGGCGACCGATACGGCAAATATGGCCAATTAATGTTATTGCCTTTGT -TTACATTCCGTTAGACAATTCGCTAAATTTGTGCGCTCCATTAATTCTCT -TTACAAGTTTAATTGACATTGCAAATTGTAAATGCCGCCTTTTATTTTTC -CCGTTCGCTTATGTAAGTCAGAaaaaaaaaaCATTTACTATACAAAAGAC -ATAAGTCTGATAAACGCTGATGTTCTGCAACTAATTTCCATGGCTAGGTG -ACAAAGTTTTCATTTATAGGAATAAGTAATATCCCACTTTTGCTCTTTGT -CACTTTGGCAACAAGGAAAGATACTTTCAAGCCCGCATCGTTTGCACAGC -AATATTTTCCCCGAAAAGGTTTGTTGTTTACAGGGCCTTTTGGGCCATAA -TTTCCATTGTTTCTCGTTTTTAATTAAAGAAaataaaacaaaacaaaaca -atcacaaataatcaaaaataattaaaaTGCAAGGCAaGGCAGAAACAGag -gcacaggcaaaGTCTCAAATCGAAAGTGTGACAAGGGACGAAAAAACAAA -ATGCTGGCTAATTAAAAGTAAGATATGACGAGAACAAGCAAAAAATTGTG -TGCTTTCAAGGAAGCACAAATTGGCCCAAAAATACCAACATCGACGTGCA -ATATTTATAAGCCGATGCCCATAACTCAAGCGCTGATCATCAGCGAATTT -GGATTAGCAGATTCCGTCTCTAATTGCCCCGCCGGCGTCCAAGACTCGAG -CGGCATTAAAataaaaataataattataataataataataatagTGCGCA -TTATGAGGCTCATATTCCGACCCGCCCGATAGACAGCCGGCTAATGGAGT -CGAGCCGGGTCCGAAGGCCGATCTCGAATCGGATCCAAAGACCCCGTTGG -GCTTCTGAGCAGCGGCAATGACTTGACCTGGTCGACGGCTAGGGGTCAGC -GAATGAACCCCACCAACTCCCGAGTGAAGGTCGGTCGCTTCGAAGGGGCA -GAAGAGCAGTGGTACTCTCCCACACACATCACAGATTGATCCACTATTAT -CTTTTCTTTCAATTTTtCTTTCCGATCTGAAAAGTCGGATCAATCATAGT -ATATAATTGAACAATTATTGTGGGGTTGAGTGGAAGATAGATTTAAAGAC -AAGATGAGATTTGGTGATACTTAAACCATTAAGAAACTTGTTATTTGTAC -CCATATCTTCGCTTGTGATCATTTGTATGACTATTAAAATCTTACAAGGG -GTATGTAGAGCTGATTGAATGGCCGActgattgaatggccaacGTTAAGT -TTAGTTGCCAAATCGAGGGATTCGGCAGTTGGTGATCCCGGTTGCGAGGA -GGAGCTCCTCTGAGGAAATGCCTCCCCTTCCGATGCATCGTATAAATTAA -AGTGAGGCCCAGGGGCACCGGAAATTTATCTGAAAGAGTGAGTTTCGAGG -ATGGGAGTGTTTCATGCCGGTAATTAATCACACATTCGACGGGTGTTAGT -TCAACATTCGCAGCGGGAGCAGAGATTGgttgggtgggtgggtagtttgg -ttggtttGGGGGCAATCTTATGCAATCGATGCATTTTAGTCACTTGGCAA -GGCGCTTGTTAAACACGCAGACGGTTTGGTTAGAGTCAAACGAACGGAGA -GGGCGCACCTGTTCTTGAAATTGTCGGGCACGAAGATGTTCCACCAGGAG -TGGCGCTTCTCGCGCGGAAAGTACTCCCCGTGGCTGGGATCGATGATGTC -GTCctcgtcgtcgttgccgttgCGACTTCTGTTGGCAAAGCTGCCGGAGC -CCTCGGCCAAGCTGTCGTTGGTCAGGTCGCTATGGGACTCGCTGCACATC -ATGCCGGAGTCCAGGCTCCTCTGGTTGCTGTACTCCATCTTCTTGCGGCG -ATGCCGGTCCAGCTTGGTCTGCAGCGAGCTGCGCCTGCGCCTCTGTCGAT -CATTCTGGGGTCCCTCGTACGAGGTGTTCAGCCCCTGGAGCACCGGACGC -GGCGACTGGCTGCCGTCCTCGAAGAAGGTCTGCTTGCCCGGATCGTTGGG -GGAGCTGGCACGGATATTCTCCTCGGAGCTGTACACGATCTCCGGACTGG -TGGGTGTGCCGGATCCGTCAGATTTCTCGCTGCGCACAGCCGATTCGTAC -GAGTCTTTGGTGGAGTTCTGCAAGGAACGAAGGAAAGGCTTAGTTGAAAT -GTCTCTTTTTAGTACGGTGGGAAATAAGAACTCCAACAAACTATTTTATT -ATCAAATGAATAGTTTTATTCTTCTAGTAATTTTGTCCTACTACTCAAAT -TCTATAGCTGGTTCCAAGGATTATAACTCTTCTCTAAGTATGATGAACAA -TTATATAAAATATGCCTCCTAACAGCTTATACTTTACTCTATTCTCTTTT -ACCAAATATCAGAAATATCACTGAAAATTCCTGAATAAttacttaataTA -TGTTTATTCATTAAATCTACATCCTCAAGCAAATGTTTATACAAATTTCT -CAAAAGTTGGAGGAGTGACTATGTCTGCTATTTTCCCTCACAATGCAGTT -TTAAGTAACTTTAAATTGAGTTTATTTAGTAAGAGTATCAAGAGCATCCG -AACTTACCTTACTACTATCCCGCCGCAGGAAGGAGACGGCTATGGAGCTG -CGGCGTTTCTGGCTCTTATCGGATTTGCTGGAGAACAGTCCGAGGGCCAG -GGAGCTGCGCCGCGGGGGCTTCTGTGGTGGCAGTGGAGCCGTGGCATTGA -GGCTGCCCTCGGTGTCgccggagtcgccgtcgtgctcgtcgATGTTCACC -AAGGACGGGATGGAAGCGCTGGCCCAGTCCTTGCGCAAGCGGTACTTGCC -GCTGTCGATGATGCTCATGGCGTGGGGATCGGTTCTCGATTCGGATGAGG -GCGCTGGTCGGGCGGATAGATTGGTAACTGGGTactaactgctaacttta -gccgttaaccgttagccgttaggcgCTGCAAGTACTCATACCGGTTAATT -ATCGTCGAAAACATGGCTATGGCTGTTTTTTGGCTCTTAATTGCCGCGCT -CCAATTACTACCAAGCGTTGCCCCGTCTCTTTCTAtctctttctctctcc -ttctctctTTGCGATTTTCCCCGCGCTTGCGAAACTTTTACTTTCAGTGA -ACTCTATTGAACCGGCATTAGCGTGGTAATTAGCAGGCCGTTGTCGGTCG -AGCGGAACGCCGTcgccatcgtcatcgtcaCTCCGCCAGCAACCGCAATG -AAAAACAGGCAACAACCCAGACGTTGGAATATCTAAGTGCATTGGGCAAA -GGGGTAAAGTACATAGCTGTATTCAACGACAGGGCTTAGGGATCATCATT -GTCATCGGAACAATAATGAGAGCGCAATTAATTCCGGGGTAGTAAATCCA -TAAGTTAGTGATTCTAACTCTAAACCCAAATGAATGTGCAGCTTATTCAC -TTACATAGTCAGACGTAAAATGAATATGTTGAACCATTTGATTTTGATTG -AAAgaaccattacaaatctattgaaagtAACTAGCTACCCTTAGCAGAAA -CACTAATCATTTAAACGTTTAGTGCATCCATTTAGACCAAATATAGCCAA -TCTATCACGGATCGCTTAGCATCCTCTCACTTTCAGCCCGCTTGTCTGCC -CGTTCCACAATAGTATTCGTACTTACATCGCGGAGGCAGCAACAAGCAAA -GCAGTTAATAATGCAAATTAACTCACAACTTCATGACATCATGGCGAGCA -ACAAACAATGGGCAACAACCTACGACAAcAAAACAGCAGCCCATACAGca -tacagcaTTATTACAGAAACCAGCACAAAAATCCCATGATGACGACGAAT -CTGTGAtgatgatgatgatggtgatgaCTGACTAGAATCTGGTGATGGTG -GGATAAAGGGAATGCGGTAACGAAGGGGGAAGATACGCCACTTGGCTGGA -AAATCGAAAGTGCCTAGAGTTTAGCTCGACTTGCCTTACAACTGCCGCTA -TCACACGATTCTGGTCGGCACAATGGATGGCAGAGGGCAATTTAAGGGGC -GGGATCTCCCGGCATATGTTTCTGTAAACTGACAGACTTTACAATTTAAC -GCCAGATCAAGTCGTGTGAGGCTATTTAGACTTTCAATTCTCACCCAGTC -GGACAAATTATAGTTAGTGCTTGGATGGGGGAGCAGGGGAAGCTAATTGA -AATGGGTCATTAGACCCCACGCGATTGTGAATCGTGCCAGGTCTGGCACC -CAGAAACAAGCTATATCAAATGGGGCAGTTGGCTTCCAACCAAGTGATTT -ATGAGAGATGGTTTTGAAAGAGGGTTATACATTCAAGGATATATTCATAG -ATTGTAAATTACTTAACCTTGCTGACCCTGCCTAACTAATTCGAGCTCTC -CTGACACTTTAACAAAGTCAAGTGTCCTTTGTCACGATAGCTTCCTCCCA -CTTTCTAAGCAGGGGGTCTGTAGTGCTTCCAATTCCGGATGATTAGATCA -CTGGAGTGGGCCAGACTGCTTACATGTGTCCCTGGGCGTGTTATCTTTGG -AGGAGCTGTTGGCCCGGAGTCCGGGTGTTTGTGCGCAAACACTTGACAGG -GCACAAATACGCGCCGCCTTATCGGGCCGAATATATAGGAAGAGAGCAAT -TTGAATATACGGGTGCTGGTGGATGGTGGAAAAAAGCCAACCTTGTCTGC -TCGACAAGCGAGAGGAGTGGAGCGGGAACTCGAACTGACCACAACCGGTC -GAGCTCAAGGCGCTTACATGTAAGTCCAAAGCGACTTCAGTCGAGTCGAA -TCAAGTGCAGGTTCCACTAGATCGGAGTGGACTGGAGTTCACGCTTCATG -GCCCGTACACACgtacacAAGTCACGGGCCTAggtctcggactcagactc -ggacgcggtcttgggttcggtctcggtctggatcggggctacggattacg -attgggtctaggtctaggtctaggtctCCAGTGAGCCGCGAAGGTGGGAT -CTACTCGGCAATTTATGGCCCACATTAACAACCCATTGGGGAGTCTATTA -TTTATTTGGTTGTCGCCTGGTCAATTGTGCAATGCGCGCATAAataaata -aacaCAAAGACCTGCAGCCAAAGTCCGAATTCAAAGTCTAACGTCTTACT -GTGTCAATGTCATGGCTAGTCAAGCGAAAAAACTGGTCGCGGATAGTGGA -TCCCTTAATAAATTAAAAGCAATAGAAAATGAAGTGACTATTTATATGCT -CCATAAAATATTCATAGTTTAGGCTTAGACTTTTGGACCGTTTTGTTTTG -CTCGTTTCACCGCCATTTTACAACTTTAGCTAATTTTAAGaattttagaa -atCTTGTACTTCAAATTTGAACACAGTTCTTTAAGTTAGGTAACTATGTT -TTGATATCGAAAGAAATCGCTGCACTTCAAGAACTTTCCCATATACCTAT -TTTAATTATTGTGTTATTCAGTTTTCTGCAATGTGCAATCTGCGGGAAAC -GAAACTTTCCATGGAAACGCAGAGGAACGGAAAACTACAACACGTGATAA -GCGGGAGTTGCGCCTGATAAGGCGACAAACCTCCTCGCACGAGAGCATAG -ACCTATAAATACCCCATTGGGGGTATCGGCTCGGTTCTGGCTGCTCAGAT -GGAAACGCCGCAGACAAGGGCCCATAAAACACTCGATGACGAGGCCAACT -GTCACATGGCAGAGGCTGCAGCTGCAATTTGCAGTGCATGGCGAGGTCCA -GTGAAAACGTTGATAAACTTTGATGTGATCAAGTGTGAAAATTTTCCATA -GTCTATGCTCGAACGCAGTGGTAAATAAAATAAGCTCTGAGAATAGATTG -TAGCATCACAGGAAGTTTGAGTGTGCAAAGTGTGGGAAACACAATTGGCT -TAATGCGAAACTTTGGACGCTTAAACTGTCCAACGACATTGATTTATGGC -CCACTTGATGGGACTAATCTTGAGGATTTGGCTTTACGATTGGGAAATCA -TAGAAATAAAAACACCGATAATACGGAACTGATGATATGGCCAAACTAGA -TTTCAAGTGCATTTATTATTCATTTATTGCAATAGGTAAAAACCTATGTG -TTATTGTCCAAAATTTGTGAAATAATTATAATGCTTGATTTGAAAACACA -AGAAAAATCATTTTCTTAGGAGTTACAAGTGTCCTTTTTTGTTAATTGTA -TAATCTGTTAGCGAGAAATAAACTAATTTCGGAATTCAGTAATAATCATT -TGCTCCACGCATTTGAAGAAGAATAACCTTGGTGACAATGCATTTCGATT -GGGCTGCGAGCACGTAAAACTGCACTTTCGATTTCGATGGAAACCGACCG -GCAGCAAATGTATCTCGCAGATACACACGTTGACTGTTGGCGCATACACG -TTATGGGGCCAAACGAAATGAAATGCGAAAAGGCAGAAGAGACAACATGC -AACCGAACAGAaactgaaacagaaacagaagcGAAACAAGAGCAACACGA -TATAAATAAACCACTCAGACGTCGCAACAATGGTCACTGTGAGATACAAA -TGTATCTACACACGACGATTGGCGGATACATCGCGTGTGCACGGCATGTA -AACGATATGTCTGACGTTGTGTTGAAGCAATTTGCTTCACTAAAGCCGCA -AAACATTCGTCGGGGAGGGCAATAATTTCCCAGGTGAAAGGGAAAACAAG -CAGAAATTACAGTTTTGAAACATGTATCGGAAATGCACGAGACTTGAAAT -TAAGCAGGGTGTTCCTCTTTGTCGAGTTATTATAATCTGCGAAAGCATTA -ATGCTTTGGCTTCTTATCCCACTTAGCAAGCCGGTTATTAAATGATTGTA -CTTCAAATTCCAAGCCAATTGTCGAGCTCCATCCATCAGTAGTGCATGGT -TGGTAAGCTGTCGCGAATTGGAGTCAATAAATCACAAACTGAAATAATTA -ATTCCCTTTCTTGTGGTCTTTTTCGAAACGAAAACAAAACTGGTCGCCGG -CAGTCGTTGAACTGGCTACACATGTATCTACGTGTGCGGCAAAGatacaa -atgtatctgcatgtgcTACCGTTTCAGCGGGCGTTGTCGCTAGCCAAAGC -GTCAAGTGGTCGACATATCTGCAAGATACGAGTGTGTCTGGGTTCTGTTT -ACCCAATAGCTCGAATTTCCTTTTCGAAATGGCCATTCAAAACAAAGTCA -CTAGACGGCAACAGCAATTGCACCGGCCCGCCCGTTTGTTTAAGCCCAGT -TTCACATGACAAGACGGCCTGCGGCTATATTAATAGACTCTGCTCGCATT -GCCCATACGTGTTTACTCACTGGCGAATTCCTGCCTGTCCATCCGATCAT -TAACTAACCAGTTTACACCTGGCCGACCTGCACACCTAATGCAGGGCGCT -GGGTGGGGTCCATCTGACCGTATTGCACGCGGGGGCGTGGGAGTGTTCTG -CGTATCTGGAATTCTATAAATGCGAGCTGGCAGAAATGGGGAAAGTGGGT -TGGTCCGGACTTAGAGCGGGTGTCCCATGGTCATCGAGAAACGATGTCTT -CATCGCCTTCATATTTattttttcttcattctttCAAGACACTCCTTTAA -AAGCCAGTCCGTTGTGAAAGTAGCGTTCTTGTGCACGACATATTTGCACA -CCTCCGAATCACTACGTTAATTATATTATATTTCGATATGTATTTGACTC -ATTCGTTGAAGAAAAGTTTAGATATTTCCTCAATAGTAGCATTAACCTTC -CTTTTCCGGAGCAAGTTCCGTATCTATCAGATAAAAATATTGTGCTCCCC -TAAAACTGTGAAATCCAGATAAGCGTTCCCAGAAATACGAAACTCATTTT -CGAGTTACAGATACCTCCGGTCCCAGCAGTAATTCAATATGAACACAACA -AACACTCATAaaaaataaacaaagaaaaaaaGTTGTTTGCAAACAAAAAA -GATGCCCGGTTCGATGACACAAAAAAATAATCTTTCGGATTGTTTAGAAC -AAAATCCAGCCACTTGACTAAACAGAACACGTAAGCCATATAAAATATAA -AAATTCCAGAAAGGATCACGTAATCACATATAGCTCCGCGATATGTTAAA -AAACTTAAAGACCATCTCGAATCTAACGATTTTTTCCAGAAATTAGCGAG -CGTGTATCACATATCGTTGTTGATAATTGAGTATTATCTAAACAGTAAAC -AACACAACTTCGGATTTCTTCTAAGATTCCGAGCACACCTGAACCCCTGC -TCAGTCCACAACCATTGATAAATAATCGAACAAACGACGTTATAAGTCCG -GCTTAGAATATCGAATGTAACCGGATAGCAGACTGATGTGGCGACACGAA -GTGACATAATATAATCCGTAACCGTGACAGCTGAGCCCATTTGTGCGTGA -ACCGCAGAGGGAGGGCTGACATGGTCTGGGCATCCGAGTCCCGGCTCTTG -CCCGGCAATCAAAGTGTTCTGACGACTGTGGTTTGGTTTCCCGGGTGTCT -CGGCTCGATAATTACTTGCCGCACTGGAAACAAAACAAAGTGTCTTTCCA -TGGCGGAAGTAGCGTCGCCTTTGTGGGAAACCAGTTCTGGCTCGGAGTCC -ACTGTCTCCCGCGCAACTACCCGCTCAATCAGAGCCAATCAATCGACAAC -TTTGTGTTCCGCAAAATGcgaaatgtgaacagaaaacaaattacaaGTGC -TCCGAATCAAACCAAGACGGAACCGATCAAATGGGTGGGCCCATGTCTCG -CCCCGAATCTCACAGATTGGGAAGACTATAAAAATATAGTCACCTGCCTG -CGCCGATCAATATGCAAATCCGAATCGCAACAGGCGATGATTTGAATGGG -TTatgagtgattaatgattaatgatCGGCGGACACTGGAGTCTAGATTCT -ACGTAGATATATATGTGGGCGTGGCACAGGAAGTGGAAGTGAGATTTGGC -ACCTTCTAATTTATGTATTCATTGCGGATCTAAGCCGTCAAAAAAGAAAT -GCTACGTCTCGTAAATCTTTAAATCAGTTAACTGAAACACATTTTATAAT -CTAACATATTGCCTACAAAGTGCTGAAATCCTCCCTCTCGAAACTAAAAA -CTTTGACACATTTTATTTAATGCCCACGCAAATCCTAAGGCGTattttat -ttaatTGGTCTTATCTGTTCAAGCCTAAAATATATACATTAAAAATTTAT -TGAGCATATTGCCGGAAAAGTTTCTTGGCAGCTGCTCTTGCAAATTTGGC -ACAATTTGGGCCACCGAATCGTAAATGTGTAATAAACATTTTATGATACC -TAAACAGGGAATTTATTAAATCATCGATTGTCGACGGCCAGTCACAAAGT -ATTAGATGATAATCGAGAGTGCTCTCGTGGTCTCGAATATCTGAATGCGA -TTGGACGGACATCTCGAGTGCCTTTGTTTGAATTTCGGCGCACCGACAGG -TATGTATACATATGTACATACCtataaatacatatctagagacttatatt -taTTTGTGTAATTATGACACTGTTTTCACGCCAACTTGAGCAAACAAACA -GCAGTAAGGCTCTTTGTCCGGGCCAAGTAGAATTCGACGAAGTCAGGCAC -AGTGGGCAGGGGCAAACAAAAGACCATAAATAAATCACATGCGGAGACAA -CACGGCGAAAAGCAGCTCATAAAAGTACTCATGCTTGTATACTTAATTAT -TGAACAGGCAGATTTAAATATTCTGTCCTGCGACAAGCCTCCTTTTGGCA -GCCATAATCATTGTGCAATAATGACACAACAGCTAAGTGACTCAGAGACT -TCCTCGTTCAAATCGCGTGGACGTGTCACTTAAAATCAATAAAAGTTAAA -ACCAGATGCGGCTATGCGTAGATACAAAATGGGAATTTGCATTTCCGTGT -TGGTttttaaaattattatttccaatttacccccCTTGCTGCTCGTTTTA -ATTTTCCCACTTCCATTTCTCCCCATCGCTTCCTGACACTTTCAATTGAT -TTGCATAGTCAGTCAGTCGCACTTTTAGGTGGGCCACCCCACCTTTATTT -TAGATAGTACTGACTTCTAAATACATATGTAGGTATATAATTTTGTACTC -GCTGTGTACCACTATCTATAAGTCGGGCGACATCACGTGGCCCCAAAATT -ATGCACACCCAGCGGACATCGTGATAAATGGCTTTGTCAATAAATATTAT -ACGAACGCTTTGTGCCGACTTGCGTCGAAATAGAAGCTGAAATGTTAATC -CGCATTAATTATGCTATCAAGTGTTGATGGAGCGTATCACAACTTATAGA -TAGAAATGCATTACACGTTCTGGCCCAAAACCTCACCAGATATATTCTTG -CACGCCCAGTTTTAGTGTACATGTGTCAGTGGTTGGGCTTAACATTTATT -CTAATTATACCTTGTTTTTGCCTGCTCATTTTACGCATTTTTTGAGCTAT -TTATAAAAAACATAAACAAGCGCACGAGAGAGAAGACCAAAGCCATCGAT -TATCTCGAGTGGGGCTGCCTTCCACTTttccacttttcTCGTCGGAAAAC -CAAAGCATCCGCAACAGTCGCCTTTCAGTCTGCCGGATTTTCGAAACTGG -TTTGGATCTACATAGATAGGTTGGGAGTTTGGAAACTTCTTTAGGTATCA -ATaattattaataataattactTATTTAAGCTTTTATCTTCTTGTAAgta -tgtatgtatGGtaagtatacgaaatttaagatatataaaatggatacaat -ggttaAATACTGGAAACCTGGTTTAACTACAGTACTATCATCACTGTTTT -CTAGGGGCTTTCTTTCCATTTTGCTGTTCAAACCGAGAAGGCAAATGAGC -TGAGCTTTTGGGAGGGGGAGCAGCAACTGTTACTGTTTTATTTGGGATGT -ACGAACACGAACGCGAGTGCATTGGTGTACGTGCAATCATGGCTTTTTGT -GCCGTTGCCCGATAATTCTCCACGCAAATGGCATGGAAGGGCCATAGACA -AAATCAGAAAATccgaagaaaaaatcagagacgccgGCGACTTTAGTTtt -ttttttCGTAGCCATAAGCAGTAAATGCTGCTTCTTCCTCGGCTTATTGC -CAGTGTTGTTGTTTTACTGTGCTGATGACCTTAAATTAGGCGTAGGTCTT -TGCTTTTGTGTTCGCCGTATTCGTCATTGTTGGCCAAGTTtttttttCAT -TGGTTTCTTTTGACGTGGTCAGCTGTTttttatattttttcTTTGCTGCT -TCCAGTCGTCGTAAGCAATAATAGGCACTAACAAAAAGATATTTCACGAA -TGTCATGACCTGCAGCTGAGGAATATAATAAACTAAGTTGCTTCTATTTC -GCAGCTGGAAAGGCAAGCCAAATAAGCGACGAACAAAGAAAAAGCCAAAA -GAATCTGCGAATAATGCCGATTAGAACGGTTTACTAAGCCAAGCGACTAA -AATAAAACCGTTCGCTTCACCAAGAATCCGAAAAAACCGCAAGCCGCGCC -TAAAGCAATCGCAAAACAGAATGGCGAAGGAGAGAAGCAGAGAGACGAAA -TTAAAGCCAAGCTGGGCCAAAAATTAAATTGCAAGCGCAGCCATTAATTA -CGATTATTTTGCATCCATTACCATTTGCATCACAAATGGTTGCAAATATT -TCTATACCTTTTTTTAATTTGTTGTCTTTCAACGAGGTTTGGCACAATTG -CTTTCCTTTGATTGGTTAGTCACATTTCTCATTCGTATTGATTTCACAGT -ATTGGCACTCGCGTACACTTATATTTTCAATTATACTTGTATATTCTGTG -GACATTTGTGGTTGAATTAGTataattataattaCTTTTATGCACTCGGA -ATTTTTGGGAGTCCGAGACTCAGCGAAAATTTGGTCAATTGTGAGAATGC -CCCGCGTAATTTACTTTAAATTAAATGCCTTGAAACATGTATGCTTTCGA -TTAAttgcttgcttgCAAGGGACTTTTTGAACTCAAATGACCTTAATGTT -AAACTCAATTTTGACAGGGCGTTAAATTTAAGCCATTTAAAACAAAAGTG -GGGGGCAATGTTATTTACAGTTGCATTAATATTTTTTGCAGAAAAATCTC -GCTCTCACTTAAAAAACTCTCGTGTATATGCTGTTATAGCGAATTCCCGA -GCACGGATGTTAAATTAAACAACTTAATATATTTCTTTCGCCAGGAAAAC -GGACACCAATGGCCGAATTGCAACGGACAATCGCCAAATGAAATGAGTGC -AGAAAAATAATTTGCGGACTGCGTTGGTCGGCGTCGCACAAACAGTCGCA -CACGAGTCGAACATATTTTTAAAAATAATTTTACAATATTTATCGCCGAT -GCTCCACATACATATGTATGTAGTATATCtgtgctatatcTTAGTATCAA -GCACTGACTTTGAGCGCGCGCGTTCTGTTATTTGTGTTCCGTTTTCGTTT -CGGCTGATTCCGATTTTGTGGGAGCTACTTGCGTTGCGTTCGGTGCAAAT -GGAAAACTTAAACTGATCGAATCGATCCACAAAAAAGTTGTCTGCTTACC -GATGTTTAGACACATGTTGCCAGCGAGAGCACATGTTGCGGGGCAACATG -CACGATACTCTAACTTTATGAAGCGAACAGAGTACATTTGTATAAATGTT -ACAAGCAATATGTCCATATGTCGTGTCTCGCGGGGCAGCCAcatccacat -acacatacacatccacatGTGCTGCAACAAACTCGTTTTTgtttttgtTG -CAGGCCAAAAACCTAAACCTGCTTGAGTTTGGCTTATTTCCGTTTATTTC -CACTTCCACTTGGCGATGTTTGGACACATGTTGCCAGCGAAACGTACGAC -TGCCGATTGATTTTAATACACTTTCCAGGAGTGTTGACACCATGGCAGAG -GATCTTGAAAGATACTCTAACTTTATCACAGTTGAACAGTAGATAGACAG -AGTAGATAAGTTACAAGTAATAAAATGTAACTAATTAAAATCGTTCAAAT -GGGTTCAGTTCGATTATTTAGTATTTGTAGCAGTGCTAGATACCATCTAT -ATCATCATCTAATCCGAAAAGGGTATCAAAGTTTCGGTACGTTTCCCATT -CGATTTGTTGCTTCTAATGCTGGGGCGCATGTGCAATGAACTTGTTTTGA -ATTGCAATTGCTATTATTTTTTGGAGGTTAGTCAGCTGCGGCGACTTTGT -AATTTCATTTAAATTACTCATACGCCATGTGACGCCGCTGTAATTATTTG -ATTTCGCTCCCAGCTCCTCGGCGGCAAATGCATTTCCTCAACTTTAATGT -AGGTCACTGTTGAGGGGGTGAAAGTGGTACAATTATCTGGCCAACCCCCT -GCCACCTGTGTTTTTCACCTGACAAGGAAATTACCGCCAAGGCCGCAGCA -ATTGCCCAGAGAATTTGCCCTAAGGTGAACTGCATTTCAACGCGGAGAAA -CAGAAAAAATAGAATTTACAATCCGACCTTGGGCATTTCTTCCATTTAGC -TTGCAACCTCTGACTTTTTCCTCTTTCTTTGCCTCATTTAAGACGCATGA -CTGGGCTCGAATTGCGAATTATGCAAATTTCAAAGTACGCAACTCGTCGA -AATCAGAAAAAGTGCAACATCATTTAGCTGCCGCTCGTTCTCCGTCCCGT -TCGCACCCTCCATCTTCACcccccccccccctCTGACTATTTACAGTTTT -TCGGACTCGGACGATTACAATTTTCAGCCTTCAATATTATTACACAATCA -TAAATTGTCTGAACTAAAATGTAAATGTTTTGAATGCGCCTTGGGGGCCA -CTAAAAAACGCAATCGCATGTATTGCCAGCGCTATGACTAAATctatgac -tatggttatgcacatggctatacctatggctaacgctatggctaTAAGCA -TAGCTTATCAGGGTCTCTAATCAAACCAGTCGCAGGTGAGGTAGGAATCA -TACAACACCACCTTCGCAAAGTGTAGAAGCAATTTCTAAGTTTTTGAATA -ATTCTAGTGGGTGAAGTTTAAGATATTTCGAAGTAAAGTATGAGGTAACC -AATGTTACCAATCGGAGGTTTATCAACCTGTTTAAAGAATCTTGACTTTA -AACAGCCAACTCATTGCTTTCAACACGAACTCAGCTCCGAATGTTAATTG -GCTCTATGGCCATAAAGAATTGACAGTGTAGTGTTTTGGTTTTGCTATTG -GCAAAAGTAAAGACAAACCTGTAATTAGCCATTGGTGCTATTGAACTAGA -ATAAGCCAACTAACGCCACTCCAACTTTATTTTGAAAAAATGTTGTGTTT -GTGAAAACTCACCTTTTATATTTCTTCTCGTCCTGCAAACAACTATCTTA -TTTATACCCTTGATTAGCATTCAGGGGGGTTGAGTTTTCTCCGGGTGATT -TCCATAAAAAGAAACTCTCTTTTGGCTGTTGAACAGTAGTGAAAATACTC -CCTTTTAAGCAGCTTCATTTAAATAACGAATGGCAATTTCGCCGCTCAGC -TTTGCGAACCGATTGAAGCTTAAAAATAGTTTTCATCCAACAGGCAAAGT -GCTCAGTCCGCTGTCTCTGAGCTGTTGAATATGCAAAGTCAGAGTAGAGa -aaaaaaaaCGTGTACTTCTTAATTTTCGCTGAATTTTCCACTCCCCAGTT -GGTGGCTGTATCCCCGGAAAATGGCGGAAGGTACTGCCAAATCCGAATGG -CTAAGTATCTGGCCGCAGTGTTAAAACGACGGCTTTTTGTTGCAGCTGCT -AAAAATAGCCAGGTTGCAAGTGGTTTGGCTTGCCAAATGgccaaatggcA -ACGGCATGTGTGTGCTGGTGTGGTCCAATAATGAAAAGTCGGCGGCGGCA -TAGCGAAGAAAAAGGCTGGGAAACCGGCTTGACAGGAAAATGCGAATTTC -GTTGAAATGAGGAAAAATTCAAACGATTTCGTTGTCGCCGTCGGCAGTTA -AAAAACTCACATTTTTGGGCCTTAGACCCCAACATTTCTGAAAGTATCCC -CCCATCGTCAACCCCACCTACTAACCCGAAAAACCAGGTTTGGGTCCCGG -CTAAACGGTTCGCTTCCCTGCTGAATGAATGGGTCCTTTGGTTTTTCCTC -TGTGTTTACTTTTCATTTTGCCACTTAATTGATCTCATGCATAAAAATAG -AATTTATATGGATGCACTAACGGCTATTCTGGCGCTGTGAATGAAATTTT -TATTTGTTTACTCAATTCGATGTCGGCTTTACTTTTCGATTCGGCTTTTT -CAATCAAATCGGTCGCTTGTGGCGCGCCATTTGATTTTTCATATGAATAA -ATGTGCCTTAAAAATCGCAAAGCAATTTTAAAACGTGCCGGAATTCGCCT -GGATTCTTAAATGCTCTGTATTCAAAATGCAGCACAGAATATTGAAAACA -AAACAATTAAATGACAGAATTAATGGGGTTTAAATTGCAAGGGACTCGAG -TTCCGCAATCGAATGATTTCGGTGAATATTGTTTGGATTTTGGTATAATT -ACATCGGGTTACATAAGTAAAGTGAAACCTTTTTTCAAAGCGTATCTAAT -GCATTTGTTGGGCCAACAAAATTGAATTGTTAATTTTAAAATCTGCGGCT -GTCAGTAAGCTCGTTACTCAAGTGAAACAGTGCTCCATTTTGCATTCAAT -AAGCATAACAACCAACAAAACCAGATTCCAATTAATGAATTTGTTCTATT -CAAAAACAGTGTCAAAGGCTGCTGTCGCGGCCATAAATTCTAGACCTAAA -CCGATATTGAAATCGAGTTGCCAAAGGAGTGACAGACACATTGACATTTG -CCATTGGGGAGGATGGGGGAAAGGATGGGATTGGGGATCGTGCTAAAACA -TTTGTCATAGAACATTTAAATATTCATCCATTATTGTCCGGCTGGTGGAA -AATTCaatttcaatttcaatttcaattccaattATGCAGTCAATCAATTT -GTATTGCACATTAAGTTCACTCGCCAAAAACGCAAACAAAAAACTGTTGT -tttccccctggggggCATATGAATAATAAGTTAGCAATGGTTGTTATTAT -GCTATCAATATTTTTCGTATTTCTCCAACGGTTTTTCAGCACATGGGGCA -CGCGGTAATTGGGGTCAATGTCAGGCGCGGTATACTCTTTcttacttatt -taATCTAGCCCCCGTTCTTGTGTTTATGTGGCACCAACTTTGGCAGGCCG -AAGACAAGGTAAACAATTCGTTTTTTAATAAAATATTGGATTTTTATTTA -CGAGTCGAGGCGTAAGATCAATTAGCAGAACAACAAGGATTCCgatttcg -attccgattccgcTAGCATGCAATCGAATTGTTATAAATGGCCCATCATG -GAATCACAAGACTTAAAAGATGATGATGTATCGCCGAAATGGCCGAATGG -AAATGTCTGGGAGGGTAGAAAATCGATAAGGTAGTACTTTAAAGTATAAA -TGGTTATTTGACCACAACGTACATATATTACGGATATGAAGTAAATAACC -AAAATCTATATAATaaatgtacataataaattTTTGGTAATCTTAGCAGC -TTAGTAATGAGATACAGATTCAGTTGCAAAGAAATTCTTTAGAAATCTCT -GGAAAATTTgtgtgtgtgtACATGATGCACATCATGTCAACTGTATGCCT -CTCAAATCTTGGTTATTTTCCATTACTGACTTGCAAATCAAATATTTATG -TGTGTGCAAGCAGTGAAAACAAATATGCATCTTCTACCTAAGTATTCTCG -CTTTATTCTCGAAAAGGTCAGCCTAGCACATAGATAGATTTTGTGATTGG -CTGGAATTTTCCCCGCACTTACAATGGAGATTCGGCGGAGGGTAAGGAGG -ATTGGTTTCCTTATCGGCGGCCTTCTTTGCTTTAAATGGGTGGTGGTGGC -TCATTATAAATACTGGCACATATCAGGTAGCCAGCGCGATAAGTTGGCCG -TGGATTTATTATAATTAAATAAAGTCAAATGAGACTGCGTAGGAGGAGAT -TGATAAACACCGAATCCAATCTTTCCGCGATCCAAACGGAAAGCGGAGAG -TGTTTTCAAATAGAACGCGTACATATAGTATTTGAGGTCGCCTGTCAATA -AATCATTGTGTCCATAAACTAATTGAGCTGCTTAGTCATATTGGGTACGG -GGCTCAAATGTCAATCCCCCGGGTCGCCTGTTGCCCACATCCTAGTTAAT -GCTCCCCTGCGTTGCCGTGCCGCGCTTAATTCCACATGTTTAGGCCGATT -TCAAAAGCAATAAATTTGTAAAGCAAATCATAATGCTGGTTTCGATTAGC -AAGGACGACGACACGAACATCAAAACACAGATGCGAGACAATCGATAGCA -TAATGTGCTCGCCCGAACAATAATGACAGATAATTATATTGATATATGTG -AGCAATTTCGTAGATTGAATGCCAAATTGATTGGTGGGGCAGCTCATGTG -GCatgtggcaTTGAAACGGACAGTGGAGGAAAGGGTGTGAAAATCGATTA -AGCAATCACACACACATGCTGAGAAAGAAAAATAAGTGCCCTTTCCTTTG -ACTTAAATCACTTTTAATTGACATTTATTGGGTTGGATTCAGGGCCTTCA -TAAGCCTTCACAAGTTCGTTAATCATACACTTCTTTGCCATTTGCGAAAA -TTACTCTGGGGCCATAAATAATTCCAGCAAATTCAGCAGCACATTAAAGT -CCCTAAAAGCCATTTCGAAATTTTCTCGCCGTTATTAAAAATGAATGCGC -ACAATTTGGCTGAGTGCATTTGCCTTTGTTCGGCGCTGACTTACATTAGT -ACGCATACATTTGCATGTCTTGTGCTTAGATAACAAATTTAATTCGTCGC -AATTTATGAAAAGAATACAAAAATTGTTTATTTACAAAGTGTCAGCGACT -GTCGGCCCAACATGTTGCCCATGCCAACAGACAGCAGTGGCCCACACACA -TGTGCACAGATacagatacagTATCTGAACATTCGAGTACATTCGTCCGA -ATTTTCCTGTAGAATATGTGGCAAGTCTTTCGGTAATTGCACTTCTTAAT -ACAACGATTCCGAGGAAACCACAAGCAAATTGAAATTGTGAAATCTTTTC -CCCTGTGCACTGAAATATTTGTAGTATTGGATATAGTAAGTTGATAGCTA -TAATTAGCGGCATGGGGGCGCTTTGGTAATTAGAAAAAATGCAATTCTTC -TTCGATCGTAAATAAGCCAACGAGCGCACCTTACAGTTGTTATTAGGGGC -TGCATATATATAGGTACTGTCATTCAGGGATTATCGGCTGTTGTAGGCGA -TTATAATGCCACGAGCGTCACGGAGTGTGAAACTTAACGCCGAGCGATGA -GTTTGATTTACGAGGTGATAGCTCGAGTCAAAAGGAAATCAGGGGTTTGC -GCCAACTGAGTGTTTCGAGTTTTTCGGATTTAGGTGTATCATAAACGTTT -TAgttttagttgtaATGTGTGCACTTTAAATAAGATACTCCTCCCCCACC -ATGGCGGCTAATTCAGCAGAATTTGCACGATGGCAATTAATTCAAGCAAT -TACGGCATATTAAAAATGCCACGTTTAATGTATTTGAATGCGCATGAGCC -GCTTGGGACAGGCGGCAGCTTGGCTTCTGTTTGACTCGATTGCCATTACT -TTCATGAGGCGTCATTTCATAATCGTTATGAAAAACGCAAGCACCATAAC -CGTTTACGGCAACGCCCACGTCGAAGCTGCCGTGCAGCAGGAGCAGAACG -aggagcagaaACAGTCAGCTGCCAGCGACAGGCCACGACATCAGTGACAa -caacaacgacggcggcATAACACTAATGAAAATTTGTGAGCAGGCGgagc -aggatgtgcaggaGACGAAGGGTGGGGCAGTGGACAACATTGACGTTGCA -TTTTATCCTCGGCGAAGACAAGACCACAGCAACAAGCCCAAACACGAGCG -GGCTGGATATGCTCATCGGATGAGTGCTCCCATCGGCAGGCACTGTGGCG -AAGGATTAGACATAATGTGCCCCAAGGTTTAGCGCGTGTAAATAGGGCCA -ACACATCAATTATTATATCATAAGATGACAGTCTTTAAATCAGATGGTGG -GCCGTATCGAAATTCCTCCTAAAGATTACATGAACCAGGATACTCTTTTG -GATAATTTCAATGGATATGTTTTATCTATCTATAAAGTTTTCTATAAAAA -GAATGAGCGACATAAGATTATTTGGAATTTTCCAAATATttttgaaatta -ttttTCGCCCACTAAAAATAAGCAACTAAAGACTATTCTGGCCAACTGCT -CAAAATCATATAGAAGGACACTTCTTATTTCTGAGCCTACAACCTCGGAC -TTTCGACCACTGTGCAATCGATGCAAATTATGGCCAAAACCATGTCGGGC -GCCAACGACATGATCCGCACTAACAAACGAGTGCTCGTTGCCATTTGTTG -CCAttgccggtgctgtttctgttgctgGATTGTTGCATAGTGTCAGCTTT -GCTGACAAGCGCAGCGAGCGTTGCAGTTCGTCACAGCTGCAAGTGAAAGT -CAAACATGAAACGCTTTGGACTCCGCCACacacacaCTTGCAATTTCGGC -CAGGAGCACACATGCACAcacatgtgcacacacatggccacacaatttgc -cagccatttagcGGGCAGAGGGGTAGAAAGGGGTGCACAAAAGGAGATTT -TCTTGTGCACCTTTTCAGGGTCAACTGCTATTTGCTGTCAATGTCAGCGA -GAGTTGCACTAAAAAAAATGGTGCTACATTTCAAAAATTACTTCAAATTA -CCTATCAATTATATAAAAAATAAAATCCACGACCAAAAAGGTATACAGGT -TCTAAATATGCTGAAGGAGGAATATGATACAATTAAGTATCTTTTATAAG -AAATACTTTTTACTTATTATTGTGGTAACAGTTTGAAGTTTCCGAATTTC -TCGAACCTAATTTTTTTAGCCTGTTTTTCGTAAGCCTGTGCGGAAAAGGA -TTTAGTTCAACTGCCAGAATGACAGTCAGTCAACAGCTTTCGGGGGAAAC -GCCCACACATCCATTTCCAACATCGTTTTGGCCATTATGAAGCGTTATTA -TCAGCCAGCAACACTGCGCTCCGGGACGTGCCCGGCATCGCCATAGTTCC -TAATGCCGGCGCATACAAATCGTTTACACATCCATCCGAAAGTTGGCTGA -TTCGCATGCCGTTTTGGCCCGTCTGAATGAACAATCTGCGGGGGCCCGTC -GAAAGTATTTGCTCAGCATTAGCAATCGGCAAACAAACAGCGCGACTGTC -TCTCTTCTTTATGCTTTTATAGGCACTGTTCTCTTTGGCCACTTGGGCTT -GTGGCAAAACAAAAGTCGCAAGCTCCTGAAATAACCAATAACCATTTGAT -CGAAATGAGTGAATCGATCGTGTGTGGGCGTCTCTGAATTCAAGACCAGA -TCGAGTTTCGATCTGACAGTCACACGAACTTAAAGAACGGGTCAAGGTGG -AGTTGATATGCGGATATTTAAATTAAAGGGGGGAATGCTACTAAAACATA -TTTTCAACCCTTTCACTTAAGCTTCTATTCCAAAAAGCATCGTAGCATAA -ATAATGAGGATTAACAACTGAAATATCTGAGGTTTCAGTTTTAAAATAAT -CAACAGATAGTTCTAGCTTAAAAAAGAGTATATGGGCATACCCCTTTGCT -TGCTAGTACGAGGTATGAAAAGTCGCCAAAAACGGCATGAAACCAACAAA -GGCGAACGTTTTTACCTGGCACAAAAATGAAAAGGAGTTGGGATAGGAAG -CCGCCGGGCAGCAGCAGGTAAACAAAGAAACAAGGCCAGCTGAAGAGGGT -TTCAAGGTTGTAAATTACCAGCTTAAAGTGGTTAAAGGAACTGCTCAGAT -ACAATCTGAAGTCGCTGCTGTCTGTGCGCAGAACGAGTTTGAGGAGTGCC -AGATACAagatacaagTGATCAAGGGGTATAATGCACCGTTGGTTGGggt -gggtgggggatggaGTGGAAGTGTAAGTTGCTGGCAAACTTTGAAGGTCA -AATTGCTCGGGCGACGTTGCTGACGATAACTACGCTGGTGTCTGTATAAA -AGTgctgtatgtatgaaaaTGACACAGCCGAACATAAAGTGAAAGTTATT -AGAACAATAAATATTACTTATACGCCGCGTGGAAAATTGCTCAGCTCGAT -GCGAACTTTTCCTTTTACTTGGCCAACGGCGAAAATTGCCAACCTACTTC -CCTTGTCAGCCCACCAAATGAAATGTCCAAAAAGTTTGCCAAATCATTGT -TGTTAGCCCAACTTTTGAACTGACTTTATAACAATAACTTTTTTGTGGGA -TCGGAGGGAATAGTTTCGAAGGGGGGGAGGGCCATCTATGATGACCTCAA -GGTCCGTCGCACGTGCTTCAATTGTTTTGCAAATAAATTGCAAGTTTCTT -TTTGTTCTCTGCTGTTTTGACGTATGGAAATGTTTTGGAAAATCCTTGCT -GATGTGGGaaaagttttttaaaACTATTAAGATAGTAAAAGGTTCAGAAT -ATGTTGGTGAAATTAAATAAATAGGTCTATATATTGTTCCTTTGAACGGA -ACGAAAGATTTTTAATATAAGTGTACGGATTTCATACAACAACAAGTATT -TTGTATATATGTTTTAAGTAAAACGATTTTTCTTTCATGTTTGTAAATTC -GGTTTTCCATGTGCTGTCACCTGTGCTTTTTTTTCTACCTCAATTGTGAA -GTGGAATGCATTATTTTGGATTATGTCACCCTTCCAATCCGTCACCAAGT -AAAATCGTCTTGATCTCTCGCTTTCCCTGTCCGTTGCCTTCCTTAGTATA -tatttttgtatttttatTTAAATGAATTATGGAATTTTTCGTGCCATTTT -GGGTGATTATTTGCGCTTGAGTTCCCTTTGGGACGACGAAGGAGCCTTGC -AAAATGAAATTGTCAAATTTAATTGATTTATGACCTGTGATTCATTATGT -CTGTAAAAAGTTCACACCTGCTTTGTTTTAGTTACAGTTTATTTTTTTAA -TGTCTGTGGTATTGTGTTTCATCTTTCGCTTTCAACGTTGTTGTATTTAA -GCTAATGCCAATCATCAAATAAATAAGGAACTTATCTGATAAATATTCTG -ttaaataagaaattaatctgatTCCATTCTGTGTTGGAGTTATTGATAAG -TTACTGCTGTCACTAGATAAATATCaaatatcaaataATCAAGTACATAA -TATAGTAACTAAAGTATATATGCACTTGTATCAATCATAATATAAATGAT -GATCCCAATTAAATCCCAAAAGTATTTTTCCCAATAAACTCGTACAAAAT -CTACCAAAGTTTGTTTTGGTGTGCTCCAATAAACTTAAGATAATTactta -agataattaattaagataacGCATTTCCTGCAGACTATTTATATTCTTCA -TCCGAGCAAGTTGATCTGGTCATGTCCGTTCGTCTGTTtgtccgtatgta -tgagtatccgtacgtgAGATTTGAGGACTTTTTGAAGCTATGAAGTTGAA -ACCACAAGTACAAGTAATAAAATATGTATTTTAATTTGTTGATTTTATTA -TTTCCTACCTATATTCCAAAAAGAAAATAAAAGAATTCTTAAAATTTCCA -CTTTTCACAGCTTCTTGATTCATAATAGTCAACTGCGACTCGCACTTACC -AAATGTGTACCAATATTGAATAGGGTCTAAATTTAAGTTTAGTAAAAATT -TGGATTTTAGTTGATGGTTTTATACAAAAAGTGCTGTGCAGGCTAAGTGA -TAAATCCTGCACCCTTGCCAGAGTAATTTTTGGATTTCAATTGCTTACTT -ATACGTTGTGCATTTTTAAATCGTGTGGATACTAACTAAATCGAATTCAA -GTCTAGAAAGAAAGCTTTAACATACAGAGGAGATTGGACTACGGGAAAat -aggtctacggaaaaGAATTCAAAGAATTTCAAAATCGGGAGCGTTGAAAA -GAGTGGTAGTAAATTTCGAACAAAAGTGGTGAGGAAGAAGCATCGGAACT -TCAAACGATCTGGGCGAGACTTACTGCCAGGAGAAGCTGCCGGTGATGCC -GTCCTTGAGCCGATCCCTCAGAGATCTCTGGCGACTAGGTCCCGATCCCG -TCAAGGGCGGCAGCTGCTGGTTCTCGCCGTCCTCCAGCACGGTGGCTATG -TTCGAGGCGGACGTGGAGATTGGCGCGCCGGCGTGCTCCATGATCGGcgg -ttggtggtggtggtggtggtggtggtggtgttggtagtgctggtggttgg -actgctggtggtGTGGCGATCCcggtcccgatccggatcctgagcccGGC -GCCCCTGCCGATGGATCTCTGCTGTTGAGAGTGCGGCGGAAGGAGCCGTG -GCGAGGCGAGTTTTCGCGCGACATTACGGATCGAATTCAATTTGGATTGA -GCGGTTTGGTTTGGCGGTTAGTTATCGATAAGAATTTCGCATAAAACAAT -TAGAAgcataaaacaattagTTCAATTGGAGCCAATTAGCTGCTGCTTTC -TCTTTTTTGCTTTCGGTTGTATTGGGTATTAGATGAAGTAAACGAGCGAG -CGAGTTGAACTTGCTTTGATATCTTGGTTTTAGTTAAACTTTGTTGCTTA -GGTGGAGAGTTTATTGAGATTTAAATTGCACATAGAGCCAAAAAGTATTA -ACGGTGTGTAAAAGTTGGCTATTCGAGGGGCTAGGCATGTACCAAAGAAA -AATATCGAAAAGATCACAGTTGAAAACAGTAAAGAAAAACGATTCTTAAA -ATATGGACTTGGCATTCGCGACACTTAGAGACAAACATTCGTTGGGATTA -TCGTTTTTGGGTATGGAAAATGGTGCTGGGCAATTAATTATATTTATTGG -CATAAATGCTTTCTTTGGTGTAGGATTTAGTAATAGATTTGTATGGAATC -AAAAGCAAATGGATTAGCAGTATGATTACAGAGTTTACATTACACTTAGA -GGTTGTAGGAAGTATTGAAAGGTATATTTCGGTATAAGATATTTGTAAAA -TGTGTATAGCTAGTTTAAAAAACGAATATCCAAAAGAATAAAGTAAGAAA -GTATTTGAACTTATGTATATATTATGTCTTCTTTAAGCTCTTGATCAGTC -TTTAATCTGGATTTACAAGGTTAATATATGAGCGGATTAAATGTGGTATA -AGAGCCGAATAAGAATCATAAGCGATCGCAAGCAGCATGCCTTCTATAGT -ATATATAGTTtagtatagtataaTTTTTGGAGAAATCGGAGGAAAATAGT -ttggagaaaTGTGGAAAGACGGAAAATTCAGATAGGTGGTGGAGAATGTT -TCAAATTTACAATAGCAGGAAGGAAAAACGCACATTTTAGCTCGTGTGTC -GTCGCCTTTCGCGAGATTTCAGGATTCTAGGCTCGGAATGTGTGAGTGTA -TCggtatcggtgtcggAAAATCCAATGGCTGAGAACTCAGGAACTGAAAA -CTGGTCTATGATCtgatctgatacgatCTGGAGGTGTTGGTgtgttcgtg -tggtCTGTATTTACATGTGTCGGCCTGGTCGAGTAGCTGCAGTCGGGTTA -GCTATAGGTGGCATAGAAGATATTGGGCATAGCGTGCTCAGCCGATGCAG -AAGCTGCATTTACTGCACATTCGAAGGCACACATATAGCAGGATTGGGTG -TTCATTACTTTCGTTACGGGTTGGAACGATCAAACAGTACATCTAGGTAG -ACATTTATACGGGTAGCAAGGCAATCTAGTTATTTGGCTTGGTATttgct -attttctatatgctatttggtagttggtatttaatattGCTGTTCTCCTC -CCGTGTTTGCTAAATATGTTTTGTTCAGTGTTGTGGGCTTTGCTGTCTTG -GCTGCTAAAAGTGGCAGCTTATCTATATGGTGTGGCTAGAGGCGGACGAT -TATTGGAAGATAGGACTGGATATGGGCTGGCCATGTGTGTGTCTGCTGTA -TTGTTGCTTAATTAGCTTTAGCTATTCGTAATTTAATTAGCAATATGCAC -ATTCGTCCTATTTGATATTGGTTCAGTGTGGATCTgtatttgtgttctta -ttcgcattcgATTCGATTGTGCCGCAATTTGTTTTTGTTTCGAGTTCTGA -GTTGTCCGGTGTTGTCTATATGGCGTGTTCGAGTTGGGTTCTGGTTATTC -GTGTGCGCTATATAGTCTTATTAATAGCATTATCGTAAGTTTATATTCTT -AtagatttatattcttTATATGATTTAGATATTGGGTATCTGATGGGAGA -CGAACCTGCAAAGAAAAAGAGTAAAAAGATGTTATTGTTTGTTTTATTGG -TAGATATCTAAAATGTTAAATTAAAGTGAATTATCTTGACTAATCTGACT -TTCCAAAAGAAACATTAATTTGTATTTGCTTCTTTGACGACAGGACATTG -CATCATCGTATCGTATGTTTATATACAAACGCATTTCAATAAGAAATTCG -TTTTGTGTGCTTTTCTAAGTATCATCCGAATACTTCGTTCTGTAATCCAC -ATACACCTCAAGTTTTTTGACTACCAATTTTCACACAGCAGAAATGCATA -AAAATGGAATCCGAAGGCCTACAAGGACATTCAGCCACCGACACAACAAC -ATCGATTGCCAGGGAGCTCAAAATATGTCTTCATAAATGCTCGCCGCTCG -ATGGACAGAAATGCATTTTAGCCATCAAAATAAACGCACTCAATGCCATT -CCGAAGTGGGAATGTTCGGAACACCCGACACTTTTCCCCATTTCCCGCTA -ACTTTTGTTTGAATCGTAACAGGATGTGCAGTTCAGAAGAAGCGGGGAAC -AAACCCCCAAAATCCTGTGAGCCCGCAAAGACccaaagacccaatgTCAA -ATCGCATTACGGCGAGATGGCTCTCAAAATATGCAGAAGCCGCCAAATGA -ATTATGCATTCAGGAGGGTGCAGGACCCAGGGCTTTCCTGCCACATTATG -CGCTGGAAAATGCTAAACGGATTCAAGATCACGATGTTGTTGTAGCAGGA -AGGCGGAATAGTTTGGCATTGGGCGggaaaagtttggcattgTATATTCA -TTCGAAAGTTTCTGCTTGTTATGTTGCCACTTAACGAGGAAAAGTTCAAT -CAGAACACATTTTGGTTTCAGTTTTAGAGCAGTATAAATATTTCATTTTA -TTTTACAGAGCATTTTTGCCTATCTATTAAACCGCATCTTGGATGAATAA -TACTGTTCATTTGAAGTAGATGCAACCTACAAAAGTATCACATAGATATT -TAGAtacatagataataataAAAATATGCTCTATAATCCTTTCAGAAAGT -TCCAGTGAGACTCGATTTGCAGAAAGAGTTGGGTGTTCATTTTCTGTAGC -CGAATTAATCGCGTTAATTAATAACCGGGAAAGGCTGAAAATTACTCAAT -GTCAGGGCTCTACGGCGGTTTAATATTTTACGCGCTGTCGGGGAAATGAC -GCCTTTTGGTCGGGTGTCCTTTGGCTGTAATTACGCCCCCATCGACGTCA -CTGCCTACGCTCCACAAAATGAGATTTGGCTTAAACGCAGACACATGGCC -AGCagaggatgaggaggggggaggaggaggggcggAGCTGGCAGTCCTGC -CTGAAGGATTGCATCTGTCTGCACTCGCTCTCACGCCATTattattatta -tGTGTGTCCTTAAATGTTGCATTCTGGAGGATGCCGTTGCATAAAGTGGT -CGAATGGGCTGGTGGCAGTGCCATTAAATGAGCATCGAGCCACATTCAAA -AGCAGTACATAAAGTGCAGGCTGTGTACATTCAAAAGATATATACTCCCA -CGCATTATAACGATTTTTTTAAGGTTTGAGGGGTAATATCTTTGAATTTC -AAAAACCTTATCAAATCTAATTACCGCAAGGACTATTTGACAATTTGATT -GTTTTGTAAAATTACCAGAACCGTACTAAGTATGCAACGTATAAAATAAA -ATGAAGAATGGATACGTAGAGTATAAGCTTCCTTTCCCTCTGCAAGTACG -AGTATTTTCTCCACATACATATGCACTATGCTTTCTTACTAGTTCTATGG -ATTCCATAGTCCTTTTCGCTTGCATTTtttttttttattattTGACTTAC -GGTAGGAAAATTAAAATCTTCTAAAGATACTACCTACCGTCCGTAGGTGG -CATGCACGATTCATAAGCCCTATTGGAATTATGCCTACGTACTAAAACAA -AAACCTCCGCGTGCTCTACAGTCCTTGCTCGCTCACCGGGACTGCCAGTC -AAGGTATGACTTCGGTGAGCAGGATGTGAGGCCAGGTCGCACTCCCTTCC -TTCAGTGTAGTCCATGGGGGCTCCTCCTTCCACCCTTTAGTCGCCTTTTA -CGACGAGCCGGGGACGCTGAGGATGAATTCTTCGCCCGCCGTCACCCAGG -ACACCAGTTTGGGCTTAGACATCCACTCTGTTGGCCATCTCGTCTGATCG -GACACGCTTCATCATATTAATGATAATGCTGTGTCCCCGCTCCCAAGCCC -CCCTGTTCGCCAGCATAGCCGCGAACAAGCCACTAGGGCTGAACGGGGAA -CCTGACAGCGTCTTTAGCTGCTCTCTCTCCGCCGTGAACCTGGAGCAGTG -CATTAGCACATGTTCTGCTGTTTCTTCACCGTCGACGCAGAACAAGCATT -GGGCTGACTCTACGTGACGGAACCGGAGTAGATAGGCCCGGAAGCAGCCA -TGGTCCGTGAGGAACTGGGTTAGGTGGTAGTCCAAGCATTTGTGTTGGCA -CTCTGCCCAAACCGTCATCTCTGGGATGAGCTGATAAGTCCACCTCCCCC -GTCGCGACGTTTGCCATCTACTCTGCCATTCACCTAATAGCCACTCGTGT -GCCTCTTGCCTGGAAGCGCCACTCCGCATTAGGCTGAGAGCCTTGATCTC -CAGATCAATCGGCGGCAGGCCTGCCAGCGCTAGCGCCGCGTCTTCGGATA -TGGTCCTGAAACCTCTAATGAGCCTCAGGGACATTGACCGTAGCACCGAA -CGAGCTCCTTTCAGGTATGAGACCCTGCCAGTGGCATTGCTCCAGACTGG -TGCAGCGTATAGTAGCGAAGCCTTTGCTACTGACACCAGCAGTTTCCTGG -CCGGGTGTCTTGGGCCTCCGACGTTGGGCATAAGCCTCGCCAACGAAGAG -GCTGTGATTGCTGCCTTCTTGCTGGCGTGGCTCGCGTGGTCCTTGAACGA -TAGTCTGCGATCTATCATTACCCCCAGGTACTTTAGGGACTCTTGAGAGG -TCACCTGTGTACCCTTGACGGAGACCAGCATGTTCTCCACCTTTTTCCTG -CTGCTTAGTAGGACTGCTTCGGTCTTGTGAGCCGCTATTGCTAGCCCGGC -TTTCTCGAGCCAGCGGATGGCAGCACCGATCGTAGAGTTGCATTTGTCTT -CCAACCCTGCGATTGTTTTCGAGACAGCTGTGATTGCCACATCGTCAGCA -AAACAATGCAGCTCTACCCCTACGGGCCTGTTGATGCCCAAGATCCCATC -GTACATAATGTTCCATAGGATTGGTCCAAGTACCGATCCTTGGGGAACAC -CTGCCGAAACTCGGTATCTTTTTGGGCCATCTTCCGTATCGTACCATAGG -ACCCGGTCCCTAAAGTAGCTGCCAACGACTATCCTTAGGTACTCCGGGAT -CCCCATACGGTACATGGCCGCGAGGATTACGGGCCATCTGGCGGTGTTGA -AAGCGTTCCTTACGTCCAGAGTCACAATTGCGCAGTATTCCTTCCTGCCC -CCTAACCATCTATCACCAGAAATAGCGGTCTTGGCGATGTTACAAACGGC -CGAAAGAGCGTCCAGAGTGCTCTTACCTTTCCGGAAGCCATATTGATGGC -TTCCCAGGCCGTTGATGCTCTCGGTGATTGCCTCTATTCTGGTATACAGG -ATACGTTCGAACAGTTTTCCTACTATATCCAGTAGGCATAGAGGGCGGTA -GCTGTTTGCAGCATGTGCTGGTCCCTTGCCTTTCGGCAACAGGACTAGCT -TCTGGCTTTTCCACCTTGTTGGGAAGATTCCGTCCAGAAGGCATTGCTGG -AAGGTGGCCCTGAAGATTTCAGGTCTACCCAGCGCCACTGCTTTTATAAC -AGCTCCAGGAATACCATCTAGTCCAGGGGCTTTGTTGGGTTTGATGCGCT -TGGCTGCCTCGGCGACTTCAAGTTCTGTGACGCACGGAAAATCTGGGGCA -GGGGCTGCCTCTGTTGGCCTCCATAGTGTGGTCTGCTTTGGGAATAGCTC -CCCTACTATGTTAGCCAGGACCCCCGGGTCGGATGGGGTTGCCGCTCTCC -TCCTTAGCTTTTTGGTAACAAGCTTGTAGGCGAGGCCCCAGGTATCGCTG -TCTACGCCATCCTGCAGCTCCTTAAACGACCGCGCTTTGGCAGCCGCGAT -GCCGTGCTTGAACTCTAGACGTTTCCTTCTGAAAGCCTCCAAGAGTTCCG -CGTGATGGGTACTGCCTCTGGCTCGTTGCGCCATTCTCCTAGCCCTGAGG -CAATCAGACCGTAGTTGGCTTAGGGAGGCGCTCCACCAGTAAACGGGTGG -TTTGCGCTGTGCCTTATTTTTCCTTGGCATGATTGCGTCGCAGATTCTTC -CCAGCATATTCATGAGGCCTGCCGCCATACTCTCTGCGTCCCCACTTGGG -ATTTCCAGGGAATTGATCTGATAGGCCAGCATGGCCTCATCGATCTTCCT -GGTGTCCCATGCTTTCCCGACTGCTCTACTCTGCCGTCTCCTGGGCATGC -CCTCCGGGGAGAGACTGAAGGAGATCAGGGCGTGGTCGCTCAGCGTCATG -ACGTCATGGACCATCCAGTTGTTGTTGTCTACTAGCCCTCTGCTGACAAA -GGTAACGTCAATAAAGGACGTACTCCTATCGTTGTTAAACGTCGGCTTCC -GTCCGTCGTTCAGCAGTATAAGGTCCAGCATTCCCATGGCGTCAATCACA -GCTCGGCCTCTGGTGTTGGATGTCCTGCTGCCCCATTCCACTGCCCAGGC -ATTAAAGTCGCCGGCAATGACCTTCGGGCTTCGCCCTCTCGCATGGTCCA -CGAGCGCCTCCAGAAACTCCTCGAACTGATCGGGGGTGTCGCTCGGCGGA -GCGTAGCAGCTGTACAAGTGCACGTGTTTTAACTTCGCATAAGCGATACC -CCGCATAGGTAAAGCAGCCAGTTCCTCGACGTGGAGAGAGCTGCAGCATT -TGATAGCTGCTTTACCTGTCTCGTCAAGGATCATGGACGATTGTCCGCTA -CCAGAGACGTAGGGTTCGCTTAGGAGCATGATGTCTACATTGCGCTCAAC -CGCAGTCTGGGCCAGGAGGCTCTGAGCTGCTGCGCAATGATTGACATTGA -GCTGTACTACGCTAATATGAGTGTGCATTAAGGTGGCTCTTGGCTTCTTT -TAGGGTCGCTCTGTAGGTCGGGCACGCAAAGCTACCCGTCGAGTGGTTTC -TGTCCACCTCGCTGCTGCAGATCAGGCATTTTGGTGCTGCAACGCACCCC -TTTGCCTTGTGCCCACGCTCACCGCATCTAAGACAGCAGTCTGCCCTGTC -AGTGTTCTTGCAGGTTGCTGATCGATGCCCATAGCCGAGACACCTGTAGC -ATCTCGTGGGTCGAACGTCCTGGGTGATACGACATCTTGACCATCCAACG -GTTATGGTGCCCTGTTTAAGGACTGGTATCGCAACGTTCGCGTTCAGCAG -CACTGAGGCTATTTGCGTGCCATCCCGCATTCTGCGAAGGCCCCTGATAT -CTTCAGGATTTATCTGCAGGCCCTGGAATTGGGCGACCAAGCAGCTGTGG -AGCTCCTCTGCTGTCGTAGCCTCGTCCAATCCGCTGCAAGATAGAGCTAT -TCTTTGCGCTCCTGTGCGCACAGAGGCCAAGTCATTGAGCGCCGCTTCCA -GGTCGCTCTTAAACTTGGGGACGCTTTCCGAAGCTTTCCCCTCTACCTCG -AGCAACAGCTCACCTTTCTGCGTTCTCCGGATTTTTCGCACGTGGCTGCC -CAGTTCGCTAAGGCTCGGGTCCGATCTTAGCTTCCGAAGCatctctgcgt -acgaagcctctcCTGTCTTTTTTACGATGAGTGCCTCCGGTTTTTTACGC -AGGCGCGTAGGCTTCACCTTGGTCCACTCTGCACCCGTGCTAGCATTCTT -GGCGACAGATGCGTAGCTGCCTGGTTTGGACACGTTTGGTCTGGATGTTG -CCTTTTCTTCACCGTTGCCACCCAACGTAGGGTTGCTCGGCTTGGGCGCC -TGGACTTTTGGcacttgcaccttgggtacCTGTGCATTTTGAGGAGCCTT -TTTGGTAGGCTTTTGTACCTCCGTCTGGGTAGCACTGCTCTTCAAGCGGT -GCTCGCTAATAGTACCTTTGTACAGCTCTAACGCCCTGTTGTTAAGGGCT -GAGAGTTCGGAAGCTATGCCCTTTGTCTCTCGTGTCACGTGCCGTTGGGT -CTCGAATGCGGATAGCAAGGTGCTGATCTTGCCATTCATCCTGGTAAGTA -TGCCCCTCAGGTCCTCATTCTGGAGAGCCGCGGTCAGGTCCGAAGACCGA -TGAGGGGAACCAGCTGGGGACTTCCCTCCCGTCTTTTGCGATGGCACGGC -GATGTGGTCCATCGTCTTCTGACTTGTCGCGGTCGTAGATGCTGTAGGAG -CCAAGTTCTCCACCTCTACAGCATCGCTGCAGTCGCTAGTCAACGGCGGC -TGGGGGCCTGCGTGCTCACCCCTTGCCACCGACGGGACCGAGATTCCGTC -ACCATGGGTCGGGTTACCGACTCCTCTGGTGGGGGATCTCGAAAGTCGGG -GGCTCCTCCTGAACGGGTCGTTCCGATCAGGGGGACTGCCCCCCACTGCG -CTGTCCATCAACTGAGGGATGGCCTAAGGTTACCTAGGCGAAGCACCAGC -CTTAGAAAGGGGTTCCCACGTAGGCCACGGATTTCCCCCTGGCTTTTACG -GATGGAGGTTTGTACCGCCTCGACTCGGACACCAGAGCCTCTGCTTAGGC -ACCAGCACGGTGAGAGGATGATATTTGGTCTGTCCTCGACCTTTGTGCCT -TTTCCCCTTTCTTAAAGACTTGTGCGCTCCCCGAAACAGGCGCACAATTA -ACTCGCGTGATTGCAGCGCAGAACTATGGCGCGACTCCACCGTGTGGTTT -TACCAGATTGCCGCGCACACCGGCCGACACAACTACTTTTCGCTTgcatg -catgtatgtatatGTGAGCATGTGAGTGAAACGTGCAcacacacacagcg -cTCGCAGGACACTCATTTCGATATGTTTGCATGTCTCCAGCGGCACTCTG -CACATGtgtgagtgtgtgggggtgggtgtgGCATGAGTAATGACTGCCTT -CAGCCAGCGCATTTCAgcatttcagcagttgaacaattcagcaTTGGCAG -CGCGCTCCAATGTCCTTACACAGACAGTCGTCCGTTCGCTCTGAAGGCTA -TGCACTCAGGCGAGGTCATAAATATGTGGCGCAGAGCAGGCGGTGGggtg -ggggggtaggaGGGGCCATCGAAAGGGAGAGTGCGTGAATGTTATGTAAA -GTGTGTTAGCCAGCTTTAAGCGAAAGGCTTTAACGTAGAACAGCACATAC -CGTGAAATGCTGGCACTGAGAGAAACGTGAAAAACCAAGGgccaatgggg -aaactataaacccccccagaaaaaaaGAGTAATATTCTTTAAGCCCCACA -ATGCCGGGTTTTTTTCGCCAAGTGCCATCAGAAAAAAGGACATTTGCATG -GCGAACCGCGTGCCACTTCCGCAAACTCATCCGCCGGCGGCTggctggct -tTCTCTTTGAGTGTTTCGGTTGCTCGGCATTCATTCATAATTGCAGGATG -CATTTCGTTTTAGTCCTTTTAGCACCACCCAAAGAGCCCTTCCTCTGCGG -CACGGATATCCTTGAGTTGGCACTGAAAAAATATTTGCACTCGCCCAGCC -TGGTAGTGTGTAGTTTGCCAGTTGTCGTCCTTTCACAAATTCCCAACGCa -caaatgcccAGCTATTTGGCATAATTGAGCACGCGGGCAGGAAGTGGACG -GCACTTAATTTAGTTACTCTTGACCCAGGCTGCACTGTGCCAGTGTCCAC -TGTTCAGTGTCCGGCGAATGCAAATTGCATTCACATATTTTAAACGCCCT -TCGGGCCAACGGGTCGCATACGTAATGAAATTGACAGCGCGGAAAATCGG -AAACTCTAGTCCTGCTGCACAAACTGAACTTGCGACCCAGTGCCAGTATC -TATAGTATCCATATACGTGTGCCTCGATGTGCCAGGCTCTGGGATGCTGC -CACAAATGTAATTTATGCCCTTAATGGTACCCTGCCTCTGCCATTCGGCC -TTTGTTTTCCATTTCCGGGGACACGGGGTAAGTGACACATGGACATTTGC -GATCAGCCAGCTAATGCTCTGGGATTGGCTCCATTGAGCCCCGAAACAAA -GTGGAATTCGAGTGAGTTTCAGTGCTTTCCCCGCAGTCATTGGATGTGCG -GAGTGTCCTTTCGCTTGTGAAATTATTTATGCAGTGTTGAGTTTTACTCT -ACATACCTAAGCTTTAAATCACATATGCAACTATTTATCAAGCTATGGGC -CATATATTACCACTCTATCCCAATGCAGGCCTCTCTAAAATAATTCAGTT -ATGTTTTACATGAAAAATTTAAATGTTATAGAATGGAATCTACCTTAAAT -AGTTAACTATGATCACTCAAAATACATAAGGTATAAGGTAACTTGTGCAG -TTCTTGTAATTCCTAATGATACTGAAGTTGTTTCGGCATTTATACAAAAA -TCATTGGCATTCCAAGGGATATGACGATTGTCCACATAAGATGTCCAAAC -ATATGGACATCGAATATTTATATGGCTTCCAGCTAAATATGTTTTCAAGC -GAAACGCAACATTGATAAGGAAGTTGGATGGTGCGGGCCTAAAAAGTGAG -CAGAAATTACGTGAACATAGGATCAGTAACATAGTTACGCTCAACTTACC -TGGCAGGACGATTTAAGGGCGACAAAAGGcagaaggcagaaCAATCGGCT -GTCGGATAATGGAGCATCCCCCTCGCCCGCTGGCCACTTCACTTGCATTA -AGGACAGCCTTGCCTCAAAGCGAACAAAGAAATAAAACACTGACATTGAC -AGACTTAGCTAATGTTGGCATGACTCTCCCTGGATTCGCatttgcatttc -caccttcatatgcatACTTGGTCTTGTCAACTATTCCCAGAGTATGAAAC -TGCACCTTGTACGTGGAGTGGAGAAAGAGGGGCGTGGCACATTGCTTGAG -CCACGCACAAATGGATTAAGCAATAACAAAAGCGCATTACAAGTGGATTT -AATTGCAGGCTTAGTTTGCCGCCCTGCTCGGCAAATTACTTATACGCACT -GTTTGCCCTGCCACAATGTGTCTAACTGTGGGCGAATGTTTCTGTACCAG -GCAGCGGGTGAGCCAGCTAGTTGGACCTCAATGCATTGCCAGCTGGGGAA -ATTATCCATGGGTATCAGCACAGTCTCAACACTTCAAGGTTGGACAGCCG -AGGCCAATGTatatatacatatatgtatgtacatacGTGGAGAATAACAG -GAGAATGTAGTTGACAACTTGATTGATATTTGTGAATACTTGGACTCGTT -CCTGTTCAAGATAATTTGGATAGTCAAAGGCTGCTGTAGGGATAATCATA -AGCTTGGGTCGTATAAAATTCCTTCGGGCATCATTCAATTTATCAATGTT -TTatcaatgcatttatcaatgttttaaTAAACATGGGCGGCGGCTACTAA -AAACCAATTTTGAGCTGAACGTTAAACATTACGACGGGGTATGCCCCAAA -TTGCGGCGGAATGGGAATGGGGCTTAGAATTTGACTGTCCAAGAATGGGC -CACGTGCTGCGTAATTAAAACGATAACAATTAAGGGTGCGATCTGCTCAT -GGGAACAACAATAGGTGCACTGAAAATAATCGGCTACAATATGCATTCAC -GGCTATATTGCAGCAGCAAGAGAAGTTAGCAATCGACGCAACAACATTCC -TGATTATAGTAATGTAATATGAAACGCAGTAAATAGATTTCTTTTAAAGT -CGAAACCAATCAAAGTCGTGGTGGATAGGGCCTACAAATAAAAAGGGAAA -GTTATGTGCTATCTGCGGTTTCTTATATATCCTCTTTGAAAACATCTAAA -CAGTTGCAAAATTTTTCCGAACTTATGAGTCGTTGGCACGCGAATTGAAC -CCGCAAAAGAAACAcacataCAAACTATCCAGCAGGAGCGTTTTCGAGTT -GGAAAAGTTTAGCTTCCGCTCCTTTTTTCCTGAATGAAAATGGCGCAGGC -AGCGAAAAGCTGAGTTCTCTCCCACGGTTTCATATCCGTCTCtatctatc -tatcGCTTTGCCGTTCTCTCTGGCCAGCTGTCTCGCTCCCACCCACTCGG -AAAATATGAAAAATGCTGGAAAAACAAAACCTTGTCAAGGACAAAGCACG -CGACACGGCCAGCAAACAGCTGAGCTGCACTTTGTTGTTGTGCTCGCTCT -CTTTTCcgctctctgtcacaccccctgccactccccctTTGTACTAAAAT -AAAATGTAGGGGGACTGCGCATGTTAACTTAAATGGTTTTCCCTAGGCTG -TTAACTGCTCTGGGCTTTCCGCTgctgctgctgctAGCCTGCCCACTTCC -ATGCGTCCATTGATTATCGGCTTTCGCCATCGAGCAAATACAGTAGGAAC -TGACTACATGGACTCCGGCTCGCAGAACAAGCAATTTGGACATTTCTATC -TTTTAATACAAAGCGTAGATCTAGGGAGCAGGTTTTTACTACAAGAGATA -GTATTAGATGAACTTAGCTCCCCACTATTTTTGTAAACATCAATAATCTA -TGCTATGTACTTATTACTTTAAATAAAATATTGTAAGCataaaatgtagt -aaccAATTAGTTAAAAGCATATTTAAGTATGTACATATGTTGTATGTTGA -TTTCCTTTTCAAAAGGAAGGTCAAGCAaaaaaaaaaaaatttcTTAAATC -CTTGTAGCATGAGCACAATTTCTTCTCTACAATGTCAACAAACTCAGACC -TTCCGGCCCACTTCCACAACGCAAAGGCTAATTTTGGCCTGAATAAAATA -AGTACACTAGTTGTTTTTATGAGCCAGTCAACGACATTCAGGTGTGGCAA -TATGGCTTCTTGAAGTCAGACGAGTCCTAAAGCAAATTAAAGCAAGCAAT -TGAAAAGACAGACCTGTTTGCATATGATCACCTGTGTTTTCAATTCCGGA -AACTCTTGGCTTTAATAAACTCACTTCTTTCTATATCAAAGCCCGATCTA -TTCCCATTGAAAGCACTCAGCAATGTCTGCACTAAGTGCAAATGGCTTTC -AATTTCGCTTAATGTGCATGTGGAAACCCCAAGCAAACACGAAAAGCACC -GCACTGCATCGCTTTGACCACCACCAGCAATACTTTACAtacatacatcg -atttatTCAAAATGTCAACTTGCTGGGCGATGAAATGAATTTAATACACC -AAAAGATCATTTCCACACAGAAATCCGGATGAAGTACAGCCAATTTCGTT -ATATAATGACACTGCACCAGCCCCAACTGGAGCAAGACTCGAGCTAATTT -CTCCACTTTCCCCATCGAGACCGGTCAAATGGCGATGCCTGACCGGAAAA -TGGCTAAGATACTTCAGGCTGAAGTCCTGCAGCAGTAGAGGAACAACAAG -GACAATGACAGGACGAAAGCCACCGCTGGAAATGACGGACACTTTGTCtt -cgtcgtcgtcgtgggCGGTCAACAAAGCACGTTCTGCTTAGACGCAGAAA -CAGTATACGTAATAACAATGGGCACCAACAAAGTGTGCAGCGGAAAAACG -GACGGGAGGAAAATGCACATGAAAAATATATAACAACAATGTCTTTTTTC -AGACATCAATCATTTCAAGCTGCTTGAAAATTCAAAGAATAAATATTATT -GCAAATGagaaaacattttattgcaTACCTTCAACGCTCTTAAGTTGAAA -AGCCAAAAGTGGTGAAATTAATTTGAATCTATAGATTAAAATGAATTGTC -ATTTTCTTTTATTAAAATGTGAAAACTTCTCCCTTGCGCTCCCGCTAGCC -GACTAAAAGGTATCTGATAATCGCGGAAACCGAAATAAGCGTTCACTATC -GTTTCGTATTGTACAAAAATTAGGGATATAAGACTTTGTATTATTCGTAA -ATTttttaaatTTAGTTTCCTTATTATATTTAAATACCTTTGTTACatat -cattttaaaaaatcAACTAAGAAACTGATTGGTAAAAGGATCTTTCTTTA -GAAGTGGTCCTTATTCCTCACCTATTCCTTGCATTGACGGATAATAATCG -TCTTGGGAGCCCTCAACAAATCAATCAAACTCTTTTTGGATACCATTTTC -ACATCGACAATAAGATATTCAATCCAGAGCCTCGACATGGTGATATTCGC -CATTTCGGGTCACAAAGGTGGCAAGGAGCGGAGCCAGAGTTGCCGAGAGG -CAAGTGGGAGTGGCAGGCGAAGGGCGAAAATACACGAAaagggggaaaat -aACAAGCAGCTGCGTGGGCGGCGCTCAAAGAAAAGAGCAATAAAACGGGG -GAGCCGAAGAAAGGGCCAAAAAGAAATTAACAAAGTTGGGGCACAAAACA -GAACGCAAAACACCAAGTGTACGGTTATTAAATTTTGCAAGCAATTGACT -TGACCAAAAGAAAATTGGAAGTGGCGGTAAGTTGCTggctgggtgggtgt -gCGGCGATAATCGATAAATGTTGTGGAAATTGTAGCGCTGGGAAATTGTT -ACTCATTTTGCAGCTGATGGCAGAAACTCGCTAAAAGTGAACAGACGATG -CGGTTCAGGTTTCAATGGCAGTCCGTTGGTCGAGGTCAGGACCAAAAACA -GATGGATTTCTATAAAGTGCGGTGGAAGCCATTAACCCAGTGATTAAGTA -TGCAAATGAGAACTTCTAGACATTTTACTTTCGCTTCTTCTGTAAATTGG -AGAAAATAAACAAGATTTTGAAGTTTATTCGGCTTACATTGCTTCGACTG -GTTGCTtgcttgGCTGCTTTCTGAGTGCTTGGATCTCAGACACCGCTGCG -TATGCGTTATATACTTTTGGTAGTAACTTTCTCGTAATTGACACCGAAAC -AGCTTTTGGGCTCGGGCCCAATTGACTAAGCACACAAAGGATAGATCGAA -TTCGGGTAGTTGCTTTTCTATAATTTTTAGCAGCTTTTTATATTTTCTTA -ACTGCTGTCGCTGTTAGTCGCacacacacacacacacatgagcactctct -ctcgcacactcacacaATCACTGAGATTTATGTAACACACAGCTGGGGAA -CCGAAAAAACTGTGCGAACTGGCCAAAACTAAAATACTGTATTCGTTACT -AAGCGTTTTTCGAGTTTATTGGGCTGCCATtttggtttttgttttttgga -aaaaaacCTCGGTCTTAAAATTCTTTGCTCTTttttctctgtttTGATTT -GTATTTGTTGGCCTTTCTGATAGAATCGGCGGGCGCTTCTGGTTGCCCAA -ACTTGCACGCTCAACTGTCTACGATGTACTGTGCTAACGGTATTTACGTC -GCTCCAGCCAACAGGGCCGAAATACATGGCCAAAAGAGAGAGCGACCAGC -TCTctcttttTCGCTCTTTCACGGCAAACATTTATTTTAGTCCGGCGCTT -TTAACAGAGCCTCTGCTTCTTTACTAAAATTATTTTTATAATATTTGACT -CAAATTCATGAGCAATCGGTAATTGTAACAAAAAGTGTCTATTATTTTTT -TGAACTCACCTACAAATGTTAAATGCTTAAGACGGCAAAAAAATAGCACA -TAAAAGAGCCAAATAAATTAGCTTGACACAGATTATTGTAtatatatatt -ttagtttacatatttatttgaatttCTGAATATTTTCCATGGCTAACTTA -TAAAGTTATACTACTTTAAAACGACGATGGACAACAAAAACATCCTCGCT -GTTCGTAACGTGTGTCCCATTTTTTCGCCTTTTCCAACAATCTCTGTAAA -AGTGTGTTGCATACTGTTAGGGGCGGCTGTCGTGTCTAAAAGGCTCGCTG -TGAACTTCAAAACTTAGGAACGATTGTTGTTGCCATCAAACTTTCACTAT -TCACAATTTAAGGCTCTCTGGCTCGCCTCTTTCCGTGAACTTGCGAAGTG -CGCGGGCGCAGAGAGACGGCTTATGTTCTTCTTTTTAGCGGATGGCAGGC -CTTTCTGGCCACTTGGGGGCTTGTTTTCGGTTTTCAATGTTAAGTGCGTA -GGAGGCGACACGAGTGagagtgagcgagagggaggtaggGGCGGACCAGG -AGCAACGGGGCGAATGCGCAACGCCAGCGATAACGGCCACTGGAGACGAC -AACAGAGAGAcagacaGGCGAAAAGGGGGCGAGGGATGGAGAGGAGGCTT -AAAGGGCGTGTGGCAAAGCTGAGCGGACACACCTGGCTATTTTCACGTCG -ACAATTCTGGCTTTTTGCCAATGGCAGGAAATGCTAATTATTCACAATAG -AATTAGCGAATTAAGCAGAAAGCAGAGAGGATCCTAAGTCTACTTAACAT -ACACATATATACTAGCCATTTAATTCGTCGGCCAAAAGGGCTTGACTTTG -ATATCTTTTCGTCATGATCGCTGTAAAATTTGTATCGATCAATCAACTAA -TATCCTATAGTTGCAATCAGAGCAAATTGTTGTATGCTTGCTGAAGACGA -TCTATGAGTTTAAACATTTAAGAACTAATAAAAGGGGATAACAATTGATA -TTGTTTTGATTCATATTTTCTATAATATACTTATATTACTATATGTATTT -ATAATTTTGTAGAAAAGAAAAAAGTTTTGTATCAATTAACATAGAACGTT -TGTACGTTTGTTTATACTATTATCATATATTAGTCAGTGACTAAGTGTCT -TGAAAGCTTCTAGTTAAACCTACTCTATTTTCGAAAATTAAAACATGTGG -ATAGCTTTCTAATCGTACTCCAAGTAACTTTGAGATATTTCGCCACGACG -TAGGTCAGGGTGCGCCGGTTAGTATGCAGGGCGTTTTGCTTACGCTTTCC -AGCCACTCGTGCGTATACACAACGTACTTTTCGTTTGGAATTGTGCGGCA -GAGGGGCAGGCGTCACACTCGCAAAcaaacaaacaTCGCAACATTCAAAC -ATTTTGTGTCAATCTGTCAGTCACTCAAGCAACGAGTCCTTTCCCACTTT -TAAGCGCTTTAAACTTTGCCCGCTGTCGATTAAGACAAATCGATAAGGGA -AAACGTTTCCCTTTTATATGtataatatataTTATCGTAGGATTGCTAAA -ACACTTGGGCATTTATGCGTGCAGAGAAAGAGATTTGAGTTTTATTTTCA -GTATTAAATGCCGAATAGTTTCGCAATTGGATTAGGAAATACTTGATTAG -TTGGCTTATGAGCTTATTTCGCTATATCTATCCCGATCTATACAGTTTTC -TACACTAAGTCTAATGAAAATTTTTAATAGTGTAGCTTCGCTCCAAAATA -TTCTCTTTATTATTGGTCACATAGGAAGCACAATACAAGGATACGATGaa -tacaaggatGGGCCACCGCTTAACAATGGAATCCGGTTGTCGGGGAGGGA -AAGTCCTGCGAGCAGGAACACATCCTTATACatatgtatgtatgggtgtg -cgtatgagtgagtTTGGCGTTAACACGTTAAGGGTAAATCAATAAACGCG -CAGAACGGAAGTTATCAACACCTGTAAGGGATAATTGACGTGATATTAAA -TGGTATGTTGCCACAGCAGGTGGCAGCATTGCCGATTTCATTAAACACAT -AAGCCCACTATATTGCATTAAATTATGCGATAATTGATCAATTTTAAAGG -ATTATATATAATGTTAAGACGTTCATTTCTGTAGCAATATAAGCAAAATG -AAGAAGACTTTTATACTAAGCCGTGGAAAAACATTTGGTTCACTATACAA -AGTTTAACATGCTCAGATGGTAATCGACAACTAAAGTGTTTTATACTCTC -CGATACTATGTTCTGGTAATATGACATCGTGGACAGCTATGTGCTATCCA -TATTCcatatACTATTTATGACAATTTATTGAAAGTCTATAATAATTGCT -GTACAGAATTTCCAATCAGGAATAGTTGACACAAGATTCAAAGCTTGATA -CTTCCAGTATTTGCATCGTAAAGCATGAAATTACGGAGTTGAGGGTTATC -TTCAGATGGTGGATCTTGCTAAGATTTCCTGCTGGGGACAACATCGCTCA -TCAGACTAGTAGAACGAGTATCCTTGTTTCCATTTCTTATTTGTGCAAAA -TGGTTACAAGGACAACCCGATTATGAGAATCTATAAACGACTGTGCGCTG -GGTTAGATCAGCTAACACTTTGACCTTACTGGGTCCACAATCAGTTGGGA -TTACGGGGATGCGAAggaggcggaggcagcggaggatgaggACATGGCCc -ggaggatgagcAGACAAAGCGTTGACAATGGCCCAAACAAAAGAAACACA -AAACAGACGAGCAGATAATGGACGTGACGATATCGGGGCAGCAAGGGAGC -GGAAACCGCGAGCAATGGCAAAATGTATATACATAGCTTGTATGGTCGGA -ATAAGCCCCATTGTTTTATGCATGCAAACAAAAACATCCGAAGGAATGGG -GAGCACCTTTCGCGAAATGCGAGTGACGCCCTACGGCTGCATCTGCAAGG -ATACTTCCCGCTTTAGCTTCAAGCTAAAGGGCTGTCAATCCGGCATGGGA -TACCTTCTGTTGGAGTTCAAAGATATCGACATTTTCCGCCAAATGCAATC -AGTCTTAATCATCAATGAGTAGTAGAAAAGTGACACGAACACGCTATTAG -CACCTGGTAACCTACGCATGTCTTTCAGCACTACATGGAATAGATACATC -TGTATTAACTGCAGTAATGCCAACAGAAAGAGTACTATTGCCTCAAAATA -CCCGTTTAAAATATAAAAGGTTACATAAaaataaaaaAGCATTTGTGTGC -CTGCAACTGACTAAGTAGACAATCAATCAAAGTTCTAGAAAAATTTAGAA -AAGTTAGATTGCAACTGAGGTTTCACTACCTTAAAAAGGGCTCTATAGAC -GCCCCCATTTGTTGCAATGCATTTAAGCTAAGTGGTTCTTACGACTGCCT -TTATGCAAGGCACTTTCTAGATAGAATACATAATACAtacatagaataca -taaCTTTCGATGAAAGCAATCTGAAAGTTTCGAAGTACCCTGAGTTTAAA -TAATTTTAATTTGATGGTTTGCTTTTGGGGTCTTCAATAAAAATTCAACT -AAGTTATAAATTACAGAACTAATAGTAGTATGAAACTGCAGCAGTCGAGG -TCCTTAGGGAGCACTACAGCTCCGAGTGGGCGTACTCGTCGTGCGTTGAG -CTCTTCTCCTTGGGCACGATAAAGAGGCCCTCCGCCGTGGTCCAGCGCGT -TCCGTGCTGCGGCTTGTGGACGCCAACGATTTCCATTTGGCCGGAGATGG -GTCTGCCATAGGAGCGGCCGGACATGCCCAGGTACATGCCGGTGTCGATG -TGGCGCAGCCTAACGTGGGCACTGCGCATCCAGTTCTCGTTGGAGCAGAC -CACCTCCCAGTGGTCGCCGGTGTCGCCGAGTCCATCCGTTCCGTACGCGG -ACACCTCCTGCTCGCCTGAGAGCGGCGACGAAAAGTGGTGCGAGTGCAGG -TTCTTCTTGGTGGACAGGTGCTCCAGTCGCACGGTGGATCCGCAGGCGAT -GGGCTCGCCCCTTTCACAAAGCTCGCCGGTCTGCGCCTTGATCACCCAGT -GGCTGTTCACGTCCTCCTTCTGCTCCACGCCCGTCACCGACTGCTGCCCG -GAACCAGATCCGTACTTGACGTCGTGGGAGTGCAGGCGGAAGGCGTAGTC -CGAGTTGAGCAGCTTCAGGATGGAGCCGCAGGTGACCACGTTGGATTCGG -TGGCTGTGTTCAGCAGGGTCAAGATAGAATATAAGATAAGCATTAACTAT -GGCCACGGAAGGTTCAGAAAGAGGGGCGGCCAATCAGAGAAGACCACATA -GACGCGACTTTGTTTCAGGTCGCCACTTACCGGCTCCCCTGGAAATGCTG -CCTACCAGCGCCAGTCCTGTAAGAAGTAGTATGTGCTGCATCGTGTCCTG -TTCTAGTTATCGTATCCTAGTCCGTGGACCTAAGTCAGTCAATCTGTACC -GGCAATTACGGTTGAAATCAGCGTTGCACACGCAAACAATTGCTATTTTT -GACGGTGCTGGTGTGACCAGGCTGCGGTAAAATCCAAATTATGGACTCAC -CGAAAAAAATAAACATAATACTATAACAAACTCCatattgctgtaactta -ttccaTTAACGGAAAATAGCTTAATGTATATAATAAATGTTGAATAAAGG -AAAAATATAATTAGTCTTTTCAGAGAGCAGATTACGAATTTGACGTCACA -GATTTATTGATACGCCTAGAAACTTATTTCTTGATTGTTTTAGAATTAAA -TGAACGTTATATCGTGAAGGAAATAATTAGTTATTAatAATTAGCCTAAA -AACTAATTGCACCAAAAGGAACTAGTTCGATGAGCGACAATTTGTTGGTA -TTTTCTGTGCACCAGACAAGTACGGTCACTCTGCGAAATTGCAAGGGAAT -TTTCTCCAATAAAAGGCAAGAAAACTGAGgaaaattGAAATTAAAGAAAA -ATTAATGGCACACAAGCGCCTGTTCGTCTACGCGGTGCTACTGGTGATAT -GTTATTTGGTTGGCGTGACATGGGTATGATGACTGGCCACATCCCGTGAC -TGCCCCACTAATCCGCTTTCATTTCCCCCTCAAACAATCAACAAAGGCTG -AGACTGCGGCGCAGACATTCCCAGCGATCGGCACCAAcagcaacaacaac -agcaatgCTCaacctgctcctgtgcctgcacctgcagctccagcggctgc -agctccaCTAGCCAAGCAAGTTTCAGCTCCCACTGCCGCCCCTCCGGCCA -AGGTCATCGGCCAGCCTGTGCTCGCTGCTCCAGGCAAAAATTCTTCCAAT -TCCAGCAGCACAACTGAGTGGTAAGTGGCACTGCACTGGCAGAAATTGCC -GCATCTGGAAACTTAAAGTCTAGTCCATTTGAGCAGTTTTAAAGCTGCAA -TCCCTTTCGTCCCACTGGATTCTACTACTTTAAATTCAATTTACGTTGTT -TGCGTAGGCTTCAAAGAATCATAGTTCATGTATTGCACAAATGTATTCAC -TTTTCAGCTACTAAATGTATAAGGCATCTTGGTATCAATGAGCTTAATTT -GTGATTCTGTTAGGTTGGAGTTCTTAACAACCTGCTACACGTTACCATTT -CAGCGTCTGTGCCGGTGCCCTGCTGCCCCGTTTGGATGCCAATGGCAAGG -AGCTGCCCATATGCGCCGAGTGCAAGTGCTCCCATGTGGCGAGAAATACG -ACGCTGATAAAGGTGAGTCAATTCGAGTGCTCAAAAGCCGTCCGTACTTA -ACCAGCTCTCTCCCCCATCCAGGTCGTGGTCATTATTGTGATTTGGATCA -TCTCCATTTTAGTAATATACATGCTCTTCCTGATGTGCCTGGACCCGTTG -CTGAACAAGCGAGTGAAGGCGAACTACCAGGAGCACACCAACGAAGATGT -ACATAACAAGCTTTCTAGATACAAGGGCATTCAGTATAGCCTCCTAGTTA -CAGCCCAAggcgaagatgatgaagatgacgatgttgatgccgaagcGGCT -CAACTAGTTGGCAATAAAGAAGCACCACTCTTTTGAATAGATTTTAATTT -CCACAACCACCTTTGTTTCATTTTGCGTTATAGATTTTGTTGACTTTCTA -ACCCACACCGTCACTTCATTAAGACAGTAACTAACACGGCCAGATCTTGG -ATCACCTCGACTAATTCCACATTTttccacccttttctaACCAGGATGAA -CCAACGCCGCCCCTGCCAGCCGTCAACAACCAGGAGCTCAGTGCCAGAGC -CAATGTCCTCAATCGTGTGGGCCACCAGCAGGACAAGTGGAAGCGGCAGG -TGCGCGAGCAGAGACGCCACATCTACGACAGGCATACCATGCTAAACTAA -CAAGGGGTTCGGTTTGCAGCTGGCGGAGATTAGGAGGCGCATGGGCGACT -TAAGACACGTATTCCAAGCAGTTATCCTTTGCGAAATTCCCCTTTGGATC -AAATTGATTATCTGTATATTTAGCCAGATTTTATGTTAATTAAAATAAAC -CAAAATATGTTTGTCAGGAGTGTTTGCATATTAATTAATAAGTTGAATGC -CGGGAGGAATAACCAACAAATCCACTAAAATAAAACTTTTAATGATAATT -GATGGTTATAATTTGGGAAAATAAGGAACGTAAGACCGTAATGGTGAGTC -CAAGTTAGATTTGGAAACTCCCTTGGGCTTCTTAGTTTGACGCCTACTTT -TTGATTCCATCAGTAGAGATTAACGAAAGAATAACTCGAAGATAGTTTCT -ATCACACAATAACCATAACTTTAAACGTATTATTTTCAGCCACATTTATT -TTTAATAAATCATGTAACCACATATCCTTAGACAAGTGTTtttttttAAT -GCAAAACCGCCGAGCTAGACCTAAACTAAGTTCATTCAGAATCGGAGGCT -CTAGTATCCCTTTATGGTTTCGGCGAATGTCCAGTTTTCGTTAACTTGGA -AGGGCCCCTCCACGCCGCATCCGTTGACGCTGCACACGCCCACAGTGTAT -TGGGAAATATTACGAGTATCGCGGTAGTAAAGCACCTCCATGCATGTGCG -GATCTAGAATATAAGAAAATGGTAGGGTAGTTAAATAATGAAGAGTCCCC -CCATCAGAGTTCGAAATTCCTTACCAGTTCGGAAGCTTCTACGGCGGTAA -AGTCCCTGTCCTTGGGCTTCTTCTCACGGACCAGCGGAACGGCCAAATGG -CGGGCAAAACCAGTGGCCACCACGTAGTCCTCGTAGGATCGTCCACGGAG -ATCCACGTTGGCCAGGTACGGAGTCCCCTCGTTGTCCACGCCGCCGACAA -CCACGTCAATGTAGAGGGGGTTCATCCGCGAACGACGGTTGTAGAGCACA -CGGGTCATCCAACTGGCCAAGGACTTGGGCTTCATCTCGATGTTGTCGTC -GCAGCACTGGTCCTCGATCATCTTCTGGTCGATGTTGCGCTTGATGGACT -GGATGTCAGCGAAGTCGCCGCTCCCGCCGAGCAGGATGTTCTTGTTGACC -TTAAAGACGCGCTCAATGTTTTGGTAGCGGGCCATGGATCCGTAAGACAC -CAGGGTGTCGGCGGCCAGCATCACTCCTGAATCATAGCGAATGCCAAGCA -CGGAAGTGCCCGTGGTGCTGGAAGCACTGCGGAATAGTAAAAGGAGTGTA -AACAAGTGGTACATCTGCATATAAACATATCCGCAGTTCCTACGTGCTGT -GCTTGGTTCCATAGGGTCCCATTGTGGTCAGCTCCCGCGGTAGCTGCTGG -ACCGGCGTCTGTCCGCCCGTGAAGTTGTAGAACTCGCCGGGAGCGGGTCC -GTTCTGCCACATGGGCTGCGCTAGGCTGTTGTAGTTGTTCAACATGCTAA -TTTATTCGGAGACTGGAATAACGCGAGACTTTGAAATGTTTGTCGCTGCC -GGAGAATGACGGGCACAAATAAAATCAAGAGTCAGCGCAGTGTGAACAGA -CTTTAGGCGGGCGGCAATACCAGTATCGGCAACCGGTAGCTAAAAATACC -AGACATACCAAAGATGAATCCACTATTAGCTTGGTCACACCGTTTTACAT -GTGTTAAAttaaattaatttGAAGTTTAATTGTGAACTTTTTAACATTTT -ATTAGATGTTGATGTTAAAAGTAATGTAAAACAGTTAACACCACGCTGCC -TATACTGAATTTGTTTTTTTACTTTTGTCTTTATAATCCTCGTTGATAAT -ACAAATCAAGGAGAAGaaagataagaaattaaagaactTTTCACTCAATT -AGGATTAAGACTCATGTATACCCGTTGCTTCTACGGTATTTACTACTCCT -TGAAACTAAATATATGTTTAGTTAATATATAATGACCATTTGCTTTACTT -CATTTTAAGCCGTTCAATGGTCATTAAAGTATAAGAATCGAGAGCAATAA -ATGTAAATGACGTTTGGAAATTATCCTGGTCAATCTACAAATCCAATATC -TCccttctctcccttcGAACACGATTCTCCATAGCTTTTTAAGCGGAATA -AGGTTCTTTTGCTAAAACTTCTGCTTTTATTCATATTGGTGGGAAAAACG -CACATGTTCCGGATTGTTGTTTTTGGGAACCCAACGAAGTTTTTTATCAT -AACAtttgatcatataaattaataataaagaattataaATTTGAAGACAT -ATAAATACATTTTTATTGCCAGTATACCAGTACACAATTTGTAAATATAT -AGGTATGTGCATAATGCTTCCGAGGGGAATGTTTAGGTTGCTGCCGCATC -TTTCAGATGCCATAATACAGTCGATAATATCAGTTGCTTTATTGAGCTAT -GCTAAAAACAATGACGGGGAGACCCGCTCTTTAACACGATACATATACGA -ATAAGGATACCCTACGCAAAACTAAGAGCTACATGTCACGGCCAACGATT -GATGCTAATTCTATGGGGTTAAAGCTTCTAGTCCTTGCAGCAGCAGTAAA -CATTGTCGCTAGAGCTAGCTGGGGTTGTGGGCGTGGTGCCGCCCTTGAGG -GGCTTGCTGTAGGAATGGGGACCCCGCATGAAGACCTCGATGAGCTGACA -ATGCGATCTGCCAGATACGGAACGGTTAATAAGCGATTTATTGAAGTTAA -AGGTACAACCAACTCACCGCATGGTTATGTCCAGGTCGGTCACCACCTCT -CCATCACAGTTCCAGCTGGAAAACTCCGTCGAGGAGGAGTGGGCGGTCAT -TTCTTCAGGCGGTGTAATCGGCTGACAAGACCCTGCCAAGCTGTAGTCCT -CCTCGCTGGCAGAAAAAGTTCTGAACCGGAATTCCCTTGTGCGATATACC -TCTACAAAAGGCAAATTGCGCTGCAATGGGAAAATGTTTTTAAATATTTA -TTGTTTTCTACAAAATTTAATTGTATCCTTTTATTTTTCATTTATATTTT -TACAGTAAAAGATACCATCGCATTCACTAGATAAAACATTATATTGTTGA -AACTGGTCAAGTATATACTTTATATGGATGCCACCAGAGCGGCTAGTAGA -TCTTCGTAAAATAACCTTTCTGTCACAGATTTCCCTCGCTTCAATCCGAG -CTAGATGGGGTTCGGTTttgggtttttggcttttagGATAGAAAGCACTA -AGCTCAGCTTGTAGGCTTAGGGGATTTGGCAATTAAAGATGCAGTTAAAA -TGTTATGGaaatgttatTTCAAAGGAAATGGACGCCTCTTATAGGAAAGG -TGTTCTTTTGGATGTGAAAGTTGAATAGTTGTAATAGTTAGTACTCACAA -TATCACCACTTCTGCCCGCCGTGTTGAGCAGAAAACGCACGTTGTTGAGC -AGTGAGGTCTTTTTCACGAGAATCAGGTCCAGGCAACCATCACCCAGATG -ACTGTAACGGGAGATGCCATTGGGACTCCTGGCGCAGGCGCAGGTTATGT -TCGCGCCGCAGATCATAAAGAAATTGCCCCGCACAACCTTCCACTGATCG -TTGCCGAGGTTCCTCATTGATGAAATGGAGCCAGTGGGCAATCGAAGATT -GCCTGGACGCGGACGAGGCCTCAGGAGTGCTGCTTCACTGGCGGCTAGAT -GAGAGTCCTCTGTTTCTACCTGCTGATTGCGCTCTGCCTCTTTAGATTCC -TCTTGGATGAACAATGAGGATCGCTGTTCCTGTATGCTGCTGGCGAAGCT -GCAGCGCTGGCAATTGGCATAGCAGACGGATGGCACTGACTCTCCCAGCG -AGCACACACTATCCGGACTCTGCGGAATGTCCTCCAGCGGCGTGGTCAGT -AGAAGATCGGGCTCTTCTAACATTCTCAGTTCGGCGTCATAGCCGCGATT -ATTCAGGAAGGCCTTGACGCCACTGTACTCGTACCGGCGCGGTCCCATCC -AGCGGTAGTTCTCGCTCTGGGCTGCCACATCGCCCAGGTACCCGTAGCTC -AGGACACTGGCACAGAATCTGAGCAGGGACTGCCCATTGCTCACACTGCA -CACATCCAATCCCCGATGCTGGCCCAGAATCACATGGATAGCCGCTGTCC -TCACATCCGCCGTGCCGTGCATACTATACGCAATGGTGTCGGTGCTGCCA -GCGGGAATCACACCCACTGGCAGAGCCGGTCTTGGAATGTATGGTGGCCG -CTGTTCGTCCAGTCCCAACTCTCGCATTTGACGGAATATCAGTCCGTTGA -TGACCTCTGCTACGGTGCCATCGCCTCCGACACAGCAAACCGCATCGTAT -ACTCCCAGATCATGGCTCAGAAGTATGTCCTTCACTTGGTTTGCCCTCTG -AGTGGTGATACACGTGGCGTCTACGCCGGCAAGCTGGAAAATAGGTCTCA -CATGGCGCTCATAGGTCTGAGCTCCCGCCTTGCGACCTCCATAGGGGTTT -ATAAAGACCAAAAGGCGGCGCACTCGCATCCGGGTGGGGGAGGAGCTATG -CAGACGGATTTGCAGCTCCTGGTCCCACTGCCTCACTATGTAGGGATCCG -AGTTGAAGAAGGTGAGTCTCCTTAGCTCCCACCGATTGCAATCCGTTTGG -GACTTGCTCAGCCTCATGGCATAGTTGATGGTCAGGTATTGACTGGTAGG -CTTCCCTTGAGCAACATCGCCACTGCATCCGGAACTGCGTTCCGAGCCTG -GCGGCGAAGGCGGTTTGAGGGAGCTCGCCTTGGTGTCCCCGCTCCTTATG -CTAACCACATCGTCCAGGTGGAGCACGTGGCTTTGTGGTCCATAAGAGCA -GATTCCGCCTGGTTGAGCTGGCGAGTCCGGCGGCAACGGTGCCTTGGCCT -CGTTTCCTTGGGGCGATTGCTTGATCTTCTGCAGACGCTCCCAAACCAAC -TGCTGTCCGTGAAGCAGGACCCTGTAGCTCTTCTTCTTAAGCTGGAAGTT -GTTCAGCAGGACATTGTGGTCGGAGGCGGAGCAGGGCGTGAACTTGGAGG -CACTCGTAGAGCTAATGGGGGCTACAAAATCCCCGGCCGAGGTGGACGAC -CGCCCTGCTGGCTGCTTGGTCTGCGTCATCTTGACTGGCCCACGTCTCCG -TCTCCCGCTATGGCGTCCGCTTTGTCGGTACTAAGAGAAGAAAACAGGTT -TCAGTTAGATATACAGTGAAACATCATCAGCACAAACTCAAAAAGCAACC -ATATCCTTAGTTTGGACCCGTTAGAAAAGGGGTTCAAACCTTTCATATTT -TGGCGCACATGACCAAATATGATTTCTTTACTTCTTTGTGTTTATTAAGT -TCAAGTTATGGTTTAATCAAGCCTGACTGTACTTAAAATAGCAGTAACAA -ATGAAAGAGTGGAGGAGGCAGCGTCGTACTTACGACGCTCCATTCTCTTA -CCCTTTGATGTTCGGCCTTTGTGACTTTAGCAGTTCACGTAGAGGTGGGC -CTTTCAACTCTTAATTACTTACTGAGAGGTGTCGATGATGAAAATTAAAC -GGAAAACGCAGAGGGGACTGTGACAGACTGAATCAACTGCATGGAGTCAT -TTTCAAACCTCTGCCTCGGTCCTCCGCATCTGATGGTTTTTGTCATTAGC -ATAGACTTGTGAATATTTTTGAACGAAAACACGGAAAGTCGAAAAAATAA -AATGTTCATTCGATGAGTTTATGGTTCAATGACCATAAAGTTATCAAAAG -GCGATGAAACAGCACTGTAACTACGAGATAACGACTCATTTTTAGAATAA -TGATGAATAATTGATTTGGCCATTGGTAAAAGTTTAATAGCAAAGCCAAT -TGTGCAACTGTATCATAAACAACCAGCTGGAAAAATATCGCAACAAACTC -ACTGCACACATatttttTTAGCCTGAGCTTAAAGTATTTAAATGGTAAGT -TCGCTTATGACTCATAAACCGATAAAAAATAATCGCTGGTAATTAAAATG -CCAGAAATCCCGATAAGACTCCAATGAACAAGCGTTGCAATCATAAATTA -ATATAACGAAAAACATTTTAAGGATTGGCTTCTACAAAAATAAATCGTTT -ATGAACCTCAATTAAATCGCGTCCAATTCCCTTTGCAAAATAGGTTTTGA -AATACTTCTCAATGGGTTCTATTTGCCTTTGTTGATGGGTTTTCAATGGC -AGATAATTGGACATGTTCAGAAATTATTGCTATACATTTTATACGTATGT -ACATTGCGCGATTCGTGTTCATAGCTCGCTGAACTGAGCAACCAGGAAAA -TGCGCAAGTGTTAGAAACTGGTTTAATTTGTATGCCACCCAATGGGAGTG -GAAAACAAAAAGTACAATGCagtagatagcagttcatagcaATGAGTTGA -ATGAACTCTTGATTGCAGTTTTGGGCAGAGAAAAGCGTTCGCCAGTTATA -AATAAACAAAGATCGAGATGAACGTGGCAGAAGCAAAAGTTATAAAATAC -TTCTTAAAGTACTCAACAACTGCAGTGTGTATCATAGCGCACTTAGCCAG -AACCAAACTGGTTCTGAACTCAATTCACGTTCCGATCGTAAACTTTACGG -CACCTCATTTACTAACAATGTACAATTGCTTTGAACTTGGCCAAAGCGAA -AGAAAGCCAGCAAGCTCCAATCATCTCAAAACAATGGGAAAGACATCTCC -GAGTAAAGTTCTTGAACAAATGAATCTCTATATTTCACAAAAGCGGAGAA -CAGTGCCAAAAACACCTTCAAAAATGACAAACGTATGCAAATTACTCTTT -AGTTAGCTGACTAGCGAGGCAGACTGTATTGTTGCTTATTAGAGAGTCGC -ACGCATTTCAGTGCCCGAAACCAGAACTCGCACCAACAAGCCAACAAAGC -CCGTCTCACGCGGCGTATGAGCAACGAATCGCCCCAAGGTCAACGACGAT -CACAGACGGCACCCAGAGCACGCAAAATCGCTTTCAGAATCGGATTCAAA -CAaaaaaaaaGCGGACCGGGAAGCTGTAGCTGTGGCACTTGGAAAACGGG -TTCTGCCCGGTCGAGTTGCGTGCAGCTGGCGACCTTCGCCTTGAATCGCT -CGAGAGATCTTGGCCAGACTGCAATAACCGGCTGTTGACCATAATCTGGC -ATTAAAACAAACCACCTCGCCCCTTGCCCACATTTGCACCCGAGCTGCAG -GCTGGCCAAAGTCGCATTTCCTAGCTTTGTATCTTGACATTGACGGAGGA -GAACCGCTTTTGAGTTAGCTCTGCTAATATGGCTAGCCATATTGTttgtt -taattaattTTGGGCAGCTACTTAAGATATATTGCTTGCAAAAACAGAAA -ACTAGGCTTTAGTAGTATATTAGCCTTGGCATTGAATAAAACTGCAATTA -GCCATAATGGTAATAATAGTTTTATTCGTttttatttgtttctttctgGC -TAATTAGCTGGCTTTGCTTGAGAATTAATTTGTTTGTGGCATTATCTGTG -GACCTTTCCAAGTTTGATTTGTATAGTATCAAATTTTatttatataTCTA -GATCAtaaatatacctcatgaatTTGGCTTACGTTCAGCCCTCACACTAT -TCATAGAACTTGGTTATTGGCATACTTTTCTCTTTTGAATGCCAGAATTT -AATAAACTTTTAATTCTACACTTTCGATGGAATAACCAGAGCATGTTCTT -TATAATTTAGAAACAAATCAACAACAAAATACCCTCATATGAATTTGAAG -TAAACAAATACTCATCTCCCACTTCTGAGAGCAAATCATTCAAAAAACAA -ATGTGATGAACTCAAATGCCACTAAACCGAGAACAGAGAAGCAAACAAAA -AACATAGGGCACCTCGAGCAATGCGTTGATTTATACATTTAATAAAATAT -TTACATATGATAGTACCCAATTGAGGTCGGTACAAATTTGAATGCCATAA -AGAAGCGGAACCCGGGGAATCGAAACAATTTCTCCTGGGCTATAATAGAA -TAAGAAATGTTTCTTAATAAAAGCAGGCCTTTTTGTGTTGCTGATTCATT -ATGATTAGCGTCAACTAATTGCATGCTGCTAATTGCTGCAAGCACGAAAG -CGATCTGTTGGAACAAAGTGTCATCCTAAATGAGTGCTAAGTGGTCAACG -ATTTGTATTTTGTACTTATTTCGTGAAAACCCCTCGTTTTTCGCCCTCTA -ATCTGTACTGGCTTATCGGCAACTCAAACAATAACAATCGAGTGCTTTCG -TACCCATTGTGAATGTATAGAATAGGGCTATATCTCGCCAATTTCTACCC -GCCTCATGACACGTTGTGCAAAACTGGACAGCACTACAGGTACAAACGTT -TTTTTAGTATATGCTATACAATATACATGctatgtgctatacaaGGTTCG -ATAAGATTGATGACATCAAGTCTCGGTTAACTTGCAACGTGGGAGTTAGT -GGGCCGGATTTTACGTACATATGTATATCAGAGCTCTGAAGGCCTAATCA -ATACTTTCGTTTATCTATAGACCGAGTTGTTTATAATTTAAATGCCTGTA -CCATAAACAGAACTAATAGAACTGTGTCCGATTTCTTTTAACTTTGAGCT -CGTTGACTCACGCCAACATCTAAGAAGCACATGACAGCAGTAATTATTTA -ACAAAGCGAAAAAGTCTAGTACATGTAGGTCGATGTGAAGAAGGAAAAGA -CAGACACATTGCGGAAATGTAAACTAGCGGGTAAATTGATAACCACACAA -AAAGTTCGAATGACATGGAGGGGAAATGCTCTAGATATATGTACAGCTGT -GTTAAGAAAAATAGCAGTGCTTTGGACTTGAGTGTTTAAGATAAAAAATT -CTTATGATTTACAGTTTTAatgggaaatttttttttATAATATCATTAGG -TATTTAATTTCAAACAATTTAACAAATGTTTCGCTTTTATTTCTTTAATA -GTTTCGAAAATATAGATTAAAACAACATAATAGGCAGAAATTCTGGTTTT -CAATGAAATAGCAGTGCTATGAAAAAATAGTAACAAAATTCAACTTGACT -TAGAACGAACTTAGTCTTTCTTTTTAATATGTTAATTCGGGCCTAATACT -TGGCTGGATAGCCTTTGTTAGCCAGCACAGCCTTACACCCACGCGGCATG -GAGTCCACCAGGTCCTGGCAACGTTTGGGAGGAATTTTTGCCCATGCATC -CTGCACAACTTGCCAAATCTGAGCCTTAGACGTCGGGGACTTCTTCCACA -CATATTGTTTAATGTCCCCCTACAGGTTTTCAATCGGGCTTAAATCGGAA -GATGGTGCTTACCACGGCATTGCATCTATTCCATTTTGGGTGAACCTATT -CTTAGCCGATTTGCATCTGCGTTTCGGATCATTATCCTGTTGGAATGTCC -ATTTTAAGGGCATATTATATTCAGAATATGACAATAAGACATCACTAAGT -ATATTTACATATGCGTTTTGGTCTATAATACCATAAATCATATGTTATGG -ACTCATAACCATTGTAAAAAAACAAGCCCATACCAGGATTTTAGGTCCAC -CGTGATTGAAAGTCTTCAGTGGGTGTTTTGGGTGGTACTCCGTGTTTGGA -GGTCGTTAGATATACTGTAGTGAACCACTTCCACCAAATAGCACTATTTT -TGACCGATCAGTCTAAAGGATATTACGCCATTTGCAGACTGGCCAGTTTC -GGTAGGTTTTAGCGAAGGTAAACCTTGCCTGAATAAGCCTTGGGCTAAGT -GGGGGAACCTTTCGTGGACTCCTCGCACTGAAATTTTAACGTCACTGATT -CCCAAGTTCAGCTCAGACTTTATGTCCCTAGAGGATGCAAAAGGATAGGC -TTTGCTCTAACGAACTGTGCGTCGATCCTCTATCTCTGTGGTTTTACGTT -TGGTACCACGGTTTTCGGGCTTCCATTCATATTTAATGGTATTGGATACC -ATTTTGGCAGCACATTCAAGAGTTTTTTGAATGTCCTTAATGCTTTTCCT -TCCTTTCTAAGCTTAAGAATTAACATTCTTTTCTCCTGGGAGCAGTGCTG -TCCTCCACCCACTAAAATATAATttaaaattttttttttaattttttgcc -cttttaaaTATACGAATTAACTTAACCAAACTCACTTTTTAGAAAATAAT -GATCATTTCGGAACTTTACGTTGGTCAAAACCAGGCACTGCTATTCTTAT -GAACAGCCTAAAAATTGCGATTTTGCTCAAGAATGTAAATAAAAAAAGGA -TAACAAGAAAAACTAACCGGCTtttctttttttttCCTATCTACACATTC -AATTTAACAAAAATAAGTGGAATAAAAAGTCGATTCCGAAAAAGGACATG -GAAAAATACCTTTGTATTACTTAGTTTCCTTCGCACTGCTATTTTCTGAA -CACAGCTGTAGATATGTACGAAATACAAACAAATACGTCAATCTTAAACT -CCAGAACTACTGACATTATTAGAATCGTCAACCCCTCCACCATTTATCTC -GTTTCACCCTTTTGAGCGTTATTCAATCTTGACCCGCTTTATAGCTGCCA -GACATCAGCCCATGTCTGACCTTTTCGACGGTGCACGCACCTCACAGCCA -AAATAGCAAAAGCAAAGCTACAAAATATTATAAATAACTTGGGGCAAGTT -CCCTTTGACACGTGAGGGGTCATTATTCAGTGCTATAGCGCAGATGGTCT -GCTAAGATCAAAGGAAATAGGTACACGAATAGGTTTTCTGCCAATTCCCA -GAATACATTGTTATGTTAAAATAAACTATTAGTATATGAGTAAAAATGAA -AACAAAGTAGATACTTATTTTTTAGTTGCtatttacttgcaatCTATGCT -TGGCAGGTCATTAAATTATTATTAATTAAGGTCCCTGAAATCCAATTTAA -CCCATAGAAGTAGACATTTCTTTCCCAAGGAATAAGTATCGCAGCATCGA -CATCGATACTTTGCACCACCAAAACAATAACAGTGCACATATACACCGAA -GGGTCCCGGTTCGCTTGCTCTAGCCGCAGTGCGTCAGAAGGGTATAGCAC -CCTGGGAGgggggggggggtggggtggtGCAGACAGGGACAGCTGTCATT -TCCATACTCCGGGTGCCGTTATCGCAACGCAATACAGCTGTGTAGCACCA -ACAACTCAGCTGTTGACAAGAACATGTGTGTATACAGGCGTAAGGGTGTg -tgcgtgcgtgtgggggtatgtgcgtctggCTTGAGTTCTCTGCGTTTAAT -TCCAACTTGGGTGCTCGTGTACCTACTTATTCTCGATCCTAGTCCGTTCT -TCCAATTGGAGTGCCAGTGTGAACTGGTTGGGGAACTCACCTGGTGGCCA -GGTAGGAACGTTTATCCATACAAACACGGCTGCACTTTCGAAGTCGTTGC -GCTGTTTTTCCGTCTGTTTATGGGGAAATCAAGAAAACTCGATACGGATG -TGCATTGCAGTTTCGCACACTTGCACTTTTTCGCTTGCACACAAACAAat -gcacacacacaattggAAAATAGCCGACGTGCAATTGGTGCTAATGGCGT -TTCGGCATCTCCCGGTTTCCCGTTTTAGCCACACTTTCCACCCCCTACTC -GCTGGAGCACAAAGAATTTACGAGAACACCAGAAATGCACTTCCGTGGCC -GTTACAAAAAACACAGGCGGACAAATCGAAGCGAAGTGTACGTCCGCTCG -CCAGTGTGACCGTACATATAACTGTGGAAAATACGAGGCAGACCACCTGA -CTTGATTGAAATACCACATAGTTTGGTCTGGGGTATTCTCAAGTCTGGCG -AGAACTAGGGCTACCTTAAAATTAACGGCATCTTCACCCAAAAATAACTG -TGCCCGATATttttttttAAGTTTTCTCACCATTAAATACTACACTACta -atacactactCCCCAGGATCAAATCACTCATCCCAGCATCCACATCATCC -CAAAACTCTACTGCAGCCGCCAGATAACCAACAACATTAGCTGCGCAGCT -TGCAGCAATTGCTCAACGGTCACCAATGACACCGTGTTGGGCGGGAGTCT -CCAGCGGGTTACGGTTGGTCCTTGTGTCGATGTGGGGACTCCGGACTTCT -TCCAGGTAAAGTAGTTCAGCTATGAGTTCAGTCGGGTTCAAAATTGGTTG -GTGGCCAATATAGCCATTTTGTCAATTTGCAGAAGACACAACAACTGCTC -AAGGTCATACTCCTAGACTCACGGATAAGATATTCATCCAGGAACcaaaa -aaggaaaaaataaatttaaaaTGTTAAGAATTATTTTATAATCAATTTTT -TTCACTTTTGTTTAAATCCGATTGGCGAAGTGATTGTTACGCGTACATAC -ATTAtacataaattatcaaggaattctcCTGCATTTAATTTCGAAATTCC -TCGGGATTTCCGCTGGAATCTATTTCAATAGGTTGCACTTTAGTAGAATA -TTACTTTCGTACATTTAATTTTAAAATAGTTTTAAGAGACATCTGATACT -AGGTATCTGATAGCCTGGTCATCCTAATTTCGTGTTCGCTTTTGTTATTT -TCGTTACTCGAAGAGTGTAAGGTAAATTGAATTATAAGAAAAGTAGGCAA -AACTTAGGATAAGCAATAGTTCGGGCATTCGACCAAAGCGTTCTCATGAT -TTCAGCTTTCTCTTTTTATTATTTGGTAATAGGACATACGACTATACTtt -tttttttttttttttttgttaaTTCCAAATAAAACTGCAGAAATTTAAAC -ATTAATTGGGCTTAACTAAACCAGTGGAGTCCATAAGTTTATAAGTAATC -TAATGGAGTGCTATTGATAATTATTTTCAAACTGTTAATTTATAGATATA -TTTGGTCATACAAACTTTTTAAAGCGTAAATGAATGCAAAGAACGCAGGG -TATACAAAACCCGATTAGAGATCTCGATCCGGAATTGTCAGTTTTGATTT -ACCAGCTTGTAGGACAGCCTGTAGGGACAATTAATTACACCTAAGCCCTA -ACTTTCGGAAAATGTGTGAGTATCAAATGGACTGTAGACCGCCACCCGCA -GCGCGCTAATCCTTCCGCCAGCAGCGTCTCCGTGTGGCAAGTGCAACAAC -TGTCCCTGCGGCACcagcggcggagccccacccccccagcagccgccccA -CAGGCCACCCCCCTCGTACGCCCAccagccgcagcagcagccGGACAGCT -GTCCCTATCCGGGTCCGCGGGGCCAGGGAGCAGGCGGGTGCCAGGTCAAC -TCGACGCAGCCGCCGGGCGATCCCGCCGCATGCAGCCTCTACCAGAGCCG -GGGAGCCCCCACCGTGGAGTGCACGTGCACTCAGAACCGTAGCCGGCCAC -CTCCGCCATCCGTTCAGGCGGACCACATCACGTGCAGCCGGGGTCCGCGG -GAGCAGCCGCCTGCCCTGGAGACCCGCTGCACCTGTCGCGAGAAGCCCGC -CAAGACGGAGTGCCACTGCGCCCCGCCGGTGGCCCCGCCTCCCAAccaac -agcagcagcagGCGATGGCCCAGCCCACCTACGCCAACGTGACCTGTGGC -CAGAACGTGCCCAGAGGACCGCAACCCTATCGCCCGCACCACGGCAACCA -GAGTCAGAACCCGAACTCCTGCGGCCACTGTCGATCGCAGAagaagcaga -agaagTGCGTCATTCAGTGATCTGGATGTCGTGCCACGGGAGAACGTTGG -GATCCCAGCAGGCGCTACGCAGCAGGCTACACAGATTATAACGCTCACAA -CATGACATGACAGTACTCCCAAATTTCAGGTTAGCCaaatttcCAGTTTC -GACCTGTTTTCCGGGTCAATAAAGCCAATGTGACCGCTAATGGGTAAAGT -AAAACAGGTGGTATGTGTGTGTTCCTTTAATACATCAGCGTCTCCTTCCG -GACAGGGAACAGTCCGAGCGCCTACCAGGTGGGTCGGAGGCCAGCGcagc -tcagctccgggcAGGACATCTGCAACTGCCGCGGAAGCCAGCGGAATCCG -GAGCGGAATCGCAGTCGCCACTGCTTCGTGATTCGCTCACAGCGGCCACC -AAAGGGCGTGGCTGCGGAAACCCGGTGCTGCTGCACTCCTCAAGCGCCGA -TAAGCCGTAGTTTACCTCCGCCCACTAAGATCCGCCAGCGATGCTGCTGT -GCCTTAGCTCCGGAGCCCGCAAGGCAAATGGTTTGCGACACCTCCGGGAA -CAAGCCGCAGAGATGCTGTACCAATTGCCCAGGAAACGGACATAGTGGAG -CAGCTGCGCGGAGGACACGGGTGTATCATTCGGATCCATACCCCATCGGG -TTAGGCGAGAATCGGAAAGTGGCTTTGGAGGAGCCAATTCTGCTGCAGCC -GGACCCACATTCTGAGATTCCATGCAGCGACTCCTCGCGATCGTTTCAGC -CCGCCGTTCACGCGATAAATGAAAACTGCCAGGAACCccaggatccctac -tatccgtaTCCTCCCAGAAGCACGCGTCAGCGGGAAGTGGATCCTCTAGC -CAACTTCGATCTGAATCGCTTCGACAGGGAAGCCATCCATCGAGGCCCCG -CTGGCAGACGAAGAAACGTCTCCATTCGCACCTGCGTCGACTACGactac -GAGCCGGGATATCTAGCTCCAAGCAGTCCGCCCGGAAATCGACATCCACC -AGCTCCATCCGGATATTCTCCGGCATACCCCCCTTCGTACGAACCTAATC -CAGCCGGTTGTCCCGCGGCATCTTTGCCCAGAACTCGCCCACCAACCGCA -TCACTCCAGCGTCCATATTATCACAGAACTCATCCGGGATTACAAGGTTT -GTATTTTCCAAGTTATCCAGGAGCAGGCGACTAATATTCCCTTTTTTTAT -TAAGAAAATACTGAATTCGATTACGTTAAATGTCCGTTTAGATGAAGGGC -TAAAATATAACAAACCAATAGGTAAGTGTTTCATTTGATTATTATTTAAC -TATttataatttaaatTTTATGGAATCAACTACTCTAATTGGATTAAATT -ATTTTAGGAAGACGTATAAATCAGATTTTAGTAGTTTAAACTTTAaaata -ttcaaatagtctaaCCTTTATACGAATTCCACCAATTTCAAATACTCGCG -ACACAGACGGCTATTCGATAAGTAATCACTTTTCCATTTGCCAGAAATGC -AGCCCTGAAAGTTTGAGAAGCACTGGAAGTTCTGCGCACTGTGCTCCAGT -GCTGAAAACCGCATGCAGCAGTGTGAAAGaagaagaagaCTGCGACGCGT -GCAAAACACGCCGCACTTTACTATTTAATTTCGATTAAAACAATAGAAAA -GCAGTGATGGATGATGCGGACTACGACAACGACGAGTAAGTGCAGGCGTA -ACACAATCAATAGCTGTGCCCATTAATCACCTACTTAACAATTGCAGCGT -TGGcggcgatgacttcgacgacgtcgacgaggacgtggacgaggacatta -accaggaggaggaggcggACAACATCGAGATCATAGCTCCCGGTGGTGCG -GGCGGAGGCGGTGTGCCCAAGTCCAAGCGCATTACCACAAAGTACATGAC -GAAATACGAGCGCGCCAGAGTTCTGGGCACACGAGCGCTTCAGATCGCCA -TGTGCGCACCCATCATGGTGGAGCTGGACGGGGAAACGGACCCCCTGCAG -ATCGCCATGAAAGAGCTGAAACAAAAGAAAATTCCCATCATCATCCGCCG -ATACCTGCCGGATCACTCCTACGAGGACTGGAGCATCGACGAGCTCATCA -TGGTGGACAACTAGCTAGTACTCAACCCCTTTATCCATAATAAATCATAC -CGCCTAAGATTAAGCACAATCAATTTGGCTGCTGAATTCCCGGGGACTTA -ATGTAATGACGAACTGCAAGCGCTAATTGCTACACGATAGTTATCTTGTA -AGCAATCCCTTTGCTTTAATATTATCTCTTAATACCGCTATAATCTGAAG -TAGCCACAGATACTTGCTACCATGCGATTAGTACGAAAAACAATGACACC -ACGGGCTTGCTATTCTACTACAATATTTTATTTCACATAACAGACGTACA -GATTAGGAAAACAAAGCTGCTCTAGTGTGAGGAGCACTTGGTGTCTAGCT -CCAAGCATATCCCTCATCTCTTTGATAGCAAACGCGCTCTAAAAGACCTA -CGGCATGTTGGCCCGTGCGGCAGATGGAGCCAACTACTGCCGGCAGCAGA -CCACACTCCGAAAGATTCTGCTCGCCAAAGACCTGCCCGGCGGCATCTTC -TCCTTCCGCATCTGACTGTGGCGTCTCCGGAGTTTCAAGCAGCTTTTGGG -TGGCCTTGCTAAAGGCCAGCGTATTGATGCTGCTGGCCAGCGTGGAGCTA -AACATCTGGCGCGTCTCGGACAGCAGCTCCGCCACACTGGGCAGGAATGT -AGGTAGGATTAGGCCCTTAATGTCTATGCTAAAGTAGTCGACGCCATCCA -GACGCACTTTCTTGGACCGCGGAACCAAGTGCTGCATGGTGGCCTTGGGG -AAGGCCACTGGCGACAGCAGAGTGGGAGGCACTCCGGCCAGACGGCCCAC -TGTGCTGATGGCACTCTTGGCATTTAGCAGATAGCTAAAGAATCCCTGGC -ACTCCACGCCATCGACCAGCAGCAAGGAGTTGTCGCTAAAGTCCTCTCGC -ATTTCGGCAGCTTGTTGCTTCCTGGCATGGGAGGACTGGATACGTCGCAG -CTCACGCTCATCCACGCCCAAGCTCTCCAGCCAGTCCTcgtcgtcgtctt -catcttcctgtgccggcggaggagCATCTTCGCCCGCTTCTGGACCTAGC -GAGGTGGTAGTGCTCTCCTCGTTAAAACTGTTGTCGTGCGCGTTTCCACT -GTTATCGCTCTTAAGAGGCATGCTGAACTCGATCCCCTCCTGTCGCAGAG -CTTGCCGCATTCCCCGAGTCGACGGCGTGACCAAGGCGTGGCTCTCCGGC -CGACCGCCAACTCCGGCAGCTCGGAACAGCACCGTAAAAGTGTTGGCACA -CAGGTAGAAGTACGGGCACTGGCGGGCACGCAGCAGCTGAAATAGGCCCC -GGAAGCTGAAGTCCCACTCCTCGGCCAGggccttgcgctcccgctcaccc -accaccacgcccacgttcTCCTTGGCGGTGCGCGGGTAGAGCGTCAGCCA -GGGCAGGTGCGGGTGCTGCCAGTAGTAATTGCATTGGTTGAACCGCGTTG -CGTCCGAGATATCCAGCGTGCTCTCCGTTCGCTGCGGGTCCATGCAGCGC -ACGAAGCTGGTGAGTCCGCTGGCCAGCTGCGAGGTCTTCAGTTGGATGGC -AGGCAGTTCCGTGGGACAGAAGAAACGGGCTCGCGTCTTCAGGGACCAGT -CCACAGGTAGGTGGGCGGTGTGCTTCTGCCGGGCGGCCAACTCCGCATCG -TCCTCGtCCTCAGCGTTGATTTGGGGATGCTGGAAGAGCTTGGCAAAGGC -CTGCGGGTCGTACTTCTGGAGCACGAATTTGGCGGGCGCCGGGCGCGTGG -GCGTTTCCCGCACAAAGCAGGAGGAGGCAGTGACCACTGGTTCGAGGTCC -GCCAGTTGCGGATCAACGCGCAGTTTCTTGGCATCAGCTGTGGATCTGAG -GCAGGGAGTCAGTAATTGGATTTTGGggagagcgagagagaggGAAACTC -ACTTCGCAAACGGATTTTTTCGCTTCTGGGCGAGCTTAGCCTCCAGTAGC -TTGCTTTTATCCGTCTCATCCACTTGGTGTCTTGGCCGCCTATTgttgtt -gttgCTCACGCGGGCTGCCAATTTGTTCttcttctGCTTGAGCCGCTGCA -GTTTGATGAACTGGAAAACGAAACAACAACATTAGTGGCGGGCAGGTGCT -CCTCCGAGTCCTTACCCACGTCATCTGGGCGCGTCCATTTGGAAGCCACA -CTCGCTTCGGTGGACATGTTCAATGTCTTGGTTCGCGCACAGGACCTTCA -CGGATTATTTAAGTACTTTGTGAACTGCAAATATCTTCAAAACGTTtgca -aatatcacaaaaAATTATGGCGCGCAACTAGGGGTGTGAAATCTTTCGAT -TGATTAGCTCGTTATTCGCTATTTTCGCCCATGTTCAATTCCCAAAAATA -TCGTTAGTCGGCAAATAAAACGAATCTCACAATTTAACTAATTATTTATT -ATAATAGATGGAGTAGTTTACAAAACGAAACTAACTTAAATTGTATATCA -CTGGCTGCAGGGGCTATGTTGGTTAACAATGGCATTGTTGGGCATCGAAT -TTGATTTTttaattttAATGGTTCTTTTTGGATTTACAAGCTTCTAACCT -AAATTAAACAAGCGCATGTTGTATCGTTTTAACTATTAATAAAATCAAAT -GAATAAAAAATCTTTTTGCGCTATAAAAATGTATCTGACTATCGGATTCA -CCGATAACAAATCGATTAAGCACTGTCGTTTTTCCAACTGTTTTATGATC -TGGTAACACTTTCCGTCGCTGCGTTTTATGCTAAAAGTAAACACATTAAC -TTGATAAACAATGAACCTCGCCGACGTTTGCCGTATTTGCGCCAACAAAA -TTATGGGCCACCAGCGAGATCGCAACATATTCATTCACATGCGGGGAAAA -TATTTGGGTCAACTGAAGCTAATCACGGGAGTGGAGGTAGGTCGTTATGT -CAGCTTCCGACCGCGCCAACAATTGTTATTACCTGGAATTTGTTCAGCTG -ACAAGAAACCAGGGGCTGCCGGAGATTGTTTGCGAGCGCTGCTTCTCCGA -GCTGGACCTGGCCACCAAGTTCCGCGAGCGGTGCATCTTCTCGCAAAAGT -ACCTGCTGGATATCATAAAGAAGACCAGTGATCAAAGCACTGTTCACGTT -GAGCTTAGTTCCGAGCCGCTGGACGAGCAACTGATCGATGCGGATCAATT -GGAGACGCACTACGATGACGACCAGTACGTTTGTTATCAAGGCACGAAAG -AGGAACACCAAGACCTAGAGGAAATCGAGCTGGATGACGACCCCTCTGCC -GCTGTGATAGCGGCAgcagaggcggcagcagaagcggcgcagcaggagga -TCTACAGGAGCAGGAAATGGAGCGGGCCGCCAAGAGGCGCAGTAACTTCT -TTATCTGCGACGAGTGTGGAACCCTGTTCCACGATGCGTTCCTGTACACC -GAGCATTTAAATGGGCACCAGAACCGGCGGGATATGAACCAGTTCTTCCC -CTGCCCTGAGTGCCCACAGACTTTTAACAAGAAGGCGCTTCTCAAGCAGC -ATCGCACCCAGGTTCATTTAATTAACCGCAGGTTCCAGTGCACCATCTGC -CACGAGGCTTTCGCGTCTCTGGGCGCTAAGTTGCGGCACGACAAGTAAGG -AGGCTGGGAATTGAATGCTAGCGCAGCACTATATGCAACTTCCAATTTCA -TTTTAGAGCCCATAAGAACGAACGACCTTATCCATGCCTAGAATGCGGAA -TGATCTTCAGCAGCGTTTCCGAATTGCAGAACCACTTTTCGACACACTCA -AAGCAAATCCGAAAGTTCAGGTAAGCTTGTCAGCTTGCGCAGTCATATGT -CTTAATATCGTATTTTTTGCGTTTAGGTGTGAGCCTTGCAACATGGATTT -TATAACTCGCCGAGGCTTGGTGGCCCATACAAAAACAGCACCGCATAAGC -GCCTTGCCAAATATATGCAGGATGAATTCGATTTCATCGAATTGGCAACC -TAACCCTCAATTATTACCACCTTCTTTCTAAGTAAATGCTAAGGTCAAAA -AAATAAATCATAATTGAGTAGTTCAGTTTACTACTTCGCTACCATAATAT -TCGACAATGGAGTATCGGTTCAATGTTATTTTTTTATAAGTGTATTTTTA -ATTTATTGAAAATAAAATTCCTTCAGTTTTACTTTCAAGTCATTTTTTAT -AGTTCATACTTTTAAATTAAGGAGGGAATGGAAATTTATAGCGTATTACC -GTGTAACATAAACCTCTAGTCATACAATTCAAGAAAATAAAGTTTTCTTA -GCGACTaagttttcttaTTTTCTTCCAGCATTTTATACTAATAAAGCTTA -AAGAGGCCTGAAAACCTCAGCTCCAGCAGTTTGGCGCTAATCTAATTCTC -GGCCCCCCACAGGACTGCTTCAACATAAAAGAGCTTTCGAGTACGGCGCA -TGCGTCCTTTCAGCTGTGGCTGCCATAAGGCAGCTTCGATTGGATCTGCG -TATATTTCGCAAATTCAACTGGTAGCCGCCGCACGAAGCACAGAGCCCTA -CGTCACGTTAGTATATACACGGAATCGGAGCAGCTGCCGCCGAAAAATCA -ATACCTTACCAAACTTCGACGTGGACGGTTGAAACCGCTTGGAATCGCAA -TATGTTGTTCCGTTCGCAAAGTAAGTCTGCTGAAGTAATATTTATAGGTG -GGTGAGGTAAGAGAATAGCCCATGTTTTTCCAGGTGTGTACATGATGGTG -GCGATGCTCGTGGTCGCCTTGAGTGGCTACCAGGTGCAGTCCTATAGCGC -CAAGGATATTCTTGCCGATGTCTTGATGACGGATCTGCTGAATCGCATGG -ACAAAGACATGCAGGTGGGCTATTACGACGTGGGCAACGAGGCAGCCGCT -GGCTCCAAGGACAACGTGGACCTGGTCTCCCGGTCGGAGTACGCGAGGCT -GTGTGACGGCGGAAGCGACTGCATCCTGCAATCGGGCTCGGCATCGGGAG -CTGCCTCCCATCCTTCGCTGCGGGATGACGAGTTTCTGCAGCACAGttcg -ctgtggggtcaccagttCATCTCCGGCGGAATGGGAGAGGGTCCCAACAG -GTATCCCACTATAGTGAAGAACGACGCCGgcctgcctgcctACTGCAACC -CTCCTAATCCCTGCCCTGAGGGCTACGACATGGAGACGCAAGGCGGCAGC -TGCATTGTCGACTTCGAAAACACGGCCATCTTCAGCCGGGAGTTCCAGGC -CGCTCAGGACTGTACCTGCGACAACGAGCATATGTTCGACTGCTCGGAAC -AGGATAGTGCTGATGTGGGCGGCGACAAGGGTGACCTGAACTCCGCCGTG -GAGCAGTACATCATGCAGATGGGCCAGGAGAACAGCCTGAACAACGTTAA -CAGCCTGGCTAAGAAGGCCGGATATCCTGTGATGCCCGATCCTCGGCTGG -ACGACGCGGTCATAAACCCGTTCCTCCAGGGCGACCGCTTGCCCATAGCC -GCCAAGAAGGGCAACCTTTTATTCCACTAAGGTAACTCGCTGATAACGCG -AGCATACACGACGTTTCCATATGGGTGTCTAATACTATTATCTATCATAG -CTGGTTATCAATGTTGTCCCGCAAGCGATGTCTAGTAATGTTTCTACCCT -TTCCCGAAAATAAAGTTATTCGTATAGTACCAGGGCTCTAAGCCGAAAAT -ATGCGGGTATTGGTCTAAACTTGGGGTAGGGTCTCCACTACCGAAGGTGG -GTTCGGATGTAGCTTATCCTTGGGATGACCCAAGTTTGATGAGAGTGAGA -AATATCGAATATCTGTTTGATGCTTCTATTTATTGTTTTAAAAAGTTTTA -CAATCCATCAAATCATCAATGATTATTCATTTAAAAAGAACTATCCTCGA -TATGTCGTCGAGTGTACAAATAGGCCACTGCGGTTCAGCTCCACGTTGAG -TATTTTGTGTCAGCATGCACTGGCCGCGTGTTTCGGATGATCCACGCGGG -TATTGACTTAAAGATAACCTAACAAATGATAGTATAGTACATCGCATGAA -TGTTGCTGCCACAGTGGGCGATCAGCCACCCAATTATTGGCACACATCGA -CACTGGCAGTGTGATTAGCTAAGCATAATGTTCGTTCTGTTGCCATGAAG -CCTTATGAACGACCTGATCCTTCTGAGCCAGAGTGTCCTGGCTCTCACTC -GCGTCCCTATACATACTATACAACACAATCCTTCCTTCTGACTACAATTC -TAGGTATTGGCTTAGTCTTAAGTTTAGGCAGTTGATGGAAAGAGGCGGAA -TTCGTTAACAAGTTACCTAGGTCTAACTTAGCTCTACGTCTAGGATGGGC -GGGTCCTTCACAGGCGACCTGTGCCATTACCGccgccgccgtTGGTGTTC -TGGCCCCAGGAGACCTGGTGGTGCGggtggggatggggatTCCTGGTGGT -CAGCCGCAGGGAGTTGCCGTCGCcgtcCTCGTCGATCACATGCTCGTAAC -CCTGGTTGATAGTGCCGCCCCCATTCGAGCCGTAAATCTGCTGCAAGTGT -AAGCGGACGTAACAAAATATTTCCATGAGAATACACATATTTTATGATTA -TAAATTGGCCTTTACCTCGGCACCACCACCGTTCACATTGAATACATCCT -TGATGCTGATGCCTGCATTCGAGACACGTCCGCTTCGCTGATTCGGCAGA -GCTCCATTGTTGTTAATCTACATATATGCATTAAAGAAGTTATGATCCTG -TATCTAAAATTTCTCCAAAAACTTTTCTAATCTCACCGGTGCTCCAGTTG -TGATTCCGTACTCGTTCTTTGCTCCCAGAGTTTGCATCGCGGACTTCCGC -CTTTCGGCCATCACCGAATTCTTACGCACCTCCAGTGCCCGGATGGTCTC -CGCCCGCATTGTCAGGCGGCGGGTGAGAATGGGCGTGGCCGGATTGTTCT -CCGCATCGGCGGTGAGTTTCAGGAAGCGCTTCTTGAACGCCACATCCAGG -GTGCCGATCTGGCGACGTGGCTGTCGCGCCTTCTCCAGATTTTGAATGGT -CTTCCGCCTGGCTATGCGATCTGGCCCGGAACCGGAGTCATTGTCGTAGT -CGCCATCGATTCCCTGCAGCCTCTGCAAGTTCTTGACGATCTCCACAGCA -TGCTAAATAATATCATAATTTTATtatTTGTATTAATGTCAATTACGGGC -CACCTACCTTATCTATTAGTTGGTCCTGTGTCAGATCCTCAGACTTCTTC -TTGCAGAAGTTGAGTTCAGTCGAGGCCAGGATGTGCGAAATGGTTCCAAA -TCGATGGAACAGCATGGCCGTGAACTGGATTATCAAAATAAGAGCAAAGA -AGAATACGAACACCAATCCGATGGGCTCCAGCTGAAGGTACTCCTTGGAG -ATGTGCACCTATGGGGGATGAGTAATACGATTAGCGGGGCCCTGAAGGAG -TTGATTTTGGGTTAGTGACActgaacgatttgatTGGTTGACGGTTTGGG -CTTGGATAATGGCTGATCTTGATACCAGTAGTCGGTGATTGTGGCATGTT -GAggttgaggttgtggtGTGATACCATTTGGGAGGTAGGTTATATGTCGG -GTTTGGTTTTAtttatatatttattGAACACATTGATGTCTGAGGAACAA -TGAACATGCTGGCCGCACCTCTGGCCCTTGTGTACAGAACTGTGATTACT -CAGAGGGGGATACTTAAGTATGTTGCTTACAGTTTACCGTGTTGTCATTT -TAGGGCTAACTGTTAGAACCGCGAAAATGCCAAGATGTTGTTCTGTTGTT -TTTACATGATGTATTCGTATGATAAACAGCCTGAACCATTAGGATGGGGC -TAACAAGGTAAACGGGAGTACCGAGAACAAAGAGCATCATTAGCTGTTTG -GTGATGTGACATGTTGgacatgttggGTAGTAAACATTTAGAGAAAGTGA -AACTGAGGAGGACAGGCAGGAAGTTAGAGGACCCGTCCGGAGGTTTTAGG -GTAAGACAAATACACTATGACAGCACAGTTGTGGGTAATACTATATAACA -TCGAGAAAAGCTTGTGTATAAACCTCGGATGTCTCTTCGATATAGGTAAT -GTTGGTTTTGACGCCCAACGGCCAAATAATGTGTAGCTTGTCCTTGTTCA -GTTGCAACAAGAAGACAATCAGCACGAACAGGGCGTTGGCCATGAAAAAC -GCAAAGACCGACTTGTTCCGCAGCTCAATCAGGTCGGAGGCAATGCGGGC -CTTCATTTCGATTCAGtttggattcagttcgatttcagatTCAGATCGTG -GCGCCAAAGAAAGAATTATACCGAAAAAAGAGTAGTGTTAGTTTGGCGTG -AAAGCAGCAATTACCTCCTGGGTGGACTCGTCGTAGGTGATGTTCGTCCG -CACTCCGAAGGGCCACTTCACGTGGATGTTGTCCTTGTTCAGCTGCAGCA -GGAACACGATCAGCACGAACAGTGCATTGATCATGAAGAACGCGAACACC -GACGAGTCGCGCAGCTCCTTCAGATCTTTGGCTATGCGGGCCTACAAGAG -CGTTATCCGATCCGGCGATAGGGGTTAAgttatgttcggttcggtATTTT -CGGGATGAGGGCTTTTCCGGGGAAAATACTCACAGCGAACCATAAGGCTG -GCTTCGGCGGGCCGAAGTTTAAATACTCTACCATACTACACATCTATATG -GATCTATTGTAGTAGACTAGATCTAGAAAGTGTTTATTATCTTAAAACTA -GGTTTTTAATAGACACTTTCTCTCCGAAAGTGGGCATCAATCTAACTCAA -TCTAATTTGaatcaatttttgaacaagcttttaagcaaatttaaGCCATA -TTCAGTAAGGTAGATTTGTGATCTGGATAATTGATAAATTTATCCAAATT -ATCTTACTGAGCTATGCTATCTTTGACGTTACTGAACGAGGTTGGAGAAC -TGCATATAGCTTAAGATATTATATACTTTAAACATGAGTTAACACCAAAG -AATATTAAGTTTAAGATTAATAGCATATGGGTGTATATTACCTGCTCCAC -GGGATCATTGTCGATGGGATAGAGATACTGGTCGATGAGATCCTTCCAGA -ACTGGATCTCGGTGCTGGAGAGAAAATCGACCTCGCCCTTGCGTACATCG -GGGTCCTCGATCCAGTAGGGATTGGTTAGAAAGTCTCGCTCCTGCTTTGG -TTCCGCCGAAGTGTCTGAGTCCGACTCGTCCGATTCATCGCCAGACTTCT -CCGCCACCGAGGTCAGCAGGTGGTGATCCTTGGAGCCACTGGATGTGGTT -CTCCTCCTGCCATGTCGGGAGGCATGGTGACCATGGGGATCCACAGCACT -CTCGATGGTGTCCATTCGATGTTTGATCGTGTCCAGCGATTCGGCGATGG -AGGTCAGCTGCTGCTTCTCGTCGGATGTTTTTCCGTGGGTGCAGAATATG -CAGCGGAAGAGTCCAGCGAGAGAGAACTCCACGGAGCCCTCCTCGTCGCC -ATTGTCCCCGATTCCACTCTGAAGGAAGCTCAGCATGCTCTTCTGCTTCA -CCCTCTTTTTGGCCTCctcggcggccttcttctccgcctCCAGTTCTTTC -TTGGTCTTCTTAGCCACCACCTCGCGGGTGCCCCAGGAGACGACGTTTAG -GTTGATGATAGAGTACAAGATGAGCAGCAGGTACATGGACGGGATGGACA -GCAAATAGATTAGGCCGCATGTAATGCACCAGAACTCTTGTGGATGCAAA -CATGCGGCTATGAAGAATGAGCCCACCATGGATATCAGGAAAATGGCCGA -AGGGGAGCCTATTCCGTCCTCTCCCAACTGCAAGGCCGTACCCACAATCA -CCGCCATCATGATCAGGGCATATGCCGTCGAAAGGACTTGGGCCACGAAC -AACTGGATGTTCGACTTACAGGTGAAGCAGATAAACATGAAGGCCAGGAT -CGGCACGATGTTGTAGTGGAAGGAGGTCCAGTTGTCAATGCGAAAGGCTG -CCACGAATGCACCCACCAACATAAGGAAAATGGTTCCGGGTCCCAGGATG -GTGCCGCCCATCAACATCATCTGGTAGAAGATGTACAGAAGCGAAATGTT -GTCATTGATCTTGATCGTGCGCTTCGCATCCGCCAGAAGATCCATGATGT -TGGCTATGGTCGAGGGCACCCATCTGCGCCGCTGGTTGTAGAACTCATTG -AATCCCTCGGGGCAGTGGGTGTACGCATCACTGGCAGCCGAGTACTCCAC -GCGGTATCCCCTCTGGAGGAGCAATGTGCACAGCCAACGATCCTCGCCCT -GATCGTACTGCACGTAGTGACGAGCCTCATCCGACCGTGTCGTGTATTTC -TTCATCACATTGTCATCCATGAGGGCCTTGCCCCTGAACAGGGAGAAGCA -TCCAGGTGAACAGAGCACGCAGCCAATCATGTGCTCCGTGGCCTTTTGCA -GCCAATGGCCGATGGCGTATTCGAAAAGTTGGTACCACACCATGGGTCCC -GATCCCACGGGATGAATGCGACCGCAGGCAGCACCCAGGTTCTTgttctt -cttcatcAGATCCACCAGTAGAGTCACCGCATTCGGCTTGAAGTCAATAT -CTCCGTCCAGGGTCAAAAGGTAGGTGTTCTCCGCAATTGCATCCTTGCGA -TCCACCGAAATGGGCAGCTCCATTAGACGATGTCCCAGCAGGTAATACAT -GTACATGACCTGAGACCAACGCTTCCTGTGACGAATGCGGTCCTTGTCCT -TTAAGTGCGTAATGAATTTGGTCTTCCCTGGAAGGGTCCACACCAGGCGG -CCTCCGTACGGAGTGGGATACTTCTTGGGCGGACGCAGTCTGATCGTGGT -CTGATGGATCTCGGAGGCAGCCTCGTCCATGGTGGCTATCAAGAGCTTGA -CGAATCGATTGCACTGGATATCATCGTCGCTGTGATCGGAGATTTCGAAG -GCGTCATCGAAGAAGATGTGGGCTGAAAAGGGAGTTGTGATTGTGGGCGC -TCTAAATGGATAATCTATCTTACTCACTCTCAAATTCATAATAGTCCGGA -TCGAGAACCCTCAGATACTTTTGAGCCACGCGACGAGCACACTGGTCCTC -GTCCATTCGCATGATGCTCTTCAAGAACTCTATCATCTCGTCCTTCGTCT -CATGCCACATGGTCGCGCAGGAGTAGATTCGTGTGATGTTGTCGGAGGAC -TTAATCGATGGCTTGTTGGGTGCCGAGGAGCGATCCGTGTGCACAGAAAT -GGTCTCGTAGTACTCATCGCCCTTTTCCTTTTCGATCTCCGAGAGATCCT -GTAAACGGGATGTTAAGTGTCTTTCAAGATACCTTGTCGAATACTTACCT -CTGTTTTCACATCTGCCTGGTCATCGCGCCTTCGGTTGAGGGCCATCGAC -TGATCGATCAGTAGAGAGGAGTACATGGGCTGGACAAACAACTTCTCGGT -GGTGGCCAGACGCTCGCACTTCGGAGTCCAGATGTGCAGTGCTATCCAGG -TCTGACTGAGGAGCCAAAGGATCCAGGCCCACGCCATTTGCTCGGTGACA -AAGTTGTTGAACCGGAAGTTCGAGGGGCTCGTGAAGAACAGATAGTCCGG -AATGGTGTCATGGAAGAAGCAGGGATCGTCGATCCGGATTCCACAGGCTG -CGATCAGGAACGTAACAGAGAGCGGAACAGTTAGACTGACGGGAAACGCG -TAGCTGAATCCCTGGATGAGGATCTTGCAGGCGAACTTTCCGAAGATGTA -GCACAAGTAGGCGCCGAAAATCTGTAGAAGCAGTACATACACCACCGTAT -TGTAGGCGGCATCCACATCCACGGTGTCAATGTTGGCCGATTCCAGGGTA -TCTGGAAGCACACCGCCCAGTCCCGCTGGCAGTTCGTAGACTATGATCTT -GTGGGGTCCAAAGGCATCTCCGTACATGGCAAACAGATTGCCGGGTTCCT -CGCCTTGCGCCCAGTAGATGAGCAGTGTGACGGTGAAGAAAAGCAGGATC -TTCCAGATGGATAGGAATATGTGGCAGAAGTAGCGAGTGTACTTCATCTC -CTCCTTGATGCGACCCAGGGCTCGAACCAGGCCGAGCGGGGACTGTGGCG -ACACGTAATTCTCCCACCAGCCGCACGAGATCATGACACAGGCCACCGGG -ATGACCCACAGCTCACGGCGGTTCTCCAGCAGCGGCCAGATCACCAGGCC -CGtcacctgggccgccaccgCCGCCAGATCGATGATCACCTTTACAAAGC -GCTTGCCCTCCTTGGAGGTGCGCGATAGAAGGCCGAAGATGCCCGGCACG -ACGCACAGGCAGTTGGTTAGCATGGCGCCCTGGATGGCGTCGATCTGGGG -CAGAACCACGAACATCAGCAGCGCCATGCCCACGGCACTCAAGCTCTCCA -TCAGCCAGACGAAGAGGAAGTGGCCCGTCTTCGGCACCTTAAAGGTCTTG -AAGAAGCAGATGCGGGCGGATCGGATCAAGGCTCCGATCTCGGGAAGGGC -ATATGCTATGAGCAGAGCCCAGATCCAGGCCACTCGCTCCTCCTCCGGAA -GTCGGACTACGAAGCTTTTGTCCCGACCCTTGGAAAAATGCATAAAAAAG -TAAGTGTTATCTTCAGTTTCTGATAGATACTTGGTTAGATGGGCGTGGTG -CTCTTACCAAGTCTTTGTTGCAGTACTCCATCTTCTTATCCTTGCGCACC -TGCGAAGTCATGAAGAGCATTGTGCCCTTGGCGATGACGCCACCGGTTAA -AACTATTATAAACGTAATCACATAGGCGAAGATCTTCaagatcttcacGG -TTAATTCTAAGCATTCCTGGTTCGCCGTCGATCCGGTCTCAATTTTGATT -GGCGGATCCCGGAAAACATCCCAACCCTTCGTCTCTTGTATGGTGCGTTG -GCTGCAAATTGCGTGAGGTTTCATTAAGCTGTGTATGATGGACTTGTAGG -ACTAATTCACCCATTTCAAAATTTTCTGTTAGTAATTAGAACTACGAATG -GCTTTGGCTACAAACCGATCTATTCAAAAACCAAATGCTCAAATTGGCAG -TAAAGATTTAAGAAGAATTATAAATTGAAACAATGATATGTAGGAAATAA -AAGAAATCTTGAATAACATTAAAATAAAAACGTTGTACTAAGTAACCCGA -TCAGATCATATGGTACTGCATTTGCATTGCTCACTCGACTGGATGATCTC -GACTTCCGGCACTTTATAGACCCGACTCCGCCTCGAACCGAACCAAAAGT -GATTGTGAGGCAATAGCGGTCGCACCTGGTTTAATGACAGCTTTCTGGCT -GATACGCGCTCGTTTTGGTTGTCTTTAGAGGTAGTTGGCCACCGCACCAC -TCCTATTCCGAAATACTTGATCCGGGAAAGAGACCTACCTGCCGCCGTAA -ATGTCGTGGGTGAGGGGCGAGCTCTCGTCGTCGGTAAAGTTGTTGTCATC -GCTGTCGACGTGCTCCCCAGCGGTTCCCGCTCCTGGTCCTTGGCCCGGAG -GGGCCATCGGGCGATGCCGCATCGCAGACATCTCCCACGGTTGGTGCTAG -CGCCAATCCTGGAGTGGGTGGCCAATGATCGGCTGCAAAGAGTCGGCGAA -GTGAAGAGAGGTAAgtaagtaagCCCAGGTTGCGATTGTTCGATAAGCCG -GTTTTAATGGACCAGCTATTTATGGCCATGGAACTCGGCTCCCAAGGACA -GGCGTCCTTTGACTTCGCCCTTAGACCGGTTTGAGTGTATACCTCCAAAT -CACGAGATGCACCTTGAACACTTATTTTACATGACTGCTGAAAGAATTCG -ATGATTTCGAAACATCTCGTTCCCAACTAAAACTGAAGGGATAGCGCTAA -TTTGAAAATGGACCACTTATATATTTCTTTTCAGTGTAGACTGATTTTAG -TGACTCATGGCTTGGGCATATCTGCGATTAAATTTACATGATCGCACGGC -TTCGTGCGCCTCTGGATTTCCCCCATCAACTTTTCACTTTCACTTCTGTA -ACTTTTTGAATAACATGGAGTTATTTAAGAAATGGCTGGAGCTCCGCAAG -TCGCATGCTCCACCCGAGACTCGGATTCGCCTCACTTGCTCCACATGTGG -CACGGAACTGAGACTGATGTGGCCTGGGTCTTCTCTTTTTATGGTAATTA -GCTAAGATTACTTTGAATTGCCGTCGCAATCACATCATATTGTTCTGCCA -ATGGAGGCCTTGTACCAGATTCCCGTCCGATCGCAATATTTATGGTTAGA -GGTAAATCGGAGAGTTACTCAGTTGGTATATTGGAGGCGATAGAAAGATT -TAGTTGCAGGGAAACCCAATGTTATTTATTTAATGATGAAAATCAACCTA -ACTGTTCGGTTGTAGAAACTTAAAGAAAAACAAGAGAATCGAGTTCCTCC -AATATCAGATAGCCCTTACTCAGTTTGTGGGGGAGTGCTAGGGGGAAATT -TCCATGTTCTTTTGGCATATTTAAATTAGCAAGACAAAATAAGTTGGATT -TTAAAATTCGACTATATCCGGAAAATCGTAAAAAACGTCAGAAGAACTCG -GCGACACTTGAGCAGATACATCGTTGTTGACCGACACTAATCGGTTTTGG -TTGCCCGGAGAAGGTTTTTCAATTTGGTGAGGTTCAGGATAGGATTTAAA -GGTTTCCTGCAATCTGAGTCGCTTGCCCACAATGGCCCCTGCGATCGACC -CCTTGGGCAGGGATCCTCCACTTTGTCTTTGCCTCCTTCGAATATCATGC -TCGTTCTTGCGGCTCGTGGTTTTTTTTGGAGCTTTGTCGTTCTCGAGAGG -ATTGCTCTTTTGTAATTTGCTGGACCTGCTGGGCTGGACCCCCACGAGCT -GCGCGGCAAGGGGATGACACCGTTTAAAGCGGGTGTCCAGACTGAGATTC -ACCACCAAGGCGGATCGCTCCGCCTCGTACTTCTGAAGCAGGGCCTCCAT -GTGCCGGATGAGCTGCCGCTCAACCGGATTTACGGACCGCTTGGAGATAG -CCTTCTGTAGCCGCTTTGTGATCGCCACCTCCGACATGAAGCACTTGACG -AGGCGCTTTATCAGCGTGTTGAATTGCTGGTCGCTAATGGGACGACGATC -GGCCTGGACCACCCGGAATGTGGCGTTCTCCACCTGATCCGGATCGGTCT -GACCCCTCATCATCAGTGGCGGCAGCTGGACGCCCCGATTGCTGGACAGC -TGGGAGCtgctcagctggGTGACCTCGAAGGTGGGTGCTACTGCTTGTGT -CCTCTTCGCAGTGCCACCAGCCATGGATTTTTTGGATAGAGTGGCTGAAT -TCCCGGCTTGCATGATGTATCAGTGAAATTTGGAGCCTCTTATTGCATTG -CTGGCTACACGGAATCTAAACAGTTGACTTGACAAATTTTACAAAGTTGA -AAGTCTGACGGAAGGAAACCAGAAAGAAGACTAACGCAAAGATATCCTCT -GTGATTTATATTTTTATGAGGATACTCTGTATTATAATGTAAATATTGTG -TTTTGAAGGTTATAGAAGTGGACAGTAAAGTATTTTATAGGCAATGTAAT -AAAAATTCAATTTTGTATTAAACCCTCTGGCCAATCAACGCTAGTGTGTT -TGTAGCAATCAAATTGAAGTTGAATAAAGATAGTGCTTGTAGATTGATAT -TAATTAAATGTTGGGACAGCTTGGAAAAAGGCTGATTTTGAGATTTAGTA -ATGTAATTTCCAAATCACATACAGCAGCTGATTTGGGATGCTGTGTACTA -CATGTGGTCCTTGTGGAGGATTCTGCGCACAAGGATTCCAGGAACGCACA -ATTTTGAAGCTTATGCCGGCAAGGGTGGTTTTTACTGCCACATCCTGGGA -GGTGGAGGTGTCAGGATGCGAAAGTGTGGTGAAAGTATGTCCTGGGAGTA -CCCATTTTGAGCTTTATAGGGCAGGGACAAACGGGACGTTTCAACCGGAC -CGTGTGGCCTAAAGGATAAGGCGTCGGACTTCGAATCCGAAGATTGCAGG -TTCGAGTCCTGTCACGGTCGATTTAACGGCTGAATGCATTTTTTGCACCG -ACTGGCTTGTTTAAACTTCTCTAGTTACTACCCTCGTATGGTTTGCGTAC -TCAGAAACTCATCTTGTTTGTTTTGAAACACAATAAAAACCAGTTTCTTT -CGACTCTGTGGCAACGCAAAATGCAAAATCAATTAGGTATGGAAAAAAAG -ACAACTGAGCAACCGAAAACCGATTGGATCGACCACTGGTAATGAATATC -CAGCAGATATCTCGTCTTCTCCAGTGCTTCTAAATATCAAATGTCCACTA -TAAGTTATTTTTTGAGCCAGTAAAACTTGTGAATTAGCTCTAATACGTGC -CATTCATTCCGTAAGCTGAGTTTTTTGGTTGAAGCTGAGCAATACAGTGG -CTTGAATGTTAGTTAAACGTATCAGTTTAGATATATGCTTGTCAATATAT -GTATATTAATTTCTCCTAATGAACATGTTTTTTTAAAACATCTTGGGGCG -TGGATAAAAGACCGTTTCATTAAGTTTTTTTTCTGGCTGATTTAGCTTAG -AAAACTTaaaacttaaaaACAACATTTCTCATTCGAGATTAGCAAATGTA -ATTTATCAGAAACTTGTCTAATTATCCAGCTTTATATGATGAATGATGGC -GTCCATTCAGTTCAAAAAGAGCAAGCCTATAAGTCGAGTCGAAATAAATA -TGTGTGTAAGTCCCCGAAAGACTTTGAACCTAGTTGACCCTAGACAGCCT -CAACATTGGAGTACTTTTACCCACACACGAAACGTGCTCCCCATACCAAT -TATGACCCAAGTGGAGGAACATACGAATTACCAATCccaatcccaTTAGG -CATTCAAGTTGAGTCCACGCATAGGGCCAGAAGATCGGGCGCAGAAAGGA -TTACTGAGTTTCAGAGCCGCGGAGAAGTAGACATTCTCGTATATTCTCGT -TTGCTGCCACAGATCTCCGATAGCCAACCGGTCGGACAGGAAGGCAAACT -GGAGCGGGCCaactggAGGTCTTGGGGGCGTGGAACCGACTTTTTTTGTG -CTGCCCACCGAAGTAGACAATGGGACACAGCTGCAGGCGCTGGGCGATTT -AATAATTTTTGTCTGTTGTAATAACCACATTAGCGACTGTTGGCGTACGC -GGTATGGAATGGAGGGTTTGTAATGGTGGGCGGCGGGAGAGAAGCGAAGT -GAGTGCCTATTGGACGAAACGTCAAAGGCACTACAGGCGGAAAAATAATT -TTAAAATATTTAATCGCTTCACCAACATTTGGCATTCCATAGAAAAGAGG -TAAAGCTGAAATTCACTGATAGAGAAAACGTAGAAAATGCCAAGATTTCA -AATTTAATAAAACTATTTtcactatgattaacaattatgtgaatgtgatt -aacaattTGTGGCTTAAAAGATGTGTGAAGTAAACGTAGTATCCAATCTA -TTCTATCTTTTTCAAAtatatttttaaaatatTCCATTCTTTTTCCAGTG -TTTCGTTCTACTTGTGTATCTTTGATCCTGTCATCAAAGTCATATACATA -GGTCTATAAGGCTTCAAGGGTATGCCTAAATCCATCAAACAACAAAGGAT -TGAAGGGAAATATATGCTCTGCGAATGAATTAAATATTCACTTTTTAGGA -GATACGTAAACTAATTTTTCTGTGCACATATAAGGCTATGTATGCGTTTA -AATGTTTTGGCTTTGCGGCTCAGCTTAGTCAGAAGCCACCATAGAAGGCG -AACAATTAAAAGCTGCGCTGCGCGGAAAGGTAGCCAGAAAGACAGAAGCA -AAAAAAAGTGAAAGTCAGATACTTGTAAAAATGTTATAGAAATAAGCGAA -CACAATCTATGCGATACTGGTGCTCAGATACCGGAGTGTTTCATATACAC -AAGCCCGAGTTGCTGCTGCTTGGAGTGGCGCACAAATTGATTGCTACACT -TAAGCCATCTAGTCAAAACGGGAACGCGGCAACCGAAGCGGCCACGCCAA -CCAGCTGCCTACTGCTATTGCCGatcgccgatcgctggttgctagttgct -gattgctgattgccgatggccgGACAACCAGTTTTCGGCGGACAACAGGA -AAGCCAGCGAACTGCGGCCAAGAAATATGCGCCAATATGACTGAAATAGT -AGCCATTATGCGAAAAATTGCATGCGAAGCAAGCCGGAACGAACGGCGGG -TGAATTGGTGGTGACATGGACAAGACGGGGCAAGTTTTGGAGTGGCGATC -CGGGGAGGGACAACCATGGGTGTGTGGGTTCAATGCGCAGTGGTCAGCTG -GCTGGGGTTGGCTCAAGTCAACTTACTCAAACCATCGATTTATGCTTGCC -ACGACAGAGAGCCACAATTGCTTGAAGGTTGCCTGCAATCCGATTGCAGG -AATACCAGTTGCTATCGATCCGGGTGATTCATGGCTGCGCATGCCAGACG -ATCCATCTTGGAGGTGCACCTAgcagctagcacccagcTCGAAAGATCGC -CAATCGAGCTTGGGAGAGCTTACTCCGTCGATTTGAGCACTGGATAATTT -GTAAAGTTTTGGTTATCACATTTTCATTGTTTAACAATTTGCACTTAACA -TTGAGCCGATAATAAATGCTAAGTTTGAATGATAAAACATTCGAAACTAT -TGAAAATTTGAAGTTTCAAATATTTTTCAACAAACAGTCAATATTTCTTT -AGAGGATTAGTTAAATCATCACATTTCAGATAcatacatttatttatttt -tgtatatatgtatatatatttTTGGTCAGCTCATTTAATTTACAGTTCTT -TCACCGTTTGGTATCCTGTTTGTCTGCAAACTGTTTTACCGTTGCATTCT -TGCAAATATAAAAAACTTTTTCGACTTGAAGTGAATCACTCGGATTTCGG -TAAATTATTTTCTACCCAACTTTACCGTAACCAAACAAAAGGCGTTCAGT -TGCAGAAAACTTGACTATTTTTTCAATAATGATGCTCAAGATTGAATCGT -GGTATTTTGATTGTGGGAAATGAGTCACAAAAGAGCTTAAtatttggatt -ttacgtaatgagtGAGTTGAATCGGAACTGGCACTTCATttttgggtttt -tctttttttttttttggtttcccTTCAGACCTGCGAATGATTTGTCTTTT -GTTCGGGCTTTAATTTGAGCGACCATTGATGGGTTTATTTTGGGTTTTGG -AAGACTTATTCATTCATCGATGAGTTGTCATGTTTAATGACACACTTATT -TTGGTCATAAGCACTTTGAAACTTGGAATTTAAAGGCATTTAAGGCATGT -TAAAGAAAAGTTATAGCCCGCTCAATGCAAAAACGTTCTTTCAAAGATTT -AAGACTAGTTTTTTAAAAACAGTTCGATCAAACCGCTTTGGCATTGACTT -TGAAGTTGTTGGTCTGGCGTACCTCTGCAATTGAATACTCCAAACAACAG -TTACCTGCTACATCAAATCAACATTGACTATTTGCTAAGCCTTTTGTTTG -GCAACGCGCCAGTGGAAGAATGTGAGCGAAATTCAAATGACCAAGCTGCG -GGAGAAAAATCGAGAGAAGAGACCTCGAGACTGGAGCCTTGAAGACAGAA -TCTCAAAGCCTGAGTGCATCTCGCTGGAAATGCCAAGCGGATGAGTAGAC -GTACTCGGCTGAGCCAGGTGAAAACCCTCGCTAGGTGACCTTTCCCGCAG -GTAATTCCCTGTGAAAGCCTCCAAAAACCATTGCGCAGCCCAGAAATCTT -GGCACTGACTCTCCTCTGCTGACTAATTTAATCATAATTTATAGAACAAG -TTGCTGAATTTTGGGTGTGTTGCTTTATTTCGGCGAACGGGTTTTCGAAT -CCGCAAACAACGCAAATTGTTTCCAGCTCCGCCAAAATGCTAAGTAGCCA -GATTTGATGCAGCCTGTAAAAAGCAAAAGTGTTGCTAATAAAACCCGTTA -GtagcagaagcagccgcagaagaagaaaaaaaTGAAAAGCGAGAGGCTGG -CAGCGGAATAGAAAGAGATCCGTAACTTTCACATGCatatacatacatat -gtatgtatgtatgGCTTTGAACGAGTGTGCTTTTGTGGTATGAGAATTAT -ACCGTTGCTTTCTTGCGATCGGATGACGGCGATGAAATGGCACAATGGAA -AAGTCAACCCAATGGGCGATTGTCTTCCGCAGAAGGCGAGAGTGAGCCAC -TTGGCCAGGTGAAGGTATCTACGATTTTTTTGGCTATAAGAACAGTAGAG -TTCCACACAGAGGCACTTTTCACACGCGGATTAGGGACTTGGCCAACTTC -CTTTCTCTTCCTTTTCTGCTAGCGGATTCGCCTGCGTGGCCCACTGCTTT -GACAACTTCATTtcATatttgatttcttttCATTAACTTTTTCTCTTTGC -CCGTGTGTTGGTAGTTGTTTCTGTTGCTGCACTAAACTTTTGGCCCAAAC -ACACAAACACGCTCGCATTTGCCCacacacagacacacacgcatgcgcgc -acgTACCGTTTTTTAAGACGTTTCtctctctttttCGCTGCCGTCCGCGC -AGCTCTTTTCGGGTTCGTTGTCTTCGCTAAACTGAATTGAAGTCTTTCGT -TTTTGCCACTGGAAGCGACCGCTGCCGACTTCGCAGTCGCTGCGCTGCCG -CTGGAAGTGAATTTTTATGAGCGCTTTAGCTTGTTATTCTGTTTTTGTCA -CCAAAGCCGCCTGTTTTTTCCCGTTTCGGTAGCGGGTTCTCGAAATAATT -GCGCATTTGCTAGTGAATATCCTTTCTCTTAAACAGAAGAGAAAGTTTTC -CTAGAAATTAAATGCTTTATTGCAAAATCTCAAACGGAAAATGGATATTT -ATAAATTTGATTTAACATTTCTATGATACATACAATTTTAAATATTTCGA -TTCAATAATGTTATTTCCTCGAGTTATCAACAACTTTTTCTGCAGTTTAT -ACACTCCTTCCCACACTGCATGTCTGTTGGATTTTAGTTTGCATGCCTTT -ATTTCGTTTATTTTTGCGACAACTTTGCTCGAGGTCGTCTTGTTTTACCT -CTTAGCCGCTTTCTGCAGGCGTATTTTATTAAAGCTACTCCTATATATAT -TCCGATCAAAGAGCGAAGAATCTCAGAGCGCTCTGCAACTGGAAGCACTG -GACGATTACATTCAGTTGCATTTACCGTTGTTGTTGGCTGGAAAGCCGTT -TAGAGCATGCGCAACATCGGAGGACCTTAAAACGGTAATAATTCGCTGAA -ACGACTTGCTTTTGGCTTGAAAAACATATTCTTCTGATGTCTTGTATTTG -ATTTTCAACCTTGTTGTACTGAAGAGGTATTTAAACTATTTATTTTTTAA -ACACCATAAAATCATTTGATTACTATATATCGACACTTATCGAGAAAATA -taatttaaaataaactagataatatactatagcatTACAATGGTGTCTTT -AAATATAGACCGCCAAGTAATTATTTAAGATCGTAATATTCAAATGAAAA -ATTTTGAACGTCATTGAGGCAGAAATATATCGATaacaatatcgatatgc -ataTTTTATCCAAATGAGGGCAAATACCAAAAACCTATTATATCCGGTAT -ATTGCAGACATCTATGTTGTATTTTAGTGTCATTTGCCGGTTGTTCGAGG -TATTTTGTTGCTGTGGCTGCGGTCACACTGGTCGTGTTCATAAAATAAAA -AGGAGAGGGCAATTTAAGTAACAATAATAGAAATAAACAGCCGACCGACC -GATAACTGAGTCCCAAAATAAGGCGCACCTAGTATAGACAAGCAGGCAAA -CAAGGCGGCTGTGCGGGCGGAGGTGAGTATCGGATAATGTCAGGCACCGA -GAAACCCAAATTCCGACCTTCCGGAACTGGCGTACGAACGTGACCCTTCG -ATGAGTGCATGTACACTATGTGTCATGTATATATGTCGGTTTGCCCGTAG -ATCCTTCTTACCGGAGctgacctgaacggagcggagtggattggagtgcg -gagcagtgcagtgcagcTGAGCGTGACAATGGGCGCCTGTGTATGTCGCA -TGAACCCCGACAACGAGACGATGAGCGTCTCCTCTGCGAGCATCTCGCGT -CCGGCCAGTGCAGGTGAGTGGCCTTCGATATATGCATTGACACTTTCTGT -ATAGCAATAGGCAATATCTTATACTCATCCCCCCTCATCCCATGCAGGCA -TTGCCATGGGTGCGGCGCGCAAGAACCGACCGCTTTGCCACGAGACTATC -AGGTGGCGGTCCGACGTGCCACTGACCGAGGGTCAGCTGCGGTCCAAGCG -GGACGAGTTCTGGGATACTGCGCCGGCCTTCGACGGTCGCAAGGAGATCT -GGGATGCGCTACGGGCGGCAACCACCGCGGCCGAGGGTCTTGACTTTCAG -ATGGCCCAGGCCATCCTGGATGGGGCTAACGTGTCGGTTCCCAATGGGTG -AGTTGCTCCTAACAAATGTGACCCATGGACAAATATATGTTACTTAAAAT -CAAGTAGTAATTAGTCTATAGACTGTGGTAATTGACATACGCGTACCAAG -AATTTGTACAACGAGTTCGATAGTTTCTAATGCGAGTTGCCCCATTGGGC -AGAAAATCAATAATGTATACAGTGATTTCGCATGGCCATAACTCCATTAA -TGCATGACAGCGATTTGCAAGTGTCCTTTGCCGGACACCACAGGGGTATC -ATAAATAAGTGATGCGTCGTGGGAATCAGAAACGGAACAAAATTACGAAG -TACGCACTATTCAAATGATAATTATATTGATTCAAAATGAATGTTAAATG -ATTATATTAAAAAGGATTCCCTGCGGACTATTTATTTATCATGCTTCCGT -TATTTAAATCGGATTAATTATTAAGTACTTCCTGCATAGAGTATTTGACC -CGTCGACCCTGCGACTGAACTTCCCCGCGCTAACGTTTTTATTATACATC -GATTTTTGACTGACACTGGCACTCGCCTCGGACTGGAGACCACATTTATT -TAAATGCAGCGCTGACCTTTTCCAACACTTTCGGCATTGCATGCGTGCAT -CAGTGTCCTTGAAGAGGGTTCCCTACGTAATTCCGCCATTATCTAATCCC -TTATCAGACTTGGCCCACTTGGCATTAAATCATTAGCATTAGGTTCCATT -GAGCGAATAGTTTTCGGGCTGGGTGGGGATTTACGATAAGATAATGATAG -TAGGCCCACCTGGTTACTGATCACTGTTGTGCTTTTCCACAGCTACCTTA -CAGAATGCTACGATGAGCTGGGCACCCAGTACAAAGTGCCCATCTACTGT -CTGTCATATCCCATAAATATCGTAAAGGAGGAGAACGGGCGCGACTCGCC -TGCCGAATACTCTGAGCCCGTGGATGGCGGCACCGATATCTTCTTGAAGC -TGCGCATATCATCGACCATGACTGATGTTAAACTACCCGTTTACTCCAAG -GACACCGTGGGGCAGTGCAAGAAAAAGCTTCAGGTGAGTCCAGCCATTTA -TCGATTACCACTAATAAAGAAATGTTCTGTACTTGTTGAGCACAACGATG -TATTGAGCTTGTAACGAAAAAACCGATGGAGTTACAGAACTAACGATTTT -TTGTTAAATTAACTAATCGAGTGGATCTAATCTATAGGCTCCGGATTAGC -ATGATTAAAATATCAAAACATTTTAGTTTTACTGTGCAATAACTAGCAGC -ATTATTAATATACTTCAACTTTTCAGGCCGCGGAGGGTGTCGACGCCTGC -TGCCAGCGATGGTTCTACAGCGGAAAACTCCTGGGCGACAAGGTGCCAAT -CGACGAGTGCAGCATACACCAGGGATATGTGGTGCAGGTGATTGTCAACA -CGGAGCACTACAACCACGACAACAGCACGAGTACAGCGCACGCCAGCTAG -CGGCGCAGTCTACTCCCACTAGTCAACAGCATCAGCAAGGAGCCACagca -gcagccgcaggatcagcatcagcagcagcaacaCGTTTTGGCCAAAGCGG -GCAACTTCATCCGGCGGAGGAGGATTGTCACATACTCAGTTCATGGCACA -AGGAACCATAAGGGGAATGTACAGAAAATAGCAGAGCATCAACGAGTACA -ACAGCAACAGCATACTCATAGCATTTATCAAAACAAGCAACAATTGCAAA -TTGTTGCCCTGTCTGCCTTGTTGCtgttgcttttgttgtGGCTGCTCGCC -TTGTTATGCTTTGTTTAATATGTCTATATATAAAATTTGAAACAAAAGAT -CGAAACCGAGTCGCTGAGAAAGGGAATTCGAAATGGTGAATAAgaataag -agtgtgagaatgaTATACATAAATCATACACTTACATATATTTTTTTGAT -GATAATTACATGATAAAACAACTGATTTAGGCAGTGCAGAAGATATATAC -ATGTCAACTGTATATAAAAGCAGATATATAGCAAATAGTAACCGAGATCT -TGGCCACTTGTCTTGAAAACTGTAAGTGTGTACATTTTCATAAAAACCAA -CATAGAAGGCCTCTATTAACTAATTGTAAGCAAGTGTTAGATCATTTGCC -CGATGTATATGTAATGTAAAAATAAACGAGAAACGTAGTATTTGGCCGCA -ATGGAAAGCATGCAACAAACCATTTTTGATACTGTACAAAATGCCAAGCA -CAAAACTATGAGAATGCGAATCATAACACAcagaacacacagaTCGTTAA -GCGAATAACTTGCTCAAATGTAGTTAACAAGAAAGAAGGGAACACATCGT -GAGGAGGGAGGGCAGTGAATGCGAGGTGGGGAGTTGGAGAGTTAACCCAA -GTACCTTATAAATGTATATGATTTAATTTGCGTTTGGAGTCAATAACTTA -TCTCTGATGTACATGAATTTCTTGTATAAttttttaaataaattTGGATA -GTCAAATGACCGTTTCCAGTGCGCCAGCATACAGCATTTACTTCGGCGGT -ATGTAAAATGTGGATTCCACATTAATAACTATAATAATACGAGCACTGAA -TTAATAAGGTCTAATGTGTTTTACTTCAAACGCTTTCTTTTTTCACGACT -TTAATATATttaatttatAATTGTtatAATAAATTAGCCAATTATTAAGT -AATCCGATTTTCTTTTGCATTATATAATCCAAAATATGCGTTATTTAAAC -ATTTTTCAATAGCGTACTTTTAAAATATCTATACTTTTCTGTATTTCTGT -AACACACTGTGCGAAAGTGCAATGCCAAAGTTGAAATAAATATTGATGGG -TGCAGATGAAACAATAGAATACTTAGGTATTCAGCTGTGCGAATCGCTTT -CAATGATTTTATTGAAACCCATCATTATTTCACTAATCTTATGAAAAACT -CGTAGTCTATTTTTATTCTCGTGCATCCATCTTTTGCAGCAAGGTGAGAA -ACGAGAAGGCAGTAGTAATAGTCTTAAGAAAAATAAAGAAAGTACACATA -TTTTTAGTTTAATTGTGATTTAACTCTAAGTAAGGATACCCACCCCTCTG -AAACGATCCACGTTTAGATTGCTTATTTTTCCGGCCGTAAGTTGGAACTG -CCTGCGGGAATTCAGCATAAAGAACATGTAATCACTGCGAACATCCTTCA -AATGTCGCTGCCAAGGACTTCGCCAGAGGGCTTCACCGCACCGCTGGCTG -TTCTGAAAAACGATGTCCGCGAAGTAGCAGATGATGAACAGCTCGTAGAG -AACTAAGAGCAGGTACTGGCCCAAGGAGACCATTCGCATGAATGAGTTGG -CCGCGGTGCTCTTCGTGGAGACGAAGGCTACCAGGCACATAAGAAAGGTG -ACTTCGCCAATCTTCACGAACCATATGGGACTGTAGAAACTCTCAATTTT -CTTCAGTGCCGCCACTATGTATCGATGGTGCTGAATGCACCGCACAAAAG -ACAGCCTGAATGCGGAGGAGAAGTCCATTGAGCTCCCAACTTTTAGAAGT -TCTTGCAAAGGTGTCTCCTCCTCCACGGAGTAAGCATACTGACCTGGCTC -GACATCGGCCGCAGATTGCTCAGCCTGCAATTGACTGCAAGAACAGATTT -TAGCCATTAAATGAATTCAAATATATATTTAAATTACTTCAGTTCCGTCA -TATTGGCTCCCATAAGGACATAGCTGCTGGCTAATACATTCTTGAGACTG -CAAAAGAGGACATCGTACTGCCCTGATATCAGCACACAAAGCACCATATG -CAGGCCACTGGAGGAGGCAAAGGATGCGGCCACTTGGATCTGTCCCATCG -CCTGGAGAAGGAACACTACCTCATAGACACCGGGTTGCTGGGAATTGTGC -CGCCAAACTCAGTATTTCCTGTTCATATGTTTGTGTATGCATATTGAGAA -CTCACTGTATAGTCAAAGGGATACCAGCAGGCAAGAGGAAGACTCCTATC -ccggtaggcaatgggaagaGCCAGCCAGAAAATGGTGCCTATGTAGCAGC -AATACACATAGGTTTTGATCCATAGCTTGGACATCCGATAGGATCCCGCC -ATTGTGACGAAACTGAATCCCACAGCCGAACGTGTCTCGTACTCATCATT -GATGTTGGACAGAATGGTATTCAACAAACCAGGTCTGAACCTCCGAAAGT -AGAGTTTCATCGCTATTGTCCACAGATAAATAATGGTTTGTATCAAACAG -TTCACGAAGAAGTCCAAATCGCCTTGCCCATAGTTGATGTAGATGGTGCA -GATGTACAGGCCAGCTATGTGTACCGAAACGAAGTAGTTAAAGAGCTCGT -AGGTCAAGTCACAGAATCGCACCAGAACGGCCAGGACTCCAGATCCATTC -ACGTAGTAACCGAAGGGATACATGGCCGCTATACACATGGTTTGCCTCAC -GAATACAAACAGGTCGCGACGCTTGGAGTCGTCCTTAATCCTTTCTTCCT -TGAATGTGCTCTTCATTGTGACCAAAAAATATTATTTAGGAGTAACGCTT -TTGTCTAACCCTTTTATGGGTTTTTTCCTTGCCTAAATGTCTATAAGCTG -TTCAATTACATGTTCTCAACTTAGTAAACTTTAaattacatgtTGCAGCA -AACATCGAAAaaaatatatTTTCATTCTGATTATATGAATAAATGATAAG -CTTGGTTGGTAAAACTTCGTTTGAATAAGAATACTCCCAAGGAATTGTTA -ATAATTTAAACGGCCAAGTTTCTGCTTTGATATACTGAATTTTATTTTAC -AAATAAACTAAATATACAGACATACCCATGAAATCATCGTTTTCTTTTCA -CTTGCAAAACATGAATGATTGGTAGCGACTTCATGGATTTTGGCCAGAGA -AGTTGGCTCAGTTGGCCAACGGAAATGTGCTGTAAGTTTTGCACAGTTTG -GCAACTGGGCTCTACGAGTCATAACGCCACTTACCCACCCAGCCATTCCG -ACAGACGGGTTCTGTGTAATTCGCCAGTCGACGGGCCATCAATTCCAAAT -AAACCCAGCCGTCGAGGAAGGAAAGCGCTTCCCATTGAAGCCCAGTTGAC -CATGTCCGAGGAGTCGTGACTGCGATATTTTGGCAGCACTTGATTTCGTA -CGCCGAAATGCGCATGCAACAATGGACGGACGGAACCAATATGTCGGAGG -AATAAGTCAGCCGGGAGGAATCCGTTCGGGGCTCTCCATCCTCCCACTGA -ACACTGCCACATACTTTCCTTTCCGTTGATCAATGTGCATGTTGCACAAA -GTGGCGACATGCGACGATTGAAATATATGGGTGGCATTGTGCACTGTGCC -ACACGCCATCAGGCATCGCCATCGAGTCCTGGTCCTTGCCCTCATCCCTA -GCTCCTCGGTCATTATTTTAATGGGACGTTCGTGGAGCAAGGCTTTCATC -CTTTGGCATCCATTGCTCAACTACTTCGTTGCATGGTGAACATATGGGGA -ACAGTTTCCCTGATTAATTTATTCCTTAATTTGATGCATGCCCATTTTAT -ATGTATTTTAAGCGGCGTTCGAAATATGTGTTTATGAAAGAGGATATAAG -CAAGAACTTCCTGTTTTCTTAAATAATAGGGGAATTTAAGATTCATGGAT -TCTAtttttttttttttttgagagggAATATAAGTGTTTTTAAATGGTTA -CTGAACCTTTATTTATACTCAATAACTTAACATCATATGGAAAAATATAT -TATTAATTCAGATTAGGTTTTCGAATAGCTAAAATaatatattaATTCTT -GAGGGGTTTTAAATCTTAATCAGAAAGTATTGCTTTGCGTTCAGAGCTTG -TGAGCTTATTACTGCCCAGAAAGTACCACAATAAAACCGCAATTCGAAGT -TATttattcattccTTAATACGCTGGTTCTTTATTATTGTAATTACTGCA -ATGTACTGGTGATATACGATAGATTAGCAATGGGTTCTGGCGAAAGAATG -AAGCAACTAAGCAAGGGTCATGCACACGAGCTTGGACTAAACAAATGAGC -GGCTGATATTAACGGTTAGACAAGCTGGGATAAGGTCGCAGGATCAGGAT -CTTGgatgctgaatcccgaatccTGGCGGCTCCTTTCACGCCTAGTCGAT -GTTCAGCTGCCGGAAGGTGCCCTCCATGCCGAAGAGGTCATCGCTGGTCT -TGGGAGCGCCGGGGCGAAGGGACTCGTTCGCCTTCTTGTCCTCCTGGTCC -TTGAACCACTGGGTGTTGTCGACCAGCTTCTGCTTCCACCACTGGTTCAG -CTCGAcgacgccgccGGCCTTGCCGCCGTACTCGTTGGGCAGGAGGTCAC -GGGGCACCACCTTGTAGAGACTCTCCACGTCGTTGTGGAAGGTTATGCGG -CTGCGGATCTTCTCCTTCACGAACGGCTTCACAAAGTTGAAGATAGTGTC -CACCAGCGGCGAGATGTTGATCACATGCACCTCCTTCACCTTCACGGGAT -AGGCCTCTTGCACGGCGATCAGGAACTTCTTCACCACGGTGGGCGAGAAC -TTGGCGAAGTGGGCGGCGCTGGCCACCGACGCGTCCAGGATGAAGATGTC -GCCGGCGATGCCGACGCTCTCCTCCGCCAGGCGCACGTCCCCGATCATCA -GGGCCACCTTCATGGCGTCCAGGATGTGGTGGGGCTGGAAGTCGCAATCG -ATACCCCGGATGAACGTGATGCGGCGTCCATTGGGCGTAATCCCCGGGAG -AGTCGGGCAGTGCCTGTAATCAAATATCATTGTTTCCAGCGAATGTGATG -ATAATTGCTGTCTGCGGAATACTTACACATAGTCCAGTACGATGTTTAGT -TCCTCCCGATTGATGTCCCGGTTGGAGAAGAACTCTGGCACCGCGTTGCG -CATGGTGTAGTACATGTCCAGCTTTTTCTTCACCTTCTCCAGGCTGAACT -TGCAGCCGCGCAGGAAGGTCGTGAGGCGCATGTCGTCCATGTCCTTGGGC -AGGTGCGGCTGTGTCTCCAGCCACTCGCGAATCAGCTTGATGTCGCGCTC -AATGTCTGCGGGGTCCTCCGGCTCACGCAGCTCCTCGCGGATGCTCACGC -GCTGGTCGGGTGTGGGGTGTAGCATCATCATCTGGAGAAGGGTAAGGTGT -TATAGGTATTTCTACATGATACTCACATTCAAATATTCAGTACAACTTTT -AATGTAAATTTATCTTAAAACTTGTTCATAAAAACGTTTCAATCTTCGAC -TAAATAGCCAAGTTTCGTCAGCATGTATTGAAAATTTAACCCTTTATGTC -TATTGGGTAATGCCCAGTGCTTTAAGAAAATATAAaaagataatgacaat -gAAATAGCAACCCCCAATTCTTCGCTGGCCATTTCGACACACTTTTTAAT -AAGCCATTCGCAATGAGCAGATATTTTTGACATTTTAATTGCGCGCTTTC -AAAACGTCGGATATTCGTGGGTCTTGCGGTCACACATCAGTGCCCGGGGA -TTCATTAGCATGGGCTGTGGCCAAATATGCATTACTTGGGGCCCGCCCCT -TAACCCCAAATAGACATATACTCGCAGTACTTGGCTAACTTAAACGTTTG -CGTAATGTCCAAAACAAAATCAGCTGACATCGACCTCAAAATTTCGAGTT -TAGCCATCTGCCTGGCCTTTTGTGGGGACTTGTACTATGTATATTCGTGA -ATACCGCGCGGAATGAGCAATGAAAATGTAAGTTTATGCAAATAGAGAAA -AGTGACATGGAGGCAGTCGTGGTAGTCTCTAAATGGTTATACAGTATATT -TTGGCCCAAACACGGCTGCCTTGTTTGCGTCCACTGGGGCATACACAGCT -TTTTGCTTAGCTTGTTTGTTTACTATTCCATTTCTTCTTTTTTAAACCTT -TCTTAGTGATACGTAAACGTGAGATAACTGACATTTAAAGTGTGGATGAA -TGTCTGAATCGGGAAACTTTGGAAAAGTGTACAGAATGTTTCACTGCAAC -AAGTGGGCTATGGGGCTATTTTGAATCAAAACTTGCAACACCGCTTCACA -CCGAGCTCATTGAGGTCAATTGCAGCTGGCGGAGGAAAAGCTCGCGTAGA -GCTGGCGGGGATTCGATTGGCGTCCGTGTGCTGCACATGCCGCAACCAGC -TGGAAATGCAACCGcagcggctgctgcagttgcAACCTGcaacctGTTAG -AATTGCAATTACCAGCGCTGGATTGGACGAGACTCGACCACACTCAAATT -GCTGTgtgtgcgcacacTCGTATGGTTTTCCTCAGATTTTTTTTGCTtat -ttttgttgctttgTTGCGCTAATGGCCGCTGCGGCTATTGCAAATGTTTC -TTCTGGTtgcacctattgcaaatattgCGAAAAGCTCCAGGAAAACAAAA -CAGCACGAAATAGAGTGATTCGAAAATCCAGCGACCAAGTCGCCAGAAAA -ATTGCCAAAAACGGGTTTTATAAACGTATCTTTCTGTCGTTTGGCATCAG -AGGGCATAAGTGCTTTCGGTTTCTTCCTCTGTTGGCCTTTGTCTTCTGCT -CCTCATCTCGGTCTAAAGTCTGTCAGTACAATAGTTCTGCTTGCCTGTTT -GCTTTGTAATGGttttttttttttaattTCAGAAATGGTTTGTAAACAAG -CGACACTTACAAGAAAAAGAGATGAGCTCTAAGTGCTCAAAACAAATTGT -TAAAAtattatattatgacattAGACTATATGAGACAATTAAGTATCATG -ACTAGGCATTACAGGTCTATTTTGTGACCAAGGAGGTAAATACATTATTa -tacattattattAataaatacaatattatTGTTACCGCAACTGTATGTGC -ACTCATGAAGAATATAAAACACCGTGCTAAGGAAATGAACGTAACCAAAT -TCTAATTTGATTCACTTCTATCACTTTAGTGTCATTCTGTTTACTttaat -ctattctatGCAAACTGCATTAATTATTCCAGAATTACTCTTCGATCAAT -GAACTCTGTTTCGTAAGGAATCCACCTCAAAATTATTTAAATCAAACATT -GTTGGGCCGAATACACGGCCTTCTTCATTGTTTGCTGCCATTCAAATTGA -GTTATTCGCACAATTtcaagtgaagttattgtcTCCTTGTCAAATTGATT -GCTGGTCGTTGGATCGCAGAAATCCTCAACTTCTTTTGTCTGTCTGGAAT -GCAACACATGATTTGCACACTTTATCGTGAATATTTCGGCGCACTAATTT -AAATTCCGGGCAGTGTCCCACGAATTGTGAGCTCAACATGAAGCAGAGGT -GCATATCGGATGGGAATGCTCACCTTGGTTAGAATGAGATGATTAGATTA -GGTCAGAGGTAATCCTTTATGCAGTGTATGCAACGGACAACGCGGCGTAT -AATTAATAGCACACAACCGAAGCGCTCAAGACGATAACGGAAACTGAATG -TCTGCAAACACGTTTCGAACCACTTAAATACCCGCCGACTCCGAAAACGA -AGAGATCCGAAGACCGACGATCGCTCTTCGGTAAACGCGATGAAAGAAAA -CCGAAAGCCGTAAAACAGATCATGCCATGAAAATCGGTCAAAAAGAAAAA -TGCACGCGCCGGCTCCTCGGAGGGAGagggagggGGCTAGCGGAAAGGAA -GTCGGCTGGCCATTTGCGCAAGATAGGTTCAATGAGCGGCGCGGTCTATA -TACGCTCCACTGCCGACCGGCCAGATATAcatatatagaTAATATTCCCA -CTGGGCATTGCCAGAAAAGACTGGTAAAGAAGTCCCAAACAGCTGACTCC -TAATCTGCTGATTAATTAGTGGTTGTCCTTAGTCTATTGCTTGCCCATTC -AATAACCTCTGCCTAAGttcgtgtcctaagtcttttgcttTTACTTACCA -CCGTGTGAATGTAaagttcgtgccttcagtcttttgttCTGCTGCAGCAT -GCGGGTGAAATGCTGAAAAGTTCTACCACGAccccccccccccccccccc -ccaccGGCAGTCCCACATCGCAGTGCGTGCAACAAGTTAGTGATTAACTT -TCGAACGCGTGTGTGGGCCAATCTATTGGCTGGGAATTGCATTAGTCGCT -GCTGCGCTGAAATGATTTCGGCCATAATTGTTTCTTTACACTTCTTTTCG -ACATTTCACAATTAAGCAATTTAGTGCACATGGAATTGGCGCTGGATTCG -GCGCGGTGCCTCTTACTAAGCAGCCACGGCGAGTCGTTGAACTTGCCGGC -CGTTTCCTCATTTtcatttaaatgaaaatgaacatTTTCCATAACTTTGT -CttggcttgcattgcgttgtGCTCGTGTTGCTTTTATTTTCCTTGTGCCt -tttttttgtcgatttttattgTTCCAGCTAGCTGATTGCTAGCAATTATC -GTCGCCCGGTGAGGGGGAAGGGGCTACCGGAGGGGGCGGGGCACACCGAC -TTTGACTTTGCATGCATTGAACTTGGCTTGCCCTTTCCCTAAACCAAACA -ATGCGAGACGCGGCCAATGTGGCAATAAACATCGAACCGATCGCAAAAAG -TTACCAACTGACGTCTATAGCATGAAAAGTTAAAGCACCGATATCACCGA -TTCTTGCGGTTCCCACGAAGTTGATTATGAGAAATAGTACGATGGATACT -ATTACTATCTACCTGTTTTTGAAAACTACCAGAACTAAAAGTTTGAACAT -TTTTGGCATTCGCAAATGGTTTGTTCTAACTTTGCCTTTGTTTCGTAGTC -AAACTATTTGTAGTAATTAAACATTAATTATATTTAGCTTTTGAtaattg -tatttcagttatgttcatttTAGCCAGAATTGTTCTTGTACTTTAAACCA -TTGTAAAATCGATTATATATAAGATATTTTAGTGGCATGTTAAAGTTCAG -ATTCACTAGTATTTTAGCCAAATACTAAAGATACGTTTCGACATCCCCGT -ACAATTGGACGTACTTAATATCAAATTGTGATTTGTACTTATTTTCAGTC -GAATGCGTCAATAGTGAAATtgaaattgaTTTCTTCCTAGTATGTGCATC -AATTTCTCTACTACTTGACACTATTGACACCAAACTACTGGGAATGTTAA -AAATCTGAAGAATTATGTAAGCCAAACAGGTAACGTGTTTAGGACTCAAT -AAAAATGTCATTACCCAATGGTTGGTACAAAACGTATGGAGTGTTGGCAT -GTTAATGACTCTATTCGTGTAACGCTATATTAAAAATCCGAAAAGAAATC -GCACTGACAACTAGAAAACAGCAAATGAGGCTGAAAAATTCGCATAAATT -ACCGAAAACTGCAGACAAGAACAGGAAGATGTACCTCCGCGGCCCCAAAG -ATACAAAACAAGCGCGAAAgaaagaaaacTAATTAAACCATAGACTTATA -AATTAAGTAGTTTCAGTAGCCGCTCTtgttgttgttgttgttgttgttgC -GTTCCCCCCCTAGCCAAAGTCAAGAAACTTTCATTGGCAGACGAAAGTGT -GCGCAATAAAGAAATTAACAGTAAGCAGCGGTTGCATGGAGAGGGGTATC -CAGCAGATACAGATACTTCGCCCCACCTCGTCTTGCCCCATCTGGCGCAC -ACTCTTGGCGCAATTTTAGTTGTAGTCACTTTTCGttcgttggttcgttt -ttgttTTATGAAAGCTGCAAGAAATAAAAACTCCGCCAAATGTACGGAGC -GTGGCCGCATTAAAAGTTCGCGCCGTGGAGCGTTTTCTTGTTGTTGCTTC -AGTTTTAACCCGCCGCGGAGTCAGACGGCCCAGTTGGGCAATTTTGAAAA -CCATAAAGTGCGCTTTCAAAACGGCAAAAATATAGGAGAGCTATGTAAGT -GGAGCTAAGCGTGTGGAGATCCACAACCACGCTCGACAGTATGATTCCGA -ATTACACTTTTGCCACTTTTAATTGTTGCCACTGCAACTGCTGACGATGG -CTGGCCGTTTCTAATCGTACtcatactgcttctgctgttgCGCCAACAGt -tgccaaaaatgtggccaaaACGACTACGGCCCAAAGATTATGATTATAAT -CCGCATTTATTCCTAAATTTAGTTCGTTTTGCACATACGTTTGCCGTGAA -AATTGCGGCATGCAAGCCAGTGATGCGATAAACACGGCGTCTAGCCCATT -AAATTCCACGCTTATCATGTGAACAGCACCGATAATTATTGAATTAAAAC -TAATTGATGGACTACAAGCCGCTCCTGACCCAACTTGAATCTAAACTAGC -AATTTAACAATGGAGCTCAGAAAAAAAAGTTCATAACACACATTAAAGTA -ATTGAGAAACAGTTCTCTATTTGAGTTTGCTAAACCAAAATATATTATAG -TTGACAATATTCTAGattttatattgtatatGCAGAATatatatatatat -TAATACTTAAGATGCAAATAAattcgaatgaattcgaaATTTAAAATGAA -ATAAACTCCGCCTGTTTCTATTCTATTAACCCCCCATTAAACCTTCGAGT -TTCACTACACATTTATTTAGTTTGCATCTTGGGTTTACATTAAAAGCTCT -ACGCGTGTACAAAATCGATAAGTATTTGCAGGCTTCTATGTGCCCCAGAA -TGTCTCCATTATGCCCCACGAGGCTCGCTCGTCGCAGGTATAAAATATAT -AATTTGCGTTATAATTGCTCTGTGATATTGCTGGTTGCACAGTGCGGAGG -GGGCAAGGGGCGGTAGGTGGCTTCTTGGCATTCGCTTTTCTGGTACAAAA -ATCCATCAGCTTCGCAGCAACTTACTTGAGCTGCACCAGCACCATAAAGT -AGGTGACGACGGCACCCAGAACCTGCGAATCGGGAATATCCGATTCAGTT -TTAACTCCATCAATAGatcaataaatcaaATGCAACAAACCGAAGCAaac -aaATCCAGGGAGACGGTGAAGAATTTCGCTCCCGATATGCTCATCGCCTT -CTGGCACTGCTGGCACACGATCTGGACGAAGGTCTTGGCCTCCTCGGAGC -CATCGTACCAGTGGCACGAGTAGGCGGCCTCCATGACGGATGAACTCTGC -GAAATGAAAGTCGTATTAAGGATGCTCTAGATAACTAACTACACAAACTA -TAactataacAACGTTTAGAACTATGTATGTTTCCCAATCTATAAACTTG -AAAACATTGGTTCAATTTTATCTCATACGCAAAAACACCCTTTTATTTCT -ACCACATGGAAAAAACACACTGGTTAGCTTGTAGTGAACGGACCAATCTG -TTGACTCTCAACTTACAATTCATTTAGTTTTAATGAAGTCTCAAAATTTT -TTATAAATATCCCTATAACTCAAATAAGGATGTTCTCGATTATTAATCAG -TTGAGACTGATGTCTGATTTACTTATAAATTTATCTTGCAACCCTGCACA -AACTCACCTCTTCAATCAGACGATTGCCAAAGATGCAAAAGTGGAACACC -TGGGCCAGCGCGTATCCTAGGTATCCGACGACTGTGAAGGCGTAGACATT -CACTCCGTTGATTTTGGTGGCCTGGTATGCCAGCAGGGTCAGCTTGATGG -TCGAGGTCAGCATGTGGAggaggagggcgGCTCCGTAAGTATCGCCGATG -GCAGCCACCAGTCTGTGGGGAAAAGGCAACGGGGGAAAGGATGAGGGATT -GCAGGCAGGAATCAAGTCAATATTGGTATCAACAACTGCACACGCCAACT -GTCGGACAGGACAAACAAGGACATTCCTCTAGGGCCCCCAACAATGATTG -CAATTGAGGAAGTAATCAAGTAAGTCAAACAAGCTGCAGGGATCTGTTGA -GCTCCTAATAAATGAGAACACATGTTCCGATGGCGCCTATTGAAGTTTTA -CAAAACTGAGGGGAAAGTGtgtgtgtTTATTATGTTCGGTGCTCTGTTAA -AGGCAAAAATCCAAGTCCATGAAATATGAGTGGACTGCTCTGCCATTTAA -ATCGCCAAAAATCCAATCATCACTGGCCAAAGCCCCCTTGAAATGGCTGG -TCCAATTTGGCCAGGATTTGAACTCACCGCACCACGTGCTTGTGCCGCTC -GACCCAGTACTTGATGGCACTGCGCACCATCATCTCCTGCTTTTTGGTCA -GCCCGTTGGGATTAGCGCCGTTCACCAACCCGTTGCCTCCGCCCCCGTTC -CCGCCAAAGGACTGCAGTGTCGAGGGTGCTCGAAACTGAGCGCCCCAATC -CGCTTTCGAGCTGTAGATGCCCGACATGTCCATGTCGGTGCCGGGATCCT -TTTCTGCAATGGAAAAACAGCTCGTCATGGCATTTTCCTATTCAGTGAAG -TGCTCACTGAATAACCGCCTAAAAGTTTAGGTTCAGACTCAACAAATCAC -CTTCATTATGAATTAGCTCCGACTTGGAGTTGGCCGACAGGGACCTGAAG -AGGGCCGCCGAGTTGGGCCTGTAGGTGTCCAGCGAGGCGGACAGCTCCAT -CAGCGGCTTCATGATGCCCTTCAAGTGCTGCAGCTGCTCGCAGGCGAATA -TCAGCCAAGAGCAGAACATCACGTCGCATAGATTGGAGTGGATCATCGAG -AAGAGCACGTAGTAGATCTGAAAGGCAAAGCTGATCATGTAGAACATGCC -GTGGCTGGCGTTCCACGGGTAGAAGGACTTAATCGGCAGCCGGGGTATCT -CCACCGGGATGCTGGAGTTCGTCTCATGGTCCACCACCATTTTTACGCTG -TCGCCAAAGAAGGTGATCGTGGTCCAGGCGGTGGCCGAGGCGACTGTGGT -CAGCATCACCAGAAAGAACAGCTTCCTCATCTTCGCCAGTGCGATCGAAT -GGTAACGAGCATCCGACTCGGCGAACAAGGGATGCGTGTTCACCTGGTTC -CATATATTCAATGTTCTGCCGGAAAAACATAaaattttaaattcCCCAAG -TGTTCGTAAGCTCGGTGCGGTGAGCAGAGGCTCACCTGTAGAAATTCTTC -TGGTTAACAGCCAGGTAGATAAACTTCGTGATGCAGTGGGTGAAGAAGAG -GGTCGTGATCGTGTTGCCCGACAGCTCGTTGACCTCCTCGGCGTTCAGGG -CCATGTTGACCAGGATGAAGGTGAActgcatgaggaggaaCACCAGGTGC -ACGGAGGAGTACACCTTCTTCATGAAGGCACTGCCGCCCGTGAAGTTGTG -CATGAACAGGCCGGAGTACTTCATCGCCCGGATGTTGGGCATCAGGTCGG -CGaccaggcccgtgtacttgctcggcTGCATCGAGGTTGTCATCCTGTTG -AGCGGCGGAAATTGCACGACAAAATTAATAGGTTTCGCCAACACAATCAG -CTATTATGAACGTAATCTGTTCAATATTCCGTATTTGTGATTAGTCCTTG -GTTTGCTTGCCGAGTAGAAAAGGAATTTTCCTGCCCGAAATGAATCGATT -TGGAATGTTTTATTCATAGCGGGATAATGtataatgcatattgaatattc -AGGTGGACTCATGTCCTCTCAAATTAATATTAATTTGGCTATCGATCGTG -AGTTATTAAATTCGGAATGTGGAACAATTGTGTACGATATATGGTTCTCT -AATTGGTAATATTgtaatattgaaaGACCCAGTGCTATTACCTTGCTATT -GAACTTTAAAAATACAAATGTAATTGTTGTCTGGTACACTTGGGTTAATT -GAGTGCCAGTAATGCAGCAATCATCTAGGCAATCATTTCACTCTTTAAGG -CTTAACCGGGATACTTTAAGATACGAGATATGAGGCTTTCCGGAACCAGG -ACACAGTTGACCTGCCAGCACCGCGATGTCGACGGTAATGAAATGTGAAA -TCCGGAAGGTTAAAAAGCTCTGTCGACAAGTGCCTGCTCCTTCTGTCGGC -TAGGTACTTGCTCCGCTGTACATAAGGACGTGTACTTTGAGGACGAGTTC -CCACGGCTGCAACAAGGCCACATTAAATCCTAGCCCGCGACTTTCACTCC -GACCCACACATGGTAATGAAAATATACAATATGGGTATCGGGCCGCCTTG -GAGCGCTTAAAAATTCAGCTCTTCAGCCACGTCCATCGATGTGATGGGTG -CGTGGCAGACGCAGAATTCCCACAATTAAATCGAACGCCCACGAACTTGT -CCACCACTGCTGTCGTCTCCGGGTCTAGGACTCCGCTTTTGGGCCAtggg -ccatggcccaGTCCTGTGCCCTCCACGCGGCGTATGCGCACTGGCGGAAT -GGCACTGGGACTGGAGATGGGCTCATCCTTGCGCGGCATCTGCGGTATCC -AAACTTATGCAAATTTTAAAAGCATCGATTATTTTATTATGCCTGCTTGT -ATTTGTTGGCCTGCCCCAAGTGCCGCTGAGATATGGGGATAGGCCATTCC -TCAGCCAACCCATTTGGTGGGGATCCCTCCGTGAATCGCTGACCCAAAAA -AATAACACATTGCCTATTTGCATGAAAATGTGTGTGTTCAGCCTGATGGA -TATTTGGTCCTTGCTCAATTTTTTTCGTTCTCAGTTCTCATAGGCACTGA -ATTTCGGTAGGCGGGGGCCTTCAAAAGAAGTCTTAAATTGGGTTGCCATT -ATATATTATGAATACTTACAATTCTTTGCAATTATAATACAGTAGAATTT -AAATAATTAATACTCTATCTCAAGGTCGTACAAGTGGCCTTCGAAATCAG -TTAGGTAATATACATGTAGGCAATTAATAAAACAATTGTCTAATTCAAAA -TCTAGTACTCAAATTGCAACGCAAACGAAATTGCTGAGCAGTGTATTGAA -TGCTAATCGAAAACATCCAATTTAGTTATTCGAAACTAGTTGTGACAATA -TTAAAACGTGGCAAGAACAAAAAGCGGCGACTATTGTGAATAACTGAATC -ACACTTAAAACTATGTGCCGGAATGTAaatgtatctgtgtctgtagctat -atctgcaGCTAGTTTCCACCACTCATATACACATATGCatacatatatGA -ATGGGAACTCAGACACAGATGTCCCAAATCATGGATTATTTAAATGCAGG -ACACTCACGAACATCAATTAATACGTGAACACTTGCCTGTGTGGATTGCG -GGGATGCGAGCGGGGATTTAACAATATTGATTTAACGTTTAATCGTCCTG -AACTCAGCCATGCGAAACAAGCcccccccccctaaATGTTGCCCCTTTCG -GTCCTTCGCTTTTTGATTTATTTTATGGGCTTGTGGCTGAAAGTTTAATT -ACGCGGATGCGTTTGGATCAATTAGCTAACCGCGGACATCGTGAGCCCTG -CAGCCTTTTGTCATTAATTATTAGGCAACATTTAAATGGAAAGTGACACT -TGCTTTATTTAATTTACAACTTAAACAAATGAGCCTTTATTTTTACCATT -ACGCTTTTGTGTTCGTGACTGTGATCGATTCTGATGCCAAATTAAATGAT -TAAAACGCACTAATGGGTTAATAAAGTCACATTAACTAGAAATTATATAT -ttatataattatTATTAAGCGCTTTCCATATGAAATGATATACCCGAAGT -ATAGGCAACATTATTTTGATTCACACCTTTATGGCCGCATTTCAGCCAAA -ACCAAATGATTTCCATTAGGTCGTCCACAGGATCTCTACATAAAATACCG -CAAGTTGTAAAACAATAAAAACTCAAAAATAAGCATATAAAGTTATTCAA -GCAATCCATCAAATCGCCCATAAATTGCGAAATCAATGCGACacacacac -acacacacacgcacacattataaaaaCCTCTTTGGGGCGCAAAGCCGACG -AAGGAAAAATTAGAAATCAATACCCAGCAAGGACAGAAAAATCTGTTAAG -TGACAAACAAAAACGGCGAGAACACCAATTGCGTGTGAGTgcgtgagtcc -gtgtgtgcgAGGTCCTCTCTCTCCCATCCTGCTGCTTGGCTGTGTGCGTA -AGTGCCAGCATCAGGAGCAATTCCTTTATTTTCGGACCGCCGTGGCCCTC -GACCTACAGAAGGCTTTTACCAGAATTTATGGCTATGCATAACCGACTTG -GAAAAACAACAGACGATCGAAAATACATATAAATAAGTGCGTGGGGTGTG -TGCCACATTCGGTTTCATAGTGTGCGAGTGGTCtatatgtgtgtgtgtgt -gtgcgtgtgCTTTCTTCAGGCCATTAGGGGAGCAAAAGAAATGTTGACAT -TGTCATAAGAATGGAAaagaatggcagagaaatgcGGGAAATGCGAACAA -CAGCGAAAAGCGCAAGAATTattattattTATTCCCGGGTTTTATAAGAT -TTCGGTAGAGGTGCTGGGCGCTCATAAATCCAATCCTTATACATCGCACA -GTAGTACACATGGAGAAATTGCTGGTGTACAATTTCAGAAAGATTTTTCA -GCCAGAAAGTTTATATATCGCCAGTTTAGTTTAAAACAATATAACTGAAT -ATGAAATTGTAATTGACAGAATAGGAAATGTCTTAATTTGTTTTCGGCGG -TATatatatatTTAACGAATGCATTAGTATTTAGTTAATCATAAAAAATG -TATGCTCATATTTTATGACTTTTGTTTTAAATTGTCAATATTTCTCAGCA -GAAATAATTAGTATTTCACTGAGCTATGACCGAAGCAATTTCTCTCAGTG -CACTTGTCTGCGTGCCAGTGTCACTTCTTCTGTTGCCGCTGACAGGGCGA -CAGATTCCAACCGGAAGTCGAGGGAGTCGGAAGGAAGTGCCTTCGTGGCT -GCTCGCCGAGACAGTGTCAAAAGTTTAACTTTAGATTTATTTGCCATTTA -ATGCCGCTGCTCCCTTTCCCAGAACTGCAGCACGGCCAGGAGTTATAGGG -GAGTTGTAAATCTCTCAGCTGTCTAAGCAGGTCAATGCATTTGGCTTTCA -CAATGGAATTGCAACAGGATCCCCGCCCCCACAGCTGTCCGCATAAAGGA -CATTCAGGACTAGTGTGAGGTTTGtttgtttGCCGCCTGCCACAAAGTTG -TCAACGCGGCAACTAAACGAGTTTTGGTCTTGTGGTGTTCTATATTAGTC -TGTAGGGTGTTCGTTTCGTTGGAGTGCTTTCTTTGTTATCCTTCTGCCCG -AAATTCGAAGTTGTTCTCCCACGCGAGAGCATGCGCAGGGAGAGTTAAAT -CTGAGATGGCTCAGCTCCACGAGTTTAAAATTATAAGAGACGCTGTGGCA -AGACGTTGCCACTCTTTCGGCAATTATGTAAAAGCATGAGGTGCATTAAA -TATGCCTATATAACGTGTGGAAGATTAAAATACAAATATTATTTGAATAT -CGATATAAGTTGGCTCAGTAgtagtattaATAGAATCTATAATAATCATG -TGATTAGAATTTGCATGCTTAATTTTaagtgtcttgcctaatttttattt -tcATACGGATAAAAATGTGCAAATCGATAGTGATAGCTATTAAAataata -ataattctAAGCTTAATTTTATATTGTTGCACTTCTGCTTAGATACCATT -TTGGGTTCtctcttatatatatatgtatataAtatttAATTTTTAAGGAC -GTGTTCCATTTTATATTTAAAGGCATAGCAATCTGAACCATCTGGCAGCT -TCAGCAACTCACGTGCATTATCTGTGGCTCGTTGAGCCTGTGAAATGCAA -CAAGAGAAGTGACTCGCCATCTGAgagctctctctctctctctcgctctc -GAAGGACTCGTTCCTTGCTCTTTGCAGAGATTCGTATAAGAAAATCTCTC -CTCAGCAGaggagagcagggcagaggagagcagcacagcagAAACCACAG -ACACTGTTACGGGATCCGCATTTTGGCCAGGACGAAGCGAGCGTGGCGAC -GAACGACAGCCAATGGCTTCTATTGGGAGCCAGTCAAACATGGTCCATCG -ACGGGAGATGAACAGCACCGAGAGCAGCATCCGCCAGCAGATTCGCAAGC -CAGTTCGCTGCCAGAAGCCAAAACCCAAGGCAAAGCCAGCCGAACCGGGC -CAATTCTAGGGGAACGCGTGTGTGTGAAGGTAGTGAAGTGAAACAAACGT -GGACGCGAGTGtgtgtGCCAGtgccagtGTGTTGTCCAAGGACCTCATCG -CCCTCCGCCCACTTGAAGTCAGACAACGACAAAGGTCCACTCGTTCGGTT -CTAGTTCTTTTGCTGCTGACTTCTTAGTGTTAGAGGCACGCAGCATCTCG -TGCGCCAAACGAATTACCACTGCTGCAGACACACAACTGCCCCACATACA -CACTCGAACAGAAAGGATATGATGTCTGGGGCGAGCGAGAAAACATGAAA -AGACACAGTTTGAGTAGTTGGGAATGAGGAGCAGCCAGGACATAGGCAAA -ACACCAAACACAAGCATTTCGTGGGCCTCTGCCCACGCCACTTGCGAgtg -tgtgtgtgtgtgtgtgttCTCGGATTTATGCAGCACTAGTTACATAAGCC -ATcatcctcatcatcggcagcagcatCTGAAGACGGCCAAAGCTTCGGCA -TCGTTAGCGCCAGCCAGCTGCCATCAGAATGCTATGAATGACGAATCTCT -GGTATGGCAGTGAGGAGTATTGCCTTTCGCGAGGGGAGTTGGAGGggagg -ggaaGGATAATGCCGCCGATACAGCACCAGCAATGAAAATCTCATTAGCA -TTAGGATGTGATAACAGCTGCTAGGCCAGGCGTCCATCAGCTGGCAAGGA -CAACAGTACTCGCTTTGCCCCGCAATTGCCACGGCCACAACTGTTGTTCA -AACTTTGGATAACGCATACGCACTGTTGCACCCGAGTTTTGAAGAGGGGG -GGAGAGGCGTTCTCAAAGGCTCGACCCAATGATTATTATTGGGTGCCAAG -GGTTATCGCAGAAGTGCGGAACCTCATTGTCCAATGAACCATTGAGGGTC -AGTTTGGGTGGCGGACAGTTTTTATTGGGTAATCAACTCAAAGGAAGGCG -ATTAGTAACTGCGTTGAAGAACATTATAATACATTTATTTTCAATTTGGT -GAAACTTTTCACGGACTACAGCATGTCTCACAAAAATATGAACTCAGCTT -ACGTTTGAATGTTTTTAGGCAGTTTGTTTAATTAGAATGAATAAATAATA -CTTatacttatAAAATCTATCATTACTTGCATTGCATAATATGCCCCACA -ATTATTATAGTTATAGTTTCTTATAAACAAAGAATGCCTTCAATAACGCA -ATCCGATACTTTTACTAGCGTTTAATAGTGCAGAAGTAAATCTCCAATTC -AGTAATGACCTGTATTGGAGACATCTGCTTAACTGCATTTGGCAAAGGTC -TTTTCCAGCTGGATGTGCTTCATGTCACCTTTATAATGCCAGTGCACCTT -GTTCCCTCAGGTGGCAACTAGGACTGCTGCTCTAAGCAGCGCCATTTGGA -GTCGGAGGCTGCATGGCCTTCCCATTTCAGCCACAACCAGGAGGAAGCTC -ATTAAAGGCAACagcaacagcaacagcaaaagcGGCAATTCCAGAAATAA -GCTGAAAGTTTTCCACCAGGTGGAAAGCGGCCTGGTGAGGGAAAGGGGAA -AGTGGGCGGAAAAGTGCTGGAGAAGCAAATGGATAGGATAGTCTGGCTCA -GCGGGCGGCAGTGTGTGCGTGCTGGGCGTGGCAAATTGGGGCAGCAGAAA -CATGATAAGGTCTCAAAATGTAACCGCAAAAATCCATTGGCAAGTACAGC -ACATTTCCATTGTGGGCGATGGGTTGGGAGGGGTGAACCGCAATTAAATT -TGCATTAGGCTATAAAGACAGGGCGGAGTGGCCACTTGTTGTTGTACTCA -CTGTAGTCACAGCAGCTAATTACGAGAATTTCGCAGCAGTCGAGCCGAGC -GGGATGGCTAAGAAACAATAGATACGACTATGTAAATGCCTTTTTGAAAA -GTGCCAGAAACACATGTACATAGAGTAAAGCGAGGCTAGAACAGAAGATA -AAGGATATTATGTTGCTGCCAAAATGAGTAGAAAGTTTGCAAAAAAACGC -CCCGAAAATAAGCCAACAGCACAACCTGAGAAGTGAAACTGAAAAAGTGT -TTTCCTCCACTAAACTTAACTAAGAGCGGCACcacaataagaaaatcata -atgatgatgGATTAACTGATCCCAGTTGTTGTTCATGTTGTGCGAGTGAG -ACAGCGCGAGTGTGGAAGGAGCACCGGAAgtggcagcagtagcggcatta -gcagcagcaacagcaccgcagcaacatTGCagcagcagcagcagcagcaa -cagcaaAGGCGAAATCAGGTTAGTAGAAGCTAGTTCTGGCCAACTTTTGC -CGttttcccgttttTCTCGTGGTCGTATACCATTTTTTCCGGCTTTGTGC -CACTCAGCGACCACAGCTTGTGTAAATCATAATTTATGCATTAATAATTA -AaatatacacacacaaaaatatTCGCACTGGCGGCTGCCGTCGGCGAGTG -GGAAAGGTCATTAATCTTAGACAGCTTACACGGAGTTTCTGGGGGTCAGT -ACATGGGAAATTATGAGCAAAATTAGGTACGTGACCAAAGAAGCAAAGAA -CTGGTGACGTGGCTCTTAGAGTGGGAGGAATCCGCTTGTGCCCCCATTTA -ATTGAAAGTTGGTGAGCTGGTAAGGCTGCTTGCAACTCGCAGAATCCCTG -GTCGGAAATTTTCATGAGAAATCATGGCAGAAATAGAAATTCTAATTGCT -GCGAGGAATTTCAATTCCGAAAACTTTTGCCAAATCCAACTGAAATTGAC -AGCAGCTATGTTGCCATTTCGCATCAGGTTCGCCTCGTTTAGCCCCAAAT -TCCAACGAACATTTTCATCTGGGAATTCCTGAGTCCTGGTTGCCCCAAGT -CTCGAAATATTGATTATTTGAAGAGGTCAACTAATGAATTGTCATTTCGA -TACGATGCAGAATTTGCACCACTTCCAGTTCACTTACTCAACATGTCAGA -TGTTATTCGTTTCCTTGCCTGCTTCATTGAAACTATTCTTAATCCATTGA -CTTTTACCTCAATATAAGTATAAACTAAGAAGAAAACTAtatattttttt -tatTATAACCCATCCATTTCTTAAGTTCGCTGCGATCTTCGATCTCTTCA -AGCAATAGCTCTAATGGAATTAAGTTTATGTCCATTTCATTTTAATCTCA -TTAGTGCGCCGAGGTCGAGTTCTCCACCCCCAACTGCACcaactgcAGTT -GCACATCCTCCACTTGGAAGCTCTGGAGCAGACTGTTGTCGCTGCAGGAC -ACCAAAAAGTTTTGCAGAAAGAAGAAACTTGTCCAACTATACTAGAAACT -TATTTGCGAATGTTTCGTTTTCCGCACTTTCCAAGCCAAAGTTGCTCAGC -CCCCAGATGAAATCGCATCGAGGAGAATGAAATGTATGATAGGAACACGC -TCTGAGTTTGCCTTTTTGATCAGCAATTCAAACACACGAAGCCCACACAT -GCGAGTGCAGATGCAATAGAATTTGAGCTATAACTTTTTCACAAGCGAGG -TGTGTGGTATCCTTATAGCCAGATAGATGTATGTGTTTTATCTCTTAATC -ACCAGGAGCAATAGTTGAAAAGAGTTACTAGGCAACAGTATTTAAATGGT -TGGTTATTATCCACCGGTGTGTATAATTTACTATGCTATGGCATGCTAGT -TGCAAACAGGAAAACCCCTGAAAGTGCATTTAATTCAGAGCCGTGGTGTT -AGCAAGGCTGTTAGTAAGGGGAATCCCCTCGAAGTGAGGAGTTTGGCATG -GTGTCTATCGTGGAACAtcctcgaacatcttTGAGTGCCATTAGAAAGTG -GGGGTGGGGGTATTTATTTCTGTAATTGCTGTTGTCTCGCAAATTGCACT -CTTTACCAGACTCTTTTGTTTCCCACTCTGCACTTGCCTGAAAATTGATA -TAGACATGCAAAGTGGTAGACGGAGCATTGTCGGCATAACCTTTGAGGCC -GCATCCTTGCCAACCATCAGTATTTTGCATTCAAAATTATGCTGTCGCAC -TGTTTGCCGAAGAAGCCAGGTGCGGCTTTTAATGTTATTAATTCCCAAAA -AGGCAGACAGTTTGGCCAAAAAACGAACGAGCTGGAGTTCGTCCAAATGT -GCGGCGAGCGAAAAAGTACATTTGCAAATGGAGGGCATAAAGTTAAGTGG -AAAACGACTCCCTTCAAACGCGCAGACTCTCTATTACATGGTAGTCCTGA -ACACAACTCCTTTGTGTGCACAACTCCAAGCCCACAAAACTCATCCGAAC -TGAGTGAAATAATTGGTATCCAAATGTCCTTGTATGCTAAACCAAAGCCT -CTTAGCAGCTTCCGATGATAAAACATTTTAAGCTGATTCAATGCGTTCAA -TTTCAATGCAATTGAATCGACTTCGGGTTTGGTTGGCGAGCTGATTATTC -GGATTACGCAAGCGGATAATGTCCTTTAGACACTAAATCCTATTCCCAGC -TATTTGACAATGCTCATAATGCAGCTTGTTCAAATGAGTTTGTGTTAATG -GAATAATGGCGATTGGACTAAATAActtaataaattcaaaAGTGCTTGAG -TCATCTGAAGCTATTTATCACCATGCAACCGTTCCTGAGAAATGCCAGAT -TATAATGAAATAATatataatataatatatataataaTAatatataaaga -agttatataataaagttatTGCACATCACCTGAGAAGAAGTACCCTATCA -ATTTTTATAATCAAAACTGGGGACATTGGAAACCAACAACAGCTGTGGAT -AAGACATATTCTTTCCCAAAATATACTGAAAATTATTTGTCCAGGATATC -GCTATATTGGCAATCAGAGGCAATTAACAGGACAAAGGCCCCAAGGCCGC -CAGGGAAATGGCAGGGTTCTAGATCTTTCCACTCACACACCTGTCCTGTT -ATTACCATTTCCCCTAAAACTCAACTAATTTACGCTATTGAGCTTTTttc -tttttATAAAGCCCTTTTTGTTGAATACAGAGTGAAAGTGCCTAAATGTT -TAAGCAATTAAAAAGGGTCATTCCCGGCGAAAGAAATTTAAGCCCTCGGA -TATTTTTTGTTGTCGAAAACTTAAAAAGAACCTAGCCAACGTGACAACAA -ATTAGATTAAATGAGACCCTGTATACCCTTCAATATACACAATCCATTCA -AAGTGTAACTACTATATTTGCTATTAATTTTACTGAGCATCCTTATCAAA -ACAACATTATTTTTAACTTATGGGTAAAATAAGCATTCTTACTTGTGCAA -TTATTGGCATATTTATTTCTTCCGTAATGGTTTAAAGAAAATATCATTTA -CGTAAATGATGTTTTGACAAACAATATATAAAGATATTGTATTCGCTTAA -CTTGTTGAAATGTTTATGTAAAATGCACAAAAGTCGACCAAATCATTTTG -GATTTTAAACTACAAAGTTGCACAAACTTTTCAAACTTCCTTTCGAGTTT -CCCGATACCCTTTTCAGCGAAGTTCAGAaaaaaattcactttttttcccc -agctttttttACGATTTCCCTTTTGTCCACTTTTTGTTAACCTGAAAATT -GGTTTAATGGCCAAGCGCTTTGGCAAACacccacacacacacgcacacac -atatTGGGGCTTTTCCGTGGGAAAAGCGGTATGTGGCTGTCCTCCGTCAA -AGAGCAAATGTGCGGTGGCGCTGAGTAAAATaataaataaaacaaaacaa -GCTCAGCAACAACATGAAAACTTTACACAAACTTTCTCCCTTGCCTGTTT -CTCGTTGGCTgttggctgttggccgatgAGCCTGATAGATGTGTCAATAA -AATCAATATTTGCCTTGCCTTTGCGACTAAATGTTCAATTAGCGCATTAA -TCAAAGACGCTTGAGCGAATCAAATGGTAGCTCGCTGTGTATTTTGGGCC -ACTTAGACCGGGCTCATGCGATGATTTAGTGATGAATATTAACTGTGCGA -TTAGAGCGCAAATATTTGACTAATTAGCTAATAAGTTAGGGCCACAAAAT -ACAGTGTGCCAGTAAATTGGGTTCAGTTGGGCAAATAAAATCGGTTGGCG -TAAGAATGCGGTAAGTAAATCTGTCTCATTGAGTTAAGCTCTTTGAAACC -CAAATGGATCTCACCTACAACAAAATTAATAAAATGTAAGCGGGAAACAG -GGAGGCATGTTTGCTTTTcatgtttgtttttcTCATCGGACCGAAGACCT -TGTCGAACCACCCCATTTTCTATTTAAAATATTCACAGTTCTCAATGGCA -GGTGTGTGAAGGCTAATTAGGTTAGTAAATTTCCTAAGTGCCATTTATTA -TTTAACTACCAGGAGGAAAGTACAAATTGCCATACTCTTCCTATACTCTT -TTATATACTAGATTCGTTGATATGGCCATGTCCGTATGTCCAGCTTTCAG -TATCACCGAGATGTCGGGGAAATTGTAAGAACAATTGATTAAAATCGCTG -GTTCTAGAAAAGCTTGATTTAATAATATTGCCACGCCCACTCTAACGCCC -ATAAGCCGCCTAAAATAGTCACGCCAACAGTATTGTATTTGCTTACTTCA -GATATTAGTTTTTTCAACAAACTGACAATTTTCTTCCACAAAATAAATAA -CGCGTATCTGATTGTCAAGGAACTTTCCTAGTACTAAACAATGATTTTAG -TTTAAATTGGAAAAATTATTAAattaaaATAATACCAGATAGGGCAAAAA -CCAATTAatcattaaaataaagttatTTCAAAAAGCACATCTTATTCTAT -CCAAGGCAATTCTTTCGGCTGAACAGCCAATTAACCTATTTAATTGTGTT -CTTATTTAAGAGTCTTGAATATGTATTTTAAATATGCTACACActacaca -atacaTTCTATTTTTAGCCACTACTATATTGTTTAAATCAGTTTAACACT -TAAATGCTGGTAAAATCTCCCAAAAACGACTAATTTACTCATAATTTatt -aatgtatatataattcattgataAGTGCTTCATATCTATATTAAAAGTCC -TTTGCTTACACATTTATATACGTCCAGAAACTGAAATCTTATTTCAACCA -ATCACGTTAGACTAGCGACACTAATGAAATTCCGATTGGTGGACGTGGCC -AAATCCTTTGACAAAATATTCAATGCGCATTTCCTACAAGGATAATGTTC -GTTGATTTCGCAAAGCTTTAGTATAACTTATGCGATAGATTTTCGTGATT -GATTTATTCTACAATATCTGATTTTCGTTGTTTCTGGAAAACCATTTTGA -TTTGCAGTTCCACCACTACACAATAATGTGGTCACATATTCATATGAACT -GCCTTTGCCTCGAGTCGATTGGTCAATTCTGGCTGAATGGCTGATGCCGA -TTGCACGTAATGCGATTTTAGATGCATTAACAGGACGAGCGAAATTGCAA -TCATTTATGTGCACTTAAGAGCATTAAGCGCGCACCAGACGCATTAATCA -TACGCCACGTGTGCCCTGCCGTGTCGTCTGCTTATCGACGTGGCTGGCCT -CGTGCAATGGCAAATCATTCGCCATGCTGACTGATTTGCTGGAGCACGTC -ATCTGGACACTCCCTCGGCATCTGCTGCTGACCACGCCACATCGCATTCG -CAACGACAGTGCTCAAAATTATAAATatatatACCTGTATAATGAAAAGG -CTCTtaaaaggctcttaaGCAATAAGGATGCCATTGTCCTTTACCAATTC -ATGCATAGTATGGCATAGTATCCTTCAAAATAAAAATGTCAACTCTAATT -GACAACAAATATGCTCTTGACCACTGTGCACTCGACAGCAGTGCCACAAA -GTTATGAAATGAAAGTTGCCAGAGTTGAGAGAGTTCGTATgtgtgtgtgt -gtgggtagtGTGTGACCGTGCTTTCTGCCTTTGTATCTGTTTGTAAGGGA -AGGCAAATTTATGGCTAAATTTATGTGGCCGAAGCCCCTCTGAGGTTATC -AATGGGCCCTTCGAGTGTACGAACGTATATGGTACACTCTGCCGTTCGAG -TAAATATCCTTGTACACCGAACAGGGTCCCTGGCGTAAATAATTTACTGT -GAATTTTTAACATATTTTCAATTGAATAATTTATGACCACCAGAACAGCC -TTCTGCTGTGTATGGCAAAGTACTCGGTCGGCTATAGGTATATTAGCCAG -TCAATTTTGACTACAAaaacacaaaaaaaaaaacaaaaacaatATACTAG -CATAAGAAAACTGCAACGAAAAAAGTTTATCTTAATTTGAGATGCTACTT -TTATAGATGTTTTCAAATTTCTGTTTTCGTATTAATATCACCCGAGATTG -CACACGAACTCCATCTAGCGGCAGCCGTATATGTGCCCAAAACTTAACGG -ACGGACATTTGCCACTTGACTCAGCTAGTATCCTTTATCAAAAATATATA -CATTAATGGTGGTAATGCTACCTGTTACATAATGCTCAACAACATATTTT -GATATATTGTatatactgatatattttaGTTTGAAAAGATTCGAATATTT -ATGTTATGTGAAGTATTCAGTTTTtttttagtttttCTTACATATGAAGT -TATTTTATTATTTCGCCAATTTatttgtttatttaTCGACAATACTttac -tttacttttactttatttaatttTCCTGGCCTACTCGGTACACCATTTAA -AGAAAATAACGTTGGTGCTTAATTTTGAATATTTGCGCCCAGAATTAAAA -ATCGAATTCCTAAAAAATAGCACAATTACCTCAATTTCTGGCGAAGAGAC -TTTATTGAAACCATACTTTTTAATTACACATCTGCATAATTAATGTTTTC -CACACATGCAaaatttttAATTACCCTGTCATCTCATTTACTTTTGCCAC -AAGGCACAAATGTTTTCCAGCAGCAATCCGCTGCTAGATATTGGAAACGC -TGATTAAATAATAATTGTTATAAATGGCAATCGTTTGTGACTAATTTGAT -GAGCCGGCCTTTCTTGAAATTAATTGCAAGACATAATTGATTTAAAGTGA -GCATGTAAAGTTTTAGCGTTCGTTGAAAACACAATTTCATACAAAACGAA -ACGTATCAGGCATTAGGATAGATCAAAAGTTCTTCTTAAACAATAAGACt -actagtactactagtactTACTGATAATTTGAATTGGTACATATAAGCAA -TTTCGAAAATGTAAGAATCAAGCGCACAACACCATAAAGTGACAATATTG -CTCATACGCAACGTTGCCACAGTCTCAGTTATCCCCATTAGACACCCATA -AGCATAATGGTACCGCTGGACCCACTCACATGTCCACTCGCATCCACTTG -ATATTCGGATTGCCATCGCCACTTGCCATTGACCCACAAATTGCACAATT -TCGTTAACTGCCCAATTTGAATGTCACCGAAGTTCATCGAGGACCCATCA -GCGTAGAATGACCGAGTTCACTGCCTTCTGTAATGTGTCTGCTCGCTTGG -CCAGCGGCACTTATAAATAAAACACAGATTTGTAGCCATTTTGTTCAACG -AAAAAAATTAACTTAATTTGAAATGCGACGGCCAAAGAGAATGGtgaatg -gagaaaggagaaagtcgaaGCCAAAGCTTGCAAATATTTTTACGCTTCAG -CGCGTTGTGTACGTGAACGGAAAAGCGAATGAGTGCGTGGGTCGGATTTT -CATGAGTGTGCGTGTGCTGTGTGAgtgtgcgtgtgggtgtgggtgtgggt -gtgCTCTTTTGTGGTGTAGGGATTTCGACATTAGGCATGCATTCAACTTC -TTTGGAAAGTTACCCAGAGTATTTCGTGGGTGGAAGTCCCAAGGAGGCAG -TTTCCTCGAATCGCAGAACTTGGGATGTTAAATGGGCGTGGCAGCGTCTG -CGCTGCGTACACGGGAAAACCCGTCTGCAGGGAGAAAGCGTAGACTATTT -TTTTAGAGAAGCACTTTAAATGAAAAGCTGCTGAGAAGGTGGTTTTAAGT -GGGCATAAATTGTACTCGCTCGTTGATATATAATTAATATATATCCTAGT -TGAATGTAATTAAGGGATAATTATAATTAGATATATAACATTTTTCAGGT -TTTACATTCTCACATAGTAATTTTTTTCAATTGGCACGATCATTAAAGTG -AAAAAATCCATATTTTCTATTATTAGAAGATTGCAATACAATTACAATTA -ATTAGTTTAGTTTTAGTTTCTGTCAGCTTAAATTGATCCCCTGTCTTGTT -AGGCATTAAATATGATTCCTAGATTTTCGCTCAGTGGATTACCCGGCGAG -GGGAGTTATTTATAGATTTATGCACCCTCACGCCCAGCCTAAAGTCGCCA -TTGCCGCCGGTTTCGGTGTTTGGGCCAAAGCTCTTTGGGACAGAAAATAG -TTGGCCTGTGTGTTCTTGCGGACTGCTAGGATATCTTAGACCCGTGAGTC -CGCATTATTGCTGCGCGACTGAGCAAACTACTACCCTATTTCCTTCCAAG -CCACTGGTGGAGTCATTTATATGTCCTCGGGTGCTAGCCATCTCCTTCCG -CCCCAGCCACACATCCTGAAGTCGTGTCAGGAATCTCGTAACGCGTCCTG -GCTGGGCCAATAATTAACCCCCTTATTAATATCCAAGCTATCGAAAGTGT -ATGTGTGTGTTACACTTTCCGGGCTACTTTTTCATTCTCTACAGCAAATG -GTGCCAGCCAAGGAAAAGCTAGAGAAAGGGTTATAGTCTTTTAGTTGGGC -AAACTTAGGGATACAGTAAAACAAATTaaacttaaattatattGTTCATA -AACTATTTTATTGCAAAAACTACTTGGTAAACTTTTGTTACGACTTTTTA -AATTTTGTATAAAAATGCATTTCTTATTTTAGTGTAGGATATGTTGGTAG -AATAGTCCCACATTGCCTCCATTATCCTTTATATCCCCCAAGTTTCCACG -GTATCGATTTCACCGTGTGGGACGCCCCGCAAAGTTGGTCCCATTGTTGG -CGAGGCTGCCAGTTGACTTCTGAGGGCGCCCAAGAGCTTTCCCGATTACC -CAAGACGTTGATTTTTCGAACAAAGGAACTGAGCTGGGTAAATGGTTAAG -TCATGCTAAATATAGTTGCTCGGCAGGTAATTAACACGCGAGACATTTAC -AAACAGCGTAATATCAAAGACAGGGCATCTGAGGGGACCCCCGCAGCTCc -agctccagctcctgctcctgctccCCCGAAAGGATCCTCCGCTCGGTCAT -CAGAGGCGCCCTCCTATCCCGATCCTGGAGGCGCTTCTTCTGGAGGTGGT -AGCTGCAGGAGCAGGCCTTGCCATGCTTTTTTTGAGGCTTATCTTCGTTT -GGGTCTTCCCCAGTGGTACTTTCATTTTCCTCGATCTCGAGCAGATCTCC -CCCATTCTTAATTCGACACCTCTGCGTATCACTAtccctatccttGTTTC -GATGCCTCTCCTTCTGCACCACCACGTTCCTTTTTCcacccctgtccctt -tccctaccctTTTGCTGCGATTGTTGCTCCGGCGACTCTCGCTTCAAAAC -GACCCAGTCGAAGAGGAAGTCACACACCTTGTACTGGTTCCGGAAGAGCA -CCTTGAACAGCTGCTGCAGATACACGTAATCCGGCTTCTCGGCGAAGTGC -AGCTTGCGGCAGTACTTCAGATACATGAAGAACTCGACAGGCAATCCGGA -GCAGAGTTGCTGGAGTGGGATGTTGGCCTTGTACTCAGCTATCTTCTCGT -ACTTCTGGGCCTGCGACTGCGCCCGGATTCCCTGCCAGGGAAGACGACCC -CGCTGGAAGTAGAGCAGCAGGTAGCCCACGGACTCTAGGTCATCCCGACG -ACTCTGCTCCGCGTAATGGGCCCGCACACTGGCGTACCGGGCCGTACCTA -CCAGGTCCCGGTTCTCCGTGTAGCCGATGTGCTTCTGGGTGCGCAGGCTG -TAGAACTTTTTGGCCAGTCCGAAGTCAATCATGTACACCTGAGTCTGGTG -GCGGTTCAGGCCCATCAGGAAGTTGTCCGGCTTGATGTCCCGGTGGATAA -AGCATCTCCGGTGGAGCAGCTCCACGCGGGCAAGGATCTGGTCGGCCAGC -ATCAGGGTGGTCTTCATGCTAAAGGAGCGCGAGCAGAGGTTTAGCAGATC -CTCCAGCGTGGGCCCCAGGAGGTCCATCACCATGACATTGTACGCCCCCT -CGGTGGCATAGTGCTTCACATGCGGGATGCCCAGTCCGCCCTGCAGGATG -CCATAGATCCTGGCCTCGCGTGGCAGCAATGGGTGCTTGACCGTGGAGCT -CTCCAGCTTTATGGCCACCTTCTCGTGGTACTTGAGGCCCTCGGCCTGGA -ATAGTTCGCCGAAGGATCCGTTTCCAATACGCTTCAATAAACGGTACTTT -CCCGCCACTATAATTTCCGGTAGGGATTGCTTCTCCTCTGAGAACCGACG -ATCTTGTCGCTGGTCCTTCTCATGAGGATGATTTGGCTGTGGCGGATGGC -GGCGCTCCTTTCGGATCTGCGGCTTGGATTGGTGAACATCGGAACGGCCT -TGCCAACGTCTGTCGTCCTTGGCACGCCCCTTTTCCCGTTCCGCCATGCG -ATTCGGGAGCTTGCCAGACTTCTACGCAGGCAGGAAGTTGATGTTTCTGG -CGATCTATTGTTGCCACCTTCGATAAGTATGATGTGGAGTATGATTGAAT -TTTCTGAGTTCATCGATCATAGTTCATAAAATAGAAAGAAAAAAAGTAGC -CCCATAGTAGTAGTCCACTTATAAAATAAAGTGGAAAACAGCTCCGCACT -TTTATTTACCCATCATATGGAACCCATTTGACATTACGACCAATCTTCAT -TGTCATCAATTGAAATTGTTTTTTCAGCAAGTTTTCCCTCTTTCCAGTTG -GCTTTTATCATTTGTTTGGCTGCTTAAGAAACTTTTGCACTTCATTTTCA -ATTAACCGTACTGAGCTGGCAGAGTTATGTGTCCACATGACTGTCGAATC -GATATTCTTCACATATGtatatatgtatgtaCATCATGTTGTGTGGATTT -ACCCACGGAAGTGGATTAATTTACTCGAACCTGGCTGGCTCTCTCACCCT -CGCATTCACCTCAGATATTCGCATCGTATGCGAATTCATTGTGAGGATGT -CAGTCACTCGAATTTCTAGACTATCTGGCTTAAACTTCGACCGGAAATAG -CTGACAGCTGTGCTCTGCAAATTGCACTTTCAATTAAGAGAATTCGAGCC -GTGTCAAACTATCATTTATCCGATCTGCTTCTTTCATGGCTTTTAAACGC -ACGCTATTATCTTGTATCAAATGCCACACTTTGGAGTTACGAAAATGTTT -CCCACTTGATTAGATTTATGGACAAACCTATTATAAATATTCATAATTAA -ATTGCCTGTGCCCAGATTGCGCTGGAAGCGATCCAAAAATGTTTAGCCAG -CAATATGTGAATTGAAAACGACGGATAATGCAGAGTTGAAATGGCAAAAT -TGTTTTGCGAACTAGGCACAGTTGTCATTTACATAAATGCTATGCAAAAT -CAGTTTATTTGTACTGAACGTAATGAAGCCACATTCAGCTGAAAATTGTT -TGACATCGTTTTATTTTATCTGAAAGGTATCTAAAATATCTGGAACCATA -CATAAAGTCCGTTGACATATCCTGAATTATCTACCCGTTTTATTGTATAA -TCTACTAATATATAAATTAATGTCAATCTGACTTGCACAGTTTTCGGGGG -GAACGTTCTTCTGGGGCTTGCGGCTTGGAGCAGTGACAATTCCGAGAACT -AAATGCGTGGATCCATCCATAATCCCTTATTTATGCGCGGCAAAAGAGCA -GAACGAGGGGATGGAATATTGCCCACAAAGTCGCGTTAGTCCCGACTATA -TGTACATGGAGGTCTCCTACCATCATCGGGAGCCACCCACACGGATCTTC -CACTCGCATGCAATAATGCTCCTTTTATGGAGGCTCTAGGACGAAGAAGT -GGCATTTATTTAGAGCTTATGGCGCATTAAATTTAATTAAAATACTGCCT -CAGCAGCTAGCAGCAATGAAACGATGAGCTTAAACTATCcaatccacacc -acaccccttcactttaCCCATTTCCCCACATTCATCATGGAGCTGGGAAT -GATTAGCCATTTAAAGTGACTGCGCACTTTTCGGTATTTATCACATCTTG -TTGTTTACTGGAGAGTGTCCCATCAACGTCTCGTTTTTCGGTTGAATACA -TAGGTCCTTTCAAAAGTTATCCCTACCTTGGCCACGCCCCCACAATCCTT -TTGGATGGCCTGTCAAAGGTTATGACCAAATTGTCTGCACATGCTTCGCA -TATTCCAGTTTAGTTTTCGCCAGTTCGTTGCCAAATTTTTTAACTGTGTT -CAGTTCAAGCCTCAAAACTTTTCGGACAGCTAAATCATTTACATACACGC -TCGTTTGCCGCCCATCTGTAGCTTGTGGTCACATGGCGTATGCGTGATGT -GACGTCTTAGGTTTTGGCTGCTGCCTTGATTTATGTACATACGCTTAGGC -GTCGTTTTAAATGTTTTGACAAGTTTCTAGATCGATTCGTCAACAATGAA -CGTTGCCCGCAATCCCAAATACATCTATAAATATCTTAAATATTGAATAA -ATATTTCCCTCACTTCTCTCACTCAAATCTTAAGTATTAAATGTACGGCC -TATTGCCATACATCTTCTTCTCCAATGAGCTTCACTTTTCGCACTAACTG -CTTGCAATGCAAATTGGTTCAAAATGACTTGCTCGGCGCCACCAGCTCAT -CTCATCTTCTACTGCAGCCCTAAAAAATTGCCTTAATGGAAATTATAATC -ATGGTGGCAATGCGTCATGGCCACGAccacgcccaCTTTGAAGGGCGTTC -GCCTGATTATCATGGGCGGCGACAATTTCGACGACATTGTTGCCAACGTT -CCaaagttcCAGCGAGGGAACGAAAATTCTTGCACAAGAACTCATTAAAA -GTGACAGAGAGATGAACAGGAATTGTTAAGCAGTCCTCCTCCACGGAATA -TatatgtatatacatacatcAAACATTGGGGAAGGCATAAAAAACGTAGG -AATGACAAAGGCAAACCAAGTGATGCCAAATTGTCAGGACTCAACTCTTT -TCACCTCTCTGCCGGCGCACAATAAAGATATAGATGCCAAATTATAGATT -AAACAATGACGCGTTCCCGACAGCCACCCGCTCCTGCCACCCAACATTAA -AGCTTAAATACATATTCAATTTGTTGGCCGCCTTCGGGACACGAACATAC -AACATTAACATAATTTCGACGCGTTTCGCCAATTTGAACACGTTCAACAA -CCGCATCCAAGCTTCCTTCAGCCTCCAATCCTCACCCGCTTCCACCCACT -TCTCAACCCAAAAGCCAACTACCCATCCCTTCTACCCATTCGCCGATTGT -TTGCTATTTTTAAATTCCAGGGACGTAACTAGAATTTAATTTCTCAACTG -CCTAGTCGTGGCTTTGAGATGTCTGGGCTGATGGAGCCGTATGGAGCACG -TACGCTCACTTGCTCCCCAAGTTCAACGGAAGAAGTACTCTAGCGTGGGA -GGGCATGAGATGTGACGGCAACGGGGCCTTTAAGTTAAACACATCTCAGA -ACGTAGCTGAGCCCAAAAACAGACGTTTATCGCTTCGGTTATAAGCTTCG -GTTCGATGTCCCTTTATGAATATGTCCAAGTGCCACCACAACACATGTTG -CGGAAAAATATAGTTTCACCAAGGATAATTGATTTTTACAGGACAGCGAT -TAATTGATGTTTTGATATTACACACTTGAGTTTCTATGTATCCTATGCTA -TTCCTGGTACATACATATGCGTATATACCCAATTCTTTCGAGGCTGTTCC -GACTTTTGTACTTCCTGGTTGATCAAAGCATTTTCCTCTCTCCTCTGTGG -TTACCTTTAATTTTAATGCCTCACGCTCTTACACATGTGACTGGCGATGT -TTTCCCTGCTCCTGCATGCCGCTTTCATGTCAACCAGGTCAAAACATGAC -CCCAGCCATTATCGAGGAGAACCTGCCAGCGCCCAACTCCTCCTCGAAGC -TAAAACGTTTTAAATTTGTTGCTGTCCGTGGGTTTTTCCCCGACTCGCTG -CGTTGTTCGCCGCTTTTTTATCTCAGCTGCTGTGAAAATCCGATGAAATA -TCTACTTAGGCACAAGCACGcgtgtgtgtgtTTAAGGACATTGGGCGTTT -CtgtgtgtatctgtgtgagtttgtgtgtgGGAGCGGTTTGCATTGGCATG -TGTGACTTGGCATCAACTCGTGCGCAAAACAGTTTAAGAAAATTTCTTCT -GACTCGCATTTTAATGATTTAATTTTGCATAAGCTTATTCGCGTCCTTAT -ATCGTCGCTTATCAGGGCAAAGATGTGAGCCAGGATATCGGGTTTCCTCG -GCTTTTCCGATTGAGTGACACGTCATTTGATGACATTAGCCCAAGCCTGC -TTGCTTGCGTCTAACCCACATCGGCTAGGCTAATCCCGAGGAATATCTGT -GTGAGTAGGAGTCTGAGTTCTGCCACCTGCACTGACCCAATTACGTCCTT -GCAAAGGCCATATAAGGATACGCTCACCTACTGTGCACCAAAGTTTGCCA -TTCCGGTGTACACAACCCACAATCGTCAAGTGTTTATATAGTTTGTCGCA -AACTTTGCAAGGAGTTCATTATTTCGCTTTCCGCTACAATTTATCAAAGG -ATATGCGTAATTTCCGACCTAAGTGACAGCTGCCTTTGCTCCTGCTAATG -ATGTCCTCCATGTCAACTGTATGTTTCGGATTGCTTCCTGTCGCCCCCCA -TTTTGCGGCCGGACTGCAAAGTTCAGCCACCCACGCGATCCCATCTGCAG -ATGTGTGACATCCCCAATTCGCACCTTCCGTTGACTTTGGCACGCAACCG -AAATGAATCCGGCTCATCAACTTGGAAATTCTCTGCTGGCTTCGTCCGAC -CCCGCACTTCTGACTCCCCTCACCCGGTCACCAGCGCACCTTCCCATTGA -TTTTCCCGGTGCGTGTCCAAGGCGAGAATTGGGCCTTTCATTCGGGTCTC -ACGTCTGTCCACAtgtgcccacttgtCGCCATCCCTTGGGACCATCCACA -GTTGGTTCGCAGCGGGGAACGGGGTTTATGATCCGCAAAAGCTGTTCCTG -GATCCTTACGGTTACTTCAACATGGACGGACTGCCATCGTGTCGTTTGTA -TGGTCGTTTGGGATTATAATTCGCAGTTTCTAGGGAAAAGTCAGGTAACA -TAGTTATGCTTGATTGGATCATAGAAGTTATTACTTGCTCATTGACAACG -TTTACTTCTGATTCAGAATAGAGAAGTGGCCAACTTGAATGCTAAAGtaa -agtaatagatttcagttaaattaaattCTTAAAAAAGGCTGCTTGCGTTG -ATATATTAAAGTATTTTTCATACATTTCAATGCCTTTCTCTCAATAATTA -TGCTTCGAAAGGGAAATGCATAATTAAATATGATTCCCGTTCTTGGCGAA -CAGCAACAAGAGGAGATATTTTATCGTATCTTAACCTTGAGATGCCGGAT -CGAAAGGCTTCCACTCGAAATCCTCTCCATCCCCATCGCCTCTTCACGGT -TAACTCGTGCGGTTAAAGCTGCTTCCTTCCACTCAATTATATAAAGCTAC -AGCTGGCGAAGAAGGAGGGGTTCAGGCGGGGTTATAAAACACGGAATCTC -TTGAAATATTGAAAAACTTTTGCCCGCACCAAGATCAAGTGGAGGAGGTG -GTAAAGTAAACCGAATACGAATCCATTTGGCGGTGCACTTCGAACGAATG -TTGAGTCCGAATCGGACAGTGCTCACAATCCCCCACCAAGCCAACTGGAA -GCTAACCGAAATGAGGCAGGGAGTAGGATGAATCCGAGAAGAGCCCAAGA -TGGGTGTGGCATTGTGGGGTGGAGGTGGATACTTCTCCACTGCGGTAAGC -CCTGCGAAGCACTCGCATATTTGCCGAACACTCAAAACGCGCTCTTACGG -CGACAGGAGCCACCTGACAAGGACGCCAGGATAAATGTATGCAAAGGCAG -TCAAACGGCGGAAAACTTTAGTTGCCACACAGCCAAACCGACGGGCAAAT -ATGTAGATTCGAATGCTAAGAGCTTTTATTACACGTGCAGCCGTAATCAG -CAAAATCCAAACACATTGACACTGCCTGAGTGTTCAACTGAGGCAGGGAC -GAATACGGATCCACAATGAGGCACAGAAAGTGCACACCATGTTTACGCCA -TAAATGACAATGAGCAGGAAATCAGGGTAGAAGGGTAGGTCTCTCAGACA -TCTGCTATACAAAGACACTTAAGTAGTTGATATTTAGAAGGAACTTACAC -GCTGATTACGAAACATCTGCTTAGAAGGGGAAATGCAACTAAAAAGAAAG -TATACATTATATGTTTAAAGGGTGTAAATTGATCTTGCAGCTATCACAGA -GGAAGTCGTGCTCATGCAAACTATCCTACCTAACTAATTTTCTTGTTTCA -CAGCAAAAGGATATTACTATTCTGGACGCTATAAAACAACAGTAAGGGAG -CAAGAAACATGTAAAAAAAACTACATACTCATATTCAGTTAATTCGTAAT -TATTCGATAAGTAACATTAGTTCAATATTTCGTTTAGTTAGATTTTAAAA -TATTATAGCACCCCTTACTGATTAGATTGGATGAGTCCTTTTGACCAAGG -GTAAATGATGAAACCTTTCCTAGGTTTCAATCTGCGGATTAGATTTCTAA -ATAATACATAAATACTTTAAAATACTAAAAACCATCGTTTATAGTTTCAA -CTTGTTCTTATTGATGTGCGACATGATCTCATTGGAATTCGAGTCGGGGA -ATCCCTGTTAGCCCGTGTGGACACACTTAACAAAGGAGAAATCCTAGTCC -ATCGAAGCTTCCACTATCTGCCTTTCTTGCCCCTATCATGTAtgcatgta -tgcatgtgtgtgcgtgtgtgtgaatgaACTTCCGCTGCGCTGTGCGCTGT -GgtggtggtgttggtgatgatgGCGCTGCCATCGTTTCCGCTGCGCTGGC -TTAGATGTTGCCCACGTTAAGCAGTCAGCACAGCACGTGACGGGGGATCA -AGGATGCGGATGGggacgaggatGGGACCCAGATGCTGAGTCTCCGGGCT -CAGATTCCTTGGCATCCCTCATCGCAGCTCCGCGGGCGATGGCGTTTATT -AAGCGCATATAATCGTAAAAAAATTAGCTTGTATGAAATACGCACTGAAA -CTTGCGTTTAGCTGCCAGGATGGAACGTGATAAAGGACGCGGGATTGGAG -CGCCGTACTTAAAATGCAAATGATATAAAACGTAGTGCCTTTCCAGGCAG -TCGAGTCATCGCTTTGGGCCCATCTCCAGCGTCCTTTCCTGAAGATTCAC -TTAAGCGTTTTGATTAAACGACCTGCTTTGCTTTATTCTCGTCATAATTT -GAATTAATGTCGGAGCTTAGGGCGCAAATTGCTTTGTTTAGCTAGTTTCT -GAATGGATTACGTAACCAATGGCAGGAGCGAAACCCATGCTTTTAATTAT -GAAAGGGGTGGCAATCCATTAGTGTCCCTTTTCGGATGGCAGACTGTAGC -ACCAATTAGAGGTACAGCTGTCTTGTAAAAAAGATGAAAGCCTCCAAAAT -GCTGAGCTCCTCGATTGCAAATAATATCCAACGTGCAGCTTAGTCTCGCA -TTTTTGTGTGCCGAAATGTGGGAAAATGTTTCTAGTTCGCGAACACACAC -CAAAATCAATATCCGCCAAGAGCTGTCATTCGCTACCTGCATTTCATTTC -CGCCTGTCGACAGGACACATCCTTATATGCAGATATACACGTCCTTGGTG -GCCCCCGTTTTCTGAAGGTTCCGTTCTTTAATGTCGAATGCTGCAGGATG -TTGCCCCAACTAGTTGGAGGAGAGGGATCCAAGGGTAGTTCCTTTCGCAG -TCCCCttttctggaccgttttctGTCTTTAATTTTATTATTCGTTTTACC -CAACCAGGGGACGGCAGAGACTAAAAGGCCGTCTTTAAATTGGCTAGAAT -TTGTAATTGATTTCCTGCCGTTATCTCTTGATTCAGTGCATTTAAGGGGG -AAGGAGAAAAGCTGGTCGAGAAACAACTGTAGCAAGTAGCTCTGCAAACA -ATAAATAAACCTATAAAATTTTAGTGGCACGTCGAATAAAAAGCTCTGTG -CACAAAAGACGAGGTGGGGCTTAAAACAACGCCGGGGCGGACTGCCTCAA -ATGGTCGGAAGTCgaactcggactcggaatcggaaGAGTCGGAAAACTCG -GGGCGAACAGGTTGCGAGAGCCTGTCGGCACGAAGACCGCAGGAAATTTT -CGAGTGGGAGGAAGGCTAAAAGCATTACATTACACACAGCTCAAATATAT -ACACAATAACTGGGCTACAATTGTCTGGCTTCGTAACCGCGACTGAGGAT -GAAGAGCCTTGGAGTCTTGCCAAAAAGTGGAAAGTTTTCAATTTCCAGGA -TTTGAGTCTCCGGGCCATGCCACGCCCACTCACCTCGGCCTGTAGGCCTT -GCATCCAcatccacatccacctcagcctaagGCACTTGTTTACGTACTTC -GACGCTCGCCGAGAGCGTATCAATCAACTGGGCCACGGTGCGTATGAATT -GGGTCTTGAGATCGAAAACAAAAGGCAACCCACTCCGCTCCGAGTGCCAT -AACATGCCCGGCCAATGTGTTGTTTTCCAAATTAAATTTACTCCGGCCTC -CAGGATCTAATCAAAGTGCTAGCCTGCAGGGCTGCCATCATGAATGAAGG -TTCGATGAGAAAATAACTTTCCTATTCACGAGGAATATGCAAATAGACAA -CTAGTTCAGGGAATCTCGATTTCGTCTGGCCCCTCCAAGGCCATCAACGC -TTTGCCCAACCTTCGAGGCATTGAAATGGTATTTTAGCATATTTAATTCT -CCGAAAAAAGAACCTTTAAGAATATAATAATAACATGAACTCCTGTTACT -CCCATATTTATTTAAGATTACGTGTTATTAAATCCACTCTGTTTTTGATA -TCAACATGACTTTACACGATAAAGTTTCGTCCATTTTTTTGAAAAAGAAT -AACCATTTCATTAAAGATCGTAAAGCAAACCATTTAAATTACATATACAT -AACTTTGAACGAGGGCACATATTCACTAATGCTGACAGTTGAGTGCGACA -CAGTACATATAAATTTAAGAAAATTTAaAtccatataaatATACTCGAAA -TTGCACATAGGGTATCAACCATTCGACTCACAGTGCTCAGCCTCGAAAAC -GCTTCTAAGCGACGATTTGCTAGTGTGGGCGCTGCTTAAGACGCTCTCAA -TCGTAtctgatcaaatcaaatcaGCCGGCTCGGCATCCGTGCTCCTGGCA -tcctggcaacctCCCCACAACAATCCACAATACGGCTCCGGTTAGTTGTG -GGCGTCGCCTCGATGACGCATGGTTTTTGGAAAGGTGACTGACTTGGAAG -GGATCCGACGAAGGATGTGGGCGTTAGGCGGATCcgaatacggatacgga -acctgatgctgattcttatGGAGATGTGGGCTATAAATACGACAAGGATG -CGATGTCGATGGCTAGGGGGCTGTCTGGCATTTTTAGCACCCTGGCACCA -CACACATCGCTGCGGGCATATTTTGTGGTTATTAAATTTATTAACTTTCC -CTGCTCCGAGTGATGATggatgatggatgaaGCTGTTGGCAGATGTCTAA -CTAATTAAGAGTAGGCGCAAAATGCTGTGACTGATTAAAAGCGCAGATCG -GCTTCTTTGTACTCAAACTGACTTTAACAAGCGTGCAAAACgcaaaactc -caaactTTTCCAATTATAAATCTGTTCTCGTGTAATTTACAAACGGTCCA -CCCTAAACGAAAAAAAATACTGCGGACAGAGAACAGAATTGGAAAACATT -TTTCACGCCCCACTTGCCGTTATCCTCGTTTTCCAAAAAATAGGCAGCAC -GAATTGGCGCCCTCTGCAAAAGCGAGAGCCAGAAATCAACTTCCGTTGTG -CAGCGGAAGTGAAAtgtgaaatttgaaatttaTTATTGGCAATGCAAAGA -GACCCCAAGGAGAAACACGCAAaatataaaaaaaaaagaagAAGGCAATG -GGCTGGGGACCAAACAATATTTACGTTATTAAACTGAAATCAATGTGCAA -TATCCGCTGGCGACTCAATAAATTTAGTCGGCCGAATTCGAGCTGATTGC -CACGAAATCATTGTGCGATTTTTTCCGTCACTTTTCCAATTTATTTTGTG -CTTTTGATTTGTTTTCATTTCTGTGTAGCTGTCATATAGCTTGAGAAGGC -CACTTAAATTATAATATTACGACCCATCCTGCGATTCTTCCACTTAAAAT -TGATGTCCTGCGGATAATGGCTATGCTAGAGTTGGGAGTCAAATGAATAA -TCGTTTAATCAGTTTATAGATACTAACCAATTTTATGTATTTTCTGCTCT -TTCAGCAAATACAAACGAATCATCTAGCACTACCACAAAACGCAATATAA -TTTCAAACCTGCTGGCTTCGCATCCACCCAAAACGTGTCCTTCCATCCCA -AAAGATCCAATAAATCCGGCAAGCTGGCGTCGTTTAAGCAGaagaataac -aataacaccattagcaattacaacaacaataTAATGTGGAGTAGTACTAT -ATCGCCAACCAACTCTAAGAAACTGTTGATCGGAAGCACACGAAGCGTTG -ATTATGTCGGTGATAGTGCGAGGACAGCAGCAGGCAATATCAAAACAGGA -Gcagcagcagccgcaggagccaaaggatcaaaatccaaagccacagccac -agcccccacaaccaAGATCTCAATCGAAATGGAGCTCCACATACAGAACA -AGTGCATCTCGGCATAGCGCATCACTCTGGAGGGTGGTGCGGAGCCGCCA -TGGCTGCAGGGCCCCCTTAAAGCCGCGTTTTTGGGGGCTACTGGGGTCGG -CAAAACAAGCATACTACAGGTGAGTCCAAACAAATATTGAAAAATCGAAT -CGGTCATATACATATGTAGTCTCTGTGGCGAGGTTAATATACTTCAGACA -AAGAAAAAGCTACTTTGTGAGCGTACAAGTTCCATAAGGGTAAAGATAAT -CCTAAATGATAGCTCTCAACTGCTAGATAGAGCATTCACACTTGACACTT -CTCAAGGCCTTGAAGCTTGCAGTGCGTAAGTCGGATAATCATAGGCTCGA -AACAAAAGTAATTGCTCTTAACAATTAGAAGAAGATTTGCGAGCTGACAT -CATTTAAAACCCAAAAGTTATTGTTTTTTCCTTAACTCAATAGTTACTAG -AGCTAACATATATCCACATTATATAAAATCCATTTGCGACAGCCGTCTGA -TGTAATTAATACGGAATTTGTTAATGATAATTTAAATGTTTGCTAAGTGC -GACTCAGTGCTAAAAGCAATTACAACGTTAGTATGCAATCCGATTCAATC -AACGATCCATTGAAGGCGTCCTTGTTGACCGCTCGCATTAATCAGTTCCT -CCATAATAAATTGCATTTTCAATTAACACAATTCCCGATTAAAGTTGCCC -CAATGAGCACAAAACGTTAAAGAGAGAGGGTTGTGCGGGGCATGCACAGG -ATGCAAACGCTGCACTTTTGATGCCCCAACTTGGACTTAAATTATTAATG -GGCCACGGGTGACCCCGTGGAAAGCTGAaagctAAAAAGTTTAGATGCAA -ACTTTTTAATAGACCATCCCACGACAGCTGGCCCTCATCGACGGTGTTTA -GCGCACCATCTACCTACACTATGCATAAGTCCCACAGCCACCTCCATCCA -GGACCTGCATCCTTCCCAGCTCACCTCCTCCCCCTCCCGATCCGCTAATT -GCATTTGTGTGCGTGTGCGAGCCCCGTTAATTTGATTTGCGCTTCTTTTG -TGGTTTATCTTTTGTAATTAGACAATGGCAAGGCACAGAGCTTGAATGCC -TCACATGTGCTCACCGCGGCTGCCTGCATGCCTGCTGTGGCGGAGTCCAT -CAGCAATGGTGTTCACTAACTTGTGGTCCTTTTTAAAAAATGTCAAAATT -ACTAGAATTTATCTGTTGACTTAACTAATCAAGTACTGTCACATCACACT -TTATTTGATGTACTGTTAAATTAAAACATTTATTCAGTTTCTGTTaaaac -aaaaaaagtattttttttattttcccagtatttttttttttAACGAGCGA -GAAATATACAGTGGAATGCCATACCTAGTAGCTATCCGTCACGTAGCTAA -TTGAAGAATGCGAGACAAAAAATTATATATGTAAGCAGCAAAGCGAGTTA -TGTAGCAAGTAGAAATTGATTGATTCACCTTAAAACAAATAAAAGCACAC -AAAAGGTAGTATTTACACAATACCGAATGCCAGTGAAATTTGAAATTTAT -TTGCCCTAATCTCAGTTTCTACTTCATATATCGATAATTTTCGAGATATC -GTCATTCATACGGACTAAAAAAAGATCCTGAATAAGAATACAAATACTTT -ATAGGCTCGGAAAATCGTTATTCTTCCCTCTTTATTGTATACCTGTTTTA -TTCTACGATTAATAAATGTTTTAAGATAGTTTGGCTACCAAACAaaaaat -ttaaattTCCTTCTGACAATTTTAATTAAATGTACAAaacaaaaaataaa -aCATTGATTTGAAAATATTCGACATGTTTTTCAATTTAACCCAGACAAAG -TCAAATAAATTCGATTCTGTTTGCCTTTTGCTAAGTGACATCCTCGATGA -TTACCCTTCCCAAAAACACTTGGTTTTAATAAACAACTAGGAATACTTCG -AATTTCCCACTTAAGTATCTGTCAGAGAATACTCTCTTGAAACTAAATAt -aaatatataATATAAAGGTTATAGCAACATAAATCAAAATATTAAATACT -TACTTTTCAAAAATTGTATCCTTATTCCCACTAAGTTTTTGGCATACTTA -TGGAATTTTTGTTGGTAAAAAGAGTATTAGCTTCGTTGTGGAAAACGGTA -TATTTTCCGCCCACTGACGACCTCCACGCCCCCGCTTTTCACCTCTCGCT -TGCCAAATTCAATTAACTGCAGTTGgcagttgcgagttggccgctttgcc -atttgctttccgctttccCGCTTTTCCCGCTGCGCGGTCCCCTATTCCAT -TATTTTCCATGCATGTGCTTGTGTGTGCTATATAGCTGCGTTTAATTTCC -ACGAATGCGATTGAGAGCAGCGTGTATGCATTAGCTTTTAGGATCGCTTG -CCTAGGAAAcccaggaaacccaggaaacccCCACAGTTTTCCAGCGGTCG -AACTGCTTTCTCGATTCCCGTTGGGCGGCTTTTATTGCTTGTAATGCGAG -ATTTGTGCATTTTTATGGCATTTTAAGCACTGCGAAATCAATTACGTCCA -GTTTAATGGCTGTTTGCGGTCAAGCTGGCCAAGGGAATCCTTTTCGGAGC -GAGAAGATGTTAATCTCGCACACCAGGTATCCTAAATGTTTATAGACGCG -GTAATGTAATAGTCGCGTAATAACAGAAATGCGAAATGAAATAACATAAT -TTTTACAACAAGATAAGGCAAACCGGTACATTCCGGTACTTTTCAAATTa -ccggtacttttcaaattacTTATTACACTATTGCTTATTTATATTGTATA -CACTTAGATATTTAATTTAGAGTTTGAAAGAACAGGGATTTATGTTTCTC -CCTGGGTTACATGAATTTTCAGATAaaaaatttccaaattttcaaaaaaa -gGTGGCTAATTCCAGCAGATAAAAGTGAGAAATAAAACGCAGTGCATCAT -ATCAATAAAGCGTGCGCCATGAATATCTATTAGGGTACATTTAGAAAAGC -AGCTAGGATCCCCGGCGAGCAGATAATGTACCGCTTTTTATGGAGCAGCC -AGAGCAAGGAGCATAAAGAGGCGCAAAGCTACGAGGCCCCAACGACCTCA -GCAGTTTGGGGCGAGGTGCATGAAgcacggagcacgaggcacggagctca -aaactgggaCATGGaaacgggACCTGGAGACCACGGAGCCAGCCGACCAT -CAATGTCATTTCTTATTCAATTACCAGTTCAATAAAAATAAAACTCAATG -GTATGCGGCGTTGACACATAAAAGCGACGCGATACGAATCGATGTCTGAC -CCCTTTCTCACGCCCCCCGCCCACACGTTCAGTGTGGGGAAGAGCCTGTG -TCTGTGCAGCATGTGATTTGAAAAAGAGTGCGCCAAAGTAATTCCCTTGT -AGGCCAGCCAGCGTTGGCATCTTTGCTCTCTTTCTCTCAACGCGGCCACT -TCCGCTTCCGGTGGCCTTCCTACTttgctactttgctgccttgccgcTTC -CTTTTTGGTGGCCTTAATTGAATATAGTGTGCATAAATTGCATCTGATTT -CATTGCAGCGACAACAATGGGTGCGCTGATTGGCAGAAGAATATTTGCAT -TTTTATTAGACGAGCGAGCGGAGATCGCTCCCTCTTGCTCCCAAGACATC -CTGTGAGCAGGAGTACTGAGAAACACATTTCATAAGTTGATCATTCGATG -GTTTTCAAGAAACCTATGAACTTCAATCTATTCCATGATTTCTTGAAGCG -GCAAGGCAGCACTTTAGGGTGCAATCAGACGTTAAATATCCTTTGAGCCT -GCCACTCATCCTGCTCATGCATTGATACCCATTGCGAGTCCCGCATCCAC -ATCCAACCGGCCGTTGCAGTTCATTATCAAACGTCTTTTTACAAACTGTT -TCTTATGTGTCCGATGGCCTTGGCTTTATTTCGAATCCCAAAGTAAAGGC -CCAGTATCCCTTACTTTGTTTGTAAaagaaaaggcccCGGGTCAAGAGGG -TCGTTACCACAACGGCGCCAAGCGAAATCCAAAATAGTCGCGCGTGTGCG -TTATGGGCTTTGGATTAGAGTTATGGCTCCTTACTGAGGCTCAGAAAAGC -TGGCTACAGTCAGCATTAAGTATCTCTAAATatatacACAAATTAAAGCG -ATAGTTGGGCATTCCGTGAATTTGTGTAAATTCaatttgtgtgaatATGT -ATATAAACTAAAATAAAAAGTATAATCTTTCTGTAGCCTTTAATAAGTTT -ACAACGATTGTCTACAGCTCACAAATAAATAAAATGTAATTATTTCCATG -TGTATTTAAGTAATATCTTAACCTGGCCCGATCCAAAGCCTTGTTTAATT -ACACTTCTCTAAGCTCAACAAAGCTCCCTCATGCAAAAGCGCGGAGCGCA -TATTTAAAATGTTGGCTCGGCAAAGAAAGCATAAAAGCAAGAAAATATTA -TTTTGCTTTCCATTGGGGCAGAGTGCTTTTATGGAATCAAAAGATTTGGC -AATGGAAACATTATTTTAATATTTCATGTTCAGTATTTATATAATTTAAT -ATTAATATCACCTTACTGACTCCGCTCTTTCGTGCTTGCTTTCAGCAATT -TTTCTACCATGACTTTCCCAGGACTCATCAGACGACAACTCATCGCAAGA -TCTACAAAAACTGTCTGGTCTGCGACACCTGCATACGTGAGCTGATGGTA -CTGGACGTTCCTCCCCAGGTGAGTTAGCACCTGCCACCTGGCTGCCCCGG -ATCTGCCATAAATCCATCCTCCCAGCCACAGCCCTTGCCGCAATTTCCAA -CATTCCATAATTCAGTTAAAAGTTTCTCCACTGTCACAGGGTGACTGTGG -TGAGGCGTTTTCTAAAAATATGTACAAACTATATTTTTATGTAATTTTCC -GGTAAATTTCATGCTGCTGATTAGAAAATGCTTCCCAAGGCCATAATAAA -TTGCTAAATAATCTAAATTGCCCCACAGCCCACACCAGCTGCAATCCTGC -GCCTTTCCTCGCCTTCTGGAAATATTAACTCGAGGATAATTTTAGTCCTT -CTGCGAGGATGTTTTCTTCTGACTCAGCCTGCTGTCAGCGTAGTCTAGAC -TCGAGCTCGCACCTTCAGCACCTTCGTTACAATCAAAACAGTTTACAACC -ACATTTTAGTTAGAGGAGTTTTTATACTTTTTGTGAGAAATTAAAAGAGG -CGTATCGGAAAGGAAAAATAAGTTCTAACAAGTTTGGAGGATAATATAGA -AGTTTACTATAAGAATGATATTCCGCCTATGCTGGATAAGTGGGCTCTAT -CATAAGTggctctatcaaagtgggctcaacgaaaATCGTACCATTCGGCG -CTTAATCATTTTCAAAAACTAAAGGGAACAAGATATTTGGACTATAAAAT -AAAGCAaaatgaagcaACCACAACAGGAAATGAATCATCTTGTGGGTTTA -AGTTGGTCTATGCTCCGGATTTTCCATATTATTTCAGGCATGAAGGATAT -GCTAAACAACCtaaacaacTTTTAAGTCTGAATATGCGATTTCATTTTTT -ACATTTTAtttattTAGTATCGATGTTAAAATGAAGCAGTTTAAAGGATA -CTCTAATACTTTAAATTATCTGTTAGAACGTTAATCTAAAGCTCTCAATC -CAGCATGCAGTGTTTATCtttttatttattatatttttttctttctcttt -tttatttACAATCTGTCTTAAAAAAAGTATGACAATAAGTAAATTTTATA -ATTAATCTTAAATTAAAAGAGGCAGTAGTGATCCATTAATCCCTTCTACA -TGCTCTATGCATAACATGTTTTAAAACTTAATACCTGTCAGGGAGATCTA -GCACGTGAAATTTTTTAAGTCCTCTGACGTTgttattattattTACCAAA -CTTACGGCTAAGTTATTTTCATGTGTTCTTACTCTGTCTATatatttttt -ACtatgttttgctatttCTTCTTTAACATAAGGGATTCCTAAGTCTTTAT -GGAGACTTGCATTTGAAATATAAAATGGTGCATTAACAATTTGTCTTAAT -ATTTTTGATTGGTAGCGTTGTATAATCTCAATATTTGAGGTGCCGGCAGT -ACCCCAGAGCTGTATGCCATAAGTCCACACGGGCTTTAGTATAGCTTTGT -ATAAACGGACTTTATTTTCCAGAGTGGTTGCAGATTTTCGGCCAAGCAAC -CAGGTCATCTTCAAACTTTTTAAATTTAGTTGCTGGCGCAACTAGATGGT -TTTCTATGACTCAACAGGCTTTCAACCTTTCACGCTCTTTTTTGCAAAAA -TATTGCAAAACCAAGAGGCGCCGTTGACCATATCAAAGTCCCCCTGTATT -TTCACATTAAAGTGATAGGCTGAATAATTTATAATAATAGCCAACAGAGG -GTATTCAGGTGCATCGTTACGACGATATCTGCATATTATCAATTGTTAAC -TACTTTGTGGCCAAATTAGCCCTGAACAATAATATTACCAAATTATGGGT -GGCCATAAAGGCTGGCACTATGTAAATATTTTCGTCCGTTTATCTAACAA -TTGCAGTTGGCCATTTAAAATATCCCCAAGGTTGGGTTGCCCCGTCTTCC -AGTTTATACTTGTGACTTTCTTTTTGGTCGGTTCCATGAGGACTAAGACA -ATTAGGGTGTAGTTTTGCCACGCCACAAATAGCAAACGGACAACGAAAAT -GGGCAAAATGATATCACACTGTCTTACATATCACTACCAGGACGTCCTCG -TACCACCAGTTTTTGTTCATCGGTCTGCCACGTTTAACTATCATAAAATA -TTTATGGAACACACTCCTAACAAGGCCAGTTGCTGTTTGGCTTCCTTCCT -CGGGCCTTCTAAAATATGCAAAGCACGAGATGCCGAGTAAAAAGAGGATT -TCTTTGGGATTGCTAAAGAGTATAGTGTCTTTGAAGAGCAGCTCATTGAA -ATAGTGCACTAAATAGAAATCAAAACTTAAGCTGGCTATTATTTAAGTAT -GATTCTTTGATTGTGCAGAAATCTGTGTTGGAAATCAATGTAATCTTTAA -TTACATGtacttaaatgtatctaaatCCTAGTGGAATTGAACTCTACATA -TGATATCGATCCAGTTAATATTGCTTGTTATTCTGTATATGTACCTATGT -ATTGTATATCGGTTAAGCCATCACTTTGCTTTGTTCCGCGGTTGAATACA -TTTGGGCCAGTCGTTGATCTAGCAAATCGAGAACTGGGCCAAGTGTGTGC -TCGGCTGACAAAGTCGCCGAAGGATATGGCCCGGGGAGGATGCTGTGGCA -ACGCCATGGATACCCATTCCCTCCAGTTCCGCCAGATTCGTGGATGAGCA -CGGGgaggcggatgaggatgaggaggaggaatcgaaatggCAAGCGGAGC -AAAAGAGTTGACAAGCGAGCGTCGGGCAGCCAGCCAACCGCATCCATTGT -CATACTCGTATTAACTACGTGCTGAGCGAACCATACCGCCCCCTTTTCGA -CAGTTCACCGACCATCccgcccatgccgcccCTCGATGCTTTTCAACTTA -TTCATGTCCATTTTGGCGTGAATTTGTTTTCGAGCAGAGCTTTTtgcccc -cctttttgTTACACTCTTTGTTGTTCATCCATTGTGCTGACCAAATGGCT -GACTGTTGTCTAAAAGCGGGCCAACAGGGGTTTTTCTGGCCAGGATTGGG -AGCAGGCTGGGAGCCTTCACTTCGCTGTCGCCTGTTTATTGTGCGGAATT -TTTCATCGTCAAGTGCACTGCCTGGCAGTCATAACTCAAAGTCCACCTTA -ATGGTTTCCACTTGTACAAACAGCATTTATTTTCCAACGGATTTTCGCTC -ATATTCACCAGTGCCACGGGGAGAACAGGTGTTTTTTTTCCTGCTTCtgt -ttctgGCTCTCTGTGGCTGTGTGAAGTGGAGGCCATTTGGTTGGTCATTG -TTCCCATCGCTGCTCAGAGCCACACTTCATATGACAATCTGGGGAAGAGG -GCTAACAGGCGTATGGGAATTAGTGGTGGGGGGGTAAACCTCCCAGAAAG -TAAATCACACTTGACAAATTATAGAGCACGATATTATAGTTAATATATAG -TCCGTGGCACGCTGACTGTTTATGAGCCTATTAGGAAATCATGGTTTATA -TATATGGTTTTTACAATTTTGATGTTTGATACCCTCGAAAACATCGATGG -CGCTACTAACGACGTTGTTACAGCTCGACTTTAACCTGCCTCGTGAAACT -CTCGATTCTAGTGACTAGAATCAAAACATCACTTTCGAGCATCACTTTAA -GATTTATTAAAGAGATTTTCTTAAATTCAGATATGCAGGATATAAGGATT -AAAGATAAGATATTACCAATTAATGTTTATTAGCAAAGCTATTTATCTTG -AGCCGCAATTTCGTTTTTTCAACTATCTATATTACATGCAAAAACCATAG -ATTATATGAATTCTAGATATTTTTATGCGAGTGTAAGTTAACACGATCAC -AAAACACCCGAAATATAGTCGTAAGCCTCAAGTGCTTTTCCCATCTATAG -ATCGAGCTTTACCTATAAGAAACTGTAACTTGTTAAGCTTTAGAGATAAG -AACTCTTGCTATACTTAAGTTAGTCGATTTTGGAAGATTAGAAGCGTCGG -TCATCGCCACGTACTTACTATTCGTCTCATTAAGTGCAGACCGCGCAAGC -CCTATTGTAATTAATAAACTTACGCTAATAAATATATGGAAAATCTACTA -AAATGATAATTGGCGCCCAAACGGATATAAAAACCTACGATAACTGAATA -ATTATAAataaataaCAAAAGGAGGATCCGGAGACAAAACCAGCGGCTTT -GGCTAATTAACTCTAACCTAAGAAATAAAAATTTCGTGATTACATAAAAT -ATAATATTAATTACTAAGACCATCTACCTTAAAATTGTTTGTTAATCACT -ATTATTATATTGTAAGTATAACGCTTATTGAACGAATTAAAaatattatt -attattattatattatAACCTATGCAAAGAGTATTGATAATAAAAATACA -TGAGTGACAGTGATAACCTTTTAGACAACCTAGTGTCAAGCTTAAATAAA -TGGTCAGCGCACCAGGCAAGTAGGCAAAACAGTGCAGAAAAaaaTAATAA -GTCATCAGATAATTGGTGGTCAAAAACAAAGACAACTAGCGAAATGGAAT -TTGAAGCTCAGTTAAAAGCGATCGTAGAGAGTGCTGTTGCCGGTGCGCTC -GCAGTCCAAAAACAATCATTTGAAAAGCAATTGCAGGAGATGAATGAGCG -AATCGGGAAATTAACAGTGAACACCCCAGAGGTGGAAACTTATGTAGATG -CTGAAATTAGACCAGGTGTTGTCTGTAGCGAGCCTCTAGATATAATTAAA -TCTCTGCCAGATTTTGATGGCAAAAGTGAAACATATGTGTCGTGGAGAAA -AGCGGCTCATGTCGCTTTTAAAGTTTTCAAAGATTACGAGGGAAGTTCAA -CATTTTACCAAGCTCTTGGTATTATGCGAAATAAAATAAAAGGTCCAGCG -AATACAGTATTGGCTTCTTTTAATACTCCGTTACATTTCAAAGCAATGAT -CAGCCGTCTTGATTTCACATATTCTGACAAAAGGCCGATCTATCTAATCG -AACAAGAGCTATCAACTTTGCGACAGGGAGACATGACTCTTACTGAATTC -TACGATGAAGTCGAGAAAAAACTGACCCTACTTACCAACAAGACAATAAT -GACATTTGATAGTGCCTTGGCGATGTCACTGAATGAAAAGTACAGGACGG -ACGCGTTACGTGTATTTGTAACCGGAGCTAAGAAATCGTTGAGCGACATT -CTTTTTGCAAAAGGTCCAAAAGATTTACCAACTGCTCTCGCTTTAGCGCA -AGAGGTCGAGTCGAACCATGAGCGTTACCAATTCGCCCTTATTTATTCTA -AAAAGGGGTCAGAAAATCGAACAAAGGCACAGCGATAAGGATAGAAACTC -AATCATGCCCATGCAAACTAAAAACCCATATTTTAGCAAGCGTCAGGTGC -ATACTTATGATAACCAGGAAAGACAAGATCCAGTCCAGTTAACAAATCCT -GATGTATCCATGCGATCTAGAAGAACTGGAAATTTTGGACAAACTCCATT -TCCGACTCAGGGAAATATTTGGCCATCCCAAcagcaaaattcttggccat -ctcaacaacaatattcttggccatcccaacaacaaaattcatttcgaaca -caaaatcaattcgcatcgcaaccccaacagcaaaacACAAGTCAGGCTCA -GGGACATTTTGGGTATGCGCAAGCATCAAAAAGACCAACGAGTGGCAGTG -CAAGGTTTACAGGGCCAAAACAGCAGAGGATCAACTACTTACCTCATGAG -AAAGGTCAATGTGAGGAAGATACAGACGGTTATCAAAAGGAGGCAGAAGC -GGAggttgatgattatgaggACGAACTAGTGAATTACGATCATGTTCATT -TTTTAGCCACAAATCCCTGCTACCGTACATAGAAAGAGAGATAGCAGGGA -GAACCATAAAACTTTTGATTGACACCGGGGCTTCGAAAAATTACATACAG -CCCCTCCCTGAATTAAAAAACATAATGCCGGTACAAAATAAATTCACGGT -AAAATCGCTTCATGGTTGCAACACCGTCAAACAGAAATGCTTTATTAAGC -TATTTAACACATCTGTTCAATTCTTTATTCTTCCAAGTCTCTCTAGTTTT -GACGCAATAATAGGACTTGACCTTTTGAAACAGGGAAATGCAACGTTAGA -TTTTAAGAACAAAACGTTGAATATCAACAATGAAGTGGAATCTATTCAGT -TTTTGAGATGTGACAGCGTAAATTTCACCAACATAGAGAATATTGTGGTT -CCAAATCAGATATCTAATAAATTCCATACAATGCTTCGAAACCGATTGGC -CGTCTTTGCGGAACCGGAAGAAGCACTGCCGTATAATACCAACATTGTTG -CCACAATACGTACTGAGGACGACCAACCCATTTACTCAAAACTCTATCCG -TACCCCATGGGCGTATCGGATTTTGTGAATAAGGAGACACATGCTTTGTT -AAAGGACGGAATTATCAGGCCCTCGTCGTCACCTTACAACAATCCGGTTT -GGGTAGTCGATAAAAAAGGTACAGATGAAGAGGGAAATACTAAGAAAAGG -TTGGTTATAGATTTTAGAAAACTAAATTTAAAAACAATCGACGACAAGTA -CCCTATACCAAACGTAGTATCCATCTTGTCAAATTTGGGAAAAGCCAGAT -TCTTTACAACCCTTGACCTTAAATCGGGGTTTCACCAAATTCTGCTCGCA -GAAAAGGATAGAGAGAAAACTGCCTTTTCAGTAGGAAATGGAAAATACGA -GTTTTGCCGtttgccgtttggcTTGAAAAATGCCCCAAGTATTTTTCAAC -GTGCTATTGATGATGTTCTTAGGGACCGTATAGGAAAGTCATGTTACGTT -TACGTTGATGACGTAATAATATTTTCAAACGGAATTGAGGACCACGTAAA -CGACGTTGCTTGGGTACTAGACAGACTGTCTGGGGCAAACATGAGGGTTT -CTAAAGAGAAATCGTTTTTCTTCAAGGAAAGCGTCGAGTATCTCGGATTC -ATGGTGTCAAGTGGAGGTATCACAACCAGTCCTAGCAAAGTAGAGGCTAT -TCAGAAATATAATCAACCTACTAATCTGTTTAGTGTTCGATCGTTTTTAG -GGCTAGCAAGTTATTACCGCTGCTTTATTAAGGACTTCGCCTCTATTGCT -AGACCACTCACTGACATTCTGAAGGGTGAAAACGGAAAGGTTTCCGCAAG -CCAGTCTAAAAAGATACCAATTTCTTTCGATGAAAGACAATGTTCTGCTT -TTGAGAAGCTTAAAAATGTTCTTGTCTCCGAAAATGTAatgttattgtAT -CCCGATTATAGAAAAGCCTTTGACTTAACAACAGACGCTTCGGCTTTTGG -CCTGGGGGCAGTCTTATCACAGGATGGCAAGCCTGTTACAATGATTTCGA -GAACTTTACAGGATAGAGAACTTAATTTCGCAACAAATGAACGAGAACTT -TTGGCCATCGTTTGGGCTTTAAAGTCTCTTAGGAACTATCTATATGGTGT -CAAAAACTTAAACATTTTTACAGATCACCAGCCGTTAACATACGCCGTGT -CAGATAGGAATCCAAATGCAAAAATCAAGAGATGGAAGGCGTTTATAGAC -GAACATAATGCTAAAATTTTCTATAAACCTGGCAAGGAGAACTATGTTGC -CGATGCACTATCCAGGCAGGCTATTCATGTCCTAGAGGACGAACCCCAGT -CAGACATTGCAACAATACATAGCGAAATTTCATTGACTTTTACAATCGAA -ACTATCGACAAGCCGGTTAACTGTTTTAGAAACCAAATTGTGATAGATGA -GGGCACCGCAGACTCAACTCGAACTTTTGTTATTTTCGGAAGCAAGACAA -GGCATCTAATACAGTTTCTAGACAAAGAGACCTTAATCGGAAGAATTCGT -GATGTGGTTAAGCCGGATGTAGTGAATGCGATACACTGCGAATTACCTGT -ACTAGCTTTCATTCAAAACAGTCTTGTAAATGACTTTCCAGCAACAACCT -TCCGACACACTATGAAAATGGTCAGCGACATTTTTAATCAAACTGAGCAA -CGGGAAATAGTGTCTTTGGAGCACAACAGAGCGCATAGGGCAGCACAGGA -GAATGTAAAACAAATTCTTCAATACTACTTTTTCCCTAAAATGTCACAAA -TAGCCGCTACCTTTGTTTCTAACTGCTTGGTTTGTCAAAAAGCCAAATAC -GACCGCCATCCGCAAAAGCAAATCCTCGGGAGAACACCTATTCCGTCACA -TGTAGGCGAGACATTGCATATTGATATATTTTCTACGGACAGGAATTACT -TTTTGACATGTATTGACAAATTTTCCAAATTCGCTATTGTGCAACCAATC -GGCTCTCGAACGATAACTGATTTAGAACCTGCAATTATGCAACTAATGAA -CTTTTTTCCCCATTCAAAGACAATATTTTGTGACAATGAACCGTCCATAA -ATTCCGAGTCAATCAAGTCACTTTTGAAAAATCGTTTTAATGTTGACATA -GCGAACGCACCTCCACTTCATAGTACCTCAAACGGACAGGTTGAAAGGTT -TCACAGCACGCTTTTAGAAATAGCTCGATGCCTGAAACTTGACAGTGGAA -TGAATGATACAGTCAACCTTATTCTTCAGGCAACAATAGAATACAATAAG -ACGGTGCACtcagtcaccaatagaagaCCGATCGACATTATTCATTCAAC -TCCTCCCGAATTGGCTAACGAGATAGTAGAAATGGTTAACGAAGCTCAGG -AAAAACAGCTAAGAAGAGAAAATGTAACAAGACGAGACAGAACCTTTGAG -GTGGGAGAAACCGTCATGGTAAAACAAAACAATCGCTTGGGAAATAAACT -AACCCCACGGTATAGGGAAGAACTAATCGAAGCAGACCTCGGGACAACGG -TCCTCATAAAAGGGAGGGTCGTTCATAAAGATAATCTACGCTAGGTTTAG -TATTTCTTTTCCTTTTGTGACCATCGCCAAGTTAGCAAAATACAAACGTG -AAATCTGAACACTAGTAAAAGAGTTTGCAAACATTTTTCAATTAAATATT -TGTCAAATCCTTCTTATTTAATCTTTAAACATTTTGTATTATTTCCGCTT -CATCCTCTTTAGAAAATTTTAAAGGTATGTGATGAAATGCTAGACCCGAA -TGATTTGAAAACTTAAAGTCCACGCAACCACAAATATTTCCTGAAACTAC -CATAGAAAATAAATGCATTACCAAAACGGCATAATAACAGTATAGCGCAC -TCACTCTAATTAGATTTCAAATTCCCGATTaaaaaaaaaaataaaaCACT -AATGTTATCAATACCCTTTCCTGATTCTGTTCAACTAAATAGGAAAATCA -ATACTTGCAATCAATAAGCGTTTTACTACATACTTTAATATCAAAAATAT -CTGAATGAACTTTATTATAAAATTATAATTGTTATACTTAATTATTGTCA -AAACTTTAGTATTAAAACTGTAACTACCTCTTAAGTAGATGAGAAgagta -gaagaGGGAATTAAGATCTATCAACGTAGTATCTGCTAAAGACGTAAAGA -TGCGGCAACTATTTCTGCGCCTGGGTACTGAAACGACGAACTGAATAATA -TCTGCCATCAGACGCCAACCAGAGTGCGTTCAACACATACGTTTTGATGG -TCAACTAGTTCAACCAacatcagcatcatcgtcgtcaacaaGTCGACGGT -TACAATAAAGATTTTTTCCAAGTTCGCTACGATCATCTCCAGAACCTTGT -TGCGAACCCATGACATGGAGAATCAGCAGCATTTACGAACTTCTCGGATC -ATCCAGACACGCAGAGCTGCCTTCCCTTCGATGGTTTAACGCAGTACCAG -GTTGGCAGTATGGGAACTTAGTGCACAACCAATGTTACCCGTAAGATCCG -CTTTCAAATAGATTTGCCAATTGTAAAAAGTCTGTGGACAGCCTTCGTCT -TAGAAGGGGAGGAGTTAACACGATCACAAAACACCCGAAATATAGTCGTA -AGCCTCAAGTGCTTTTCCCATCTATAGATCGAGCTTTACCTATAAGAAAC -TGTAACTTGTTAAGCTTTAGAGATAAGAACTCTTGCTATACTTAAGTTAG -TCGATTTTGGAAGATTAGAAGCGTCGGTCATCGCCACGTACTTACTATTC -GTCTCATTAAGTGCAGACCGCGCAAGCCCTATTGTAATTAATAAACTTAC -GCTAATAAATATATGGAAAATCTACTAAAATGATAATTTGTATTCAAGTG -CGCGTGTATAGAAAAATCTAGCCCATTCAGTGATCAAACTCATTACCTAG -CTAGTCCGTTATTGAACCCCAAAAGAAGTAACTAAAAGTAATCAATAGAA -CCTGCTGACCCAGATATTCTGACTGATAAGAGCAAGGAGGCAAACAGGTC -GCCAGCCAGACGGGAGCTGGAGCTTATTAGCTCGATGTCCTCGAAGTCCC -TAATGTGACCCATCaatccatctatctatcGTTGATCGAATCCAAGAGGC -CAACAATGCGCCAATTACAGcagttacagcaattacaaCTGGGCCAGCAG -CAGACGTCGAGAATCCTGGCTAAGGAGCTGCTCGCATTTCAAGCCAGCTC -CCGAAGCAGCCCGTTAATTAACAAAGCAACAATAATCACAATGGACCATC -GGAGGAGCGAAGGAAGCGCAAATTAAAGGAAATTTAATCAAAAACGTAAA -TCTAGCTAAGTTACTGCCCGACAGGAGTGGCGTCTgtctggctgtctgtc -tgccagccgGAGTGACACCACACCCGTGCCCAGAAGGTTGCGAAGGGGAT -GAACCgatgagctggggagctagagagctggagagctgacAAGCCAAAGG -AGCAGACGCAAAGGCGCCAAAGAATGCGGACCCCCAAGCTGTCCGTCCGT -GCAAGGGGTCGGAAATCGGGTTATGAAATCCAACGGTTGGCACTGGTGGT -GCCCACTGCTGTGCACTGAAAATTTACAAATCAAAGGATTTTCTCTTACG -TATTTCCTTTGGTAAATGCAAAATTTGAAGATTGAGAAATAACATTTATT -CCGACTTTATACCCCTGTTTCCTGCAGAGATGGAAAACAGCTAGGCAGTC -AGCGCTGGATTTTCCACTAGATTGTTGTTCCTCCAAAATGTCTCGACTCC -TGTTTTCATCTAGGCGGCCGTTGACTTTTGTTTGCTTCTAAAGCGCTGCA -ACGTATTTTTAATTATAACGTCTTTCCACCCCAAATCCTGGTCATTAGTG -CTTGGAGTGGAAAATGTGGCCACCTGCCTGCGGTGGAAAAATGTCTGTTG -ATTTGCGTTTAGAACCATCTGTGTAAATATATTGTTTCAACAAAATAAAT -TACCTTGCTGTTTACTATAAGCATAtaaaaaataaaaaaaaaGCTAACAT -ATAATAATAGATAAGAATCAAAGTCTTACATGGTGACCAATTACCTTAGA -CAATAAGAATAACTCTTAAGCTCTGTGTATATAGtatagtataaaatGTA -ATTCTTTAGTTGTCAACTAGTAATCAACACATTTAAATGCACTAATTGCA -CAAAAATTATTTACTGGCAACTGTCCATTAATCTGAAGTGTAACTGCTCA -GGATTTGTGTCTTTGAGCTTTGTCCTTTGATATTCAGCGGCTTTCAACAA -TTGTGCAAAGGGAACGCAGTTTGGAGAAGGACGAACGAGCCAGTGAATCC -AATTAAAATGCAGCGGTTTCTCCAGCTGAAATGCGACTGCTGTGGGCAGT -AAAGATTGCTGAAGCCACAAGAGTGGTCAACCAAGTCCTAAATAAATAAG -ATAAAGCGGCGGAAAAGTATGTGCTCGGTGCACTTTTcagtgcactttGC -CCCATACAAATTCTCTGCGAGTCCAACTAAAGTGGATGAATTAATGGCTG -AACTTTCGGCAAATTTGGTTCTTGCGCAGCAGTTTTGAGACTGAAATTGC -TGCTACTCTTTGACTAACTTACATAAGTCCTATAAAGAATTAATTTTAAG -GTATCTAAGTTAAGGTTATCTAAAGGGTAAAATTTCTTAAGAGTATTGTA -ACATAATAGTGGTCGCTCCAATCCAAACCAATAAACCAACCAAAAGCGAT -GATGACCCATGGCAAATAGTACCTTGTAGTGTGCAGATTGGCATttcgca -ataaggaataaggcaTCCCACCCATTTCCATCCATATTCATGTCatattt -atgCCAGTTGTGAGCCCTCGTTAAATGCCATAAACTCTTTTCCCAATTTC -ATATTTGCTTTTCATACGCGTGCCAAAATAATGCGAAACGGAAACAACTC -AACCATGTGGACACATGTGCCTGTTTGTTTatttgcttgtttgtttgctt -gcccgtttgtttgcGGAAATATGCTGATAAAAAACAAACACCCGCCCAAT -TGGCACGGCCatcgcaatcgcaatggcaatgggaatCCGCCAGAAGCGAT -TTCCGGCTGACAACTTCGCCGAGTGGAACAACGGACATCCGCTGGGGCTG -CGAACGGTGCACGCCTATGTCTTGGTCTACGACATGGGCAACTTGGAGAC -CTTTCAAGTGAGACCCACACCGCCATGTAACTCCAACGATACCCCTGACG -ATTCCCATTTGCTTCCAttccattccagtACTGCCGCTCGATGAGAGATC -AGATCTTGGACAGTTTCAGTCATCGTGATTTTAGCATAATTGTGGTCGGC -AATAAATTTGACAATGTGACTGAGGCGCAGGCCAACTCGCAGGTGAGTCT -ATTTACTCCTCAGCCATCAAATCACTCAAATCCAAATCCGTGGAGAAATA -GGAAGATTTACGTCATGTAATCAGAAAGTATTTTTGATGCACCTTTAAAG -AACATAACTAAGTAGTGAGAGTCACTAAATATTAGTAATGTCAATTATAA -AATATTTTTATTCTTTAAAATATCTATCGTGAATAGAGATAAATTTAACT -GTATTCAGCGATCTCGAATCGTTTGATACTGTCCAGGGTATACAATTAGT -AATCATGTAAAGACCAAAGTTGGCAGCTATTGGTTTTCAGCAGACTTTTA -CTCAATACCGAATCCTTTCCATTACCGCACATCCTTGCCATCACACTTAT -CCTGAACTGGCCGAATGGCAGGAGCTCAAGGACATTTCCACGCTGGTGCG -CAAACATTGGCGCTGCGGCTACGTCGAGTGCTCGGCGCAGTGAGTAATCA -AAGGCCACGCTGCCAACCGATATCGATATGTGGCCTAACCGGGGCTTCTC -TTCTTTGGGGTCTTCCGCAGATATAACTACAAAATCGGAGACGTTTTCCG -CGAGCTGATGGGCTGCACCAGCGCTGTAGGaggaggcggcgccggcggag -gtggaggcgtggccggggtcggtggCCTGGTTGGCACTGAGTACTCACAA -TCAACTAGGAATAAAGGACGCTGTACAATACTGTAGCAAGAGTTGCATAA -GTTTTATAAGCAAACGCGCTGATCTGGCGCATTACATCCGAGTGAATTCA -TCGCAAGACGGTGGCTGCAGCTGGGACACGGTGGCGTATACGCAATCTCC -AGGGAGGAAGCACAAAGACGACATTGTTGCCCCTTGCCAACGCTTGCCCT -CTGATGCATATTTTACCATATATTTTAGTGGCCACACTCCGCACATCTTC -TCCTTTGTTTGCCATTATTACAACATTTTGTGTTCCCGGCTGTTTCCATG -GACGCTTTTGCTCTGCTTATTTAAATGGCAgtggcaatggcaatggccat -ggccCCGCCGCACACAGGACACGTTTGGCCAGCACCCAGATCCCGATCCT -GACGACGGCTTTTGTGCGTCCGCATTTGCAATTCAATTCATATTTCGCTG -GCAGGAAGTGCAATGGCCATGAATATGCAGAGATATCCGCAAAGTGCAGC -CACAATGGCCGGCGAAAGTTCCCTTTGCGACCATCATCATTATCGTTGTG -GCTATTATTTGTGTCGTGGATCGTAAATAGGCAATTAATCCCACCATAAT -TTACAATACGTTTTATGTACGAACGAATAACCTTGTTATCAAACAAACTA -AAGTCGGTTAGGAACTAAAGTAAAGAACTAAGCTATACACACATATACTT -AAacatatatgtatacatTAACGTTGTGATCATTTCAAGAATTAGTTCTT -AAGGCACTCCGACCCAGAACGTCGGCCAATGTCAAgtgaagtcaagtcaa -gtcaagtcaagtATCCgtatccgtatccggaactggaaTACCAGAAATAC -TTAGCTATAGGACACAGTACGAGTAAGAGCAATTTAATAAATAGTCGTAA -GTGTTTGGAGAGCGGTCGAAGGCGGTAAAATCAAACAGTTACAATCATGC -CATGAAAATCCTCAACAGGCCAGCTCCATAATATCCATAAATATTCGCTC -CGCAATTTGCTTGAAATGAATAACCACCCGAATCTGGCATCAAGTTATTG -CAATATAACCTAAACCACAGATCAATCATTGACTTTACCCATGTTTCGCC -ATCGAGGAGCCGTGATCCAGAAGCCTTAAGAACCCAGAAGCAAATGATGC -ATAGAACACCTTAGTGTAAAGTAAGATAACAACTTGATCGAAGCGCACAA -AAAACGAGCATTGTGTTACCATCGCAAACTCGAAATTGTCAGAGCCCAGA -TTGAAGAAAGGTCGAAGGCCACATCTGCGTACAGTAGTATCGAAATCGCC -TATCTATTAGGTAGGTGTGGTTCTATATATCCGTACTGGCGATCGTCAAG -TTAATTAGGTTCTGAGCAGATCTACGAAACACGTACATACCATTCTGATC -TCTTTCTTTACCTCAAGAAGACAACTTAAACTACTCAAAAGAAAAGCAAT -CAAGGCTGACTTTGTACATAGGGATTTCAATGAAAGAACTTGGCAAAAAG -CTACGGGAACCGACTTTTACAGCAATACATATAAATAAGCTCTAACTGAT -ATTCAAGATAGATACATAACTGGGCGCACTGCCACAATGGTTCCACTCCC -AGTTGAGTGCTCGGCTAGGATTCTAGGAGTAGCTGAGCCAGCAAGTATCT -TGAAACAATTCGACGGCATTATTTTAAGGTTAACCAATGCAAATCGATAA -TAATACGAGGGTACTAGCCCATTATTGTTATACATATtattattaataTA -GATTTCGCGGCTTTAAGATGGGTGGGGGTAAGGTTTGAAAGTTTTTTGAT -GGAGAATATATACAAAAAGGGGCCTGTCAGGCAGTTGTTTGCCACTCTTA -CAGAGAGTTATTTGAAaaaagcccttttTCAGATTTTTAATTTCGCTTTA -AGGTGAAAGATGTTTCCTTTCTTAAATTAAGAAAGAATTTCAAAAACGTT -GCTGTAGCTTTTTAGTTTCGCTGCGATTAACTTTAGAATTATACAGAATA -TTTTGAAATATTGAAAAACGaaaagaaatgaaaagaaaaCCTTACCCCCT -CTTCCATGAAGGATAGACCGTCTAAGCACTAATGATATTAGCAGCTTACA -AACCGGGAATTTTTAACCTGCACCCATTACCGAACTGATCCCAACTTGAG -AAATGTGTTTATGACATGCATCTTTCCAAACAGTAAACCCTTCAAAACTT -GCATTACTGAAAGCCCGAAATAGACATACTTATATAACAtacctatatat -ACACATATTTAAATGTAACGATAATTGTACGACTTTGGTTGAGGTTTTAC -CTTGGTTTTCAACTTTACGGATTCGTCAAAATGGCTGTTAATTTTTGAGA -AATAAAATGCTAACGCAAAACGGTTGAGGAAGTTAGCCGAAATTGTTGAG -CAAGGGCAATTGTTGAATTATTTACATTTAAGCAACGCGATGCCTGCGAC -AGTTTGAaaaaaaaaacAGGAAAAGGTAGTGTAGCCAATAAaataaagta -aaataTTACCTACGAATCAAATGCTTCAGCCGCTTGTTGTTTGTTCATGC -CATTAAAACGTAACTAATTTTAAGTAAGCCGCTAGGTTTAGATAAGTATT -ACCAAGTGCGTAAGCCGCTCATGATCTCTGCTATTTtttttataaTAAAA -TGCATGACGCAATGCAAGTAGAAACAAATTGTTAATTGGACAGAATAGCA -AGAGCAACGCACCGAACAAAATGTTAAGCAATCGAGTATAAAATGCAGCC -GGAAACGGAAGCTGGCAAACTGTACTTAGTGTAGAACGCACGACGATGGT -GTATGTTCGACGACAACCGTTAGCAAAGTAGAGAACGTTTTTGGAAAATG -CGCTCCGGCGCTGATAATAaaaaaaagtgatatataaaaATTAAATCGCT -GCAAACTTATTTACTTGGGTAGAGGACAGATGAAAAGATTAATACCTGGT -TTGTAGAAGCACCAAAACAAAGTATTAGCCGTCATGGGAATGGAATTTTT -CCTTGATTTTTATTAAGTTGCCTATTTTCCTTAACAGTAAACTATTTTGG -CTCTAATATTAATCCTTAAATTTTTTATAAATAGCTCAATGTAAAAAAAT -GTTTATTCAACAACAGCTAACAAAAAAATGACAAGAATTTTGTTAACCAT -GAGTTTCATCACCTCTGCGACTTCCCTCAATCAGAAGTACGTACACAATT -ACTTAGTGGCCTATTGCGTATATCATTTATGTAAGACTTTTCAGCGCCTC -AACCAATTTCATTACTACACACAATGTTGCCGCATGCGGCGACTGCTTTA -AGGTATGCCAAGCGATTAGTCACAACCATTATCTCTATGGGCAATTAGAA -AACATTTCcatttctatttttgacatttttattttaatcttATCGCCTAC -GACTAAAAACAAACTCTCGCATTGGTTGGGCGGCTACATGGGTAGAAACA -AACTAAGACAAACAATTTAGCATCGTAGGTAActtaggtaacttaggCTA -ACGACTGTTTAGGAGTACATCTTTATGTGTATGTATAATTCCTAAGGTTA -AGTCTTAAAAACAAAAGGACATTTTGTTGGTAATTTGCGACGCGCAAGAG -TAAAGGTAAACGTAATACAAAACTTATTGAATCTAGGGTTGCCCGGTAAT -GAATCTGCGACCTTTACGGGTCGAGGTCAGCGAATAAGGCATAGCCAGGT -AAGGAATAAGCGATGGCGATACTGATGACTCACAAGCGAAATGCTATAAG -TGACTGAGTTTGGCGCTGACAGAATGGGTGTCCAAGCTCATGGCCCAAAT -TGTCTGATCTATCACTGATGCGGCTCACTGGAGCTGCTGAAGGTGCGGCT -GCGACTCAGGCGCCTGGCCCgctccgccagctccgcctgctcGCTTTGTC -CTTCCGAGAGGAGATGAGGTAGCTGCAGAATGTTGCGCAGCTGGCTTTTC -AACTGCTTGGTCTGCGGGCGTTGCTCTGGCTGGGCGGATAGCATTTGCTG -GAGCAAGTCGTACTGCTGCGGGTAATTGACAGCGAAATCCTTGGGATACT -GGCCGTCCCGAAGACTGCGCAGTGTCTTGATCCGCTCCATTTCAGTGCTG -AAGTACACGTGCAGCTCGAAGAAGATCAGTCCCAGTGAATAGATGTCCAC -CTTGTAGTCGTAGTGCTGGCCCAAAAGCTGCTCCGGCGACATGTATAAGT -GGGTGCCCACCTGCTGGGTGTGGCGGGCACAGGAGGGCAGGCCACTCTGG -TCCCCACACTTGGCCACCAGGTTGGGGATATCGGCCATGTCGGTGACGAG -CCCGAAGTCTCCAATCTTTATCTGTCCATCCTGCGAGAAGAATATGTTGC -TTGGTTTCAGGTCCCGATGAATCAGACCCTTCAAATGTACATAGTCAACG -GCATCAACGATCTGGTGAAAAATGTCACCAATGTGGGCAGCCCTTGTTTC -CGACCGGTTGTCCCTTAACCAGTCGCGCAGACTCTCCTTGCGGCATAGCT -GCATCTGGATGTAGAGGTACACCTTGCTGGGCTTGGCCACCGTTCCGTTC -AGAATCGTGGCACTGGAGGGCGTAGGTTGGCTCCCGTTTTGGTTGTTATt -gtgattCTGGGCCAGTGCCAAGGTAAGGGGCTTCCTTCTAGCTTTATTAT -CGTCATTCGCATCATCACTTCCACTGCTCTTGGGGCGCACAGATTCGATT -TGAAACGAATTGGAGACCAGTTGGTGCTGTGAGTAGTTTATGTTCTTAAG -GTCAAACGAGGCCGAATGGATGTCAATGGACACGGAGCTGCGATGTCGTT -TCTCATGGTCTCCCTGctgctcttcatcctcttcatagtcgtcgtcggta -tcatcctcctcctcTGCCCGTAAAGCGGCTGACTGCGACTCGCTGCGGAA -TTCAATGAGCGAGTCCTCTtcctcatcgtagtcgtactcCTCGCGTATGT -TCTTGAGTGATGACTCGCCTGGTAGATGAAAGTCGTGACTACAAGCGGTG -CTATTGGCTGCATCCGAAACCCAGGACAAGAGCTGCTGTTGGCGTTTCTC -CTTCAACTGCTCCGTCAACGAAGGCATTGTACTATCGTCCGGCGTCTCTA -TCTGGATAGAGGTGGACAGCTCGTGGGCAAGCAGCTTGCGATCCTCTTCT -TCCTGCCAACCAGTCGGCGGTGTCTCGGTCCAGGACTGGAAATTTTACAA -TAAAGAGTTTTATCATCAGATAATACTTAAAAACTTAATTTTAACTTTTA -AATAGATAGAAGAACTTACATGGAAGTATCGCACGATGTTGTGGTGCTCA -CAACTAGCCAAAGTTCGAGCCTCGCGAAGGACTCGCTGTCTTGAAGATTC -CTTATTGGGTAGCGTTATGCGCTTAATGGCGTATCGGTTCTCATCCAGCT -TGTTCTTAGCTTCGAAGACCACTCCGAAACCACCGCGACCAAGGCACTGC -ATCAACTCGAAGTCGGACTGAAAGCGGGAAGTGTAATGCTCGCCTGAATG -AGTTGTAGACTCCGAAATGGTGCGCTGATTTGCTTGTCCAGGTGGGAAGC -TAAAACGATTTCCAGGTCGCTGCATCGGCACCACTGGACCTAGTAAAGCC -TGTGTGGATGCTTCGGTGGCCTCGATGGCCGTTTGAACAGGCACATGACG -TTCAATGACCAGATACTCTCGCTCCACGCGCTGGTTTCGTTGGCCCATGA -AAATATTTAGAATCACAGCCGACGTAAATGCTATGACCACGATTTCCTTC -CACCAGAACCACAACGACAATATCACAACCTTTACAGGCGCATCAATGTC -ATCCAAACTAAAGCCCAAATCGTCGTTGACGCTATGGTTTCCAGTAGCTT -CCGTTCCCTCAGATGTGGCATTGGTAGGCGATGTTGGAGCTGTGATTGCT -GGAAGGTCAGTTGGATTATTCTGCGTACTGCACTCTTGCGGGCCGTTCAG -ATCGCCAGTGGTGTAGAAGTAAAAACCATTGCCATTGACAAACTCCGATG -CATTCAATACGGACTGCGCTGCCACAGCGAAGTTTTCATCATCATAGGGC -ACCAGTTCCCCTCCTTGTGCCACAGCTCCCTCAGCAATCATTTCAGGGTC -CTCCTGGTCTTTCCGGAAGATTACCAGCGATTTGCTACTGGCGGATATCG -GCTTCCAGGGAATCCTGGGCATCAGGCTGGTGTCGCCTGTAAGCTGCTGA -TAGACCTTGGTCTGGTCCATAATCTCCTGGCGTAGACGTATTGACTCCTG -AATATACAACTGTTTATCGTACATGCCCAAGTAGATGGATGGCGGGCTTT -GTGGCGCATTGGGCAGCTCCGTGTCATTTTCGTCCTGGTCCCAAAGCCAC -TGGGCCGAGCTAAACAAATCAATAGGCTGCAATTCGTCGTCGGCATTTGT -ATTCCAGGCACTCACAATTGGGTGATCAAACTGAAAAGCACACGAAAAGT -ACTAAGTAAATTTGCCTTTAATATTAAAGCCATCACCACTTACCTTGTAC -TTCCACAGCATAGTCTGTGGCTCACTTTTGCTGAAGGCGCAGATAATTCC -CTCGGGCACTACCACCTTTATATCCACATCCAAAACAGCCAGCTCCAGCT -CATCGCGCGGCTGTAGCTGGCACTCGGAAGGTCTCACCAGATCCAACTCA -TGCTGACCTACGCTAAAGTTCCAACGCTCCACTCCGGTCCGGGATTCCAC -GGCCCGAACCGTTTGTGTCTGGCGGCGGACGATAATAACGTCGTCAAGGA -GAGGATCATGGCGCACTATGTAGCCGGCCTCGTCCCTTAACTGTTCTCCG -TCCTCCAGCTGATCCTCCTCATCGGGCTCCCTAATGGTGTCGTCGATTGC -AAGCCCTTCCTCCGTAGAGTTTACACATCCGTTTAGAGAACATTCATACA -GCAGCTGGCCAGTGCGAACGGAAACACCGTATGAGCGTGTCTCCTTGCCT -CCGGATATAACCAGATCATCGCTGAATTTGGCGCTCGAGCTGAGTAGGTG -CTCCGCCGTGATTGGAATGGGATCGATGGAGTCCCCGTCGAACTTGTAGA -TGCCGCCGCTCAAAGAGGGAATCATGCGTACGAACTGCCCATTGTTGGTC -AGCTCCAATCGATGGATGCTGGACGAGATTAGTGGCCCCGGTCCGGTGGG -CACACTCCAGCGCAGTTTGCCGGACTTGGCGATGTCCAGAGCGCTCAGTC -GACCATCAAGCGTGGAAATGTATAGGAGTCTGTGGATAGAATAAATAATG -CAATACCAAGTTTTAATGTTTTTATTTCCATATTTAATAaataaatATCG -ACTACTCCATATTAGCTAATAGTCCATAATGGCGGAATTTGCCAAATTGT -TATTTTCGCTAAATGATACCGTGTCAGCGTAACAAGGATTTTGTAGCTTG -TGGAATTTAGAGTGGGCGAGGCCAATATGTTTTTAAAAGCCGTTCTTGTT -AAATATAAGAATACCGTATACCCTTTATGTAGGTAATATCCAATTACCAT -GGGCGAGCTTGAAATAAACAAACACAAGATTTTGAAGAAAaaacaaaaaa -cacaGCATACATAGATTCAAGTAATGATTTGATTTTTATGTAATATTTTC -TATTCGTGCAATTAATGTAAAAATTGAATTTTCTGTAAGTGAGTAAGCCT -TTGGTTAACTGTTTAAAATATTTCAACTCGAAAGATTAAATACTAGAGTT -AAATTTGCAATTATACAAAAAGTTGATTTGTGCTTGCAACCGATTCCGTC -ACCAGGTACACGGTGCATGGGGCAAGAATAAAGGAAAGCAGGAAAAGGGG -CACACTGGCAGACCCAGCTGACAGCGTAGAAAAGGTAAATGGGAAGTAAA -CTCAGCTGTTTTTGCGCCAAGAAGACAAGAACTCGAGGAACAACAAGTGT -CAGTTGGCCCCTCTCCATTTCCCCTATCGCCATCTCTGTCGCGCCCACCA -AGGAGCCGAAAATGGCGCCCGCAAaaagggggGATAAAGCAaacgggggg -AGAATTGTGAAATTCAGTGAAAACCTTGCACAAACGCAAAGGAaagcaaa -ACAATCGGGGAAACCAGTTCGGATTGGCATGCTTGCCAAACAACATATCT -AGACGTCTGCCTCAAACAAAAATTCAGTTAAGATCTTGCAAATGACTCAC -CGCATGCTTGATAAGCGCGTCCACTGATTACGGGTTTTCATAGTTGGCCA -AGGTGCAAACATGTGGGTTCATATTATCAGATCGCTCCCAGACTTCAAGT -TGAACAGAAGCTCTCCGAATTTCTCGTGTTAGACGGGACAAGGTACTTAA -AGCTAAGGGCCGTCGCAAATGTTACCAACTTGTCGGATCAGCCGAGAATT -TTGAGCTACGTATTTTCACTGGCCCCCCGTCGTACCACAGTTCTCTTCGA -ATTCCCCGTTTTAGCTGATTAAATAGGCACTTTTCGAGTAGTTCAACCAA -ATATCACTAACGTGTTCTTCGCAATATTTGCCTAGGTGCTGGCTGCTCGT -TTATCCACTTGCACCGCGTTTTAGCGAATGTTCGAGAACATAAACATaac -acacacataacgcacTCTtcttcttctgctACAATCCATTCGATACCAGT -GCATTCCTCCCGATACTTTGGTTAGGGTACGTACCTTCTTGCAACGCGAC -GCTCCTCCTGATCTACGCAGTGTTCGAGCCCGGGGGGACGGGGAGATCCG -GCAGTCTGGAGCTCCGAATCAGTAGTTGGGTGCCCAGCTAGCACCTGGGC -GGGATCGAAAGCCACCAGGCCGGCCATAGTGAGCGTGACGATCTGCAGGA -AGCTCAGGCTCCGGCGACGATGCCTCACGATGCCATCCAGGTCGTCCTGC -ATCGTACGCGCATATAACGTAATCCTGGTCGTTGGCGATCGGACGCGGGG -AACGGTGCAGAAATGCAAGTCTCTAATTGGTTCGAACGGTGACGTGTTGA -CCTCACTTCGGGGGGTCGGTTGGTGGAACAGCGGCGGCAGTGGCTCCCGG -CAAGGTCGGCGCACATCTCCGCATCACTCTCGATGGCTCCTGCAGCAATC -AATCGCAACTCCACTATTTAAATCCACTAAAACTGGTCAGTTTATGTTTT -TGTTCCGATTGGGCCGCAAAACGCGCGATTGCAAGTGTGACCGCGTTTTG -ACAGCCTTAAAATAACAGATGACACCACAATACAGTTTATTTCGTCATTA -CCTAAAAGTACCAAAAAAATACACACGGTGGGAACAGTTTCACTAAGGTT -TTACTATTTTAAACTTTTCCAGTAACTAATTTAAAACAATGTTTGACGCC -CATGTTTTGACACAAATAGGGACAACTTAACAATAATTATTAAAGTAGAT -GAAGTATTATTTCCATCTCATCTCTTATTGAATACTTCTATTATTCGACG -TGTTTTAAAAATAAATTCTATTCGGCTATAATTCTGACACATACCAAATG -AAATTCAAACATTACTTTAATTTAAATATGCTCTACCTTCTAAAAATATG -TTAGGTGGTATATTCGTCATAATATAGAAACGTTTATTACAACATTTATT -CTttttaaaaaacTTTTGATTACTATGAAACCATTTCCTTGATTTTTTTA -GAAACCGCATTGTTGATTAACAGAAACTTGAATTCGTATGATTTTCGAGC -AGAAAGGCTACGCCATACACCCCTAGTGTCCTTGCGAAAAGATTCGTTAG -TAGTACACACTACAGTATTCGTTGACTTTGGCAATACAAAAAATAGTTTT -GAGATTTTCAAAACTAATTAAAATCTATTATGGTAGAAGTGGTATGTCTG -ATCTAAAGGAACGACATTAGCCAAGAGTCTCGAAATCCACATTCAATTCG -TACTCTAAAACGTTTCCATCGTCTTCATCTGCTACTTAAGATCAATATAA -ATGGATTTTAATGCGAAGTGGATGGTCCCGCCAAAAGATAATTCATTGCA -GTAGGGAAAGTCAAACCGAACAGCCATCAATCGATATACAGATTACCGTC -AACTTTCAATCGGTATCTCGCCTTAATAAAAAAGCCAAGTTGCGTTTTAA -TTAAATTTAAAGTGTTTCatttaatgtaAAACGGATTTTTTACTCCTGCA -GGTCAGTAATTCAAGTCGGATATTAACTTAAATCCTTGATGGGTACAGCA -TCTGCAAGAAAAAAGAAGGCATGTTAATACAACCCAATTGTCGGACAGAA -AAGGTGTGTTTGAACTAACGATGCGGATGCGGTGGCCCATGGCATGACCG -GGCAGGTTCCTGTTGAAACGGGCACGCACAGCGCCGGTGTTGCCGTGGAT -GCGGGTGACCTTGCCCCAGACAGCGCGGACGCGGGTCTTGCGCTCGGGAT -GCTGCGGCACGCACTTCTTGGTCTCGGCCTTGTAGACATAGACGCAACGC -TTCCCAACGTAGAAGGATCCGTGCTCCTTGCGGCGGGCGCCCTCAATCTG -CAATGTAATATGTTGGTTAATCAATTACATTACTAAAATGTTTTTACAGA -ACTGGAATGTATTAATTATTATTTGAAAAACTCTGTGAAGTCCGGACCCA -TCACATTGAAGTATAGACATACCTTGAGGATGGCCTGGTTCTCGTGCTGG -TTCCTCAGACCACGCTTGTAGCCGGTGAAGACGGCCTTGGCGAAGAGGCG -TCCGTGACGCTTGTACTTCTTGGCGGAAACTTTAGCCTCTGAGGCGGCGG -GCTTCTCGGCCTTAGGCGCcttgacggccttgggagccttctgggccttg -gcggccttgggcgcagtagtggacttggcttgtgtgtcggccatggcttA -GCTGTGGATGAGAAAAGATAATCTTTAGAGCCGTAGGCATTCATCATAGG -TATTCGTTGGGGCTTGAGGGTTTCGATCATTTGCATGCATTTGATTAAAC -GAAAAGTACTTTAAACATTGAAGATATTGAGGTGCACAGCTCTGGGCAAC -AGTACATTAAAAACATCATTTTATATAAAAATAAAGCGGAGTCTGGTGAA -AATTCCTGTACCCGACCGGCCTGGGGCAACATTTAATGATAAAAACAAAA -ACTGATAACACGGATCACTTATTAATCTTCCACAAGAAGTTATTGAAATC -ACGTTAAAAACAACAAGAAAAGCGGAGGCCAAAAATGAACGCTGAAATTT -TGCAATCAATGTGCACTGTGCGAAGCATGGAACTTTTGGACGGCATCGAG -GTGCTATTACGAATCGGGCAGTGCCCGTAGGGTACTCCTATCCTGGGTTG -TCCCAAGGAACCACTTAGTCACAAAAAATCACAGATAAAGTTCGCCAGTA -GATTTTTGTGCACGTGGGTTGGCGTTTGCAGGTTATTCCATGATTATTTG -CCGTTTTTCCGGTGTACAGACTCCCATTATGGTGTCCGCGGAAACCCACC -TTGTTGTTCGATGAATGTATTAACACCGCTAAAAACAAAAACAGAATATT -ATTAAAGGAAAATATACAGAGAAATTTAATTTACTTACTTCGCCGGAAAC -GAAAGCGAAAAGAAGGAAATAGTGTGGCTGCCTCTAGACGCCACAAAAAC -GCGATATGTTAAGTGAAACAGCGCGCCGTTGCTCGAAAGTGTGCTGTTAG -GGGCAAAATAAACCTCAGTTGAAAAGAAAACCCTTAGTAAAAATAAGACA -ATACATTGTTTAAATTTTAATTTGTATTCACAGTTTATGCATACTCAAGA -TACGAAACATGGGTTAGTTTAAATCGGGTTGAAGAAACCATATGCTCTTC -TCTGTTAAAACTATAAAAAACAACTGCTTAGGCTCATTTAGATGGTTCCT -TTCTAACATTCAACTTTATGTATGAAATTATTAAATATAATTGTTTTCCT -CTGTAATTTTACATTTTTAGTTTTACCAAGCTTTTGCCAACTAACCACAT -TTTAAAGAATAAAAGGGATAAATTATAGATAAATATATCCTTTAATATGG -TAAATTTATTCCGCTGAATAGAAAAAGCAAGTAACACTATCTGCAGAGTA -ATGGGGTATACAAGATTCGTATTAAAACGCAGAAAAAGTCATCTTCGATT -CTCTAAGGTGTACATAATTGTTCTTGATTGGACTAAAACTAGTCTTGTAA -TCTCTTGTTTTATATTTAGATTACAGATTTAATTATTTTCAAATTTAAAT -ACAAATTCTGACAGATTTGCCCCTGAAATGTTATCGACAAACGAATGTGG -TTATCGCCGACTCGCGCAATCGCATAGAGTTTTTTTTCAGTGCCGAAAAC -AACATCAAAATGTTCATAACAATGTTGGGATTTTAGAGACAGCCACAAAA -TTTAGAAGCACATGTGCCCTGCTAGATCGAACCGAACCTGAGAACTGATC -GCCGAAAGAAGCTGCAGATTGTTGCATAAACCGCGCGCGCAGCTACCGCT -CCGAACTCGAAAAGGTGCTCCACGGGTCTCCGAGCTTTCCGAACTTTGGA -TGCGCCGCGATGAGCTTGTTGGTGCAAGTGTTCAAGTGGGACCAGCGATG -TCCCATGCTCCACAGGGTGGACATCCTGCTGCGGCGTGGCGTCAAGAAGC -AGGCGGTGTATCCGACCAAGTGAGTGGGGTCCTGAATCCTCCTGAAAATT -GCATAACACGTCATTTGTACAGACTGGCTGAGGTGGGTCGCCTGGTGGAT -GCCCGCGACGACCGGTACGAGACGGGCCAACTATTCCTGCACCGCATCTT -CGGCTACCGCGGCGTTATACTCTTCCCCTGGACAGCCCGCGTCTACGACC -GGGATCTGCACAATCCTGGCAAGATTAGCGCCACCACGACTACGAGCGCC -AATCCGACGCAGCAGAACCGCACCAAAGAGGCTTCGCTCCGCGTGAAGGC -CAACACCTCCGCTTCCCCAACGGCTGCTACCGCTCAGAGCGCCGATGCCC -CCACCTCGACCGCCTTTGAGACGAACGCGGCTGAAAGTACAGGCACCACA -AACCTGGGTACCACCTCCCAAGTGGATCCCAAAGAGGTCAAGGGCAAGGT -GCAAACCTTTTATCAGGTGCTCATAGACACCCGCGATTGCCCGTACATTG -TAAGATGGGTCTAGTTTTGCTTCCTTCGTTTTCTAAGTTGGCATTTCGTG -TCTTTCAGCGCGCCCAGACCGAGGCGGTCACCTTTCTCGGCAACCAGGAC -TCCAACCGCAGCCTCTACGCCATCCCCGGGCTGGACTACGTGGCCCACGA -GGACATCATGCCTTACAGCTCCAGCGAGAAGAGTCCGCTGCAGCACGAGC -TGTTCGATAAGTTCCTTACGCACGCTCCGGACGCGGACCCGCCATTTGTG -GGCCAGGACACTCTGAAGGCGTGGCAGGAGAAGAACCATCCCTGGCTGGA -CATGAGCGATGTACACAAGGAGACCACGGAGAACGTGCGCATTACCGTGA -TTCCCTTCTACATGGGTTGCCGGGAGACGCCTGCTAGTTCGGTCTACTGG -GTGCGTTAATAAGAAACTCCTTTCTTTAGTTTAACGTCATAAAGTACCTT -TCCAGTGGCGCTACTGCATCCGACTGGAGAACCTCGGCGAGCTGAGCGTG -CAGCTGCGCGAGCGCCACTGGCGCATTTTCTCACTGTCTGGAACCCTGGA -GACGGTGCGCGGAAGAGGAGTGGTGGGCCAGGAGCCCATTCTGAGCCCCC -GGCTGCCCGCCTTTCAGTACAGCAGCCATGTGAGCCTGCAGGCTCCCAGC -GGCCATATGTGGGGCACCTTCCGGCTGGAGCGCGAAGACGGATACTCCTT -CGATTGCAAGATTCCGCCCTTCTCACTGGAGAGCAAGCCGGACGACCTAG -GGACGCCCACACCGGCCACGCCCAGTGCCCACGATAAAAAGCGCGACGAT -AGCGATTAAGAGGCAGTTGTTCACCCGTAGTTAAATGATTTTAAAACGCA -ATCTTTTCTGACAATGCATGCGTACATGTGTTTAGTGCAAATTACAATAA -TCAACAAGGACGCAGAGCCAGTTTTGATTCTCAGCCAAGTCGCACGGTCT -TTGGTTCTAGCTGAATGGCAaagtcaaagggtctccggttGTCGCGGGTG -TCAAAGATGCTCTGCAGAGCGTCGAGTGCCGCAGTCTCTGTGGCTGTTTT -CACATCTTCACCGAATCCCTTGCCCAGTAGCTGCCGGTTGGCGTAGATGC -CTACTTGGTAGGCGGCTAGCACAGTGTTCTTTCCGCAGTCTCCAAGCAGG -CGGGGCTCCGCTTCGCCCAGCTTTCGCTCCTGGCATATCTTCTCCAGCAG -CTGGATTGGTTCCTGGGGAGTCCACACCTCCAACAGGTCCTTTTGATTCA -GTTGCGTGCAGATGAAATCGCGTACAAAAATGAAAGCCCTCTCGATTCCA -CTGGAACTGGCCAGGGCGCCAATAACTGCGTGTAAAGATTTGGCCTGACT -TTCGGCCGAGGGCGGGTATTCCGTAGACTGTATCAGATCCTTTGTGCCCA -GGTGGGTCGAGACGTGAGCAAGCGTTTCGGTGCTAAGTAGATAACTGGCG -ATCGCCTGGAGTCCTTCATTAGGGACCTTCGGTAACTGGTGCTGCAGGAA -GGCCTCAACGTAGGCACGGGCAATTTGTTGGCCCTTCTCGACCAGATCGC -TATTGTGAGGCATCTGGAGGTCAGACTCCTCAATGCCTAGCTGCCgacga -cgatcctcctccCGCTCTGCAAACGATTTCTCTGTAAAAGCACGCTGCAG -CTCCGACAATTCAAAGGATTCGCCCAAACGCTTGCCGAACGCGAAGAGCT -CCGATCGCTGGTTCCACTCCACGAACCCAGAACGCCGCTCTGGCTTTTGT -GGTCCTAGTTTCTTCTGCCGGTGGGCGAGCTCACGTAACGTTGGCGAAAC -CCATCGCTTGATGTGGCGCCTCGTTTGCACTGCCGAAAATCACGATTACT -GACTGGCATTAGGTGAATCCGGGTTACTCACCAGTCGGTGAGCCCTCCAA -GAGCTTGACACGAGCCAGGAGACCAACAGCACTGCGTAAGAATGACATCT -TTAAAGCGATCTTAAAAATAAGTAACGAATATGTTTTCGCGCATGGGAAC -TAGTGTTGCACGGGTTTTTGTGGCAGTGATGGCAGTCTAACCGTAAATAT -AATTTTATAACTtataacttaACTTATACATTTTAATAATATTTGTTTCT -TGttgtTTCTATATTTATTCAGAGATGTATAATTAaaaaaaaataataat -aaCTAAATATGTTTCTTTATGAATTATAATTTtatcatttaatcGAGTAA -TTATAACGAAAAATACTTTCAGCTTTTTATTTAGCGTTTTGTAGCTAAAA -GGCGCCAGTACTAAATTGCGTTGGTGGCACCCGCTCGTTTTCCAACACTC -CCGCAATAGACGCCATGTACatgtctgtgtttgtgtatgCGCCAAGAAAA -TTTAAGTCGCGGAATATTAACAAGGAATCCCTGCCAGAAACAGGGCATTG -AGAGACCACAGAAGAAAATATACCCAACATGGCACTGCAGACATACGGGG -ACAAGCCGGTGGCCTTCCAGCTGGAggagggcggcgagtactactacGTG -GGCTCGGAAGTGGGCAACTACATGCGCCACTTCCGCGGCATTCTGTACAA -GAAGTACCCGGGAATGACCCGCATCGTCCTGTCCAACGAGGAGCGCAAGC -GGCTGGCTGAGTCCGGCCTCAGCTCCCACATCTTAGCCAGCTCTGTATCG -CTGCTCCGCGCCGTAGAGGTGGATGATATCATGGCCGGCAACGATGAAAA -GTAAGTGGGCGTCTTACCTAAGTAATGTCCCCAGAATAGTAACTAAATAG -GGCCTTTCCTAAAAATTCCAATTAACTTCGTTGATATCTACTTCCTACTA -GTCCTACTTAAACGTTTGTTTTTAAATGTTTAATCCAATGGTATCAAGTA -ATCCTTTTATCAAATATAAGACATGTGTACATTTGGCTGAAGATTCTTCA -TTTTAGTAACATTGTTAATGACCActtagttaaaaaccacttaTCATTCT -GAAGTGAAGACGTATACAAACACACATAGCCACACACTGCCCAGTTATTT -TGAAAAAATATGGAAAAATGTCATAGACATTTTTGGCAAAGCTGCCACAA -TAGTCTGTATGATTGACAACGATTTCCAATTGAGCACGGAGAATTGTATT -ATTGTCAGAATGTTGGGTAAATTTTGCCTGCTTGCAGGGCCAATCAGTCA -ATTTGCTAACAGTTGATTTAACTAACCATGAATCTCCGTCCCAGGTATCG -CGCCGTCTCCGTGAACACTTCCGATACGCCAGTGCCGCGGGAGAGCAAGT -CAAAGAAGCAGCCACAGTATGTGCCCACGATGCCGAACTCCAGCCACCTG -GACGCAGTGCCACAGGCCACGCCAATCAACCGAAACCGAGTGCACACGAA -GAAGGTTCGCACATTCCCGATGTGTTTCGACGACACGGATCCCACGGCTA -GCCTGGAGAATGCGGCGCAGAAGGAGTGCCTGGTGCCCATTCGACTGGAC -ATGGAGCTAGAGGGTCAAAAGCTGCGCGACACCTTCACGTGGAACAAGAA -CGAGAGCATGATTACTCCGGAGCAGTTTGCCGAGGTGCTGTGCGACGACC -TGGACCTCAATCCCCTGCCCTTTGTGCCGGCTATTGCACAGGCCATCCGA -CAGCAGATCGAAGCCTTTCCCAACGATCCCCCCATCCTCGAGGAGACCTG -CGACCAGCGGGTCATTGTTAAGCTGAACATTCACGTGGGCAACACCTCGC -TCGTCGACCAGGTCGAGTGGGACATGTCCGAGAAgaacaacaaCCCCGAG -GAGTTTGCCATTAAACTCTGTGCGGAATTGGGATTGGGAGGAGAGTTTGT -TACGGCCATTGCCTACAGCATTAGGGGTCAGCTATCGTGGCACTGTCGAA -CGTACGCCTTCAGCGAGGCCCCTCTATCAACGATTGATGTGCCCTTCCGG -AATCCCAGCGACGCTGACGCATGGGCGCCATTCCTAGAGACGCTTACCGA -CGCCGAAATGGAGAAGAAAATCCGCGACCAGGACCGCAACACGCGCAGAA -TGCGACGACTGGCCAATACCACAACTGGTTGGTGATCTTCCGCCGATCCA -GCAATGTGTCACTAATGTAATCCTCCTATTAAGTACCATTATGCATCCCA -AATAAATGTGTGTCTGTCGATTTTAAAACCTATTGTCTTCTACGCGCTAC -TTCCAAAAAAAATAGTTCCAAACGATGTTACAAAATAAGCTGATACTCTT -TACTGCTTACGCTAAACTCGAATCCTTATTCTACATTATCCAATACTAAC -TTTCTGCCGAATCGGGCTTGTCTTGGTCCTGATCGCCGTCGTAGAACTCG -TTCTTAGCATCAACCAGCTTGTCCTCATCGGCTACGGATATTCGCACGTC -GGGATCACTCGCCTCCTCCCGGTTGCTGCGCAGCTCCTCCAAGTCCACAT -CAGGCGGGGTCTGCACCATTTGGACGCTGGGCGAGTGCTGGCACATCTTA -AGGTTTTCATACACATGCTTAACGATGAGTTCAAGATACTGCTTTGAGTT -AGCATTATCTTGGCGTGAGTTAATCTCTGGATGGAGTGTAAAGTCGGGGG -CGAAAAAGTCGTAATACTCGGTGGCGGGTAGGTCATTTTCAATGTCTTGG -TCCACCAGCAGCGAGGTCTCGTGCGTccagcagcGGGCCACGTTCCGTAA -GGTGTAGCCACCGCCTCCGACCACCAATGTGGGTACGTTCAGTTCCTTCA -CAAATTTGACACACTCACCATGTCCCTTGGTGCTCAGGGAGAAGCAACCT -AGTCGATCTCCAGCTAGTGAATCCGCGCCACACTGCAAAACGATAGCCGT -GGGCCGGTAGAAGTCCATAATGGCAGAAATTATGGGTTTGAACACCTGAA -AATAGCTCTGGTCATCAATGCCCTCCTTTAGCGGCACATTAACGCTGTAG -TATCGTCCCGATTCGGCGCCTATCTCGTACATGTCTCCCGTGCCGGGAAA -AAAGTAGTTTCCGTATTTGTGGAACGAAGCCGTCATCACTCGGTCCGTAA -GGTAGAACGCCTCCTGCACCCCGTCGCCGTGGTGCACATCGATGTCGATG -TAGAGCACCCGAGGATGGTACTTAAGCAGCTCCAGAATGCCGATGACGAT -GTCATTCACGTAGCAGAATCCGCTTGCCTCGAACTTCTTGGCGTGATGCA -GTCCGCCCGACCAGTTTATGCATATGTCGCtgtggttgtggttcagcttc -TGGGCTCCCTCCAGCGAGGCACCCGTGTACATTGCACAGAAGTCGAAGAG -GCCATCGAACACGGGACAGTCCTCGCCTACGCTGAAGTGCGCCAGGTACT -TCGTATAGGCCACGGCTTAAGAACAGAAAATTATCAGATTATTCTAAATG -TTATTCCAATTGGGCGACTTCCTCTTCAACTCACAATTGCACTGAATGTT -TTGTGGAGTCACCTGCTGTAAGTAGGCGATGTACTCGTCGCTGTGGAAGC -GGAGCATGTCCTGCGCACTGGCCCTGCAAAGAATTCCGGATTAGTATAAT -TTACGCGGCACAGACACACCTCTCCGCCAACTCACTTGTACGGCCTGTAG -ATCTTCATTTTCTTGTGCAGTCCGTAGTTCATTACCAGGCTGTGAGTGAC -CGCCAGGCGTTGCGGCTTCATGGGATGCCCGGCTCCATAGTGGAAGTTGC -CCACGTCCGCGTTGTAGAAGTACGACACCCTACGGTCCGTCATCGCGCCA -ACTTCTCAATTGGATCGGTTATTGCAGGGACGCCGTAGTCCCCTAGTTGT -GGACCAAATCCTCGCCGGGCAGCAGGTACGTCTTCGCATACAGGACAATC -AGCAGAACGGCCACGATGAAAAGGAGTCGCCGGGTTGTGTCGTATTCGCC -CAACAGCATGCCGCTCCCGTGGTCACCTTTGGGTACCTTTGTTTAATCGT -GAGATATCAATTTGCTAACTTATTGCCAATTGAAGACAACTTAAAGCGGC -GTGCGCCGATAGTGTACTAAAAATGGACATAGCTAGTGATGTACAAACGC -ACAGTCACGTCACGAGAGCATCCCTATGGTGATGCTATAATTTTTGTTCT -GCTCAATTCACAAGTCTCTCTGTGCATGTGGTTTTATtttatttTTGGTC -GATGTAAGGAAGGCTAGATGTTGTAAAATATACGTGTGTCTTTTAGTTTT -CATTtaggtttATTTTTAAGCCTAATGTATTAAATGAAATAAATACACGA -ACGTACGCTTGCCAaaaaaaaaacccGCCAGATATGACCGAAAGCCGCCG -GGCCGGCAGCACTGTCCAGTTAGTTTATCTTCTATTTTGATTTTCTAATT -CGACTCTGCTCGCGCTAATTTTCGTGATAGAGAATATTGgaatattggaa -tacgcgtattggagtattggaattGGAGAATGCAGTAATCAACAATAAAA -GTCAGTGGACAAGGGAATGCAGAAAGTGTGTCAACTGGCTAAAAACGGCG -AATCAGGAAGCGCTCCTTTGGGCAACCGATAAATCCGCCAGCCGAGCAAA -ATCGGAGCCAATTACGAAACCGCCATTGATTTTGGTTCCCATCAATATGT -AAGTTGTGCCCCGGCTTCTGAATTAGTCCCCAAAAAACTTTGAGTCCGCG -GAGGAAGCAGTACCCACCAGAAATCTGCGATGTTGACCCTGTATTACGTG -AGTGCCACCGTCCTGCAGTCCTGGCGCATTCAAAAGGCGTGCTCCAAGAT -CGCCGAGCACCTCGCGCAGCCCTCGAGCATCGCCTTCTATACCCTCCAAT -CGGGCAGCGATGACGGATTCGGTAAGTGGCGGCGTCATTGGAAGGCGTTC -ACGCTTATATAGACTGCCTGCTTCCTCCACAGATCCCGCCCTGGCCAGCT -CGGAGTTGTGCTGCAATCGGAACGCGGCCAAGGTCACGGACATCCTGTGG -CTGCACGCCAACCAGCGGGGTTGCTGCCTGCGTCCGCTGCAAACGCTACA -CATCACGCCTTGGATCAGCTTTCCGCCGGCGCCCAGTCTGCTTCCCTTCT -CCTATGCCGCCGACACGTTAACGCCGGCGTCCACGCCCACGGAGGCGGAC -GTCCCGCGCCAACAACGGGTTTCGCTCTCTGCCCAAGGGGAGGAGCGGAT -GCAGCTGCTCCTTGAGGCCGACATAGAGCCACTACAGCGGCCCAGCTCCG -AGGACACATCAGCAGTACGGGTAAGTTAACCCGACGGCGTGTTGCGTTTT -TTTTAATCTCCAAATCCATCAATAAAAAACAGTAAGGCTTAAGCAAATTC -AAGTTATAAATGTTTAATTGCCACAATTCGGAGTCCACAAATACATGTTt -atacatgtttatttgcaACAGAATAGTTCAAAGACTTCAGGATGTAGGAA -TAGCTTTTTAATGGACTTTTAACTACATAGTTTGGAATTCACCATTAAAG -GGGGACTACGAATATTACTCCAAAGTATCTTAAGAATGCTACCGTAATTA -AAGTTAGCCCACTTTGTATCATCATAATGAGAACAGATAGGGACAATCGA -CCTTCGGGTGACGCCGCAATGTGGACGGTGTTGCGTGCGGTAATCTTATT -AAGATGTACATGGTTGAATCGATTAGAGCGCTGGCGTCATAcatacatac -atacGACTACACTAACTAGGGGTATCCTCTCGTGTGTCCTTTCTTCTTCT -TGCATGTCGGCGGCCCATGAATCAGCTGGAAGATTACGGTAAGCTAATTG -CTTGGAAAATAGATTCCCACCTGGCGGTGCTCATCGAAACAGACGTCGAG -CACTTCACGAAACTTTTGATAACGACTTTCTTGAGAAATAATTTATGCAT -TAACGATCAGCTGCCACTTTTGCGGATTGAGTGTAAGCTGCACCTGAAAT -CGTTTTAAGAATTTGACTTCATCTTAAAAATCCCACTGATTTATTGTTTC -TCCCTCCCAGCGGTGCAACGGGAAGGGGATCCGCAGCCCTTTGAGCTTCT -GGCCAAGCATCTGAAGCGGCAATCCCGCATAAGCGTCGGTCTGGACAAGG -ATGGATGGAAGAAGCACATGGAGGACTTGCGTGCCGTAGGTGTGCTGGCG -CACCAGGCCACCGAGTTCGAGTACCAGAGGAATCGCTCTGAGGGAAGAAC -GAAATCGGATCCCACCACACATGATCAACGCCCGACTTCGGAGCTTTTGG -CCAAGGCTGTGGCCGTGGTGGAGCCCACCAACAAGGCATATCTGTCTCCG -GCAAGGACGACAGAAGCCTCGCTCAAAGCCGAGGCCAAGGGAACGTCAAC -AAAACCTTTTCCGACTAAAAGCGATGCCAAACCCGCCACTCTTGCCAAGA -GCGAGGGCACGCCAGCCACAAGCAAAGAGGACTCCAAGTTAACGCCAACT -AAGGGTGCATTAAAGACAAGCGAACTAGAGAAACTAGCGGCTGTCCAGGC -AGCGCAgcagcagaagaaAGAGGCAGTCCAGGTCTCTCCCGTCAAGGCTG -CTTTCTTAGCTAAACCACCTATGCTAAGTAAACATGATGAGCCTGATAAG -GCATCAGATCAGCCAACGAAGCCCAGGAAATCCTTTGAGGCGGTAAAGCC -GTTAAATTCTCCTCCGTCATCCAGAGCTGCTCCCTCGCGTCCTGTGCTGC -AACGCAACAAGGATAGCCTGCAGGACGCAAAACCATTGAATGTTTTGGTC -TACTCAGACAGCGCCAGTGCGCGGGAATCCACATTGGCCACTCTGCAGCA -GCTGCTGGAGCGCAATGTGTACACGATCTATCCTCTGATGCCTCAGCAAG -CGGCTCAAAAATACTGGACGGAACAGACTGCGTTGCTGGTCGTCTGCGGA -TCGGTGGCACACGGAATTGGGCAGATATTGGTGGACTACTTTCTGCAGGG -CGGCAAGGTGTTAAGCCTGTGCTCGGATATACTGCACTTTGTACTCCCCA -ACTATCGCACAGCGGAGGTAGGACTCTGTTTTGTGGAAAATATACCCAAA -TTCGCCAACATCCATCCCGTGTTCTACAGGTTCGAGAGCACGAATTGGTT -CAGTTCTCCTATGACAAGTGGCAGCGGGTCAAGATGATGCACCACATCTT -TTGCTACCAACCGTCGCCGGTGAAGAAGCACTTCTCCACTGACAGCGAGG -AGTCCACCAAGTCGCACTCTCGCAAACCGTAAGTAGCTATTGCTGCTCCC -ATCCAGACTGCCAGTGACCAAAACACATTGCTAACCTTGCCGATCTTCTT -AATAGTGCCAATAACAAATAGCCCATTAACTGAGTATCAGTGTATTTGAA -ACCGAAATGTTGCATGTTTTATACACCCGAAAGCCCTATTCAAGTCGATT -ATTGCACAGCCGTCGGGTAAATTGTAAAAAAGAGGCCAAGTTATAACGCT -TTACTTTTTAGACCCTTGCAGAAGGTATATATCTTCCAGTCAGAAGTTTT -CAGGGCTTAAAGGGTTAAAAGGCACTTTCTTCATTCTTGATCAGTTTTAC -CAGCCAAGTCCGTCTGTTCATCCAGTTTTAAGGATTCTAGCCTCTCAGTT -TTAAAGCTGTTTGCATGAAAAGACTTCCTCCTGAAATATGTAAGTAAGAA -AAGGGAATAATCGGTCCTCTATTTCTTATAGCTTCCATAGGAATAATCGA -AAaataaatgaaataaaaatggaatataTAATTCCCGTTTTAATTTGTAT -TATATTTTTTCTTGACATATACATATGTAATTTCTGCAAGGGTATATGAA -CTTCGGCCTGCCGAAACCAACCTCCTGTCTTGTTTCATTTATGTATATTA -TTACTTTTTCTGAATGGGGCTTGAAATgaaatgaaTTAATCCTAATTAAT -CGTTCTTATACTAAACCGATTCTAACCAATTCCAATTCTCATTTTATTTC -TCAAATGTTTCATGCTCAAATTGGTCTCGTTTACTCTAAATATGGCTTAA -TTTCTATTTGATTCGGTGTGCACTGTAATCCATCTATCTAAACTCCGTTT -TCAATCCGCCTAActaactaacctatctatgtTTTCTGTAAGCTCTCTTA -ACTCTTGTTTTTTATCGATTGAATGTGCCATCCATGTAATTTAATTGttt -aattgtgtTATAAACATTTGGCATTTCAAACCTTTTCACCATCCTGCTAC -GTTTACCTTCTAAATCCTTAAATTTCTGCGTGTGCTTCTATATGtgtgTG -CTATCACTATTATAATCCATCCTACCAATAACTAAAATAACAACAAACCa -aaaacaaacaaaaatcgaaaaaaaaacacaaatcaaaCCACGAAACGCTG -CTCAGAGCTCTAGTATGTCCAAGGTCCATGGAACTGAAGGATCTGGCCGG -TCACAGCCACAATTTGGATGTCCATGTGCTGGGAACCGAGGAAACCTGGA -ATACGCCCAGCTTGATGTTGGCCAAAAGCCTGCAGAGCGGCGGAAAGGCC -GTCTTCTCCCAAGTAAGTGATTGCTCATGTAAATATAACAAACATatatt -aaaaaaaaaCATTCCTATGAAACaaaaaaaaaaaCAGGTGCACTTGGAAA -TGAATCCCAGCGAATTTGAATCCGATGAGACTAAGTACTCCATTCTAAAG -CAAAACGAGCGAACTCGCCTCGAGATATTTGCGGATCTCCTGGGAAAGTA -CTTGGATGTGCAGGTCCGCGGTGGAGACGGTGTCGACCAGCCGCAGCCTG -GAGTTGTCTACAAGCACGCATATTTCCTAGGTCGGCACGAGGTCAGTTCG -TCTCTCCATTTGTTTTGGCATCAGAATCCAATATTCTAGCTCTTTTTGTT -ATTCAGGCCAAGTTTGAGCTTCTGGAGAAGCTACGTCTGCGCTGCAGCGG -ATCCGACAACGTGATAGCAACGCCGAACCTGACGATGAAGTTCTGTGGCA -AGGACGATAAGCCTCCAGTGGCCAACAACAATGTCCTGCCCATACTCATA -CATTCCTGTCCGGATGACTTCTCCACCGTGGATTACTTCGATGTGAGCGC -ATTCTAATTCTAGTCTATAGCAGAATTAACCCAAATTCCTCTTATTTTAA -AGAATCTTAAGACGGAACACATCGGACGACTGGTCATCTATGCACCGGTG -GTCAGCAGCTCCATGCATCTCATAAACAACCTGGAGCTCATCCACGGCCT -GGCTGTGCTCCCCGTGCAGCAGACGTCCGGAGTGGGTCGCAGAAATAATC -AAGTTAGTACTCTAGAAGCATCCAGATTTAAGTTCTTGTTGAAATCATCG -CTTTGTGCTTTCCAGTGGCTTAGTCCGCCGGGCTGTGCCATGTTCTCGCT -GCAGCTGCACCTGACCATGGACAGCGCTTTGAGCTCTCGGCTGCCTCTGT -TGCAGCACCTTGTTGGAACGGCGATTGTTAATTCGCTCCGCAGTCATGAA -GAGTACGGGGTGAGTCAAGACTGTAAAGTTTTACCATTTAGTTGAATCTT -AAGTTAAGATTGTTTCGATTATCTCCGCCTGTGGGACGATGGGACGAACC -TCAGGATCTGTAAAACTGCCAAGTGCACAAAGTGATTTTTTAGGTTTAAT -AAGTTTATTTGACATTTTGTTTCGATTTCGCATTTAAAGTCCATTTACTA -TATACACttgaccatacataattcacaatatatatttAATTTAACACTAG -TCCGTCATATACAATACATTGCTGCTGTAtatacatgtatatatatatat -atatatatatatatatatatatatatatatataGTTCTCTTACACATAAT -TAACAATTTAGAAATTGCTCACCTGATTAACGTTTACATTTATGTTTGCC -ACAGTGCTtgtttgtttgtttgtatatgtatgtctATGCCTTCTCTGTTT -GCCTCTGCTCTTAAACATTTAAGCGTTTTGTCTTTTTCGAGTTAACATTT -GATTTGCCTTTGTTTCGTTTGCTAACAACTGCAACTGGAGTGCTCCCGAT -ACATGCCTACACATATGTATGTAGTTTTTAAAATGGATTGCTATAATTTG -GTAGTTACGTTTATGTATTTACAATCTTCGCTCGGCTCGATAGAACTTCG -CCTTGGGAGAGAGTTTGTGTAGAGTGGACGAGGGCACAAAGCGAGCTAGC -TTAGTTGGTAGATCGAAATTGTACTAGACAGTGACAGTGGCCATGCTGCA -GTTCCCTCAGAACACGGACTCGGCGGAACGGGAAAGGTTGACGGGGTGGG -AGGGACTGCGCGCCAGACGCTTCTTGGGAAGATGCTCCAGCAGGGAGAGC -AGGCGTGCGAACTGCGGCCGGTGCTCCTTCTCGTAGGTCCAGCACAGCAT -CAGCAAGTCCTTGACATCCCGTCCAGACTGCAGGTTGGCCAGCGACTGCT -TCATCCCACGGCCAACCTGCCAGATGATCGATTCCGCCGGCTGATCCTTG -AATGTGAACTCGCCGCAGATTAGCTCGTACCAAACGGTTCCGAAAGAGTA -GACATCGGAGTATGGGGTGAACTCCAGACACTCTCCACGCGGCTTCTCCG -GCTGCAATGCTCGGATTAGCTCCGGCGCCAGGTAGCACAACCAGTTGTGG -GGCACTCCTAGGCCCATATCACAGTAGAGCAGCTTGGTGGAGCTGAACAG -CCCAAAGTCCGTGATAATCACCTTGCCGTTCTCGATGAAGATGTTCTTGG -TGCGCAGATCTTTGTGGATGATCTCCCTTGCGTGCAGGTAGCCCATGCCC -TGGGCGATCTGCTGGGCAATGAGGAGAGTCCGGTTCATGGCAAACTTCTC -CCGACGCTGGTGAATATACGTATACAAGGTGTTGCCCTTGCACAATGAAG -TCACAATGGCCAAATATGGTGGGTTCATGCAGGCTCCCATGAACAGCACC -AGGTTCTCGTGTCGAGTGTTCTTGAAGTTGGCTACCTCGCTGCGAAACGT -CTCCAGCATGTGTTCGTCTTGCAGATAGTCCTCGTTGAGCAGCTTAACCG -CCACATCTCCGTGCCAAAGGGCTCGATGCACGGTGCCGAAGCGTCCCTGC -CCTATCCGCTCGAGCAGAAGCAGATCACCATACGGGATGTCCCATTCCTT -GAGTGAGATCGAGTTCTGGCGCCATTGTCCCGAGTCTCCGTCTTCCGTTG -AATCCACACGAACGGGTGTCCGGTCCGAGTCCGTGCTGGCACTTCCAGAC -AAGGAGACTGTCTTGTCGCTGTCATTTGACTTGTGGGTATCCGTGTACTC -GCTGGTGAACGGCGTCCTCTTATCCACACCGGCTGTGCTCAATTTTCGCG -GAAAGAAACTGCAGGtgctggtggtggttgtgcTATTGACCAGACTGCCC -GTCAAGGTGGCCGCAGTAGAAGCGTTTGAAGTTTGGCTACCGATGAGCGA -GCTCATGTGCCCGTTGGAGCTGCTCACCAGACTATCAAGTCCTCCGTTGG -CTGTTGCAGGCGCCGTGGGGAATTGCTCTGGCACTGGTTCATTGGAGATG -AGCGATACACCACCGCTTCCGCCACTGCTCGTCACCGTCACGTTGGGAAA -GTTGAATTGACTCGGCTGGTGCTTGCCAAGCGAAGGCGTAGGTAACAGAT -TGGCGCTAGAGCTGCTGCCCGCCTGATCCAGCTCGCGCTCCCTTTGCTGG -AACAGCGCCGGACTGCTGGGCGTGGAACTAGTGCAGCTGGAACTCGGCGA -ACTGCTATCGCCGTGCTGCTGATGCAAGGGCTTACCCAGGGTGCTCTTTT -TTACCAAAGGGGATCCTTTCGCCGCGCCATGCACATGCGGCAGACTGGCG -TATCCTCCCTGCTCCTTTATGTGCCGAAACTCGTCCACATATTCTCGTGG -AAGTCCACAGGAGGGCGGTACGTGCGGTGCGCATGACTTGTGGCAGATGT -ACTTGCAGTCGGTGCACTTCATCCAGCGGTGAAAGACCTGCTTCTGGCAC -AGGGTACAGGTGGCCATGAAGCCCAGGGCCTTGGTGAAACGATGCTTGAT -TGCATGACCCATGCCCACGtgacccacgccCGGAGAGCATGGCACCATAA -GCACGTTCGAGGAACTTCCTCCGGAGCTGGCATTAGTATTTGGGTCCACA -AAGATGTCCGAGCTGGTGGAGCTGTGGCTATCGGGGCTGGGATCAGTGGG -CAAACGGTTGCGGGCTAATTGCTCCCCGTCCACTTGCACATGACTCTGGC -TCAGCAAGGTCTGGTGCTTTCTAGCTGGCGGCGGGGTACCACGACTCCTC -TGTGGTGTTCCATTAAGGCTGCTGCTCAGCCCACTGGAAGGCGTGAAGGG -CGAATTGGGTGGCGAGGGCGTAAGGGTTAAAGTCAGCTGGGAACCCTGTG -TGCTGTTCAGCTCTTCTGTCGCTGAGGGCGATTGGCGGCCACTTTTGAAG -TTGGTGGAGTTGGCCAGAGCGGAATTCTTTCCCTTGACACCATGCTGGCG -ATGATGGGTTCTCGGGGAGGCGGTTGAATTGTTACCCAGTCCAATGTTTC -CCACACTGCCGCGATGAATGTGGGTGGGCCTGTCCCAGGAGTCCCAGTGC -CACTGCTCTGGATCGTTGTTGCTAGCCGCAGTACCGCTCTCCAGCGACTC -CATGCACTTCCTTAAGTTCTGCATGGCCCTGGTCAGGCGTCGCAGTTCCT -CCTCCTCTCGCTGGCTGGGGCTGTCAGCCAGGAGTTGACGGATCTCCTCG -TCGCTGAGACGCAGGCTTTGCTCTAGAGTGGTCAGGCGAGCAAGGCAGGC -GGTAAGAGTCCCCTGGCTAAGGCCCACTACGCGCAGCCATTGCCTCAGTT -CGTTGCCCGTTGTGTGGGGCACAAGCCCGTTGGCCGGGATGCGCTCATTT -AGCCGCATCTTCGCCAGCAGCAGCTCGGAGAAGTATCGCACCAGCTTCGA -CTCCAGGCAACGAATCTCCTGCTGCGTCAGCGTGGAGCTGATCGCGCACT -GCGTTCGCAGGCCCTCCAGATGGTTGGCCGAGAGATCAATCATGTCCTGA -ATGATAACCAGGTTGCTGTCTACGGACAGCGAACCGGAGATGGGATCGTT -GGCATTGGTGGAGCCCGTGTCTGGAGCCGATGCGGGTGCGTTgttgttgc -tgctcatcctgctTATTCGCGACGGAGTGGAGCCCGATTGATTTTTTCAG -ACGCCCCCTCGGGGACTCGACGATTCGATGGGACCAATGGCTGGGACTCC -GCCCCGCATTGTGGCCCTCGCCAAGCGACCTTGACGTTCGGTGCTCCGGC -TATCGCGCACGCTAACGCCCGCAACTCTAAACGGCTTAGGCAATGCGAAA -AAGCAATAATTTGTACAAGTTCCTCGGCTGTTGTTGAAATTTCTCTACAC -CCAAGTAGCGCATCGAGAGAAGTGTGACCATACCCGGGAGGACTCCTTCT -CACTGCACACCAAAATGTACTAAAAGCACTTATCCGAAAAACTTAGGGGC -ACTCCTCTGTATTTAAAAAAAATAGAACGTTAAGTATtattattcttatg -ttgtaATTATATTATGTCTTCGAGTGTATATAGCATATatATTTCAATTC -TATTTGAAAAATTAATCCAGAAATTATTTTCACATTTTTATTTTATTAGT -CGAAATAAGTCaaatattttaatatttatattttattatttggAAATGGA -AATTAGGTagatattattttaatattttaattttataactaaaaataatt -tttttaagttaatatttGATGTTCCAATTTATattttatGATATGTAATA -TTACGGAGATAGGCGAGTTTTACTTAATTTATTCATATCACCTTCAGGTG -CTGGATATTTCCATTAAGTGGCCGAATGACATTTATGCAAATGGAAATCA -GAAAATTGGGGGCCTCGTCATTAATACCACACTTCAGGGATCCCAAGCCA -TCGTCAATATCGGAAGTGGAATTAATTTGAACAATTCAAGACCAACAGTT -TGCATCAATGACTTGATAAGAGAATATAATACCCGTGTCCCGAACAACAA -GTTACCTATACTTAAGTACGAGCTACTTATTGCCATGATATTCAATGAAA -TCGAAAGACTTTTGGGAGAAGTACAAAACGGAGACTTTGATAGTTTTTAT -GCATTATACTATTCGCTATGGTTACACAGGTAAATTTAAAACATTtttaa -aatacatttaatttgcataTTACATTTACTAACATGTTTTTATGTACAGC -GGGCAATCTGTTAAGATTTGCCTACAAAAAGATCAGGAAAAAGAGGCCGA -AATTGTGGGAATCGATGACTTTGGATTTTTGGAGGTGAAATTACCAACTG -GTACTATAGAAATTGTGCAGCCCGATGGAAACAGCTTTGATATGTTGAAG -GGATTGATTATACCCAAGTATCAATAGTGAAATGAAGCAGATGTGAAAAC -TCATATTATTCCCCGAACCCTCTAGTTTAATTGGCCCTTAAGCAACTTGT -ACTTTTTAGGCAAATttaggtcaatttATAACTACGTAAAAACGTTTATC -CTTATAAATATTTACAAGGTGATTCTTCTTAAGTGGCTTTACGAAATAAT -AATGGATAATTTAATCCACTAAATTAAATACTGCCAAAGAGAATTATATG -TTAAAGGAAGTCTCAAAATATTTATAATGACAGGTACATTTGTTTGTTCC -CTATAAACCAGTGTTTGGAAATTACTTCGTAAGATAATCGCGTTTGTTAC -CATTGTTATCGCCATCGATTCCTCTGCATACGGGTGTTTTTGAAATTTGA -ATTTAATAAATACATATTCGATCATTGCTGACCTTAGACCACTGAGATTA -ACTGCCGCACAGGTCTTATCTTAAATTTAAGATGGATTTTTTTATTACAT -AatttttttattctaaaattgtttATTTTAttattcttctaaaatttttt -tttGAACTGAACTTTCATTAGAAAGTTATATTttttaaaatttttttgaa -ctgaactAAAGAGAGCTTGACAGTGTAGTTTCCTATAAAATTGTCAACAC -TGGTGATGCGAAGACTTGGTATAATTCCAAGTATGTGAGTTGGTTACACT -GTTGCTTTGCTGGAAAAGAAAATTGTGGAATAAAACGGAGTCTGCGGCAT -TGGGAATTATGTCACAGCGAAATCACAGAGTGGACCGCTTCGCCCAGATG -ACAAAGCAGGAGGAGATCATAGCCAAGAAACGGCAAGAGATCCTCGAGAA -GCAGAAGACGGCACAGCTGGCGAAGGCGGTGGCCGCGGCGCAGAACTTGG -CAGCGCAGCTGAAAACCGAGACGACTGTGGGAAAACCCATTGGCAACGAG -GTGGAGTATGAGGAGGATGCCCGATACCTGGACACCGCCGTCCAGGACAC -CTCTCTAGCGGCCGGCGAGGATGGCCTGGAGGCTGTTCACATTGAGGCCA -CGGCCAGCAAGGGAAAGACGGAGGACGCGGTGGCCCCCAAGACGCTGAAT -AGCTTCACTGGCAAAACGGGCAAGATCACATTTGGCATGAAGCGTCAGCA -GCTGCCTCAGCCCAGTGTTGAGCAGCCACCACCGAAGGTTAAAAACACTT -TCTGCAACGATGGTTCCTTTTTAGAGAACTTCAAGAAAATACTCGAAAAG -CACGAAAAGCCTCCGCAGCCCTTGATTGTTCCGCCGGTTCCAGTGCCCAG -GTGAGTCCACTATCGTAAAAATATTAATGTATATTAATTTGTGGGTAATT -ATAGCGCCGAGGAGAACAAAGCCGTGGACACGGAAACAGCAGAGCAGAAC -AACAGTCCCCAGCTAGAGGCGGCCATCGCCATAAGCTCGGCAGCAGCCAT -GGCTACCTCCATTACGGTGACCAGCTCGGCGCCAACTCATTTGGCTTTTG -GACTACCCGTGCAAGCAGTGCAGCCAccaccgccgcctccATTTGCATTC -AATCCTACGCTTTTGCAACAGGGACCACCGCAGATGCAGCTGCCAGCTGC -ATTCTTCCACGGCCATTTGCCTCTGCACTTGCATCCGGCGGCAGTTGCTC -CTCCGCcacctccaccgcctccacagcTGCCCATCGCTCTGACCAACATG -GGACAGATTTACATGCAGCTTGGTCCGTCTCCAGTGGAGGCTATGCAGCT -GAATGCCATACCGGCGCCCAAAGAGTTTGACTTAaatgccataccTAAGC -CACAAATAAATCTGGAGGCTATCCAGATGCCCAGCATCGGTGGTCATTCG -ACGGAGCAGCTTGGCCTCCTGCCGGACCGCATGTCCATGCCAGTGAATCC -ACACCCaccgcctccgccgccaccTGTAGTGGAGGAAATGGAGCAACAGC -GCCAGCAGGTGGCACCTCCACATCCACCTCAGCCCACAGCTGCGCCGCCA -CAAGGTGTGTAACACTTGCAAAACAGTCCTCGTTGCCTGTTTTGATTTGC -CATCTCCATTCCCTATCCACATCCAATATATACTCTCATTCtaaccacat -ccaaCTTCCTACTCATTCAATTTGTATAGAACTTTAATCGTTGAGCACGA -TTTTAAAGCAATTTATGTAGTTTTTTCAGAAACGTGCATACAATTGCCAA -CGTGCTTAGAAAACCTAATCGCACTGGTCGCGGAAAATGGTGAAGATTAT -gaagATAAAATACGTTTGCATAGAAGCGAGTTGCATCCGGCCTTGTGGTA -AATGACCTAAACATGTTTTAACTGGGACTAGTGGTAGTAGATGCACATAA -GGGATGGACCGggggagggggggggggggggTCGTACAGTCCGTCTTAAT -TGGGGATTTTTCACGTTTACTTAATTGCTTTCGCAAGTTGAATCATTGTA -TAAGTGCCAGTTCTTTAGGATAGTAACAATTGAATTTTAAAAATTAGTCC -GATTTATGTTATAGTTTGGTTGTTTTTAATTGCCATTACTCCGATATTTC -ACACGACACACACAGACGCACAGATTTCCGTTCCGCTTACTCAATCGTGA -ATTTAAAATCACAAACAGTGGACATGTACATGTTTTTCTTTGATGCGTTT -TAAGTTAGATGTCTGATTAATACTACCAATGCCATGTAACATCTGACAAA -ACGGACCAACTTGATGGGGGTGTAGGAGGATTAGCCAGACCAGTCGCGTG -GACTCATCGAGCGCACAGTGTTCCGTCGTTCCTCGATCGTCATCTAAAGT -CTGGAGGAGCCAGCCGGCGGATGACAACTAATAATCTCTGAATAAGCCGC -TATTGGGGCGCCTCAAACAGTTATTCATATAATGTCTTTGTACACGTGAC -TAACGTCGAGCACTTTTCATTGTACTTTTCACTTCTTTTGAATTTTGATA -ATAGGTTTCTTTATGATAAGAGCTGCGAGCAGTATCGAAGCTATAGCGAC -CAACTCCTCGACTACAAACAGCAGCGGGCTGAGCGACAACGGGAGCGGGA -GCATCAGAAGCTAAGCCGGGACCATCAGCCGCAGGCGACGGAGCAGACGG -ACGCACAGCAACACCGCGAGGAGCAgcacagcaactcggcGGCTGACAAG -TACGACCCAGAGTCGGCCATCAGCGCGGACTTCGACTCGGATGACGAGTA -CATGCGGGGCATGATGGATCGCAACCGGGACAACATCAAGCGCCGCATTG -AGtgtcgcaacgagctgagcgacgaggAGAGGCGCGAACGGGAGGAGGCT -GCATCCGGAGAACCGCCGGATGGCGATGACCAGgacgaccaagacgacaa -ggaGTCGCAGAGGCAGCGTAGGAAGCGCGAGCGCAAGAGCCGATGGGGCG -AGAAAGAGCAACAGTTGCCATCCTCAAGTATGTTTATATACTCTTAACCC -TAAATAGTATATATATTCGTGATCACAGCCCGAGTCGATCTGTCAATTCC -CGTCTGTCCGTTTATCTGCTtgtctgtccgtccgtATGAACGCTGTGATC -TCGCAGATTTTAAAAACCAGAAAGATGTAGACGACTGCCACTACCACTGA -AATAATATGTATAATTATGACGCTACTGACAACAATCCTTATTATCTACA -GGCACTTCGGGAAACTTTGGTAACCAAAATAAACCCATACTAAGTGGCAT -CACGCGAACAGATCCCGCGTTGTTGCAGTATGCTCGGCTCAACTATGGAT -CGACTCAGCTGAGCGAGGAGCAGTGGAagcagtgcgaggagcactACAAA -GTAAACCTGCTGTATCAGGACATGATGCGCAAGCGTCAGGAAATCGATCG -ACTGGCCCGTGGCGGTAAATTCAAGTACGAATacgactCGGACGAGGACA -TTGAGGGCGGGACGTGGGAGCACAAGTTGCGAACAGCCGAAATGGAGGCC -ACATCCCTATGGGCAAACGCCCTGACCAAGCAAAGCGAAGGCAAGCATCA -CATCGGCGACTTTCTGCCCCCCGAGGAGCTCAAGAAGTTCATGGAGCAGT -ACGAGGCGAAgaagaacaacaGGCAGCCGGATCTAAGCGACTACAAGGAG -TACAAACTAAAGGAGGACAACATTGGCTTCCAAATGCTGCAAAAACTCGG -CTGGAAAGAGGGGCAGGGCTTAGGACAGGACGGAGCTGGAATTGTGGACC -CCGTTAACAAGTAGGTTACCTATCCTATGTTTGAAAGTATCTCACTGTAT -AATATGGCAACAGGGCACCGCAACGCGATGGAAACCAAGGACTTGGTGTC -AGCAGCGCTGCCCAGCCAGAGGACTGCGACAATGAATATGACGCCTACAG -GAAGCGAATGATGTTGGCCTATCGTTTTCGTCCAAATCCTTTGGTAAGTA -ATCCCTGGAAACTGGCAAGGGAAGAGAACATAACTAATATGATAGCTATA -AATGCTTAATATATATGACTTCTTATTTGTTTGCAGAACAATCCACGTCG -CGCCTACTACTAGCACTACCTAAAATGACCCCTACCCACATAACTACCAA -TATCCTAGGTCCACTTATTCAACTGCAACTTTGCTGAATAAAATGTCCTC -GTTTAAATTAAACAGCGGACACGTCAGTTTATTTTAGGGGGTCGTTTATT -CAGTAAGTAGTTCGTAATTAACTTAAATCTATTGCAAGCGTTTAGGAGTT -CGATCGTACAAAGGAGTACGTAAGTAAGAAGTGTGGAGGTCTCTTAGAAC -GAGAGTCTGGGCTCTGGAATTCCATTTTGATTCGGCGGCACATTGCACAA -CTCCCAATCAAGGGACTGATTCGATTCTACCGGGAActgggaactggACC -ACCTAAACGCTAATAATACTAAGTTGTACTCGAACTGGAAGCGAGGGCTA -GTCTAGGAGTAGAGCGTCAGCACGGGCGTCTGGTTGCCGCGCGCCAATGC -CACCGGACACTTCATGTCCGACGTGAGCATCTCCAGCCATGACATGTACA -GCGGTGCCGAGATGGCCTCCTGGAAATACAAAAATACGCATGTGTTAGTG -GTCAATCACGATgttagtgctcatTTCCGAATGTCTCACCTTGCGCGGCA -TGGGCAGGGACATGACCACCAGGGAAGCGTTTGATGAGTGCTTGACCACC -AGCTCATGGATGCGCAGCTGGCGATTCGTCTTCTCCGACATGCTCTGCAG -CTCATCGTCCGTGATGCCGAACTCGTTGCGGGCTCCGCGGCGGAAGGGCT -CGATCAGCCGCTTGTGCTTCAGCACCGTGTCCGCCCGCGGCTGCTCGGAG -ACGCCCTTCAGCATAATGAGCTCAGAGTACTTGATGCGGAACTTGGTCAA -CAAGCTAGCCATGCTGTAGGGTAGAATTTACCATTTGTACTATCATATTT -GTGACAATATTTTCAAAATAATAGTatagtatagtGAGAGTAATAATCAT -CTTTTGATTTCCGTCCTGGCTTCTTCTTCGGTCTCACGGAACTATATGGG -ATGGTGGAAGGCATATCCTCTCCTTTTTATTGATCGGAACTCTTTTCGCT -CAAATGGAACCCAAACCCTTTGACCTtcgacctTTGTATACTTTGGATTC -GGAAACGCATTCTTGTGCCTGTTACGTGTTGTTCTAAAGACTTACCTCTT -CTCTTCCTGCTCCTCGTCTTTTCCGTGGCACATTGCGAACACCCTTAGCT -TGGAGTTCTGCCAGTGGGAGCGCATGGAGATTATGTAGGGCAGGAGAATT -GTGAGACCTACATGTATTCCCAATGACTTGTGGATTAGTTGCAAAGTGGC -TGATTACGACCAAGTACCCACCTCCGTCGTCGTACAGCCAGAAGACATCG -ATTGTGCCCTTGGGCTGTTTGCGCGTGAATATGGTCATGGCGTCCAGCAA -GTTTTGGGGTATGTCCGATCCGCCCTTGGTGTGGTAGGTGACGGCGGGCT -CATCCGAGCTGGTCACCTTGTAGCTGCGGGAGTTGCGCTGCATGTTGGGC -ATCGGTGCTGGCTGGGGCATTGTGAAAGAGGAGTTGGGGCTGTCCATGCT -GGCTAGGTTCAGGTTGGAGTCAATGTGCAGCAGCTCCGAGGCTGCATTGG -CCGCCGGCATCAGTTCGTTGGTGAATCCATGCGCATTGGCGGTATGCATG -TGACCCATTCCGTTGGCCGGCAGAGTGACCTCGGAACTCAGCTCAGAGAA -ATCCAATCCGTTGGGCAGTCGGAGCAGGGCCACGCCCATACGCTGAGAAA -AAGCATTGCTATGGAAGAGGTGGACTTGGTAAGGCATCCAATAACATAGT -TTGGGGAAATAACTTACTACAAAATGGAAAAGTAACTCTCCACCTCCTCC -TTGCGACAGCGATTCCAGTCCGGCTTGTAGCCCACCAGCACAATGTTCGG -AGACATTTTGCCGAAGCCCGTTGACTTTGTCAACGCATTTATTCCGTCCT -CCAGGCTGAACCCATCAATCACATTGTAGAAGGCCTTGATCTTGCGGGCA -TCCAGGTACTTTTGTCCATCCTTCACCAGGTGCTGCCGGTTCTTGTAGCC -CACCCGCACCTGAAAGGATATAACAAGTATTTTAGTAAGAATCACCATTC -CGCTTTTCTTGATGTCCAACAAAATGGGTGAGTTTTCCCTTATCAAGAAA -TCCATTCACGTACCGGTATTATATTTGCCACGAACATGAGGGAGTTGTTC -TTGGTCAGCAGGTAGCCAAAGTCCACGAGTGGCGGTCTGGTCTTGGGATC -GCCGGAGAGCACCAGCACCTGGGGATGGTAGTTCTTGACGTGATCCGAGA -CGTTCTGCAGTCGGTGGACGGCCATTAGAGCAGCCTTGTACTGCTGAGCC -TGCGTGGTGGATCCCCAGTTGGCCTCCGGCTTGCGGTACATGACCACCAG -ATAGAGGGCGAAGATGATGCCAAAGGTGATGATGGCGGCCACGTAGTTGA -TCAGGAACATGATGGCCACGCACATGGCGAACCCGAAGAGGCTGAGCCAG -GCGTTGTAGTACTTAAAGGTGGGTCGCCATCCCAATGGCTTCACGAAGGC -CGCGTGGAATGTGCAAAAGTTGATGAGGGCGTAGGAGGCCAGGTAGAAGG -TGGAGATCAGAGGAGCGATCAGGTTAAGCTCTCCGATCAGCAGGAAGCCG -GTggtgatgaagaagGTGAGCACGTAGCCGCGATACGGTTCGCCGTGCTT -GCCGTACGGCTTCGAGAAGAAGATTAGACCCGGGTAGATCTGGTCAATGC -CCAGGGCCTGCACCAGCCTGGGAACGGAAAGCAAGTTGGTCAGGGCCGTG -CTTAACGTGGCTGCAAAGCAGCCGGCGTAGATGAGTGGTCCCCACAGCGA -CATCTCCTGCATCATTTCGTACGAGTTGAAGAGACCCCAGGTGCAGTTGC -CCGTGGCCATGCACGGCAGCTCCGAGGAAACAATGGTGCCATTGACGAGG -TCAGCTGGTATACCGGAGGCATCTCTTACAGCAGCGCCACCGGCGAAGAG -GACAAAGAGAGCGTATGAGGACATCGAGATGAGCAGGGACCAGAAGGTGC -CCTTCGGTATAGCAGCTCCGGCATCCTTGAGGTCTCCGCAGATATTTGCT -CCTGCCTGGATGCCCGTCACGCTGGGAAAGAAGATAGCGAACACGCTGAA -AAAGTCGTGGTTTACGCCCTCCGCATAGCGATAGTCCGATCCGAAGTTCT -CCTTCAAAGTAGCCCCTAATTTAGGTAACCAGTTATGAGGTTATTACTTT -CTTAAGTTCTCTTATGAACTCACATGAAAAGCCGACGAAACCCCTAGAGA -TTTGCTCCTCATTACCCTGGGGTCCAATGGCAGCTCCGATCAGGAAATTG -AAGATGGCCAGGACAATCGTGACGATCAGGAAGTTCTGCGCCTTCGTCTC -CCACTCCATACCCACGCAGCAGATTAGGATGAGCACCAGCACGGTTATCG -ATCCCACGATCCGGATGTCATTGATCCCGTTGTCGACAATCTTCAGGTCG -TTGTTCTCTGGAAATGAGATTAATGATTACTCCGGAACTAAGTTAAGGAT -ATCCTCAAACTTAATTAAACCAGACTGGATCCATGAAATATAGTGAAAGT -CGTTTCTATTTCAACCTTTATTTTTTATCCTATTTATTTAGGACATTTAA -AGCTGCCCCATTTGTGGCCACCCTATTCAAGTTAATCGAATGGCCTCTGT -GTGCACAAGTCAATTGATACTCACTGAGTAAAACATTTAGCGATTCGCAG -AAGCCGATGGTGTTCATCGAGGCTGAgacggcgttggcgaaggcgaagac -cacgcccacCGACGCCCCAAACTCGGGGCCCAGCGAACGGGATATGAtga -agtagacgccgccgccCTTGACCTCGCCGTTGGTGCTAATGGCCGACAGC -GAGAGCGTCGTGATGACGCAGACCACCGCGGAGATCGTAATTATAATCAG -GGACTGCAGGATGCCCGACTCGGCCACCACCCAGCTGAGGCGCAGGAAGA -GCATTACGCCCCAGATGTTGAGAAGGCAAGGTATCAGCACGCCCACGATC -CATCCTAGCTTGATGTGTCCGCCAGTTGCCTCCGGTTCGGgttcgGGAAT -AGTGATGCTCTGCAATGGAGAAACGATCTTATGGATAATAAaaatatata -tgtatgtaGtatgtaGGTCGTCCTTATAAGTAATACCTTTCTTAAGTAAG -ACACATTAGTATTAACTTTTCACATAGGTTATGTTCAATCTAGCCGGCTA -ATGATTTGGGCAAACGGGAAAAGGCCGTCATCGGATTGTTATTTGCCTGA -TAATGGGATCTTGACATAAGTGGCATTCAATCGAATGTGTGCTAACTGTG -TGAGATTGAATTGAGTTCGGCTtttttttttAACTGTATACGACTCGAAC -AGCTGCTTGGGTGAGTTTTTATCCGGAATTACTCATACGACATGTGTGCA -ATTTAGTACTCGGATTCAATTAACGACCCGttaacgacccCCAAAATACG -AAAGCAGCAGCAAGCGAAGGCACAGCCACAACCAGATTATGAGCAGCAGC -TCACATTGCTTTCCATTCTAATTAAAGTTCACTTTTATTAGCCGCACTTA -AACTGGAAACATTATGAAAATGTTCACATAAAAGCTGAAACCCACCCAAT -GAGATGCCACCAAGTCAACTATTTAACGTATGCCCCAAAGTATTTCCTTT -GTTCGGTTCGGATATAGTTCGTCCAATAGGGCGGCAAGTGCAAAAACAAA -GACGAAATCCACTTTAACTGCGGCGAGGAA +GGCCCGGGCGAAAGATACACGACCGGCAGTCCCGAAATGT >sample2 GAAAATCATTCATTTGGAATTGTAATCACCTATGCACTTTGGTATAAGCT TTTCTGTGCACATTTTCCTGGAAAATGAATGAGACTCCTCGGCAGCCATT
--- a/test-data/out_genome/braker.gtf Tue Sep 05 09:40:27 2023 +0000 +++ b/test-data/out_genome/braker.gtf Wed Sep 06 09:50:12 2023 +0000 @@ -1,1484 +1,465 @@ -sample AUGUSTUS gene 2126 3863 . + . g1 -sample AUGUSTUS transcript 2126 3863 0.33 + . g1.t1 -sample AUGUSTUS start_codon 2126 2128 . + 0 transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS CDS 2126 2199 1 + 0 transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS exon 2126 2199 . + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS intron 2200 2257 1 + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS CDS 2258 3224 1 + 1 transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS exon 2258 3224 . + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS intron 3225 3283 1 + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS CDS 3284 3490 0.62 + 0 transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS exon 3284 3490 . + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS intron 3491 3548 0.53 + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS CDS 3549 3603 0.44 + 0 transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS exon 3549 3603 . + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS intron 3604 3768 0.43 + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS CDS 3769 3863 0.42 + 2 transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS exon 3769 3863 . + . transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS stop_codon 3861 3863 . + 0 transcript_id "g1.t1"; gene_id "g1"; -sample AUGUSTUS gene 4248 6494 . - . g2 -sample AUGUSTUS transcript 4248 6494 1 - . g2.t1 -sample AUGUSTUS stop_codon 4248 4250 . - 0 transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS CDS 4248 4759 1 - 2 transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS exon 4248 4759 . - . transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS intron 4760 4929 1 - . transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS CDS 4930 5539 1 - 0 transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS exon 4930 5539 . - . transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS intron 5540 6038 1 - . transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS CDS 6039 6494 1 - 0 transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS exon 6039 6494 . - . transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS start_codon 6492 6494 . - 0 transcript_id "g2.t1"; gene_id "g2"; -sample AUGUSTUS gene 7691 11104 . - . g3 -sample AUGUSTUS transcript 7691 11104 0.91 - . g3.t1 -sample AUGUSTUS stop_codon 7691 7693 . - 0 transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS CDS 7691 8385 0.99 - 2 transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS exon 7691 8385 . - . transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS intron 8386 8706 0.98 - . transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS CDS 8707 10515 0.95 - 2 transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS exon 8707 10515 . - . transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS intron 10516 10646 0.96 - . transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS CDS 10647 10794 1 - 0 transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS exon 10647 10794 . - . transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS intron 10795 10852 1 - . transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS CDS 10853 11104 0.97 - 0 transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS exon 10853 11104 . - . transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS start_codon 11102 11104 . - 0 transcript_id "g3.t1"; gene_id "g3"; -sample AUGUSTUS gene 14247 28143 . - . g4 -sample AUGUSTUS transcript 14247 28143 0.88 - . g4.t1 -sample AUGUSTUS stop_codon 14247 14249 . - 0 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 14247 14707 1 - 2 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 14247 14707 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 14708 14793 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 14794 14995 1 - 0 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 14794 14995 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 14996 15100 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 15101 15289 1 - 0 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 15101 15289 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 15290 15352 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 15353 17188 1 - 0 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 15353 17188 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 17189 17295 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 17296 18284 0.99 - 2 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 17296 18284 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 18285 18377 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 18378 19482 1 - 0 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 18378 19482 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 19483 19637 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 19638 21484 1 - 2 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 19638 21484 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 21485 22156 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 22157 22240 0.94 - 2 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 22157 22240 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 22241 22908 0.94 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 22909 24117 0.94 - 2 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 22909 24117 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 24118 26111 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 26112 27098 1 - 2 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 26112 27098 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS intron 27099 27632 1 - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS CDS 27633 28143 0.95 - 0 transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS exon 27633 28143 . - . transcript_id "g4.t1"; gene_id "g4"; -sample AUGUSTUS start_codon 28141 28143 . - 0 transcript_id "g4.t1"; gene_id "g4"; -sample GeneMark.hmm3 transcript 14247 21542 . - . g4.t2 -sample GeneMark.hmm3 stop_codon 14247 14249 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 CDS 14247 14707 . - 2 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 exon 14247 14707 0 - . transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 intron 14708 14793 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 CDS 14794 14995 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 exon 14794 14995 0 - . transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 intron 14996 15100 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 CDS 15101 15289 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 exon 15101 15289 0 - . transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 intron 15290 15352 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 CDS 15353 17188 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 exon 15353 17188 0 - . transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 intron 17189 17295 . - 2 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 CDS 17296 18284 . - 2 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 exon 17296 18284 0 - . transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 intron 18285 18377 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 CDS 18378 19482 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 exon 18378 19482 0 - . transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 intron 19483 19637 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 CDS 19638 21542 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 exon 19638 21542 0 - . transcript_id "g4.t2"; gene_id "g4"; -sample GeneMark.hmm3 start_codon 21540 21542 . - 0 transcript_id "g4.t2"; gene_id "g4"; -sample AUGUSTUS gene 34843 35679 . - . g5 -sample AUGUSTUS transcript 34843 35679 0.85 - . g5.t1 -sample AUGUSTUS stop_codon 34843 34845 . - 0 transcript_id "g5.t1"; gene_id "g5"; -sample AUGUSTUS CDS 34843 35679 0.85 - 0 transcript_id "g5.t1"; gene_id "g5"; -sample AUGUSTUS exon 34843 35679 . - . transcript_id "g5.t1"; gene_id "g5"; -sample AUGUSTUS start_codon 35677 35679 . - 0 transcript_id "g5.t1"; gene_id "g5"; -sample AUGUSTUS gene 39864 42107 . + . g6 -sample AUGUSTUS transcript 39864 42107 0.19 + . g6.t1 -sample AUGUSTUS start_codon 39864 39866 . + 0 transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS CDS 39864 39896 0.75 + 0 transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS exon 39864 39896 . + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS intron 39897 40008 0.51 + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS CDS 40009 40028 0.53 + 0 transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS exon 40009 40028 . + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS intron 40029 40090 0.95 + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS CDS 40091 40116 0.47 + 1 transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS exon 40091 40116 . + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS intron 40117 40178 0.37 + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS CDS 40179 40396 0.37 + 2 transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS exon 40179 40396 . + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS intron 40397 40658 1 + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS CDS 40659 41193 1 + 0 transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS exon 40659 41193 . + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS intron 41194 41706 1 + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS CDS 41707 42107 1 + 2 transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS exon 41707 42107 . + . transcript_id "g6.t1"; gene_id "g6"; -sample AUGUSTUS stop_codon 42105 42107 . + 0 transcript_id "g6.t1"; gene_id "g6"; -sample GeneMark.hmm3 transcript 40223 42107 . + . g6.t2 -sample GeneMark.hmm3 start_codon 40223 40225 . + 0 transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 CDS 40223 40396 . + 0 transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 exon 40223 40396 0 + . transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 intron 40397 40658 . + 0 transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 CDS 40659 41193 . + 0 transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 exon 40659 41193 0 + . transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 intron 41194 41706 . + 2 transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 CDS 41707 42107 . + 2 transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 exon 41707 42107 0 + . transcript_id "g6.t2"; gene_id "g6"; -sample GeneMark.hmm3 stop_codon 42105 42107 . + 0 transcript_id "g6.t2"; gene_id "g6"; -sample AUGUSTUS gene 42754 44130 . + . g7 -sample AUGUSTUS transcript 42754 44130 1 + . g7.t1 -sample AUGUSTUS start_codon 42754 42756 . + 0 transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS CDS 42754 42848 1 + 0 transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS exon 42754 42848 . + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS intron 42849 42906 1 + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS CDS 42907 43055 1 + 1 transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS exon 42907 43055 . + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS intron 43056 43115 1 + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS CDS 43116 43311 1 + 2 transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS exon 43116 43311 . + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS intron 43312 43371 1 + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS CDS 43372 43609 1 + 1 transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS exon 43372 43609 . + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS intron 43610 43662 1 + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS CDS 43663 44130 1 + 0 transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS exon 43663 44130 . + . transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS stop_codon 44128 44130 . + 0 transcript_id "g7.t1"; gene_id "g7"; -sample AUGUSTUS gene 45527 47339 . - . g8 -sample AUGUSTUS transcript 45527 47339 1 - . g8.t1 -sample AUGUSTUS stop_codon 45527 45529 . - 0 transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS CDS 45527 46157 1 - 1 transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS exon 45527 46157 . - . transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS intron 46158 46213 1 - . transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS CDS 46214 46330 1 - 1 transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS exon 46214 46330 . - . transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS intron 46331 46752 1 - . transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS CDS 46753 47339 1 - 0 transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS exon 46753 47339 . - . transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS start_codon 47337 47339 . - 0 transcript_id "g8.t1"; gene_id "g8"; -sample AUGUSTUS gene 56484 56885 . - . g9 -sample AUGUSTUS transcript 56484 56885 1 - . g9.t1 -sample AUGUSTUS stop_codon 56484 56486 . - 0 transcript_id "g9.t1"; gene_id "g9"; -sample AUGUSTUS CDS 56484 56885 1 - 0 transcript_id "g9.t1"; gene_id "g9"; -sample AUGUSTUS exon 56484 56885 . - . transcript_id "g9.t1"; gene_id "g9"; -sample AUGUSTUS start_codon 56883 56885 . - 0 transcript_id "g9.t1"; gene_id "g9"; -sample AUGUSTUS gene 57390 69736 . - . g10 -sample AUGUSTUS transcript 57390 69736 0.52 - . g10.t1 -sample AUGUSTUS stop_codon 57390 57392 . - 0 transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS CDS 57390 57581 0.97 - 0 transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS exon 57390 57581 . - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS intron 57582 59048 0.93 - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS CDS 59049 59246 0.96 - 0 transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS exon 59049 59246 . - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS intron 59247 60229 0.97 - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS CDS 60230 60381 0.86 - 2 transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS exon 60230 60381 . - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS intron 60382 69426 0.86 - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS CDS 69427 69478 1 - 0 transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS exon 69427 69478 . - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS intron 69479 69538 1 - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS CDS 69539 69736 0.65 - 0 transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS exon 69539 69736 . - . transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS start_codon 69734 69736 . - 0 transcript_id "g10.t1"; gene_id "g10"; -sample AUGUSTUS gene 79532 95583 . + . g11 -sample AUGUSTUS transcript 79532 95583 0.3 + . g11.t1 -sample AUGUSTUS start_codon 79532 79534 . + 0 transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS CDS 79532 80474 0.54 + 0 transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS exon 79532 80474 . + . transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS intron 80475 94562 0.7 + . transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS CDS 94563 94732 1 + 2 transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS exon 94563 94732 . + . transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS intron 94733 94872 1 + . transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS CDS 94873 95583 0.75 + 0 transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS exon 94873 95583 . + . transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS stop_codon 95581 95583 . + 0 transcript_id "g11.t1"; gene_id "g11"; -sample AUGUSTUS gene 95635 102130 . + . g12 -sample AUGUSTUS transcript 95635 102130 0.28 + . g12.t1 -sample AUGUSTUS start_codon 95635 95637 . + 0 transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS CDS 95635 95748 0.75 + 0 transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS exon 95635 95748 . + . transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS intron 95749 100931 0.54 + . transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS CDS 100932 101093 0.55 + 0 transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS exon 100932 101093 . + . transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS intron 101094 102052 0.7 + . transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS CDS 102053 102130 0.7 + 0 transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS exon 102053 102130 . + . transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS stop_codon 102128 102130 . + 0 transcript_id "g12.t1"; gene_id "g12"; -sample AUGUSTUS gene 102510 111303 . - . g13 -sample AUGUSTUS transcript 102510 111303 0.51 - . g13.t1 -sample AUGUSTUS stop_codon 102510 102512 . - 0 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 102510 103151 1 - 0 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 102510 103151 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 103152 103228 0.99 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 103229 103441 0.98 - 0 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 103229 103441 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 103442 103504 0.99 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 103505 103835 0.56 - 1 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 103505 103835 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 103836 104037 0.56 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 104038 104075 0.65 - 0 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 104038 104075 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 104076 104143 0.65 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 104144 104813 0.8 - 1 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 104144 104813 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 104814 106068 0.99 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 106069 106194 0.99 - 1 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 106069 106194 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 106195 106861 0.97 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 106862 106972 0.98 - 1 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 106862 106972 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 106973 107029 0.98 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 107030 107069 1 - 2 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 107030 107069 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 107070 107897 1 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 107898 107963 0.99 - 2 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 107898 107963 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 107964 108532 0.98 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 108533 108601 0.99 - 2 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 108533 108601 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS intron 108602 111230 0.98 - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS CDS 111231 111303 0.99 - 0 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS exon 111231 111303 . - . transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS start_codon 111301 111303 . - 0 transcript_id "g13.t1"; gene_id "g13"; -sample AUGUSTUS gene 115274 125239 . + . g14 -sample AUGUSTUS transcript 115274 125239 0.37 + . g14.t1 -sample AUGUSTUS start_codon 115274 115276 . + 0 transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS CDS 115274 115628 0.92 + 0 transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS exon 115274 115628 . + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS intron 115629 122976 0.75 + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS CDS 122977 123031 0.94 + 2 transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS exon 122977 123031 . + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS intron 123032 123106 1 + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS CDS 123107 123215 1 + 1 transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS exon 123107 123215 . + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS intron 123216 123257 0.99 + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS CDS 123258 123374 0.99 + 0 transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS exon 123258 123374 . + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS intron 123375 125227 0.45 + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS CDS 125228 125239 0.46 + 0 transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS exon 125228 125239 . + . transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS stop_codon 125237 125239 . + 0 transcript_id "g14.t1"; gene_id "g14"; -sample AUGUSTUS gene 133134 136346 . + . g15 -sample AUGUSTUS transcript 133134 136346 0.94 + . g15.t1 -sample AUGUSTUS start_codon 133134 133136 . + 0 transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS CDS 133134 133142 0.99 + 0 transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS exon 133134 133142 . + . transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS intron 133143 133208 0.99 + . transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS CDS 133209 134539 1 + 0 transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS exon 133209 134539 . + . transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS intron 134540 134601 0.95 + . transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS CDS 134602 135510 0.95 + 1 transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS exon 134602 135510 . + . transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS intron 135511 135568 1 + . transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS CDS 135569 136346 1 + 1 transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS exon 135569 136346 . + . transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS stop_codon 136344 136346 . + 0 transcript_id "g15.t1"; gene_id "g15"; -sample AUGUSTUS gene 144294 164495 . + . g16 -sample AUGUSTUS transcript 144294 164495 0.7 + . g16.t1 -sample AUGUSTUS start_codon 144294 144296 . + 0 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 144294 144551 0.72 + 0 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 144294 144551 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS intron 144552 149011 0.99 + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 149012 149244 1 + 0 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 149012 149244 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS intron 149245 149366 1 + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 149367 149588 1 + 1 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 149367 149588 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS intron 149589 149653 1 + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 149654 149897 1 + 1 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 149654 149897 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS intron 149898 149951 1 + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 149952 150099 1 + 0 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 149952 150099 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS intron 150100 152313 1 + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 152314 152429 1 + 2 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 152314 152429 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS intron 152430 152495 1 + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 152496 152751 1 + 0 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 152496 152751 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS intron 152752 153260 0.96 + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 153261 159010 0.96 + 2 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 153261 159010 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS intron 159011 159149 1 + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS CDS 159150 164495 1 + 0 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS exon 159150 164495 . + . transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS stop_codon 164493 164495 . + 0 transcript_id "g16.t1"; gene_id "g16"; -sample AUGUSTUS gene 167121 171473 . + . g17 -sample AUGUSTUS transcript 167121 171473 0.97 + . g17.t1 -sample AUGUSTUS start_codon 167121 167123 . + 0 transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS CDS 167121 168360 1 + 0 transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS exon 167121 168360 . + . transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS intron 168361 168721 1 + . transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS CDS 168722 169208 1 + 2 transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS exon 168722 169208 . + . transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS intron 169209 171394 1 + . transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS CDS 171395 171473 0.97 + 1 transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS exon 171395 171473 . + . transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS stop_codon 171471 171473 . + 0 transcript_id "g17.t1"; gene_id "g17"; -sample AUGUSTUS gene 176699 178889 . - . g18 -sample AUGUSTUS transcript 176699 178889 0.68 - . g18.t1 -sample AUGUSTUS stop_codon 176699 176701 . - 0 transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS CDS 176699 176824 1 - 0 transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS exon 176699 176824 . - . transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS intron 176825 176886 1 - . transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS CDS 176887 177172 0.99 - 1 transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS exon 176887 177172 . - . transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS intron 177173 178872 1 - . transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS CDS 178873 178889 0.69 - 0 transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS exon 178873 178889 . - . transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS start_codon 178887 178889 . - 0 transcript_id "g18.t1"; gene_id "g18"; -sample AUGUSTUS gene 180028 180825 . - . g19 -sample AUGUSTUS transcript 180028 180825 0.91 - . g19.t1 -sample AUGUSTUS stop_codon 180028 180030 . - 0 transcript_id "g19.t1"; gene_id "g19"; -sample AUGUSTUS CDS 180028 180698 1 - 2 transcript_id "g19.t1"; gene_id "g19"; -sample AUGUSTUS exon 180028 180698 . - . transcript_id "g19.t1"; gene_id "g19"; -sample AUGUSTUS intron 180699 180755 1 - . transcript_id "g19.t1"; gene_id "g19"; -sample AUGUSTUS CDS 180756 180825 0.91 - 0 transcript_id "g19.t1"; gene_id "g19"; -sample AUGUSTUS exon 180756 180825 . - . transcript_id "g19.t1"; gene_id "g19"; -sample AUGUSTUS start_codon 180823 180825 . - 0 transcript_id "g19.t1"; gene_id "g19"; -sample AUGUSTUS gene 183489 187380 . - . g20 -sample AUGUSTUS transcript 183489 187380 0.99 - . g20.t1 -sample AUGUSTUS stop_codon 183489 183491 . - 0 transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS CDS 183489 183643 1 - 2 transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS exon 183489 183643 . - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS intron 183644 183709 1 - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS CDS 183710 183862 1 - 2 transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS exon 183710 183862 . - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS intron 183863 183920 1 - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS CDS 183921 184054 1 - 1 transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS exon 183921 184054 . - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS intron 184055 186056 1 - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS CDS 186057 186178 1 - 0 transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS exon 186057 186178 . - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS intron 186179 186323 1 - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS CDS 186324 186442 1 - 2 transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS exon 186324 186442 . - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS intron 186443 187313 1 - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS CDS 187314 187380 0.99 - 0 transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS exon 187314 187380 . - . transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS start_codon 187378 187380 . - 0 transcript_id "g20.t1"; gene_id "g20"; -sample AUGUSTUS gene 192004 194669 . + . g21 -sample AUGUSTUS transcript 192004 194669 0.75 + . g21.t1 -sample AUGUSTUS start_codon 192004 192006 . + 0 transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS CDS 192004 192067 0.75 + 0 transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS exon 192004 192067 . + . transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS intron 192068 193548 1 + . transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS CDS 193549 193658 1 + 2 transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS exon 193549 193658 . + . transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS intron 193659 194040 1 + . transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS CDS 194041 194455 1 + 0 transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS exon 194041 194455 . + . transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS intron 194456 194517 1 + . transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS CDS 194518 194669 1 + 2 transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS exon 194518 194669 . + . transcript_id "g21.t1"; gene_id "g21"; -sample AUGUSTUS stop_codon 194667 194669 . + 0 transcript_id "g21.t1"; gene_id "g21"; -sample GeneMark.hmm3 transcript 193500 194669 . + . g21.t2 -sample GeneMark.hmm3 start_codon 193500 193502 . + 0 transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 CDS 193500 193658 . + 0 transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 exon 193500 193658 0 + . transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 intron 193659 194040 . + 0 transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 CDS 194041 194455 . + 0 transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 exon 194041 194455 0 + . transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 intron 194456 194517 . + 2 transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 CDS 194518 194669 . + 2 transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 exon 194518 194669 0 + . transcript_id "g21.t2"; gene_id "g21"; -sample GeneMark.hmm3 stop_codon 194667 194669 . + 0 transcript_id "g21.t2"; gene_id "g21"; -sample AUGUSTUS gene 208597 210483 . - . g22 -sample AUGUSTUS transcript 208597 210483 0.96 - . g22.t1 -sample AUGUSTUS stop_codon 208597 208599 . - 0 transcript_id "g22.t1"; gene_id "g22"; -sample AUGUSTUS CDS 208597 208813 1 - 1 transcript_id "g22.t1"; gene_id "g22"; -sample AUGUSTUS exon 208597 208813 . - . transcript_id "g22.t1"; gene_id "g22"; -sample AUGUSTUS intron 208814 209047 1 - . transcript_id "g22.t1"; gene_id "g22"; -sample AUGUSTUS CDS 209048 210483 0.96 - 0 transcript_id "g22.t1"; gene_id "g22"; -sample AUGUSTUS exon 209048 210483 . - . transcript_id "g22.t1"; gene_id "g22"; -sample AUGUSTUS start_codon 210481 210483 . - 0 transcript_id "g22.t1"; gene_id "g22"; -sample AUGUSTUS gene 213085 214811 . - . g23 -sample AUGUSTUS transcript 213085 214811 0.22 - . g23.t1 -sample AUGUSTUS stop_codon 213085 213087 . - 0 transcript_id "g23.t1"; gene_id "g23"; -sample AUGUSTUS CDS 213085 213306 0.92 - 0 transcript_id "g23.t1"; gene_id "g23"; -sample AUGUSTUS exon 213085 213306 . - . transcript_id "g23.t1"; gene_id "g23"; -sample AUGUSTUS intron 213307 214670 0.92 - . transcript_id "g23.t1"; gene_id "g23"; -sample AUGUSTUS CDS 214671 214811 0.22 - 0 transcript_id "g23.t1"; gene_id "g23"; -sample AUGUSTUS exon 214671 214811 . - . transcript_id "g23.t1"; gene_id "g23"; -sample AUGUSTUS start_codon 214809 214811 . - 0 transcript_id "g23.t1"; gene_id "g23"; -sample AUGUSTUS gene 247941 253489 . + . g24 -sample AUGUSTUS transcript 247941 253489 0.82 + . g24.t1 -sample AUGUSTUS start_codon 247941 247943 . + 0 transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS CDS 247941 248171 0.99 + 0 transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS exon 247941 248171 . + . transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS intron 248172 248225 1 + . transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS CDS 248226 248260 0.88 + 0 transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS exon 248226 248260 . + . transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS intron 248261 248312 0.87 + . transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS CDS 248313 248429 0.98 + 1 transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS exon 248313 248429 . + . transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS intron 248430 253419 0.96 + . transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS CDS 253420 253489 0.96 + 1 transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS exon 253420 253489 . + . transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS stop_codon 253487 253489 . + 0 transcript_id "g24.t1"; gene_id "g24"; -sample AUGUSTUS gene 273844 275247 . + . g25 -sample AUGUSTUS transcript 273844 275247 0.41 + . g25.t1 -sample AUGUSTUS start_codon 273844 273846 . + 0 transcript_id "g25.t1"; gene_id "g25"; -sample AUGUSTUS CDS 273844 275247 0.41 + 0 transcript_id "g25.t1"; gene_id "g25"; -sample AUGUSTUS exon 273844 275247 . + . transcript_id "g25.t1"; gene_id "g25"; -sample AUGUSTUS stop_codon 275245 275247 . + 0 transcript_id "g25.t1"; gene_id "g25"; -sample AUGUSTUS gene 279082 282365 . - . g26 -sample AUGUSTUS transcript 279082 282365 0.97 - . g26.t1 -sample AUGUSTUS stop_codon 279082 279084 . - 0 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS CDS 279082 279253 1 - 1 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS exon 279082 279253 . - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS intron 279254 279728 1 - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS CDS 279729 279797 1 - 1 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS exon 279729 279797 . - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS intron 279798 279922 1 - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS CDS 279923 279949 1 - 1 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS exon 279923 279949 . - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS intron 279950 280227 1 - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS CDS 280228 280375 1 - 2 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS exon 280228 280375 . - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS intron 280376 280550 1 - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS CDS 280551 280656 0.99 - 0 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS exon 280551 280656 . - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS intron 280657 281008 0.97 - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS CDS 281009 281282 1 - 1 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS exon 281009 281282 . - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS intron 281283 282297 1 - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS CDS 282298 282365 1 - 0 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS exon 282298 282365 . - . transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS start_codon 282363 282365 . - 0 transcript_id "g26.t1"; gene_id "g26"; -sample AUGUSTUS gene 291438 299620 . - . g27 -sample AUGUSTUS transcript 291438 299620 0.83 - . g27.t1 -sample AUGUSTUS stop_codon 291438 291440 . - 0 transcript_id "g27.t1"; gene_id "g27"; -sample AUGUSTUS CDS 291438 291524 0.97 - 0 transcript_id "g27.t1"; gene_id "g27"; -sample AUGUSTUS exon 291438 291524 . - . transcript_id "g27.t1"; gene_id "g27"; -sample AUGUSTUS intron 291525 298411 0.83 - . transcript_id "g27.t1"; gene_id "g27"; -sample AUGUSTUS CDS 298412 299620 0.83 - 0 transcript_id "g27.t1"; gene_id "g27"; -sample AUGUSTUS exon 298412 299620 . - . transcript_id "g27.t1"; gene_id "g27"; -sample AUGUSTUS start_codon 299618 299620 . - 0 transcript_id "g27.t1"; gene_id "g27"; -sample AUGUSTUS gene 309405 309879 . + . g28 -sample AUGUSTUS transcript 309405 309879 0.7 + . g28.t1 -sample AUGUSTUS start_codon 309405 309407 . + 0 transcript_id "g28.t1"; gene_id "g28"; -sample AUGUSTUS CDS 309405 309421 0.72 + 0 transcript_id "g28.t1"; gene_id "g28"; -sample AUGUSTUS exon 309405 309421 . + . transcript_id "g28.t1"; gene_id "g28"; -sample AUGUSTUS intron 309422 309677 0.7 + . transcript_id "g28.t1"; gene_id "g28"; -sample AUGUSTUS CDS 309678 309879 0.72 + 1 transcript_id "g28.t1"; gene_id "g28"; -sample AUGUSTUS exon 309678 309879 . + . transcript_id "g28.t1"; gene_id "g28"; -sample AUGUSTUS stop_codon 309877 309879 . + 0 transcript_id "g28.t1"; gene_id "g28"; -sample AUGUSTUS gene 310793 312445 . - . g29 -sample AUGUSTUS transcript 310793 312445 0.83 - . g29.t1 -sample AUGUSTUS stop_codon 310793 310795 . - 0 transcript_id "g29.t1"; gene_id "g29"; -sample AUGUSTUS CDS 310793 312445 0.83 - 0 transcript_id "g29.t1"; gene_id "g29"; -sample AUGUSTUS exon 310793 312445 . - . transcript_id "g29.t1"; gene_id "g29"; -sample AUGUSTUS start_codon 312443 312445 . - 0 transcript_id "g29.t1"; gene_id "g29"; -sample AUGUSTUS gene 317645 328409 . + . g30 -sample AUGUSTUS transcript 317645 328409 0.48 + . g30.t1 -sample AUGUSTUS start_codon 317645 317647 . + 0 transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS CDS 317645 317818 0.59 + 0 transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS exon 317645 317818 . + . transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS intron 317819 327391 0.75 + . transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS CDS 327392 327485 0.75 + 0 transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS exon 327392 327485 . + . transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS intron 327486 328371 0.71 + . transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS CDS 328372 328409 0.71 + 2 transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS exon 328372 328409 . + . transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS stop_codon 328407 328409 . + 0 transcript_id "g30.t1"; gene_id "g30"; -sample AUGUSTUS gene 335171 335586 . - . g31 -sample AUGUSTUS transcript 335171 335586 0.67 - . g31.t1 -sample AUGUSTUS stop_codon 335171 335173 . - 0 transcript_id "g31.t1"; gene_id "g31"; -sample AUGUSTUS CDS 335171 335449 0.67 - 0 transcript_id "g31.t1"; gene_id "g31"; -sample AUGUSTUS exon 335171 335449 . - . transcript_id "g31.t1"; gene_id "g31"; -sample AUGUSTUS intron 335450 335562 0.67 - . transcript_id "g31.t1"; gene_id "g31"; -sample AUGUSTUS CDS 335563 335586 0.96 - 0 transcript_id "g31.t1"; gene_id "g31"; -sample AUGUSTUS exon 335563 335586 . - . transcript_id "g31.t1"; gene_id "g31"; -sample AUGUSTUS start_codon 335584 335586 . - 0 transcript_id "g31.t1"; gene_id "g31"; -sample AUGUSTUS gene 354588 356135 . + . g32 -sample AUGUSTUS transcript 354588 356135 1 + . g32.t1 -sample AUGUSTUS start_codon 354588 354590 . + 0 transcript_id "g32.t1"; gene_id "g32"; -sample AUGUSTUS CDS 354588 356135 1 + 0 transcript_id "g32.t1"; gene_id "g32"; -sample AUGUSTUS exon 354588 356135 . + . transcript_id "g32.t1"; gene_id "g32"; -sample AUGUSTUS stop_codon 356133 356135 . + 0 transcript_id "g32.t1"; gene_id "g32"; -sample AUGUSTUS gene 363607 363861 . - . g33 -sample AUGUSTUS transcript 363607 363861 0.63 - . g33.t1 -sample AUGUSTUS stop_codon 363607 363609 . - 0 transcript_id "g33.t1"; gene_id "g33"; -sample AUGUSTUS CDS 363607 363861 0.63 - 0 transcript_id "g33.t1"; gene_id "g33"; -sample AUGUSTUS exon 363607 363861 . - . transcript_id "g33.t1"; gene_id "g33"; -sample AUGUSTUS start_codon 363859 363861 . - 0 transcript_id "g33.t1"; gene_id "g33"; -sample AUGUSTUS gene 366730 381098 . + . g34 -sample AUGUSTUS transcript 366730 381098 0.7 + . g34.t1 -sample AUGUSTUS start_codon 366730 366732 . + 0 transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS CDS 366730 366839 0.77 + 0 transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS exon 366730 366839 . + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS intron 366840 366963 0.78 + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS CDS 366964 367121 0.78 + 1 transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS exon 366964 367121 . + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS intron 367122 372187 0.85 + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS CDS 372188 372234 0.85 + 2 transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS exon 372188 372234 . + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS intron 372235 380025 0.86 + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS CDS 380026 380102 0.97 + 0 transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS exon 380026 380102 . + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS intron 380103 380329 1 + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS CDS 380330 380517 1 + 1 transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS exon 380330 380517 . + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS intron 380518 381027 0.96 + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS CDS 381028 381098 0.96 + 2 transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS exon 381028 381098 . + . transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS stop_codon 381096 381098 . + 0 transcript_id "g34.t1"; gene_id "g34"; -sample AUGUSTUS gene 386171 387172 . + . g35 -sample AUGUSTUS transcript 386171 387172 0.96 + . g35.t1 -sample AUGUSTUS start_codon 386171 386173 . + 0 transcript_id "g35.t1"; gene_id "g35"; -sample AUGUSTUS CDS 386171 387172 0.96 + 0 transcript_id "g35.t1"; gene_id "g35"; -sample AUGUSTUS exon 386171 387172 . + . transcript_id "g35.t1"; gene_id "g35"; -sample AUGUSTUS stop_codon 387170 387172 . + 0 transcript_id "g35.t1"; gene_id "g35"; -sample AUGUSTUS gene 390095 390686 . - . g36 -sample AUGUSTUS transcript 390095 390686 0.91 - . g36.t1 -sample AUGUSTUS stop_codon 390095 390097 . - 0 transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS CDS 390095 390349 1 - 0 transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS exon 390095 390349 . - . transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS intron 390350 390386 0.98 - . transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS CDS 390387 390497 0.98 - 0 transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS exon 390387 390497 . - . transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS intron 390498 390557 1 - . transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS CDS 390558 390686 0.93 - 0 transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS exon 390558 390686 . - . transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS start_codon 390684 390686 . - 0 transcript_id "g36.t1"; gene_id "g36"; -sample AUGUSTUS gene 391781 393693 . + . g37 -sample AUGUSTUS transcript 391781 393693 0.53 + . g37.t1 -sample AUGUSTUS start_codon 391781 391783 . + 0 transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS CDS 391781 392254 0.62 + 0 transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS exon 391781 392254 . + . transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS intron 392255 392421 0.94 + . transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS CDS 392422 392851 0.94 + 0 transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS exon 392422 392851 . + . transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS intron 392852 393282 1 + . transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS CDS 393283 393509 1 + 2 transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS exon 393283 393509 . + . transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS intron 393510 393579 1 + . transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS CDS 393580 393693 0.86 + 0 transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS exon 393580 393693 . + . transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS stop_codon 393691 393693 . + 0 transcript_id "g37.t1"; gene_id "g37"; -sample AUGUSTUS gene 394465 395171 . + . g38 -sample AUGUSTUS transcript 394465 395171 0.47 + . g38.t1 -sample AUGUSTUS start_codon 394465 394467 . + 0 transcript_id "g38.t1"; gene_id "g38"; -sample AUGUSTUS CDS 394465 394741 0.58 + 0 transcript_id "g38.t1"; gene_id "g38"; -sample AUGUSTUS exon 394465 394741 . + . transcript_id "g38.t1"; gene_id "g38"; -sample AUGUSTUS intron 394742 394968 0.94 + . transcript_id "g38.t1"; gene_id "g38"; -sample AUGUSTUS CDS 394969 395171 0.73 + 2 transcript_id "g38.t1"; gene_id "g38"; -sample AUGUSTUS exon 394969 395171 . + . transcript_id "g38.t1"; gene_id "g38"; -sample AUGUSTUS stop_codon 395169 395171 . + 0 transcript_id "g38.t1"; gene_id "g38"; -sample AUGUSTUS gene 400223 404294 . - . g39 -sample AUGUSTUS transcript 400223 404294 0.84 - . g39.t1 -sample AUGUSTUS stop_codon 400223 400225 . - 0 transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS CDS 400223 400415 1 - 1 transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS exon 400223 400415 . - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS intron 400416 400475 1 - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS CDS 400476 400597 1 - 0 transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS exon 400476 400597 . - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS intron 400598 400684 1 - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS CDS 400685 402710 1 - 1 transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS exon 400685 402710 . - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS intron 402711 403713 1 - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS CDS 403714 403930 1 - 2 transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS exon 403714 403930 . - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS intron 403931 404056 1 - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS CDS 404057 404294 0.84 - 0 transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS exon 404057 404294 . - . transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS start_codon 404292 404294 . - 0 transcript_id "g39.t1"; gene_id "g39"; -sample AUGUSTUS gene 405144 410393 . - . g40 -sample AUGUSTUS transcript 405144 410393 0.31 - . g40.t1 -sample AUGUSTUS stop_codon 405144 405146 . - 0 transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS CDS 405144 407251 0.39 - 2 transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS exon 405144 407251 . - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS intron 407252 407476 0.39 - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS CDS 407477 407595 0.68 - 1 transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS exon 407477 407595 . - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS intron 407596 407655 1 - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS CDS 407656 407903 0.99 - 0 transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS exon 407656 407903 . - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS intron 407904 407988 0.99 - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS CDS 407989 408492 0.92 - 0 transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS exon 407989 408492 . - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS intron 408493 408839 0.92 - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS CDS 408840 409305 0.94 - 1 transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS exon 408840 409305 . - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS intron 409306 410196 0.93 - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS CDS 410197 410393 0.83 - 0 transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS exon 410197 410393 . - . transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS start_codon 410391 410393 . - 0 transcript_id "g40.t1"; gene_id "g40"; -sample AUGUSTUS gene 410695 411102 . - . g41 -sample AUGUSTUS transcript 410695 411102 0.59 - . g41.t1 -sample AUGUSTUS stop_codon 410695 410697 . - 0 transcript_id "g41.t1"; gene_id "g41"; -sample AUGUSTUS CDS 410695 411102 0.59 - 0 transcript_id "g41.t1"; gene_id "g41"; -sample AUGUSTUS exon 410695 411102 . - . transcript_id "g41.t1"; gene_id "g41"; -sample AUGUSTUS start_codon 411100 411102 . - 0 transcript_id "g41.t1"; gene_id "g41"; -sample AUGUSTUS gene 411785 414072 . - . g42 -sample AUGUSTUS transcript 411785 414072 0.98 - . g42.t1 -sample AUGUSTUS stop_codon 411785 411787 . - 0 transcript_id "g42.t1"; gene_id "g42"; -sample AUGUSTUS CDS 411785 411910 0.98 - 0 transcript_id "g42.t1"; gene_id "g42"; -sample AUGUSTUS exon 411785 411910 . - . transcript_id "g42.t1"; gene_id "g42"; -sample AUGUSTUS intron 411911 413727 1 - . transcript_id "g42.t1"; gene_id "g42"; -sample AUGUSTUS CDS 413728 414072 1 - 0 transcript_id "g42.t1"; gene_id "g42"; -sample AUGUSTUS exon 413728 414072 . - . transcript_id "g42.t1"; gene_id "g42"; -sample AUGUSTUS start_codon 414070 414072 . - 0 transcript_id "g42.t1"; gene_id "g42"; -sample AUGUSTUS gene 428479 429748 . - . g43 -sample AUGUSTUS transcript 428479 429748 0.77 - . g43.t1 -sample AUGUSTUS stop_codon 428479 428481 . - 0 transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS CDS 428479 429006 1 - 0 transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS exon 428479 429006 . - . transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS intron 429007 429079 1 - . transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS CDS 429080 429273 1 - 2 transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS exon 429080 429273 . - . transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS intron 429274 429469 1 - . transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS CDS 429470 429578 1 - 0 transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS exon 429470 429578 . - . transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS intron 429579 429643 1 - . transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS CDS 429644 429748 0.77 - 0 transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS exon 429644 429748 . - . transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS start_codon 429746 429748 . - 0 transcript_id "g43.t1"; gene_id "g43"; -sample AUGUSTUS gene 444429 445393 . - . g44 -sample AUGUSTUS transcript 444429 445393 0.98 - . g44.t1 -sample AUGUSTUS stop_codon 444429 444431 . - 0 transcript_id "g44.t1"; gene_id "g44"; -sample AUGUSTUS CDS 444429 445125 1 - 1 transcript_id "g44.t1"; gene_id "g44"; -sample AUGUSTUS exon 444429 445125 . - . transcript_id "g44.t1"; gene_id "g44"; -sample AUGUSTUS intron 445126 445190 1 - . transcript_id "g44.t1"; gene_id "g44"; -sample AUGUSTUS CDS 445191 445393 0.98 - 0 transcript_id "g44.t1"; gene_id "g44"; -sample AUGUSTUS exon 445191 445393 . - . transcript_id "g44.t1"; gene_id "g44"; -sample AUGUSTUS start_codon 445391 445393 . - 0 transcript_id "g44.t1"; gene_id "g44"; -sample AUGUSTUS gene 446127 447711 . + . g45 -sample AUGUSTUS transcript 446127 447711 0.69 + . g45.t1 -sample AUGUSTUS start_codon 446127 446129 . + 0 transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS CDS 446127 446275 1 + 0 transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS exon 446127 446275 . + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS intron 446276 446338 1 + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS CDS 446339 446553 0.99 + 1 transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS exon 446339 446553 . + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS intron 446554 446618 0.97 + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS CDS 446619 446926 0.71 + 2 transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS exon 446619 446926 . + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS intron 446927 446982 0.74 + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS CDS 446983 447105 0.95 + 0 transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS exon 446983 447105 . + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS intron 447106 447168 0.96 + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS CDS 447169 447711 0.99 + 0 transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS exon 447169 447711 . + . transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS stop_codon 447709 447711 . + 0 transcript_id "g45.t1"; gene_id "g45"; -sample AUGUSTUS gene 448259 449551 . - . g46 -sample AUGUSTUS transcript 448259 449551 1 - . g46.t1 -sample AUGUSTUS stop_codon 448259 448261 . - 0 transcript_id "g46.t1"; gene_id "g46"; -sample AUGUSTUS CDS 448259 449551 1 - 0 transcript_id "g46.t1"; gene_id "g46"; -sample AUGUSTUS exon 448259 449551 . - . transcript_id "g46.t1"; gene_id "g46"; -sample AUGUSTUS start_codon 449549 449551 . - 0 transcript_id "g46.t1"; gene_id "g46"; -sample AUGUSTUS gene 450575 450829 . + . g47 -sample AUGUSTUS transcript 450575 450829 0.55 + . g47.t1 -sample AUGUSTUS start_codon 450575 450577 . + 0 transcript_id "g47.t1"; gene_id "g47"; -sample AUGUSTUS CDS 450575 450829 0.55 + 0 transcript_id "g47.t1"; gene_id "g47"; -sample AUGUSTUS exon 450575 450829 . + . transcript_id "g47.t1"; gene_id "g47"; -sample AUGUSTUS stop_codon 450827 450829 . + 0 transcript_id "g47.t1"; gene_id "g47"; -sample AUGUSTUS gene 452690 453334 . + . g48 -sample AUGUSTUS transcript 452690 453334 0.85 + . g48.t1 -sample AUGUSTUS start_codon 452690 452692 . + 0 transcript_id "g48.t1"; gene_id "g48"; -sample AUGUSTUS CDS 452690 453334 0.85 + 0 transcript_id "g48.t1"; gene_id "g48"; -sample AUGUSTUS exon 452690 453334 . + . transcript_id "g48.t1"; gene_id "g48"; -sample AUGUSTUS stop_codon 453332 453334 . + 0 transcript_id "g48.t1"; gene_id "g48"; -sample AUGUSTUS gene 454412 457661 . - . g49 -sample AUGUSTUS transcript 454412 457661 0.55 - . g49.t1 -sample AUGUSTUS stop_codon 454412 454414 . - 0 transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS CDS 454412 454610 0.93 - 1 transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS exon 454412 454610 . - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS intron 454611 454696 0.93 - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS CDS 454697 455256 0.93 - 0 transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS exon 454697 455256 . - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS intron 455257 456126 0.93 - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS CDS 456127 456248 0.73 - 2 transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS exon 456127 456248 . - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS intron 456249 456441 0.71 - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS CDS 456442 457045 0.89 - 0 transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS exon 456442 457045 . - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS intron 457046 457412 1 - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS CDS 457413 457661 0.88 - 0 transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS exon 457413 457661 . - . transcript_id "g49.t1"; gene_id "g49"; -sample AUGUSTUS start_codon 457659 457661 . - 0 transcript_id "g49.t1"; gene_id "g49"; -sample GeneMark.hmm3 transcript 454412 457592 . - . g49.t2 -sample GeneMark.hmm3 stop_codon 454412 454414 . - 0 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 CDS 454412 454610 . - 1 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 exon 454412 454610 0 - . transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 intron 454611 454696 . - 0 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 CDS 454697 455256 . - 0 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 exon 454697 455256 0 - . transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 intron 455257 456126 . - 2 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 CDS 456127 456248 . - 2 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 exon 456127 456248 0 - . transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 intron 456249 456441 . - 0 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 CDS 456442 457045 . - 0 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 exon 456442 457045 0 - . transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 intron 457046 457412 . - 0 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 CDS 457413 457592 . - 0 transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 exon 457413 457592 0 - . transcript_id "g49.t2"; gene_id "g49"; -sample GeneMark.hmm3 start_codon 457590 457592 . - 0 transcript_id "g49.t2"; gene_id "g49"; -sample AUGUSTUS gene 459062 462454 . + . g50 -sample AUGUSTUS transcript 459062 462454 1 + . g50.t1 -sample AUGUSTUS start_codon 459062 459064 . + 0 transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS CDS 459062 459150 1 + 0 transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS exon 459062 459150 . + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS intron 459151 459190 1 + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS CDS 459191 459594 1 + 1 transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS exon 459191 459594 . + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS intron 459595 459804 1 + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS CDS 459805 460154 1 + 2 transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS exon 459805 460154 . + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS intron 460155 460212 1 + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS CDS 460213 461658 1 + 0 transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS exon 460213 461658 . + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS intron 461659 461725 1 + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS CDS 461726 462148 1 + 0 transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS exon 461726 462148 . + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS intron 462149 462262 1 + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS CDS 462263 462454 1 + 0 transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS exon 462263 462454 . + . transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS stop_codon 462452 462454 . + 0 transcript_id "g50.t1"; gene_id "g50"; -sample AUGUSTUS gene 462819 463679 . - . g51 -sample AUGUSTUS transcript 462819 463679 0.48 - . g51.t1 -sample AUGUSTUS stop_codon 462819 462821 . - 0 transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS CDS 462819 463032 0.98 - 1 transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS exon 462819 463032 . - . transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS intron 463033 463292 0.74 - . transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS CDS 463293 463593 0.55 - 2 transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS exon 463293 463593 . - . transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS intron 463594 463651 0.73 - . transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS CDS 463652 463679 0.66 - 0 transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS exon 463652 463679 . - . transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS start_codon 463677 463679 . - 0 transcript_id "g51.t1"; gene_id "g51"; -sample AUGUSTUS gene 464311 466939 . - . g52 -sample AUGUSTUS transcript 464311 466939 0.65 - . g52.t1 -sample AUGUSTUS stop_codon 464311 464313 . - 0 transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS CDS 464311 464576 0.98 - 2 transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS exon 464311 464576 . - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS intron 464577 464632 1 - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS CDS 464633 464814 1 - 1 transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS exon 464633 464814 . - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS intron 464815 464873 1 - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS CDS 464874 465617 1 - 1 transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS exon 464874 465617 . - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS intron 465618 465911 1 - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS CDS 465912 466039 0.93 - 0 transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS exon 465912 466039 . - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS intron 466040 466747 0.81 - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS CDS 466748 466939 0.71 - 0 transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS exon 466748 466939 . - . transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS start_codon 466937 466939 . - 0 transcript_id "g52.t1"; gene_id "g52"; -sample AUGUSTUS gene 469730 472415 . - . g53 -sample AUGUSTUS transcript 469730 472415 0.21 - . g53.t1 -sample AUGUSTUS stop_codon 469730 469732 . - 0 transcript_id "g53.t1"; gene_id "g53"; -sample AUGUSTUS CDS 469730 470658 0.75 - 2 transcript_id "g53.t1"; gene_id "g53"; -sample AUGUSTUS exon 469730 470658 . - . transcript_id "g53.t1"; gene_id "g53"; -sample AUGUSTUS intron 470659 472336 0.21 - . transcript_id "g53.t1"; gene_id "g53"; -sample AUGUSTUS CDS 472337 472415 0.21 - 0 transcript_id "g53.t1"; gene_id "g53"; -sample AUGUSTUS exon 472337 472415 . - . transcript_id "g53.t1"; gene_id "g53"; -sample AUGUSTUS start_codon 472413 472415 . - 0 transcript_id "g53.t1"; gene_id "g53"; -sample GeneMark.hmm3 gene 469730 477951 . - . g54 -sample GeneMark.hmm3 transcript 469730 477951 . - . g54.t1 -sample GeneMark.hmm3 stop_codon 469730 469732 . - 0 transcript_id "g54.t1"; gene_id "g54"; -sample GeneMark.hmm3 CDS 469730 470674 . - 0 transcript_id "g54.t1"; gene_id "g54"; -sample GeneMark.hmm3 exon 469730 470674 0 - . transcript_id "g54.t1"; gene_id "g54"; -sample GeneMark.hmm3 intron 470675 477843 . - 0 transcript_id "g54.t1"; gene_id "g54"; -sample GeneMark.hmm3 CDS 477844 477951 . - 0 transcript_id "g54.t1"; gene_id "g54"; -sample GeneMark.hmm3 exon 477844 477951 0 - . transcript_id "g54.t1"; gene_id "g54"; -sample GeneMark.hmm3 start_codon 477949 477951 . - 0 transcript_id "g54.t1"; gene_id "g54"; -sample AUGUSTUS gene 479876 481823 . + . g55 -sample AUGUSTUS transcript 479876 481823 0.53 + . g55.t1 -sample AUGUSTUS start_codon 479876 479878 . + 0 transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS CDS 479876 480089 1 + 0 transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS exon 479876 480089 . + . transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS intron 480090 480294 1 + . transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS CDS 480295 481339 0.9 + 2 transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS exon 480295 481339 . + . transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS intron 481340 481393 1 + . transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS CDS 481394 481823 0.58 + 1 transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS exon 481394 481823 . + . transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS stop_codon 481821 481823 . + 0 transcript_id "g55.t1"; gene_id "g55"; -sample AUGUSTUS gene 481882 483023 . - . g56 -sample AUGUSTUS transcript 481882 483023 1 - . g56.t1 -sample AUGUSTUS stop_codon 481882 481884 . - 0 transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS CDS 481882 482039 1 - 2 transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS exon 481882 482039 . - . transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS intron 482040 482101 1 - . transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS CDS 482102 482358 1 - 1 transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS exon 482102 482358 . - . transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS intron 482359 482667 1 - . transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS CDS 482668 483023 1 - 0 transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS exon 482668 483023 . - . transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS start_codon 483021 483023 . - 0 transcript_id "g56.t1"; gene_id "g56"; -sample AUGUSTUS gene 483985 484545 . + . g57 -sample AUGUSTUS transcript 483985 484545 1 + . g57.t1 -sample AUGUSTUS start_codon 483985 483987 . + 0 transcript_id "g57.t1"; gene_id "g57"; -sample AUGUSTUS CDS 483985 484545 1 + 0 transcript_id "g57.t1"; gene_id "g57"; -sample AUGUSTUS exon 483985 484545 . + . transcript_id "g57.t1"; gene_id "g57"; -sample AUGUSTUS stop_codon 484543 484545 . + 0 transcript_id "g57.t1"; gene_id "g57"; -sample AUGUSTUS gene 484891 485565 . - . g58 -sample AUGUSTUS transcript 484891 485565 1 - . g58.t1 -sample AUGUSTUS stop_codon 484891 484893 . - 0 transcript_id "g58.t1"; gene_id "g58"; -sample AUGUSTUS CDS 484891 485565 1 - 0 transcript_id "g58.t1"; gene_id "g58"; -sample AUGUSTUS exon 484891 485565 . - . transcript_id "g58.t1"; gene_id "g58"; -sample AUGUSTUS start_codon 485563 485565 . - 0 transcript_id "g58.t1"; gene_id "g58"; -sample AUGUSTUS gene 491960 494260 . + . g59 -sample AUGUSTUS transcript 491960 494260 0.64 + . g59.t1 -sample AUGUSTUS start_codon 491960 491962 . + 0 transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS CDS 491960 492057 0.64 + 0 transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS exon 491960 492057 . + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS intron 492058 493172 1 + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS CDS 493173 493452 1 + 1 transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS exon 493173 493452 . + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS intron 493453 493540 1 + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS CDS 493541 493621 1 + 0 transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS exon 493541 493621 . + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS intron 493622 493682 1 + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS CDS 493683 493822 1 + 0 transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS exon 493683 493822 . + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS intron 493823 493881 1 + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS CDS 493882 494260 1 + 1 transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS exon 493882 494260 . + . transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS stop_codon 494258 494260 . + 0 transcript_id "g59.t1"; gene_id "g59"; -sample AUGUSTUS gene 500367 501498 . - . g60 -sample AUGUSTUS transcript 500367 501498 1 - . g60.t1 -sample AUGUSTUS stop_codon 500367 500369 . - 0 transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS CDS 500367 500502 1 - 1 transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS exon 500367 500502 . - . transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS intron 500503 500568 1 - . transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS CDS 500569 500738 1 - 0 transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS exon 500569 500738 . - . transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS intron 500739 501154 1 - . transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS CDS 501155 501314 1 - 1 transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS exon 501155 501314 . - . transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS intron 501315 501385 1 - . transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS CDS 501386 501498 1 - 0 transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS exon 501386 501498 . - . transcript_id "g60.t1"; gene_id "g60"; -sample AUGUSTUS start_codon 501496 501498 . - 0 transcript_id "g60.t1"; gene_id "g60"; -sample GeneMark.hmm3 transcript 500565 501498 . - . g60.t2 -sample GeneMark.hmm3 stop_codon 500565 500567 . - 0 transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 CDS 500565 500738 . - 0 transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 exon 500565 500738 0 - . transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 intron 500739 501154 . - 1 transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 CDS 501155 501314 . - 1 transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 exon 501155 501314 0 - . transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 intron 501315 501385 . - 0 transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 CDS 501386 501498 . - 0 transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 exon 501386 501498 0 - . transcript_id "g60.t2"; gene_id "g60"; -sample GeneMark.hmm3 start_codon 501496 501498 . - 0 transcript_id "g60.t2"; gene_id "g60"; -sample AUGUSTUS gene 502325 504016 . - . g61 -sample AUGUSTUS transcript 502325 504016 0.82 - . g61.t1 -sample AUGUSTUS stop_codon 502325 502327 . - 0 transcript_id "g61.t1"; gene_id "g61"; -sample AUGUSTUS CDS 502325 504016 0.82 - 0 transcript_id "g61.t1"; gene_id "g61"; -sample AUGUSTUS exon 502325 504016 . - . transcript_id "g61.t1"; gene_id "g61"; -sample AUGUSTUS start_codon 504014 504016 . - 0 transcript_id "g61.t1"; gene_id "g61"; -sample AUGUSTUS gene 505369 509300 . - . g62 -sample AUGUSTUS transcript 505369 509300 0.82 - . g62.t1 -sample AUGUSTUS stop_codon 505369 505371 . - 0 transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS CDS 505369 505426 0.84 - 1 transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS exon 505369 505426 . - . transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS intron 505427 506195 0.84 - . transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS CDS 506196 506353 0.98 - 0 transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS exon 506196 506353 . - . transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS intron 506354 509084 0.98 - . transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS CDS 509085 509300 1 - 0 transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS exon 509085 509300 . - . transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS start_codon 509298 509300 . - 0 transcript_id "g62.t1"; gene_id "g62"; -sample AUGUSTUS gene 515698 526115 . - . g63 -sample AUGUSTUS transcript 515698 526115 0.1 - . g63.t1 -sample AUGUSTUS stop_codon 515698 515700 . - 0 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 515698 515778 0.52 - 0 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 515698 515778 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 515779 519059 0.51 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 519060 519261 0.88 - 1 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 519060 519261 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 519262 519417 0.98 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 519418 519580 0.97 - 2 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 519418 519580 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 519581 519647 0.92 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 519648 519790 0.92 - 1 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 519648 519790 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 519791 520065 0.87 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 520066 520158 0.87 - 1 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 520066 520158 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 520159 520481 0.88 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 520482 520654 1 - 0 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 520482 520654 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 520655 520725 0.98 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 520726 521275 0.97 - 1 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 520726 521275 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 521276 522060 0.67 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 522061 522215 0.68 - 0 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 522061 522215 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 522216 522276 1 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 522277 522383 1 - 2 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 522277 522383 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 522384 522566 1 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 522567 523099 0.54 - 1 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 522567 523099 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 523100 524560 0.54 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 524561 525161 0.41 - 2 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 524561 525161 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 525162 525889 0.7 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 525890 525993 0.71 - 1 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 525890 525993 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS intron 525994 526089 0.71 - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS CDS 526090 526115 0.71 - 0 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS exon 526090 526115 . - . transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS start_codon 526113 526115 . - 0 transcript_id "g63.t1"; gene_id "g63"; -sample AUGUSTUS gene 526612 527408 . + . g64 -sample AUGUSTUS transcript 526612 527408 0.88 + . g64.t1 -sample AUGUSTUS start_codon 526612 526614 . + 0 transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS CDS 526612 526933 0.99 + 0 transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS exon 526612 526933 . + . transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS intron 526934 527124 1 + . transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS CDS 527125 527321 1 + 2 transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS exon 527125 527321 . + . transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS intron 527322 527387 0.89 + . transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS CDS 527388 527408 0.89 + 0 transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS exon 527388 527408 . + . transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS stop_codon 527406 527408 . + 0 transcript_id "g64.t1"; gene_id "g64"; -sample AUGUSTUS gene 539336 540618 . - . g65 -sample AUGUSTUS transcript 539336 540618 1 - . g65.t1 -sample AUGUSTUS stop_codon 539336 539338 . - 0 transcript_id "g65.t1"; gene_id "g65"; -sample AUGUSTUS CDS 539336 539917 1 - 0 transcript_id "g65.t1"; gene_id "g65"; -sample AUGUSTUS exon 539336 539917 . - . transcript_id "g65.t1"; gene_id "g65"; -sample AUGUSTUS intron 539918 540357 1 - . transcript_id "g65.t1"; gene_id "g65"; -sample AUGUSTUS CDS 540358 540618 1 - 0 transcript_id "g65.t1"; gene_id "g65"; -sample AUGUSTUS exon 540358 540618 . - . transcript_id "g65.t1"; gene_id "g65"; -sample AUGUSTUS start_codon 540616 540618 . - 0 transcript_id "g65.t1"; gene_id "g65"; -sample AUGUSTUS gene 560821 561174 . - . g66 -sample AUGUSTUS transcript 560821 561174 1 - . g66.t1 -sample AUGUSTUS stop_codon 560821 560823 . - 0 transcript_id "g66.t1"; gene_id "g66"; -sample AUGUSTUS CDS 560821 561174 1 - 0 transcript_id "g66.t1"; gene_id "g66"; -sample AUGUSTUS exon 560821 561174 . - . transcript_id "g66.t1"; gene_id "g66"; -sample AUGUSTUS start_codon 561172 561174 . - 0 transcript_id "g66.t1"; gene_id "g66"; -sample AUGUSTUS gene 565215 569658 . - . g67 -sample AUGUSTUS transcript 565215 569658 0.12 - . g67.t1 -sample AUGUSTUS stop_codon 565215 565217 . - 0 transcript_id "g67.t1"; gene_id "g67"; -sample AUGUSTUS CDS 565215 568156 0.25 - 2 transcript_id "g67.t1"; gene_id "g67"; -sample AUGUSTUS exon 565215 568156 . - . transcript_id "g67.t1"; gene_id "g67"; -sample AUGUSTUS intron 568157 568322 0.13 - . transcript_id "g67.t1"; gene_id "g67"; -sample AUGUSTUS CDS 568323 569658 0.25 - 0 transcript_id "g67.t1"; gene_id "g67"; -sample AUGUSTUS exon 568323 569658 . - . transcript_id "g67.t1"; gene_id "g67"; -sample AUGUSTUS start_codon 569656 569658 . - 0 transcript_id "g67.t1"; gene_id "g67"; -sample AUGUSTUS gene 580264 581041 . - . g68 -sample AUGUSTUS transcript 580264 581041 0.97 - . g68.t1 -sample AUGUSTUS stop_codon 580264 580266 . - 0 transcript_id "g68.t1"; gene_id "g68"; -sample AUGUSTUS CDS 580264 580853 0.97 - 2 transcript_id "g68.t1"; gene_id "g68"; -sample AUGUSTUS exon 580264 580853 . - . transcript_id "g68.t1"; gene_id "g68"; -sample AUGUSTUS intron 580854 580980 0.97 - . transcript_id "g68.t1"; gene_id "g68"; -sample AUGUSTUS CDS 580981 581041 0.97 - 0 transcript_id "g68.t1"; gene_id "g68"; -sample AUGUSTUS exon 580981 581041 . - . transcript_id "g68.t1"; gene_id "g68"; -sample AUGUSTUS start_codon 581039 581041 . - 0 transcript_id "g68.t1"; gene_id "g68"; -sample AUGUSTUS gene 581605 583000 . + . g69 -sample AUGUSTUS transcript 581605 583000 1 + . g69.t1 -sample AUGUSTUS start_codon 581605 581607 . + 0 transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS CDS 581605 581673 1 + 0 transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS exon 581605 581673 . + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS intron 581674 581746 1 + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS CDS 581747 581970 1 + 0 transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS exon 581747 581970 . + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS intron 581971 582253 1 + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS CDS 582254 582362 1 + 1 transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS exon 582254 582362 . + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS intron 582363 582422 1 + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS CDS 582423 582548 1 + 0 transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS exon 582423 582548 . + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS intron 582549 582844 1 + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS CDS 582845 583000 1 + 0 transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS exon 582845 583000 . + . transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS stop_codon 582998 583000 . + 0 transcript_id "g69.t1"; gene_id "g69"; -sample AUGUSTUS gene 583551 584495 . - . g70 -sample AUGUSTUS transcript 583551 584495 0.89 - . g70.t1 -sample AUGUSTUS stop_codon 583551 583553 . - 0 transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS CDS 583551 583703 1 - 0 transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS exon 583551 583703 . - . transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS intron 583704 583774 1 - . transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS CDS 583775 584276 1 - 1 transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS exon 583775 584276 . - . transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS intron 584277 584343 1 - . transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS CDS 584344 584495 0.89 - 0 transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS exon 584344 584495 . - . transcript_id "g70.t1"; gene_id "g70"; -sample AUGUSTUS start_codon 584493 584495 . - 0 transcript_id "g70.t1"; gene_id "g70"; -sample GeneMark.hmm3 transcript 583754 584495 . - . g70.t2 -sample GeneMark.hmm3 stop_codon 583754 583756 . - 0 transcript_id "g70.t2"; gene_id "g70"; -sample GeneMark.hmm3 CDS 583754 584276 . - 1 transcript_id "g70.t2"; gene_id "g70"; -sample GeneMark.hmm3 exon 583754 584276 0 - . transcript_id "g70.t2"; gene_id "g70"; -sample GeneMark.hmm3 intron 584277 584343 . - 0 transcript_id "g70.t2"; gene_id "g70"; -sample GeneMark.hmm3 CDS 584344 584495 . - 0 transcript_id "g70.t2"; gene_id "g70"; -sample GeneMark.hmm3 exon 584344 584495 0 - . transcript_id "g70.t2"; gene_id "g70"; -sample GeneMark.hmm3 start_codon 584493 584495 . - 0 transcript_id "g70.t2"; gene_id "g70"; -sample AUGUSTUS gene 585578 590240 . - . g71 -sample AUGUSTUS transcript 585578 590240 1 - . g71.t1 -sample AUGUSTUS stop_codon 585578 585580 . - 0 transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS CDS 585578 585707 1 - 1 transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS exon 585578 585707 . - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS intron 585708 585767 1 - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS CDS 585768 585970 1 - 0 transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS exon 585768 585970 . - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS intron 585971 586398 1 - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS CDS 586399 588180 1 - 0 transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS exon 586399 588180 . - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS intron 588181 590016 1 - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS CDS 590017 590118 1 - 0 transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS exon 590017 590118 . - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS intron 590119 590189 1 - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS CDS 590190 590240 1 - 0 transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS exon 590190 590240 . - . transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS start_codon 590238 590240 . - 0 transcript_id "g71.t1"; gene_id "g71"; -sample AUGUSTUS gene 596012 597834 . + . g72 -sample AUGUSTUS transcript 596012 597834 0.41 + . g72.t1 -sample AUGUSTUS start_codon 596012 596014 . + 0 transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS CDS 596012 596015 0.7 + 0 transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS exon 596012 596015 . + . transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS intron 596016 596074 0.51 + . transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS CDS 596075 596666 0.47 + 2 transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS exon 596075 596666 . + . transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS intron 596667 596888 0.83 + . transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS CDS 596889 597834 0.84 + 1 transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS exon 596889 597834 . + . transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS stop_codon 597832 597834 . + 0 transcript_id "g72.t1"; gene_id "g72"; -sample AUGUSTUS gene 598307 598764 . + . g73 -sample AUGUSTUS transcript 598307 598764 0.98 + . g73.t1 -sample AUGUSTUS start_codon 598307 598309 . + 0 transcript_id "g73.t1"; gene_id "g73"; -sample AUGUSTUS CDS 598307 598335 0.98 + 0 transcript_id "g73.t1"; gene_id "g73"; -sample AUGUSTUS exon 598307 598335 . + . transcript_id "g73.t1"; gene_id "g73"; -sample AUGUSTUS intron 598336 598397 1 + . transcript_id "g73.t1"; gene_id "g73"; -sample AUGUSTUS CDS 598398 598764 1 + 1 transcript_id "g73.t1"; gene_id "g73"; -sample AUGUSTUS exon 598398 598764 . + . transcript_id "g73.t1"; gene_id "g73"; -sample AUGUSTUS stop_codon 598762 598764 . + 0 transcript_id "g73.t1"; gene_id "g73"; -sample AUGUSTUS gene 599095 600874 . - . g74 -sample AUGUSTUS transcript 599095 600874 0.94 - . g74.t1 -sample AUGUSTUS stop_codon 599095 599097 . - 0 transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS CDS 599095 600595 1 - 1 transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS exon 599095 600595 . - . transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS intron 600596 600652 1 - . transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS CDS 600653 600810 1 - 0 transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS exon 600653 600810 . - . transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS intron 600811 600865 0.94 - . transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS CDS 600866 600874 0.94 - 0 transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS exon 600866 600874 . - . transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS start_codon 600872 600874 . - 0 transcript_id "g74.t1"; gene_id "g74"; -sample AUGUSTUS gene 601553 602703 . + . g75 -sample AUGUSTUS transcript 601553 602703 0.5 + . g75.t1 -sample AUGUSTUS start_codon 601553 601555 . + 0 transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS CDS 601553 601636 0.59 + 0 transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS exon 601553 601636 . + . transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS intron 601637 601697 1 + . transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS CDS 601698 602344 1 + 0 transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS exon 601698 602344 . + . transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS intron 602345 602406 1 + . transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS CDS 602407 602520 1 + 1 transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS exon 602407 602520 . + . transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS intron 602521 602576 1 + . transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS CDS 602577 602703 0.86 + 1 transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS exon 602577 602703 . + . transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS stop_codon 602701 602703 . + 0 transcript_id "g75.t1"; gene_id "g75"; -sample AUGUSTUS gene 603352 604230 . + . g76 -sample AUGUSTUS transcript 603352 604230 0.78 + . g76.t1 -sample AUGUSTUS start_codon 603352 603354 . + 0 transcript_id "g76.t1"; gene_id "g76"; -sample AUGUSTUS CDS 603352 603370 0.78 + 0 transcript_id "g76.t1"; gene_id "g76"; -sample AUGUSTUS exon 603352 603370 . + . transcript_id "g76.t1"; gene_id "g76"; -sample AUGUSTUS intron 603371 603433 0.96 + . transcript_id "g76.t1"; gene_id "g76"; -sample AUGUSTUS CDS 603434 604230 0.96 + 2 transcript_id "g76.t1"; gene_id "g76"; -sample AUGUSTUS exon 603434 604230 . + . transcript_id "g76.t1"; gene_id "g76"; -sample AUGUSTUS stop_codon 604228 604230 . + 0 transcript_id "g76.t1"; gene_id "g76"; -sample AUGUSTUS gene 605058 615830 . - . g77 -sample AUGUSTUS transcript 605058 615830 0.72 - . g77.t1 -sample AUGUSTUS stop_codon 605058 605060 . - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 605058 605240 0.99 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 605058 605240 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 605241 605315 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 605316 605417 1 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 605316 605417 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 605418 605486 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 605487 605852 1 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 605487 605852 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 605853 605907 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 605908 606108 1 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 605908 606108 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 606109 606773 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 606774 606950 1 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 606774 606950 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 606951 607064 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 607065 607241 1 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 607065 607241 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 607242 607741 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 607742 609672 1 - 2 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 607742 609672 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 609673 609727 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 609728 609998 1 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 609728 609998 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 609999 610048 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 610049 611278 1 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 610049 611278 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 611279 611357 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 611358 611601 1 - 1 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 611358 611601 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 611602 612088 1 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 612089 612246 1 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 612089 612246 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 612247 613380 0.82 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 613381 613994 0.75 - 2 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 613381 613994 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS intron 613995 615604 0.92 - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS CDS 615605 615830 0.96 - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS exon 615605 615830 . - . transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS start_codon 615828 615830 . - 0 transcript_id "g77.t1"; gene_id "g77"; -sample AUGUSTUS gene 620537 623967 . + . g78 -sample AUGUSTUS transcript 620537 623967 0.43 + . g78.t1 -sample AUGUSTUS start_codon 620537 620539 . + 0 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS CDS 620537 620581 1 + 0 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS exon 620537 620581 . + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS intron 620582 620650 1 + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS CDS 620651 620813 1 + 0 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS exon 620651 620813 . + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS intron 620814 620897 1 + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS CDS 620898 621147 1 + 2 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS exon 620898 621147 . + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS intron 621148 621942 1 + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS CDS 621943 622183 1 + 1 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS exon 621943 622183 . + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS intron 622184 622426 1 + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS CDS 622427 622580 1 + 0 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS exon 622427 622580 . + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS intron 622581 622622 1 + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS CDS 622623 622726 1 + 2 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS exon 622623 622726 . + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS intron 622727 623955 0.43 + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS CDS 623956 623967 0.43 + 0 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS exon 623956 623967 . + . transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS stop_codon 623965 623967 . + 0 transcript_id "g78.t1"; gene_id "g78"; -sample AUGUSTUS gene 624176 625616 . - . g79 -sample AUGUSTUS transcript 624176 625616 0.83 - . g79.t1 -sample AUGUSTUS stop_codon 624176 624178 . - 0 transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS CDS 624176 624734 0.83 - 1 transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS exon 624176 624734 . - . transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS intron 624735 624787 0.98 - . transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS CDS 624788 624987 1 - 0 transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS exon 624788 624987 . - . transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS intron 624988 625055 1 - . transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS CDS 625056 625616 1 - 0 transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS exon 625056 625616 . - . transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS start_codon 625614 625616 . - 0 transcript_id "g79.t1"; gene_id "g79"; -sample AUGUSTUS gene 627242 628231 . - . g80 -sample AUGUSTUS transcript 627242 628231 0.79 - . g80.t1 -sample AUGUSTUS stop_codon 627242 627244 . - 0 transcript_id "g80.t1"; gene_id "g80"; -sample AUGUSTUS CDS 627242 627863 1 - 1 transcript_id "g80.t1"; gene_id "g80"; -sample AUGUSTUS exon 627242 627863 . - . transcript_id "g80.t1"; gene_id "g80"; -sample AUGUSTUS intron 627864 627926 1 - . transcript_id "g80.t1"; gene_id "g80"; -sample AUGUSTUS CDS 627927 628231 0.79 - 0 transcript_id "g80.t1"; gene_id "g80"; -sample AUGUSTUS exon 627927 628231 . - . transcript_id "g80.t1"; gene_id "g80"; -sample AUGUSTUS start_codon 628229 628231 . - 0 transcript_id "g80.t1"; gene_id "g80"; -sample AUGUSTUS gene 633872 636343 . - . g81 -sample AUGUSTUS transcript 633872 636343 0.29 - . g81.t1 -sample AUGUSTUS stop_codon 633872 633874 . - 0 transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS CDS 633872 633922 0.61 - 0 transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS exon 633872 633922 . - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS intron 633923 633990 0.59 - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS CDS 633991 634146 0.49 - 0 transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS exon 633991 634146 . - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS intron 634147 634507 0.85 - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS CDS 634508 634712 0.97 - 1 transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS exon 634508 634712 . - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS intron 634713 635127 1 - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS CDS 635128 635353 1 - 2 transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS exon 635128 635353 . - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS intron 635354 635450 0.87 - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS CDS 635451 635965 0.87 - 1 transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS exon 635451 635965 . - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS intron 635966 636035 1 - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS CDS 636036 636343 0.67 - 0 transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS exon 636036 636343 . - . transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS start_codon 636341 636343 . - 0 transcript_id "g81.t1"; gene_id "g81"; -sample AUGUSTUS gene 636910 637339 . - . g82 -sample AUGUSTUS transcript 636910 637339 0.92 - . g82.t1 -sample AUGUSTUS stop_codon 636910 636912 . - 0 transcript_id "g82.t1"; gene_id "g82"; -sample AUGUSTUS CDS 636910 636965 0.92 - 2 transcript_id "g82.t1"; gene_id "g82"; -sample AUGUSTUS exon 636910 636965 . - . transcript_id "g82.t1"; gene_id "g82"; -sample AUGUSTUS intron 636966 637173 0.92 - . transcript_id "g82.t1"; gene_id "g82"; -sample AUGUSTUS CDS 637174 637339 0.92 - 0 transcript_id "g82.t1"; gene_id "g82"; -sample AUGUSTUS exon 637174 637339 . - . transcript_id "g82.t1"; gene_id "g82"; -sample AUGUSTUS start_codon 637337 637339 . - 0 transcript_id "g82.t1"; gene_id "g82"; -sample AUGUSTUS gene 640940 644158 . + . g83 -sample AUGUSTUS transcript 640940 644158 0.24 + . g83.t1 -sample AUGUSTUS start_codon 640940 640942 . + 0 transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS CDS 640940 641002 0.46 + 0 transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS exon 640940 641002 . + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS intron 641003 641520 0.97 + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS CDS 641521 641601 0.97 + 0 transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS exon 641521 641601 . + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS intron 641602 642410 0.97 + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS CDS 642411 642584 1 + 0 transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS exon 642411 642584 . + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS intron 642585 643204 0.96 + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS CDS 643205 643318 0.8 + 0 transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS exon 643205 643318 . + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS intron 643319 644125 0.68 + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS CDS 644126 644158 0.68 + 0 transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS exon 644126 644158 . + . transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS stop_codon 644156 644158 . + 0 transcript_id "g83.t1"; gene_id "g83"; -sample AUGUSTUS gene 652164 653597 . - . g84 -sample AUGUSTUS transcript 652164 653597 1 - . g84.t1 -sample AUGUSTUS stop_codon 652164 652166 . - 0 transcript_id "g84.t1"; gene_id "g84"; -sample AUGUSTUS CDS 652164 653597 1 - 0 transcript_id "g84.t1"; gene_id "g84"; -sample AUGUSTUS exon 652164 653597 . - . transcript_id "g84.t1"; gene_id "g84"; -sample AUGUSTUS start_codon 653595 653597 . - 0 transcript_id "g84.t1"; gene_id "g84"; -sample AUGUSTUS gene 673633 681793 . + . g85 -sample AUGUSTUS transcript 673633 681793 0.04 + . g85.t1 -sample AUGUSTUS start_codon 673633 673635 . + 0 transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS CDS 673633 673813 0.58 + 0 transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS exon 673633 673813 . + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS intron 673814 674312 0.65 + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS CDS 674313 674428 0.66 + 2 transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS exon 674313 674428 . + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS intron 674429 677229 0.24 + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS CDS 677230 677499 0.46 + 0 transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS exon 677230 677499 . + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS intron 677500 681043 0.48 + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS CDS 681044 681176 0.44 + 0 transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS exon 681044 681176 . + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS intron 681177 681247 0.57 + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS CDS 681248 681342 0.56 + 2 transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS exon 681248 681342 . + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS intron 681343 681721 0.57 + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS CDS 681722 681793 0.54 + 0 transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS exon 681722 681793 . + . transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS stop_codon 681791 681793 . + 0 transcript_id "g85.t1"; gene_id "g85"; -sample AUGUSTUS gene 685812 691016 . - . g86 -sample AUGUSTUS transcript 685812 691016 0.98 - . g86.t1 -sample AUGUSTUS stop_codon 685812 685814 . - 0 transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS CDS 685812 687185 1 - 0 transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS exon 685812 687185 . - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS intron 687186 687269 1 - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS CDS 687270 688430 1 - 0 transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS exon 687270 688430 . - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS intron 688431 688493 1 - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS CDS 688494 689229 1 - 1 transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS exon 688494 689229 . - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS intron 689230 690634 1 - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS CDS 690635 690846 0.98 - 0 transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS exon 690635 690846 . - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS intron 690847 690956 0.98 - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS CDS 690957 691016 0.98 - 0 transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS exon 690957 691016 . - . transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS start_codon 691014 691016 . - 0 transcript_id "g86.t1"; gene_id "g86"; -sample AUGUSTUS gene 692128 694377 . - . g87 -sample AUGUSTUS transcript 692128 694377 0.71 - . g87.t1 -sample AUGUSTUS stop_codon 692128 692130 . - 0 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS CDS 692128 692151 1 - 0 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS exon 692128 692151 . - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS intron 692152 692219 1 - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS CDS 692220 692447 1 - 0 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS exon 692220 692447 . - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS intron 692448 692572 1 - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS CDS 692573 692728 0.9 - 0 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS exon 692573 692728 . - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS intron 692729 692774 0.9 - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS CDS 692775 692801 1 - 0 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS exon 692775 692801 . - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS intron 692802 693399 1 - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS CDS 693400 693428 1 - 2 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS exon 693400 693428 . - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS intron 693429 693488 1 - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS CDS 693489 693531 0.83 - 0 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS exon 693489 693531 . - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS intron 693532 694311 0.79 - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS CDS 694312 694377 0.79 - 0 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS exon 694312 694377 . - . transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS start_codon 694375 694377 . - 0 transcript_id "g87.t1"; gene_id "g87"; -sample AUGUSTUS gene 694450 695859 . + . g88 -sample AUGUSTUS transcript 694460 695859 0.98 + . g88.t1 -sample AUGUSTUS start_codon 694460 694462 . + 0 transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS CDS 694460 694569 0.98 + 0 transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS exon 694460 694569 . + . transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS intron 694570 694622 1 + . transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS CDS 694623 695049 1 + 1 transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS exon 694623 695049 . + . transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS intron 695050 695108 1 + . transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS CDS 695109 695450 1 + 0 transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS exon 695109 695450 . + . transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS intron 695451 695505 1 + . transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS CDS 695506 695859 1 + 0 transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS exon 695506 695859 . + . transcript_id "g88.t1"; gene_id "g88"; -sample AUGUSTUS stop_codon 695857 695859 . + 0 transcript_id "g88.t1"; gene_id "g88"; -sample GeneMark.hmm3 transcript 694450 695859 . + . g88.t2 -sample GeneMark.hmm3 start_codon 694450 694452 . + 0 transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 CDS 694450 695049 . + 0 transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 exon 694450 695049 0 + . transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 intron 695050 695108 . + 0 transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 CDS 695109 695450 . + 0 transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 exon 695109 695450 0 + . transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 intron 695451 695505 . + 0 transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 CDS 695506 695859 . + 0 transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 exon 695506 695859 0 + . transcript_id "g88.t2"; gene_id "g88"; -sample GeneMark.hmm3 stop_codon 695857 695859 . + 0 transcript_id "g88.t2"; gene_id "g88"; -sample AUGUSTUS gene 695981 696998 . - . g89 -sample AUGUSTUS transcript 695981 696998 1 - . g89.t1 -sample AUGUSTUS stop_codon 695981 695983 . - 0 transcript_id "g89.t1"; gene_id "g89"; -sample AUGUSTUS CDS 695981 696879 1 - 2 transcript_id "g89.t1"; gene_id "g89"; -sample AUGUSTUS exon 695981 696879 . - . transcript_id "g89.t1"; gene_id "g89"; -sample AUGUSTUS intron 696880 696931 1 - . transcript_id "g89.t1"; gene_id "g89"; -sample AUGUSTUS CDS 696932 696998 1 - 0 transcript_id "g89.t1"; gene_id "g89"; -sample AUGUSTUS exon 696932 696998 . - . transcript_id "g89.t1"; gene_id "g89"; -sample AUGUSTUS start_codon 696996 696998 . - 0 transcript_id "g89.t1"; gene_id "g89"; -sample AUGUSTUS gene 697479 699085 . + . g90 -sample AUGUSTUS transcript 697479 699085 1 + . g90.t1 -sample AUGUSTUS start_codon 697479 697481 . + 0 transcript_id "g90.t1"; gene_id "g90"; -sample AUGUSTUS CDS 697479 697750 1 + 0 transcript_id "g90.t1"; gene_id "g90"; -sample AUGUSTUS exon 697479 697750 . + . transcript_id "g90.t1"; gene_id "g90"; -sample AUGUSTUS intron 697751 698244 1 + . transcript_id "g90.t1"; gene_id "g90"; -sample AUGUSTUS CDS 698245 699085 1 + 1 transcript_id "g90.t1"; gene_id "g90"; -sample AUGUSTUS exon 698245 699085 . + . transcript_id "g90.t1"; gene_id "g90"; -sample AUGUSTUS stop_codon 699083 699085 . + 0 transcript_id "g90.t1"; gene_id "g90"; -sample AUGUSTUS gene 699296 700743 . - . g91 -sample AUGUSTUS transcript 699296 700743 1 - . g91.t1 -sample AUGUSTUS stop_codon 699296 699298 . - 0 transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS CDS 699296 700365 1 - 2 transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS exon 699296 700365 . - . transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS intron 700366 700434 1 - . transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS CDS 700435 700523 1 - 1 transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS exon 700435 700523 . - . transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS intron 700524 700585 1 - . transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS CDS 700586 700743 1 - 0 transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS exon 700586 700743 . - . transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS start_codon 700741 700743 . - 0 transcript_id "g91.t1"; gene_id "g91"; -sample AUGUSTUS gene 701680 706445 . + . g92 -sample AUGUSTUS transcript 701680 706445 1 + . g92.t1 -sample AUGUSTUS start_codon 701680 701682 . + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 701680 701821 1 + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 701680 701821 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 701822 701882 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 701883 702220 1 + 2 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 701883 702220 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 702221 702725 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 702726 702738 1 + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 702726 702738 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 702739 702960 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 702961 703967 1 + 2 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 702961 703967 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 703968 704029 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 704030 704178 1 + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 704030 704178 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 704179 705323 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 705324 705462 1 + 1 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 705324 705462 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 705463 705537 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 705538 705741 1 + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 705538 705741 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 705742 705806 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 705807 705992 1 + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 705807 705992 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 705993 706052 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 706053 706202 1 + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 706053 706202 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS intron 706203 706265 1 + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS CDS 706266 706445 1 + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS exon 706266 706445 . + . transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS stop_codon 706443 706445 . + 0 transcript_id "g92.t1"; gene_id "g92"; -sample AUGUSTUS gene 707157 710057 . - . g93 -sample AUGUSTUS transcript 707157 710057 1 - . g93.t1 -sample AUGUSTUS stop_codon 707157 707159 . - 0 transcript_id "g93.t1"; gene_id "g93"; -sample AUGUSTUS CDS 707157 710057 1 - 0 transcript_id "g93.t1"; gene_id "g93"; -sample AUGUSTUS exon 707157 710057 . - . transcript_id "g93.t1"; gene_id "g93"; -sample AUGUSTUS start_codon 710055 710057 . - 0 transcript_id "g93.t1"; gene_id "g93"; -sample AUGUSTUS gene 710985 715813 . + . g94 -sample AUGUSTUS transcript 710985 715813 0.66 + . g94.t1 -sample AUGUSTUS start_codon 710985 710987 . + 0 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 710985 711079 0.95 + 0 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 710985 711079 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS intron 711080 711149 1 + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 711150 711317 1 + 1 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 711150 711317 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS intron 711318 712078 1 + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 712079 712600 1 + 1 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 712079 712600 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS intron 712601 712654 1 + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 712655 713304 1 + 1 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 712655 713304 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS intron 713305 713470 0.7 + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 713471 713597 0.7 + 2 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 713471 713597 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS intron 713598 714254 1 + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 714255 714727 1 + 1 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 714255 714727 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS intron 714728 714951 0.98 + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 714952 715510 0.98 + 2 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 714952 715510 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS intron 715511 715563 1 + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 715564 715693 1 + 1 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 715564 715693 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS intron 715694 715786 1 + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS CDS 715787 715813 1 + 0 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS exon 715787 715813 . + . transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS stop_codon 715811 715813 . + 0 transcript_id "g94.t1"; gene_id "g94"; -sample AUGUSTUS gene 716203 719804 . - . g95 -sample AUGUSTUS transcript 716203 719804 0.65 - . g95.t1 -sample AUGUSTUS stop_codon 716203 716205 . - 0 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS CDS 716203 716319 1 - 0 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS exon 716203 716319 . - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS intron 716320 716389 1 - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS CDS 716390 716663 1 - 1 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS exon 716390 716663 . - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS intron 716664 716945 1 - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS CDS 716946 717057 1 - 2 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS exon 716946 717057 . - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS intron 717058 717121 1 - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS CDS 717122 717574 1 - 2 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS exon 717122 717574 . - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS intron 717575 717636 1 - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS CDS 717637 717859 1 - 0 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS exon 717637 717859 . - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS intron 717860 717963 1 - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS CDS 717964 719015 1 - 2 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS exon 717964 719015 . - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS intron 719016 719073 1 - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS CDS 719074 719307 1 - 2 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS exon 719074 719307 . - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS intron 719308 719524 1 - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS CDS 719525 719804 0.65 - 0 transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS exon 719525 719804 . - . transcript_id "g95.t1"; gene_id "g95"; -sample AUGUSTUS start_codon 719802 719804 . - 0 transcript_id "g95.t1"; gene_id "g95"; -sample4 AUGUSTUS gene 2126 3863 . + . g96 -sample4 AUGUSTUS transcript 2126 3863 0.37 + . g96.t1 -sample4 AUGUSTUS start_codon 2126 2128 . + 0 transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS CDS 2126 2199 1 + 0 transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS exon 2126 2199 . + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS intron 2200 2257 1 + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS CDS 2258 3224 1 + 1 transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS exon 2258 3224 . + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS intron 3225 3283 1 + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS CDS 3284 3490 0.63 + 0 transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS exon 3284 3490 . + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS intron 3491 3548 0.59 + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS CDS 3549 3603 0.54 + 0 transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS exon 3549 3603 . + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS intron 3604 3768 0.52 + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS CDS 3769 3863 0.44 + 2 transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS exon 3769 3863 . + . transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS stop_codon 3861 3863 . + 0 transcript_id "g96.t1"; gene_id "g96"; -sample4 AUGUSTUS gene 4248 6494 . - . g97 -sample4 AUGUSTUS transcript 4248 6494 1 - . g97.t1 -sample4 AUGUSTUS stop_codon 4248 4250 . - 0 transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS CDS 4248 4759 1 - 2 transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS exon 4248 4759 . - . transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS intron 4760 4929 1 - . transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS CDS 4930 5539 1 - 0 transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS exon 4930 5539 . - . transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS intron 5540 6038 1 - . transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS CDS 6039 6494 1 - 0 transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS exon 6039 6494 . - . transcript_id "g97.t1"; gene_id "g97"; -sample4 AUGUSTUS start_codon 6492 6494 . - 0 transcript_id "g97.t1"; gene_id "g97"; +sample AUGUSTUS start_codon 79526 79528 . + 0 transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS CDS 79526 80474 0.4 + 0 transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS exon 79526 80474 . + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS intron 80475 87860 0.49 + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS CDS 87861 88125 0.39 + 2 transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS exon 87861 88125 . + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS intron 88126 92148 0.19 + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS CDS 92149 92252 0.17 + 1 transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS exon 92149 92252 . + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS intron 92253 94562 0.19 + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS CDS 94563 94732 0.96 + 2 transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS exon 94563 94732 . + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS intron 94733 94872 0.91 + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS CDS 94873 95333 0.79 + 0 transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS exon 94873 95333 . + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS intron 95334 95584 0.51 + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS CDS 95585 95762 0.35 + 1 transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS gene 79526 95762 0.01 + . g14 +sample AUGUSTUS transcript 79526 95762 0.01 + . g14.t1 +sample AUGUSTUS exon 95585 95762 . + . transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample AUGUSTUS stop_codon 95760 95762 . + 0 transcript_id "file_1_g14.t1"; gene_id "file_1_g14"; +sample4 AUGUSTUS stop_codon 4248 4250 . - 0 transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS CDS 4248 4738 0.42 - 2 transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS exon 4248 4738 . - . transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS intron 4739 4929 0.42 - . transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS CDS 4930 5539 0.37 - 0 transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS exon 4930 5539 . - . transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS intron 5540 6038 0.29 - . transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS CDS 6039 6494 0.47 - 0 transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS gene 4248 6494 0.12 - . g28 +sample4 AUGUSTUS transcript 4248 6494 0.12 - . g28.t1 +sample4 AUGUSTUS exon 6039 6494 . - . transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample4 AUGUSTUS start_codon 6492 6494 . - 0 transcript_id "file_1_g28.t1"; gene_id "file_1_g28"; +sample AUGUSTUS stop_codon 209044 209046 . - 0 transcript_id "file_1_g24.t1"; gene_id "file_1_g24"; +sample AUGUSTUS CDS 209044 210483 0.38 - 0 transcript_id "file_1_g24.t1"; gene_id "file_1_g24"; +sample AUGUSTUS exon 209044 210483 . - . transcript_id "file_1_g24.t1"; gene_id "file_1_g24"; +sample AUGUSTUS start_codon 210481 210483 . - 0 transcript_id "file_1_g24.t1"; gene_id "file_1_g24"; +sample AUGUSTUS gene 209044 210483 0.38 - . g24 +sample AUGUSTUS transcript 209044 210483 0.38 - . g24.t1 +sample AUGUSTUS start_codon 2126 2128 . + 0 transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS CDS 2126 2199 1 + 0 transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS exon 2126 2199 . + . transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS intron 2200 2257 1 + . transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS CDS 2258 3224 0.49 + 1 transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS exon 2258 3224 . + . transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS intron 3225 3283 0.29 + . transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS CDS 3284 3512 0.16 + 0 transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS exon 3284 3512 . + . transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS intron 3513 3807 0.22 + . transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS CDS 3808 3863 0.54 + 2 transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS gene 2126 3863 0.1 + . g2 +sample AUGUSTUS transcript 2126 3863 0.1 + . g2.t1 +sample AUGUSTUS exon 3808 3863 . + . transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample AUGUSTUS stop_codon 3861 3863 . + 0 transcript_id "file_1_g2.t1"; gene_id "file_1_g2"; +sample GeneMark.hmm3 stop_codon 15344 15346 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; +sample GeneMark.hmm3 CDS 15344 17164 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; cds_type "file_2_Terminal"; count "file_2_5_5"; +sample GeneMark.hmm3 intron 17165 17295 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; +sample GeneMark.hmm3 CDS 17296 18096 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; cds_type "file_2_Internal"; count "file_2_4_5"; +sample GeneMark.hmm3 intron 18097 18220 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; +sample GeneMark.hmm3 CDS 18221 18259 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; cds_type "file_2_Internal"; count "file_2_3_5"; +sample GeneMark.hmm3 intron 18260 18462 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; +sample GeneMark.hmm3 CDS 18463 19499 . - 2 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; cds_type "file_2_Internal"; count "file_2_2_5"; +sample GeneMark.hmm3 intron 19500 19606 . - 1 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; +sample GeneMark.hmm3 gene 15344 21542 . - . gene_id "file_2_4_g"; transcript_id "file_2_4_t"; +sample GeneMark.hmm3 mRNA 15344 21542 . - . gene_id "file_2_4_g"; transcript_id "file_2_4_t"; +sample GeneMark.hmm3 CDS 19607 21542 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; cds_type "file_2_Initial"; count "file_2_1_5"; +sample GeneMark.hmm3 start_codon 21540 21542 . - 0 gene_id "file_2_4_g"; transcript_id "file_2_4_t"; +sample AUGUSTUS start_codon 119778 119780 . + 0 transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS CDS 119778 120378 1 + 0 transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS exon 119778 120378 . + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS intron 120379 123327 0.98 + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS CDS 123328 123512 0.99 + 2 transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS exon 123328 123512 . + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS intron 123513 133208 0.5 + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS CDS 133209 134539 1 + 0 transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS exon 133209 134539 . + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS intron 134540 134667 1 + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS CDS 134668 135510 1 + 1 transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS exon 134668 135510 . + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS intron 135511 135568 1 + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS CDS 135569 136346 0.99 + 1 transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS gene 119778 136346 0.49 + . g18 +sample AUGUSTUS transcript 119778 136346 0.49 + . g18.t1 +sample AUGUSTUS exon 135569 136346 . + . transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS stop_codon 136344 136346 . + 0 transcript_id "file_1_g18.t1"; gene_id "file_1_g18"; +sample AUGUSTUS stop_codon 183489 183491 . - 0 transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS CDS 183489 183643 0.43 - 2 transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS exon 183489 183643 . - . transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS intron 183644 183709 0.4 - . transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS CDS 183710 183954 0.24 - 1 transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS exon 183710 183954 . - . transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS intron 183955 186056 0.28 - . transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS CDS 186057 186166 0.43 - 0 transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS gene 183489 186166 0.22 - . g22 +sample AUGUSTUS transcript 183489 186166 0.22 - . g22.t1 +sample AUGUSTUS exon 186057 186166 . - . transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample AUGUSTUS start_codon 186164 186166 . - 0 transcript_id "file_1_g22.t1"; gene_id "file_1_g22"; +sample4 GeneMark.hmm3 stop_codon 5997 5999 . - 0 gene_id "file_2_23_g"; transcript_id "file_2_23_t"; +sample4 GeneMark.hmm3 CDS 5997 6450 . - 1 gene_id "file_2_23_g"; transcript_id "file_2_23_t"; cds_type "file_2_Terminal"; count "file_2_1_1"; +sample4 GeneMark.hmm3 gene 5997 6450 . - . gene_id "file_2_23_g"; transcript_id "file_2_23_t"; +sample4 GeneMark.hmm3 mRNA 5997 6450 . - . gene_id "file_2_23_g"; transcript_id "file_2_23_t"; +sample GeneMark.hmm3 stop_codon 14247 14249 . - 0 gene_id "file_2_3_g"; transcript_id "file_2_3_t"; +sample GeneMark.hmm3 CDS 14247 14672 . - 0 gene_id "file_2_3_g"; transcript_id "file_2_3_t"; cds_type "file_2_Single"; count "file_2_1_1"; +sample GeneMark.hmm3 gene 14247 14672 . - . gene_id "file_2_3_g"; transcript_id "file_2_3_t"; +sample GeneMark.hmm3 mRNA 14247 14672 . - . gene_id "file_2_3_g"; transcript_id "file_2_3_t"; +sample GeneMark.hmm3 start_codon 14670 14672 . - 0 gene_id "file_2_3_g"; transcript_id "file_2_3_t"; +sample GeneMark.hmm3 start_codon 94831 94833 . + 0 gene_id "file_2_12_g"; transcript_id "file_2_12_t"; +sample GeneMark.hmm3 CDS 94831 95333 . + 0 gene_id "file_2_12_g"; transcript_id "file_2_12_t"; cds_type "file_2_Initial"; count "file_2_1_2"; +sample GeneMark.hmm3 intron 95334 95386 . + 2 gene_id "file_2_12_g"; transcript_id "file_2_12_t"; +sample GeneMark.hmm3 gene 94831 95762 . + . gene_id "file_2_12_g"; transcript_id "file_2_12_t"; +sample GeneMark.hmm3 mRNA 94831 95762 . + . gene_id "file_2_12_g"; transcript_id "file_2_12_t"; +sample GeneMark.hmm3 CDS 95387 95762 . + 1 gene_id "file_2_12_g"; transcript_id "file_2_12_t"; cds_type "file_2_Terminal"; count "file_2_2_2"; +sample GeneMark.hmm3 stop_codon 95760 95762 . + 0 gene_id "file_2_12_g"; transcript_id "file_2_12_t"; +sample4 GeneMark.hmm3 CDS 2258 3224 . + 1 gene_id "file_2_22_g"; transcript_id "file_2_22_t"; cds_type "file_2_Internal"; count "file_2_1_3"; +sample4 GeneMark.hmm3 intron 3225 3283 . + 0 gene_id "file_2_22_g"; transcript_id "file_2_22_t"; +sample4 GeneMark.hmm3 CDS 3284 3755 . + 0 gene_id "file_2_22_g"; transcript_id "file_2_22_t"; cds_type "file_2_Internal"; count "file_2_2_3"; +sample4 GeneMark.hmm3 intron 3756 4934 . + 1 gene_id "file_2_22_g"; transcript_id "file_2_22_t"; +sample4 GeneMark.hmm3 gene 2258 5707 . + . gene_id "file_2_22_g"; transcript_id "file_2_22_t"; +sample4 GeneMark.hmm3 mRNA 2258 5707 . + . gene_id "file_2_22_g"; transcript_id "file_2_22_t"; +sample4 GeneMark.hmm3 CDS 4935 5707 . + 2 gene_id "file_2_22_g"; transcript_id "file_2_22_t"; cds_type "file_2_Terminal"; count "file_2_3_3"; +sample4 GeneMark.hmm3 stop_codon 5705 5707 . + 0 gene_id "file_2_22_g"; transcript_id "file_2_22_t"; +sample GeneMark.hmm3 stop_codon 183489 183491 . - 0 gene_id "file_2_19_g"; transcript_id "file_2_19_t"; +sample GeneMark.hmm3 CDS 183489 183658 . - 2 gene_id "file_2_19_g"; transcript_id "file_2_19_t"; cds_type "file_2_Terminal"; count "file_2_3_3"; +sample GeneMark.hmm3 intron 183659 183709 . - 1 gene_id "file_2_19_g"; transcript_id "file_2_19_t"; +sample GeneMark.hmm3 CDS 183710 183924 . - 1 gene_id "file_2_19_g"; transcript_id "file_2_19_t"; cds_type "file_2_Internal"; count "file_2_2_3"; +sample GeneMark.hmm3 intron 183925 186056 . - 2 gene_id "file_2_19_g"; transcript_id "file_2_19_t"; +sample GeneMark.hmm3 gene 183489 186166 . - . gene_id "file_2_19_g"; transcript_id "file_2_19_t"; +sample GeneMark.hmm3 mRNA 183489 186166 . - . gene_id "file_2_19_g"; transcript_id "file_2_19_t"; +sample GeneMark.hmm3 CDS 186057 186166 . - 0 gene_id "file_2_19_g"; transcript_id "file_2_19_t"; cds_type "file_2_Initial"; count "file_2_1_3"; +sample GeneMark.hmm3 start_codon 186164 186166 . - 0 gene_id "file_2_19_g"; transcript_id "file_2_19_t"; +sample GeneMark.hmm3 stop_codon 5997 5999 . - 0 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; +sample GeneMark.hmm3 CDS 5997 6450 . - 1 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; cds_type "file_2_Terminal"; count "file_2_5_5"; +sample GeneMark.hmm3 intron 6451 7715 . - 2 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; +sample GeneMark.hmm3 CDS 7716 8385 . - 2 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; cds_type "file_2_Internal"; count "file_2_4_5"; +sample GeneMark.hmm3 intron 8386 8706 . - 1 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; +sample GeneMark.hmm3 CDS 8707 10499 . - 1 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; cds_type "file_2_Internal"; count "file_2_3_5"; +sample GeneMark.hmm3 intron 10500 10642 . - 2 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; +sample GeneMark.hmm3 CDS 10643 10794 . - 0 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; cds_type "file_2_Internal"; count "file_2_2_5"; +sample GeneMark.hmm3 intron 10795 10816 . - 0 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; +sample GeneMark.hmm3 gene 5997 11104 . - . gene_id "file_2_2_g"; transcript_id "file_2_2_t"; +sample GeneMark.hmm3 mRNA 5997 11104 . - . gene_id "file_2_2_g"; transcript_id "file_2_2_t"; +sample GeneMark.hmm3 CDS 10817 11104 . - 0 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; cds_type "file_2_Initial"; count "file_2_1_5"; +sample GeneMark.hmm3 start_codon 11102 11104 . - 0 gene_id "file_2_2_g"; transcript_id "file_2_2_t"; +sample AUGUSTUS stop_codon 4248 4250 . - 0 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS CDS 4248 4738 0.48 - 2 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS exon 4248 4738 . - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS intron 4739 4929 0.48 - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS CDS 4930 5539 0.45 - 0 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS exon 4930 5539 . - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS intron 5540 6038 0.26 - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS CDS 6039 6450 0.42 - 1 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS exon 6039 6450 . - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS intron 6451 7715 0.85 - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS CDS 7716 8362 0.49 - 0 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS exon 7716 8362 . - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS intron 8363 8725 0.31 - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS CDS 8726 10495 0.23 - 0 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS exon 8726 10495 . - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS intron 10496 10662 0.22 - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS CDS 10663 10794 0.45 - 0 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS exon 10663 10794 . - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS intron 10795 10852 0.95 - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS CDS 10853 11104 0.72 - 0 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS gene 4248 11104 0.01 - . g3 +sample AUGUSTUS transcript 4248 11104 0.01 - . g3.t1 +sample AUGUSTUS exon 10853 11104 . - . transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS start_codon 11102 11104 . - 0 transcript_id "file_1_g3.t1"; gene_id "file_1_g3"; +sample AUGUSTUS start_codon 194065 194067 . + 0 transcript_id "file_1_g23.t1"; gene_id "file_1_g23"; +sample AUGUSTUS CDS 194065 194461 0.19 + 0 transcript_id "file_1_g23.t1"; gene_id "file_1_g23"; +sample AUGUSTUS exon 194065 194461 . + . transcript_id "file_1_g23.t1"; gene_id "file_1_g23"; +sample AUGUSTUS intron 194462 194517 0.12 + . transcript_id "file_1_g23.t1"; gene_id "file_1_g23"; +sample AUGUSTUS CDS 194518 194669 0.21 + 2 transcript_id "file_1_g23.t1"; gene_id "file_1_g23"; +sample AUGUSTUS gene 194065 194669 0.06 + . g23 +sample AUGUSTUS transcript 194065 194669 0.06 + . g23.t1 +sample AUGUSTUS exon 194518 194669 . + . transcript_id "file_1_g23.t1"; gene_id "file_1_g23"; +sample AUGUSTUS stop_codon 194667 194669 . + 0 transcript_id "file_1_g23.t1"; gene_id "file_1_g23"; +sample AUGUSTUS start_codon 116548 116550 . + 0 transcript_id "file_1_g17.t1"; gene_id "file_1_g17"; +sample AUGUSTUS CDS 116548 119382 0.85 + 0 transcript_id "file_1_g17.t1"; gene_id "file_1_g17"; +sample AUGUSTUS exon 116548 119382 . + . transcript_id "file_1_g17.t1"; gene_id "file_1_g17"; +sample AUGUSTUS stop_codon 119380 119382 . + 0 transcript_id "file_1_g17.t1"; gene_id "file_1_g17"; +sample AUGUSTUS gene 116548 119382 0.85 + . g17 +sample AUGUSTUS transcript 116548 119382 0.85 + . g17.t1 +sample AUGUSTUS start_codon 143824 143826 . + 0 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 143824 143830 0.99 + 0 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS exon 143824 143830 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS intron 143831 144252 0.74 + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 144253 144559 0.19 + 2 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS exon 144253 144559 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS intron 144560 145804 0.24 + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 145805 146055 0.13 + 1 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS exon 145805 146055 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS intron 146056 149018 0.23 + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 149019 149244 0.28 + 2 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS exon 149019 149244 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS intron 149245 149411 0.66 + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 149412 149586 0.26 + 1 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS exon 149412 149586 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS intron 149587 149672 0.43 + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 149673 149917 0.27 + 0 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS exon 149673 149917 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS intron 149918 152341 0.26 + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 152342 152429 0.26 + 1 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS exon 152342 152429 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS intron 152430 152495 0.32 + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 152496 152751 0.41 + 0 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS exon 152496 152751 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS intron 152752 153206 0.42 + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS CDS 153207 159043 0.51 + 2 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS gene 143824 159043 0.02 + . g19 +sample AUGUSTUS transcript 143824 159043 0.02 + . g19.t1 +sample AUGUSTUS exon 153207 159043 . + . transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS stop_codon 159041 159043 . + 0 transcript_id "file_1_g19.t1"; gene_id "file_1_g19"; +sample AUGUSTUS start_codon 58640 58642 . + 0 transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS CDS 58640 58677 0.01 + 0 transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS exon 58640 58677 . + . transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS intron 58678 59091 0.01 + . transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS CDS 59092 59204 0.01 + 1 transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS exon 59092 59204 . + . transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS intron 59205 69536 0.01 + . transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS CDS 69537 69745 0.01 + 2 transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS gene 58640 69745 0 + . g12 +sample AUGUSTUS transcript 58640 69745 . + . g12.t1 +sample AUGUSTUS exon 69537 69745 . + . transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS stop_codon 69743 69745 . + 0 transcript_id "file_1_g12.t1"; gene_id "file_1_g12"; +sample AUGUSTUS stop_codon 22811 22813 . - 0 transcript_id "file_1_g5.t1"; gene_id "file_1_g5"; +sample AUGUSTUS CDS 22811 24038 1 - 1 transcript_id "file_1_g5.t1"; gene_id "file_1_g5"; +sample AUGUSTUS exon 22811 24038 . - . transcript_id "file_1_g5.t1"; gene_id "file_1_g5"; +sample AUGUSTUS intron 24039 26107 1 - . transcript_id "file_1_g5.t1"; gene_id "file_1_g5"; +sample AUGUSTUS CDS 26108 27111 0.98 - 0 transcript_id "file_1_g5.t1"; gene_id "file_1_g5"; +sample AUGUSTUS gene 22811 27111 0.98 - . g5 +sample AUGUSTUS transcript 22811 27111 0.98 - . g5.t1 +sample AUGUSTUS exon 26108 27111 . - . transcript_id "file_1_g5.t1"; gene_id "file_1_g5"; +sample AUGUSTUS start_codon 27109 27111 . - 0 transcript_id "file_1_g5.t1"; gene_id "file_1_g5"; +sample AUGUSTUS stop_codon 214566 214568 . - 0 transcript_id "file_1_g25.t1"; gene_id "file_1_g25"; +sample AUGUSTUS CDS 214566 214811 0.19 - 0 transcript_id "file_1_g25.t1"; gene_id "file_1_g25"; +sample AUGUSTUS exon 214566 214811 . - . transcript_id "file_1_g25.t1"; gene_id "file_1_g25"; +sample AUGUSTUS start_codon 214809 214811 . - 0 transcript_id "file_1_g25.t1"; gene_id "file_1_g25"; +sample AUGUSTUS gene 214566 214811 0.19 - . g25 +sample AUGUSTUS transcript 214566 214811 0.19 - . g25.t1 +sample AUGUSTUS stop_codon 45527 45529 . - 0 transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS CDS 45527 46157 0.51 - 1 transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS exon 45527 46157 . - . transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS intron 46158 46752 0.42 - . transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS CDS 46753 47379 0.43 - 1 transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS exon 46753 47379 . - . transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS intron 47380 49616 0.44 - . transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS CDS 49617 49792 0.45 - 0 transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS gene 45527 49792 0.15 - . g10 +sample AUGUSTUS transcript 45527 49792 0.15 - . g10.t1 +sample AUGUSTUS exon 49617 49792 . - . transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS start_codon 49790 49792 . - 0 transcript_id "file_1_g10.t1"; gene_id "file_1_g10"; +sample AUGUSTUS start_codon 159171 159173 . + 0 transcript_id "file_1_g20.t1"; gene_id "file_1_g20"; +sample AUGUSTUS CDS 159171 164495 0.95 + 0 transcript_id "file_1_g20.t1"; gene_id "file_1_g20"; +sample AUGUSTUS exon 159171 164495 . + . transcript_id "file_1_g20.t1"; gene_id "file_1_g20"; +sample AUGUSTUS stop_codon 164493 164495 . + 0 transcript_id "file_1_g20.t1"; gene_id "file_1_g20"; +sample AUGUSTUS gene 159171 164495 0.95 + . g20 +sample AUGUSTUS transcript 159171 164495 0.95 + . g20.t1 +sample AUGUSTUS stop_codon 1092 1094 . - 0 transcript_id "file_1_g1.t1"; gene_id "file_1_g1"; +sample AUGUSTUS CDS 1092 1364 0.68 - 0 transcript_id "file_1_g1.t1"; gene_id "file_1_g1"; +sample AUGUSTUS exon 1092 1364 . - . transcript_id "file_1_g1.t1"; gene_id "file_1_g1"; +sample AUGUSTUS start_codon 1362 1364 . - 0 transcript_id "file_1_g1.t1"; gene_id "file_1_g1"; +sample AUGUSTUS gene 1092 1364 0.68 - . g1 +sample AUGUSTUS transcript 1092 1364 0.68 - . g1.t1 +sample AUGUSTUS start_codon 40692 40694 . + 0 transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS CDS 40692 41193 0.54 + 0 transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS exon 40692 41193 . + . transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS intron 41194 41706 0.54 + . transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS CDS 41707 42103 0.64 + 2 transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS exon 41707 42103 . + . transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS intron 42104 43371 0.21 + . transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS CDS 43372 43609 0.14 + 1 transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS exon 43372 43609 . + . transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS intron 43610 43677 0.46 + . transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS CDS 43678 44130 0.46 + 0 transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS gene 40692 44130 0.05 + . g9 +sample AUGUSTUS transcript 40692 44130 0.05 + . g9.t1 +sample AUGUSTUS exon 43678 44130 . + . transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample AUGUSTUS stop_codon 44128 44130 . + 0 transcript_id "file_1_g9.t1"; gene_id "file_1_g9"; +sample GeneMark.hmm3 stop_codon 209044 209046 . - 0 gene_id "file_2_21_g"; transcript_id "file_2_21_t"; +sample GeneMark.hmm3 CDS 209044 210492 . - 0 gene_id "file_2_21_g"; transcript_id "file_2_21_t"; cds_type "file_2_Terminal"; count "file_2_1_1"; +sample GeneMark.hmm3 gene 209044 210492 . - . gene_id "file_2_21_g"; transcript_id "file_2_21_t"; +sample GeneMark.hmm3 mRNA 209044 210492 . - . gene_id "file_2_21_g"; transcript_id "file_2_21_t"; +sample GeneMark.hmm3 start_codon 194065 194067 . + 0 gene_id "file_2_20_g"; transcript_id "file_2_20_t"; +sample GeneMark.hmm3 CDS 194065 194428 . + 0 gene_id "file_2_20_g"; transcript_id "file_2_20_t"; cds_type "file_2_Initial"; count "file_2_1_2"; +sample GeneMark.hmm3 intron 194429 194517 . + 1 gene_id "file_2_20_g"; transcript_id "file_2_20_t"; +sample GeneMark.hmm3 gene 194065 194669 . + . gene_id "file_2_20_g"; transcript_id "file_2_20_t"; +sample GeneMark.hmm3 mRNA 194065 194669 . + . gene_id "file_2_20_g"; transcript_id "file_2_20_t"; +sample GeneMark.hmm3 CDS 194518 194669 . + 2 gene_id "file_2_20_g"; transcript_id "file_2_20_t"; cds_type "file_2_Terminal"; count "file_2_2_2"; +sample GeneMark.hmm3 stop_codon 194667 194669 . + 0 gene_id "file_2_20_g"; transcript_id "file_2_20_t"; +sample AUGUSTUS start_codon 115274 115276 . + 0 transcript_id "file_1_g16.t1"; gene_id "file_1_g16"; +sample AUGUSTUS CDS 115274 116488 0.87 + 0 transcript_id "file_1_g16.t1"; gene_id "file_1_g16"; +sample AUGUSTUS exon 115274 116488 . + . transcript_id "file_1_g16.t1"; gene_id "file_1_g16"; +sample AUGUSTUS stop_codon 116486 116488 . + 0 transcript_id "file_1_g16.t1"; gene_id "file_1_g16"; +sample AUGUSTUS gene 115274 116488 0.87 + . g16 +sample AUGUSTUS transcript 115274 116488 0.87 + . g16.t1 +sample AUGUSTUS stop_codon 100542 100544 . - 0 transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS CDS 100542 100756 0.3 - 2 transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS exon 100542 100756 . - . transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS intron 100757 102520 0.32 - . transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS CDS 102521 103133 0.26 - 0 transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS exon 102521 103133 . - . transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS intron 103134 103264 0.25 - . transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS CDS 103265 104819 0.09 - 1 transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS exon 103265 104819 . - . transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS intron 104820 108228 0.15 - . transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS CDS 108229 108299 0.42 - 0 transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS gene 100542 108299 0.02 - . g15 +sample AUGUSTUS transcript 100542 108299 0.02 - . g15.t1 +sample AUGUSTUS exon 108229 108299 . - . transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample AUGUSTUS start_codon 108297 108299 . - 0 transcript_id "file_1_g15.t1"; gene_id "file_1_g15"; +sample GeneMark.hmm3 stop_codon 45489 45491 . - 0 gene_id "file_2_8_g"; transcript_id "file_2_8_t"; +sample GeneMark.hmm3 CDS 45489 45611 . - 0 gene_id "file_2_8_g"; transcript_id "file_2_8_t"; cds_type "file_2_Terminal"; count "file_2_2_2"; +sample GeneMark.hmm3 intron 45612 45727 . - 0 gene_id "file_2_8_g"; transcript_id "file_2_8_t"; +sample GeneMark.hmm3 gene 45489 46114 . - . gene_id "file_2_8_g"; transcript_id "file_2_8_t"; +sample GeneMark.hmm3 mRNA 45489 46114 . - . gene_id "file_2_8_g"; transcript_id "file_2_8_t"; +sample GeneMark.hmm3 CDS 45728 46114 . - 0 gene_id "file_2_8_g"; transcript_id "file_2_8_t"; cds_type "file_2_Initial"; count "file_2_1_2"; +sample GeneMark.hmm3 start_codon 46112 46114 . - 0 gene_id "file_2_8_g"; transcript_id "file_2_8_t"; +sample AUGUSTUS stop_codon 27589 27591 . - 0 transcript_id "file_1_g6.t1"; gene_id "file_1_g6"; +sample AUGUSTUS CDS 27589 28143 0.2 - 0 transcript_id "file_1_g6.t1"; gene_id "file_1_g6"; +sample AUGUSTUS exon 27589 28143 . - . transcript_id "file_1_g6.t1"; gene_id "file_1_g6"; +sample AUGUSTUS start_codon 28141 28143 . - 0 transcript_id "file_1_g6.t1"; gene_id "file_1_g6"; +sample AUGUSTUS gene 27589 28143 0.2 - . g6 +sample AUGUSTUS transcript 27589 28143 0.2 - . g6.t1 +sample GeneMark.hmm3 stop_codon 56484 56486 . - 0 gene_id "file_2_10_g"; transcript_id "file_2_10_t"; +sample GeneMark.hmm3 CDS 56484 56885 . - 0 gene_id "file_2_10_g"; transcript_id "file_2_10_t"; cds_type "file_2_Single"; count "file_2_1_1"; +sample GeneMark.hmm3 gene 56484 56885 . - . gene_id "file_2_10_g"; transcript_id "file_2_10_t"; +sample GeneMark.hmm3 mRNA 56484 56885 . - . gene_id "file_2_10_g"; transcript_id "file_2_10_t"; +sample GeneMark.hmm3 start_codon 56883 56885 . - 0 gene_id "file_2_10_g"; transcript_id "file_2_10_t"; +sample AUGUSTUS stop_codon 56484 56486 . - 0 transcript_id "file_1_g11.t1"; gene_id "file_1_g11"; +sample AUGUSTUS CDS 56484 56821 0.37 - 2 transcript_id "file_1_g11.t1"; gene_id "file_1_g11"; +sample AUGUSTUS exon 56484 56821 . - . transcript_id "file_1_g11.t1"; gene_id "file_1_g11"; +sample AUGUSTUS intron 56822 57445 0.37 - . transcript_id "file_1_g11.t1"; gene_id "file_1_g11"; +sample AUGUSTUS CDS 57446 57566 0.07 - 0 transcript_id "file_1_g11.t1"; gene_id "file_1_g11"; +sample AUGUSTUS gene 56484 57566 0.06 - . g11 +sample AUGUSTUS transcript 56484 57566 0.06 - . g11.t1 +sample AUGUSTUS exon 57446 57566 . - . transcript_id "file_1_g11.t1"; gene_id "file_1_g11"; +sample AUGUSTUS start_codon 57564 57566 . - 0 transcript_id "file_1_g11.t1"; gene_id "file_1_g11"; +sample GeneMark.hmm3 start_codon 40638 40640 . + 0 gene_id "file_2_7_g"; transcript_id "file_2_7_t"; +sample GeneMark.hmm3 CDS 40638 41193 . + 0 gene_id "file_2_7_g"; transcript_id "file_2_7_t"; cds_type "file_2_Initial"; count "file_2_1_2"; +sample GeneMark.hmm3 intron 41194 43606 . + 1 gene_id "file_2_7_g"; transcript_id "file_2_7_t"; +sample GeneMark.hmm3 gene 40638 44130 . + . gene_id "file_2_7_g"; transcript_id "file_2_7_t"; +sample GeneMark.hmm3 mRNA 40638 44130 . + . gene_id "file_2_7_g"; transcript_id "file_2_7_t"; +sample GeneMark.hmm3 CDS 43607 44130 . + 2 gene_id "file_2_7_g"; transcript_id "file_2_7_t"; cds_type "file_2_Terminal"; count "file_2_2_2"; +sample GeneMark.hmm3 stop_codon 44128 44130 . + 0 gene_id "file_2_7_g"; transcript_id "file_2_7_t"; +sample GeneMark.hmm3 stop_codon 74172 74174 . - 0 gene_id "file_2_11_g"; transcript_id "file_2_11_t"; +sample GeneMark.hmm3 CDS 74172 74318 . - 0 gene_id "file_2_11_g"; transcript_id "file_2_11_t"; cds_type "file_2_Terminal"; count "file_2_2_2"; +sample GeneMark.hmm3 intron 74319 79516 . - 0 gene_id "file_2_11_g"; transcript_id "file_2_11_t"; +sample GeneMark.hmm3 gene 74172 80527 . - . gene_id "file_2_11_g"; transcript_id "file_2_11_t"; +sample GeneMark.hmm3 mRNA 74172 80527 . - . gene_id "file_2_11_g"; transcript_id "file_2_11_t"; +sample GeneMark.hmm3 CDS 79517 80527 . - 0 gene_id "file_2_11_g"; transcript_id "file_2_11_t"; cds_type "file_2_Initial"; count "file_2_1_2"; +sample GeneMark.hmm3 start_codon 80525 80527 . - 0 gene_id "file_2_11_g"; transcript_id "file_2_11_t"; +sample GeneMark.hmm3 stop_codon 46749 46751 . - 0 gene_id "file_2_9_g"; transcript_id "file_2_9_t"; +sample GeneMark.hmm3 CDS 46749 47339 . - 0 gene_id "file_2_9_g"; transcript_id "file_2_9_t"; cds_type "file_2_Single"; count "file_2_1_1"; +sample GeneMark.hmm3 gene 46749 47339 . - . gene_id "file_2_9_g"; transcript_id "file_2_9_t"; +sample GeneMark.hmm3 mRNA 46749 47339 . - . gene_id "file_2_9_g"; transcript_id "file_2_9_t"; +sample GeneMark.hmm3 start_codon 47337 47339 . - 0 gene_id "file_2_9_g"; transcript_id "file_2_9_t"; +sample AUGUSTUS stop_codon 73851 73853 . - 0 transcript_id "file_1_g13.t1"; gene_id "file_1_g13"; +sample AUGUSTUS CDS 73851 74116 0.56 - 2 transcript_id "file_1_g13.t1"; gene_id "file_1_g13"; +sample AUGUSTUS exon 73851 74116 . - . transcript_id "file_1_g13.t1"; gene_id "file_1_g13"; +sample AUGUSTUS intron 74117 79000 . - . transcript_id "file_1_g13.t1"; gene_id "file_1_g13"; +sample AUGUSTUS CDS 79001 79010 0.01 - 0 transcript_id "file_1_g13.t1"; gene_id "file_1_g13"; +sample AUGUSTUS gene 73851 79010 0 - . g13 +sample AUGUSTUS transcript 73851 79010 . - . g13.t1 +sample AUGUSTUS exon 79001 79010 . - . transcript_id "file_1_g13.t1"; gene_id "file_1_g13"; +sample AUGUSTUS start_codon 79008 79010 . - 0 transcript_id "file_1_g13.t1"; gene_id "file_1_g13"; +sample GeneMark.hmm3 CDS 2258 3224 . + 1 gene_id "file_2_1_g"; transcript_id "file_2_1_t"; cds_type "file_2_Internal"; count "file_2_1_3"; +sample GeneMark.hmm3 intron 3225 3283 . + 0 gene_id "file_2_1_g"; transcript_id "file_2_1_t"; +sample GeneMark.hmm3 CDS 3284 3755 . + 0 gene_id "file_2_1_g"; transcript_id "file_2_1_t"; cds_type "file_2_Internal"; count "file_2_2_3"; +sample GeneMark.hmm3 intron 3756 4934 . + 1 gene_id "file_2_1_g"; transcript_id "file_2_1_t"; +sample GeneMark.hmm3 gene 2258 5707 . + . gene_id "file_2_1_g"; transcript_id "file_2_1_t"; +sample GeneMark.hmm3 mRNA 2258 5707 . + . gene_id "file_2_1_g"; transcript_id "file_2_1_t"; +sample GeneMark.hmm3 CDS 4935 5707 . + 2 gene_id "file_2_1_g"; transcript_id "file_2_1_t"; cds_type "file_2_Terminal"; count "file_2_3_3"; +sample GeneMark.hmm3 stop_codon 5705 5707 . + 0 gene_id "file_2_1_g"; transcript_id "file_2_1_t"; +sample AUGUSTUS start_codon 167121 167123 . + 0 transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS CDS 167121 168360 1 + 0 transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS exon 167121 168360 . + . transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS intron 168361 168721 1 + . transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS CDS 168722 169167 1 + 2 transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS exon 168722 169167 . + . transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS intron 169168 172584 0.87 + . transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS CDS 172585 172957 0.81 + 0 transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS exon 172585 172957 . + . transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS intron 172958 180019 0.41 + . transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS CDS 180020 180579 0.57 + 2 transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS gene 167121 180579 0.22 + . g21 +sample AUGUSTUS transcript 167121 180579 0.22 + . g21.t1 +sample AUGUSTUS exon 180020 180579 . + . transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS stop_codon 180577 180579 . + 0 transcript_id "file_1_g21.t1"; gene_id "file_1_g21"; +sample AUGUSTUS stop_codon 14247 14249 . - 0 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS CDS 14247 14659 0.67 - 2 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS exon 14247 14659 . - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS intron 14660 14793 0.68 - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS CDS 14794 14952 1 - 2 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS exon 14794 14952 . - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS intron 14953 15360 1 - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS CDS 15361 17164 1 - 0 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS exon 15361 17164 . - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS intron 17165 17295 1 - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS CDS 17296 18096 0.99 - 0 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS exon 17296 18096 . - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS intron 18097 18220 0.99 - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS CDS 18221 18259 0.99 - 0 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS exon 18221 18259 . - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS intron 18260 18462 0.95 - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS CDS 18463 19499 0.99 - 2 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS exon 18463 19499 . - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS intron 19500 19606 1 - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS CDS 19607 21542 1 - 0 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS gene 14247 21542 0.62 - . g4 +sample AUGUSTUS transcript 14247 21542 0.62 - . g4.t1 +sample AUGUSTUS exon 19607 21542 . - . transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample AUGUSTUS start_codon 21540 21542 . - 0 transcript_id "file_1_g4.t1"; gene_id "file_1_g4"; +sample GeneMark.hmm3 start_codon 153389 153391 . + 0 gene_id "file_2_17_g"; transcript_id "file_2_17_t"; +sample GeneMark.hmm3 CDS 153389 159010 . + 0 gene_id "file_2_17_g"; transcript_id "file_2_17_t"; cds_type "file_2_Initial"; count "file_2_1_2"; +sample GeneMark.hmm3 intron 159011 159116 . + 0 gene_id "file_2_17_g"; transcript_id "file_2_17_t"; +sample GeneMark.hmm3 gene 153389 164495 . + . gene_id "file_2_17_g"; transcript_id "file_2_17_t"; +sample GeneMark.hmm3 mRNA 153389 164495 . + . gene_id "file_2_17_g"; transcript_id "file_2_17_t"; +sample GeneMark.hmm3 CDS 159117 164495 . + 0 gene_id "file_2_17_g"; transcript_id "file_2_17_t"; cds_type "file_2_Terminal"; count "file_2_2_2"; +sample GeneMark.hmm3 stop_codon 164493 164495 . + 0 gene_id "file_2_17_g"; transcript_id "file_2_17_t"; +sample GeneMark.hmm3 stop_codon 97476 97478 . - 0 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; +sample GeneMark.hmm3 CDS 97476 97573 . - 2 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; cds_type "file_2_Terminal"; count "file_2_5_5"; +sample GeneMark.hmm3 intron 97574 102520 . - 1 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; +sample GeneMark.hmm3 CDS 102521 103151 . - 0 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; cds_type "file_2_Internal"; count "file_2_4_5"; +sample GeneMark.hmm3 intron 103152 103222 . - 0 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; +sample GeneMark.hmm3 CDS 103223 103812 . - 2 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; cds_type "file_2_Internal"; count "file_2_3_5"; +sample GeneMark.hmm3 intron 103813 111230 . - 1 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; +sample GeneMark.hmm3 CDS 111231 111342 . - 0 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; cds_type "file_2_Internal"; count "file_2_2_5"; +sample GeneMark.hmm3 intron 111343 113595 . - 0 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; +sample GeneMark.hmm3 gene 97476 113919 . - . gene_id "file_2_13_g"; transcript_id "file_2_13_t"; +sample GeneMark.hmm3 mRNA 97476 113919 . - . gene_id "file_2_13_g"; transcript_id "file_2_13_t"; +sample GeneMark.hmm3 CDS 113596 113919 . - 0 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; cds_type "file_2_Initial"; count "file_2_1_5"; +sample GeneMark.hmm3 start_codon 113917 113919 . - 0 gene_id "file_2_13_g"; transcript_id "file_2_13_t"; +sample4 AUGUSTUS stop_codon 1092 1094 . - 0 transcript_id "file_1_g26.t1"; gene_id "file_1_g26"; +sample4 AUGUSTUS CDS 1092 1364 0.76 - 0 transcript_id "file_1_g26.t1"; gene_id "file_1_g26"; +sample4 AUGUSTUS exon 1092 1364 . - . transcript_id "file_1_g26.t1"; gene_id "file_1_g26"; +sample4 AUGUSTUS start_codon 1362 1364 . - 0 transcript_id "file_1_g26.t1"; gene_id "file_1_g26"; +sample4 AUGUSTUS gene 1092 1364 0.76 - . g26 +sample4 AUGUSTUS transcript 1092 1364 0.76 - . g26.t1 +sample AUGUSTUS stop_codon 34843 34845 . - 0 transcript_id "file_1_g7.t1"; gene_id "file_1_g7"; +sample AUGUSTUS CDS 34843 35679 0.35 - 0 transcript_id "file_1_g7.t1"; gene_id "file_1_g7"; +sample AUGUSTUS exon 34843 35679 . - . transcript_id "file_1_g7.t1"; gene_id "file_1_g7"; +sample AUGUSTUS start_codon 35677 35679 . - 0 transcript_id "file_1_g7.t1"; gene_id "file_1_g7"; +sample AUGUSTUS gene 34843 35679 0.35 - . g7 +sample AUGUSTUS transcript 34843 35679 0.35 - . g7.t1 +sample AUGUSTUS stop_codon 40166 40168 . - 0 transcript_id "file_1_g8.t1"; gene_id "file_1_g8"; +sample AUGUSTUS CDS 40166 40531 0.99 - 0 transcript_id "file_1_g8.t1"; gene_id "file_1_g8"; +sample AUGUSTUS exon 40166 40531 . - . transcript_id "file_1_g8.t1"; gene_id "file_1_g8"; +sample AUGUSTUS start_codon 40529 40531 . - 0 transcript_id "file_1_g8.t1"; gene_id "file_1_g8"; +sample AUGUSTUS gene 40166 40531 0.99 - . g8 +sample AUGUSTUS transcript 40166 40531 0.99 - . g8.t1 +sample4 AUGUSTUS start_codon 2126 2128 . + 0 transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS CDS 2126 2199 1 + 0 transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS exon 2126 2199 . + . transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS intron 2200 2257 1 + . transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS CDS 2258 3224 0.45 + 1 transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS exon 2258 3224 . + . transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS intron 3225 3283 0.33 + . transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS CDS 3284 3512 0.14 + 0 transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS exon 3284 3512 . + . transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS intron 3513 3807 0.22 + . transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS CDS 3808 3863 0.59 + 2 transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS gene 2126 3863 0.07 + . g27 +sample4 AUGUSTUS transcript 2126 3863 0.07 + . g27.t1 +sample4 AUGUSTUS exon 3808 3863 . + . transcript_id "file_1_g27.t1"; gene_id "file_1_g27"; +sample4 AUGUSTUS stop_codon 3861 3863 . + 0 transcript_id "file_1_g27.t1"; gene_id "file_1_g27";