# HG changeset patch
# User genouest
# Date 1693993812 0
# Node ID ac13de10667725f7ce31a611dac4e209eda22a39
# Parent  cf241e076f7bca05d9afca507eee042817071f97
planemo upload for repository https://github.com/genouest/galaxy-tools/tree/master/tools/braker commit d6e73c0417506d93c905b4aeb77d92350b662fbb

diff -r cf241e076f7b -r ac13de106677 README.rst
--- 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
diff -r cf241e076f7b -r ac13de106677 braker.xml
--- /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>
diff -r cf241e076f7b -r ac13de106677 braker3.xml
--- 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>
diff -r cf241e076f7b -r ac13de106677 job_conf_braker3.xml
--- 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>
diff -r cf241e076f7b -r ac13de106677 macros.xml
--- 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">
diff -r cf241e076f7b -r ac13de106677 test-data/SRR7458692.bam
Binary file test-data/SRR7458692.bam has changed
diff -r cf241e076f7b -r ac13de106677 test-data/genome_masked.fa
--- 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
diff -r cf241e076f7b -r ac13de106677 test-data/out_genome/braker.gtf
--- 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
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-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
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-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
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-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
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-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
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-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";
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-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";