# HG changeset patch
# User cpt
# Date 1685932830 0
# Node ID 843ea2c82e9aaecaddb78683cacdf21f6ff68dd6
# Parent  3aac15f277c52985ecb9653f21d47f2f7edb209f
planemo upload commit 94b0cd1fff0826c6db3e7dc0c91c0c5a8be8bb0c

diff -r 3aac15f277c5 -r 843ea2c82e9a cpt-macros.xml
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/cpt-macros.xml	Mon Jun 05 02:40:30 2023 +0000
@@ -0,0 +1,115 @@
+<macros>
+    <xml name="gff_requirements">
+        <requirements>
+            <requirement type="package" version="2.7">python</requirement>
+            <requirement type="package" version="1.65">biopython</requirement>
+            <requirement type="package" version="2.12.1">requests</requirement>
+			<requirement type="package" version="1.2.2">cpt_gffparser</requirement>
+            <yield/>
+        </requirements>
+        <version_command>
+		<![CDATA[
+			cd '$__tool_directory__' && git rev-parse HEAD
+		]]>
+		</version_command>
+    </xml>
+    <xml name="citation/mijalisrasche">
+        <citation type="doi">10.1371/journal.pcbi.1008214</citation>
+        <citation type="bibtex">@unpublished{galaxyTools,
+		author = {E. Mijalis, H. Rasche},
+		title = {CPT Galaxy Tools},
+		year = {2013-2017},
+		note = {https://github.com/tamu-cpt/galaxy-tools/}
+		}
+		</citation>
+    </xml>
+    <xml name="citations">
+        <citations>
+            <citation type="doi">10.1371/journal.pcbi.1008214</citation>
+            <citation type="bibtex">
+			@unpublished{galaxyTools,
+				author = {E. Mijalis, H. Rasche},
+				title = {CPT Galaxy Tools},
+				year = {2013-2017},
+				note = {https://github.com/tamu-cpt/galaxy-tools/}
+			}
+			</citation>
+            <yield/>
+        </citations>
+    </xml>
+    <xml name="citations-crr">
+        <citations>
+            <citation type="doi">10.1371/journal.pcbi.1008214</citation>
+            <citation type="bibtex">
+			@unpublished{galaxyTools,
+				author = {C. Ross},
+				title = {CPT Galaxy Tools},
+				year = {2020-},
+				note = {https://github.com/tamu-cpt/galaxy-tools/}
+			}
+			</citation>
+            <yield/>
+        </citations>
+    </xml>
+    <xml name="citations-2020">
+        <citations>
+            <citation type="doi">10.1371/journal.pcbi.1008214</citation>
+            <citation type="bibtex">
+			@unpublished{galaxyTools,
+				author = {E. Mijalis, H. Rasche},
+				title = {CPT Galaxy Tools},
+				year = {2013-2017},
+				note = {https://github.com/tamu-cpt/galaxy-tools/}
+			}
+			</citation>
+            <citation type="bibtex">
+			@unpublished{galaxyTools,
+				author = {A. Criscione},
+				title = {CPT Galaxy Tools},
+				year = {2019-2021},
+				note = {https://github.com/tamu-cpt/galaxy-tools/}
+			}
+                        </citation>
+            <yield/>
+        </citations>
+    </xml>
+    <xml name="citations-2020-AJC-solo">
+        <citations>
+            <citation type="doi">10.1371/journal.pcbi.1008214</citation>
+            <citation type="bibtex">
+			@unpublished{galaxyTools,
+				author = {A. Criscione},
+				title = {CPT Galaxy Tools},
+				year = {2019-2021},
+				note = {https://github.com/tamu-cpt/galaxy-tools/}
+			}
+                        </citation>
+            <yield/>
+        </citations>
+    </xml>
+    <xml name="citations-clm">
+        <citations>
+            <citation type="doi">10.1371/journal.pcbi.1008214</citation>
+            <citation type="bibtex">
+			@unpublished{galaxyTools,
+				author = {C. Maughmer},
+				title = {CPT Galaxy Tools},
+				year = {2017-2020},
+				note = {https://github.com/tamu-cpt/galaxy-tools/}
+			}
+			</citation>
+            <yield/>
+        </citations>
+    </xml>
+    <xml name="sl-citations-clm">
+        <citation type="bibtex">
+			@unpublished{galaxyTools,
+				author = {C. Maughmer},
+				title = {CPT Galaxy Tools},
+				year = {2017-2020},
+				note = {https://github.com/tamu-cpt/galaxy-tools/}
+			}
+			</citation>
+        <yield/>
+    </xml>
+</macros>
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer/cpt-macros.xml
--- a/cpt_convert_glimmer/cpt-macros.xml	Fri May 20 08:41:43 2022 +0000
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,115 +0,0 @@
-<?xml version="1.0"?>
-<macros>
-	<xml name="gff_requirements">
-		<requirements>
-			<requirement type="package" version="2.7">python</requirement>
-			<requirement type="package" version="1.65">biopython</requirement>
-			<requirement type="package" version="2.12.1">requests</requirement>
-			<yield/>
-		</requirements>
-		<version_command>
-		<![CDATA[
-			cd $__tool_directory__ && git rev-parse HEAD
-		]]>
-		</version_command>
-	</xml>
-	<xml name="citation/mijalisrasche">
-		<citation type="doi">10.1371/journal.pcbi.1008214</citation>
-		<citation type="bibtex">@unpublished{galaxyTools,
-		author = {E. Mijalis, H. Rasche},
-		title = {CPT Galaxy Tools},
-		year = {2013-2017},
-		note = {https://github.com/tamu-cpt/galaxy-tools/}
-		}
-		</citation>
-	</xml>
-	<xml name="citations">
-		<citations>
-			<citation type="doi">10.1371/journal.pcbi.1008214</citation>
-			<citation type="bibtex">
-			@unpublished{galaxyTools,
-				author = {E. Mijalis, H. Rasche},
-				title = {CPT Galaxy Tools},
-				year = {2013-2017},
-				note = {https://github.com/tamu-cpt/galaxy-tools/}
-			}
-			</citation> 
-		<yield/>
-		</citations>
-	</xml>
-    	<xml name="citations-crr">
-		<citations>
-			<citation type="doi">10.1371/journal.pcbi.1008214</citation>
-			<citation type="bibtex">
-			@unpublished{galaxyTools,
-				author = {C. Ross},
-				title = {CPT Galaxy Tools},
-				year = {2020-},
-				note = {https://github.com/tamu-cpt/galaxy-tools/}
-			}
-			</citation>
-		<yield/>
-		</citations>
-	</xml>
-        <xml name="citations-2020">
-		<citations>
-			<citation type="doi">10.1371/journal.pcbi.1008214</citation>
-			<citation type="bibtex">
-			@unpublished{galaxyTools,
-				author = {E. Mijalis, H. Rasche},
-				title = {CPT Galaxy Tools},
-				year = {2013-2017},
-				note = {https://github.com/tamu-cpt/galaxy-tools/}
-			}
-			</citation>
-                        <citation type="bibtex">
-			@unpublished{galaxyTools,
-				author = {A. Criscione},
-				title = {CPT Galaxy Tools},
-				year = {2019-2021},
-				note = {https://github.com/tamu-cpt/galaxy-tools/}
-			}
-                        </citation>
-                        <yield/>
-		</citations>
-	</xml>
-        <xml name="citations-2020-AJC-solo">
-		<citations>
-			<citation type="doi">10.1371/journal.pcbi.1008214</citation>
-                        <citation type="bibtex">
-			@unpublished{galaxyTools,
-				author = {A. Criscione},
-				title = {CPT Galaxy Tools},
-				year = {2019-2021},
-				note = {https://github.com/tamu-cpt/galaxy-tools/}
-			}
-                        </citation>
-                        <yield/>
-		</citations>
-	</xml>
-        <xml name="citations-clm">
-		<citations>
-			<citation type="doi">10.1371/journal.pcbi.1008214</citation>
-			<citation type="bibtex">
-			@unpublished{galaxyTools,
-				author = {C. Maughmer},
-				title = {CPT Galaxy Tools},
-				year = {2017-2020},
-				note = {https://github.com/tamu-cpt/galaxy-tools/}
-			}
-			</citation>
-                        <yield/>
-		</citations>
-	</xml>
-        <xml name="sl-citations-clm">
-			<citation type="bibtex">
-			@unpublished{galaxyTools,
-				author = {C. Maughmer},
-				title = {CPT Galaxy Tools},
-				year = {2017-2020},
-				note = {https://github.com/tamu-cpt/galaxy-tools/}
-			}
-			</citation>
-                        <yield/>
-	</xml>
-</macros>
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer/cpt_convert_glimmer_to_gff3.py
--- a/cpt_convert_glimmer/cpt_convert_glimmer_to_gff3.py	Fri May 20 08:41:43 2022 +0000
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,91 +0,0 @@
-#!/usr/bin/env python
-import sys
-import argparse
-from CPT_GFFParser import gffParse, gffWrite, gffSeqFeature
-from Bio import SeqIO
-from Bio.SeqFeature import SeqFeature
-from Bio.SeqFeature import FeatureLocation
-import logging
-
-logging.basicConfig(level=logging.INFO)
-
-
-def glimmer3_to_gff3(glimmer, genome):
-    seq_dict = SeqIO.to_dict(SeqIO.parse(genome, "fasta"))
-
-    current_record = None
-    for line in glimmer:
-        if line.startswith(">"):
-            chromId = line.strip().replace(">", "")
-            if chromId in seq_dict:
-                if current_record is not None:
-                    yield current_record
-                current_record = seq_dict[chromId]
-            else:
-                raise Exception(
-                    "Found results for sequence %s which was not in fasta file sequences (%s)"
-                    % (chromId, ", ".join(seq_dict.keys()))
-                )
-
-        if not line.startswith(">"):
-            (gene_id, gstart, gend, phase, score) = line.strip().split()
-            gstart = int(gstart)
-            gend = int(gend)
-
-            if "+" in phase:
-                strand = 1
-                start = gstart
-                end = gend
-            else:
-                strand = -1
-                start = gend
-                end = gstart
-
-            # Correct for gff3
-            start -= 1
-
-            if start > end:
-                #gene found on boundary (ex [4000, 200]) from glimmer assuming circular genome
-                #-------------start<=======|sequence end|========>end------
-                if strand > 0:
-                    end = len(current_record)
-                else:
-                    start = 0
-                gene_id+="_truncated"
-
-            cds_feat = gffSeqFeature(
-                FeatureLocation(start, end),
-                type="CDS",
-                strand=strand,
-                id="%s.%s" % (current_record.id, gene_id),
-                qualifiers={
-                    "source": "Glimmer3",
-                    "ID": "%s.cds_%s" % (current_record.id, gene_id),
-                },
-                source="Glimmer3"
-            )
-
-            gene = gffSeqFeature(
-                FeatureLocation(start, end),
-                type="gene",
-                strand=strand,
-                id="%s.%s" % (current_record.id, gene_id),
-                qualifiers={
-                    "source": "Glimmer3",
-                    "ID": "%s.%s" % (current_record.id, gene_id),
-                },
-                source="Glimmer3"
-            )
-            gene.sub_features = [cds_feat]
-            current_record.features.append(gene)
-    yield current_record
-
-
-if __name__ == "__main__":
-    parser = argparse.ArgumentParser(description="Convert Glimmer to GFF3")
-    parser.add_argument("glimmer", type=argparse.FileType("r"), help="Glimmer3 Output")
-    parser.add_argument("genome", type=argparse.FileType("r"), help="Fasta Genome")
-    args = parser.parse_args()
-
-    for result in glimmer3_to_gff3(**vars(args)):
-        gffWrite([result], sys.stdout)
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer/cpt_convert_glimmer_to_gff3.xml
--- a/cpt_convert_glimmer/cpt_convert_glimmer_to_gff3.xml	Fri May 20 08:41:43 2022 +0000
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,41 +0,0 @@
-<?xml version="1.0"?>
-<tool id="edu.tamu.cpt2.util.glimmer3_to_gff3" name="Glimmer3 to GFF3" version="19.1.0.0">
-	<description>convert formats</description>
-	<macros>
-		<import>cpt-macros.xml</import>
-		<import>macros.xml</import>
-	</macros>
-	<expand macro="requirements"/>
-	<command detect_errors="aggressive">
-@GENOME_SELECTOR_PRE@
-
-python $__tool_directory__/cpt_convert_glimmer_to_gff3.py
-$glimmer
-@GENOME_SELECTOR@
-> $data
-</command>
-	<inputs>
-		<param label="Glimmer Output" name="glimmer" type="data" format="tabular,txt"/>
-		<expand macro="genome_selector" />
-	</inputs>
-	<outputs>
-		<data format="gff3" name="data">
-		</data>
-	</outputs>
-	<tests>
-		<test>
-			<param name="reference_genome_source" value="history" />
-			<param name="genome_fasta" value="ConvGlim_In.fasta" />
-			<param name="glimmer" value="ConvGlim_In.out" />
-			<output name="data" file="ConvGlim_Out.gff3" />
-		</test>
-	</tests>
-	<help>
-	**What it does**
-
-	Converts an input Glimmer3 table to the GFF3 format. If the Glimmer3 output indicates a gene wrapping 
-	around over the sequence boundary (as if circular) then it will only convert the upstream fragment and 
-	label it as "_truncated" in the resulting GFF.
-	</help>
-		<expand macro="citations" />
-</tool>
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer/macros.xml
--- a/cpt_convert_glimmer/macros.xml	Fri May 20 08:41:43 2022 +0000
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,43 +0,0 @@
-<?xml version="1.0"?>
-<macros>
-	<xml name="requirements">
-		<requirements>
-			<requirement type="package" version="3.8.13">python</requirement>
-			<requirement type="package" version="1.79">biopython</requirement>
-			<requirement type="package" version="1.2.2">cpt_gffparser</requirement>  
-			<yield/>
-		</requirements>
-	</xml>
-	<xml name="genome_selector">
-		<param name="genome_fasta" type="data" format="fasta" label="Source FASTA Sequence"/>
-	</xml>
-	<xml name="gff3_input">
-		<param label="GFF3 Annotations" name="gff3_data" type="data" format="gff3"/>
-	</xml>
-	<xml name="input/gff3+fasta">
-		<expand macro="gff3_input" />
-		<expand macro="genome_selector" />
-	</xml>
-	<token name="@INPUT_GFF@">
-	"$gff3_data"
-	</token>
-	<token name="@INPUT_FASTA@">
-		genomeref.fa
-	</token>
-	<token name="@GENOME_SELECTOR_PRE@">
-		ln -s $genome_fasta genomeref.fa;
-	</token>
-	<token name="@GENOME_SELECTOR@">
-		genomeref.fa
-	</token>
-        <xml name="input/fasta">
-		<param label="Fasta file" name="sequences" type="data" format="fasta"/>
-	</xml>
-
-	<token name="@SEQUENCE@">
-		"$sequences"
-	</token>
-	<xml name="input/fasta/protein">
-		<param label="Protein fasta file" name="sequences" type="data" format="fasta"/>
-	</xml>
-</macros>
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer/test-data/ConvGlim_In.fasta
--- a/cpt_convert_glimmer/test-data/ConvGlim_In.fasta	Fri May 20 08:41:43 2022 +0000
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,2936 +0,0 @@
->Miro
-TTAGTAATGGCTAAAACCATATGTAACATCAATCATGACTTTATAACGGCATACACGCAT
-TTTTGCGTTATTGTAATCCACTGGGATCGCTACCACGTCAGCAGGATCCACCTTTACCTG
-AATGACTCTACCAACACCGCCCCCGTAGTGTGGAAGGTATGATTTAGCCGCAACGTGTAG
-GCCAGTAGAACAGGTGCGCGTTTTATCTTCGTCTACCATGTTTCGAGGCATGGAGACAGT
-CACACCAGGACTATTATCAAATTTGCCAGTAGCGAGATCTTTATAGTTATCGCGCACACG
-TTTCCAGGCAAGGAAACAACCATCATCGGTCAGTTCAATGTCATTATGTACAAGGAACCC
-ATAAAGCTGGTATACAGCATCGCGTGAAGGGTTTCGCATCAACCGTTCAAAGAAGTTCAC
-CAGATGTTCATACGGACGATCGTTATACATTTCGCGAATGATTCGTTGAGTGATATCAGA
-ATCAAACACTACATCTTTATATAGAAGCTGATGACCAATGATTTTAATGTTGCCTTTGCT
-ATAGGTTCGGATCGCTTCTTGAGTATCCAAACAAGTTACAGCACCTTTGACATCACCAGC
-TTTCAGCATTTCATGCGCTTTCTTAAAGTTCGGATGTGTTTCACCCGCCATGAAAACGCG
-CCCTTCGTATACAACCGTAATGAACGATTCAGATCCGATCATACGCGGTACAGTGTCTGA
-TACTTTAGGCTTTTGTTTTACATCCCTTTTCTTAGGGAATTCCGCTAACTTGCGGTTGAT
-AACGCGCCCAATGGTTCGGGCGCTTACGTTGAACTGTTGGGCCAGTGCTGTTTTACTTGC
-CCCCGTCAACCATCCATTATAGATAGCTTTCTGTTGTACTTCGTCGAGAATTTTGACCAT
-TATTTCCACCGTATTAATTTCTTAAACTCACTGAGATTCTTTTCGTTGTTGTAAATCGGA
-CGAATTGAATAAGAATCGCTATGTTCAACAAGTGAAGCCAGTAACGGGTTTAGTGATTTA
-AAGATTTCCCATGCCTGATCAACACGTTTTTTCATATTGCTGCGTTTAACGCGCATTGAT
-GCTACGGACTCACGCAGAATCGGACAACGCACCCTGGAAAGATTTTTACCATCTTTCTCA
-TACCCTTCCAGACACACTATACGTTCGAGGGTATCAACAATCTTATACAGTTTTTCATTA
-TATCGGTTTTTCACAATCCGATCAAGCGATACACCGAAACGGCTATGCAATGCGTCTGTT
-TCTGTTGAGTGATCCTTCCCAATCCATCCAGGCAAGCAATTATCTTTCAATGCCTTTTCA
-GATTTAACATACTGCTTGCACAGCATATCATCAAAGCATACCAGATTTGAATCCGGGATC
-CACTTCCAGAGGCTGTTACGTATAGCAAACACAACAGGGATCCCAGTATGGCGCATGATA
-CGCGATAAAGTAGATTCTTTCATTGCTGAATCCATAGACAACCCGGAATTTTCACCATCT
-AAGCGGCTATATTCATCAATACCATACAACCGAACACCTGGGGCTTTATCCAGTGATAAA
-AACTCTGATTTTGTCATAAACAGAGAAGTTTTTGCCAGATTGCCGTTACTATCCAACTCA
-TAACGATATACGGTCGGGGTTTTTGGGCGCGGTTCTGAATTTTTCGGTGCATATAGCGCT
-TTTGATTTTTCGCGATCTGCATCATAGATCTCTTTTTCTTTTGTCATTTCACTGGTACGG
-AGATACACAATTTCCGATTCATCAAAATGACCTTTCCGAACGATATCATTAACAATCTCA
-CGCTTTGAATCACTATCGTAATATGCAACAAAGCTAACACGGCTTAGGTTATGCATTTTA
-GCATACCCGACGATATACGGTTTAACCGTGTTGGTATCCACTTTTAACAGAATGAGTTTC
-TTCTGTTTCCACGGATAATAAATGCGTGTGATGTCCTGGCGTTTGGTTGTTTCTGGCTTA
-TACTTGCTCCAGCGGCCTCCGCTACCAGTTACCTGATACCATGCATCTTTACCGTCGTAT
-TCGTTCGCCCAATACCCAGCAACATAATCATCATTATATTTGTTTGGTTTGACTAGTTCG
-CTATGGATCCAGCCAATAGAATCACCATTGATGCGAAAATTAGCATCTTTACCAACAAAG
-TTTTGTACCATTGAAGGCAGAGAATGGAACCACGTCAGTTTATCACGCACGGTTTGTAAC
-TTATCGAATTCTGATTTAACTCGATTGAAATATACCCGGCTGATTTGTTTCAGACGTTCT
-TTAACAATCCCTACTGTCATTTTATCCATACTCAACTCTTCGCGAGAAGGCATGAAATCA
-AGTTCACCGATCGGGAAGTCAATAATATACGTATACTGGCTTTCTGTATAGCAATAGAAC
-ATCGAGGTATCATACAAATCTTTATCCAGAGGATAAATGATGTTACCCATGCGAGCATAT
-ACACCGCTAGTGTATGCTGATTTATGACGGATCACCCCGCTATCGTTGGTTGCTTCTTTC
-GGCTGATAGTTGATTTTGAGAATAGAAGCACCAACAAAGTTAGGACGAATATCAGTAAAT
-GATTCGTATACCCTTGCTGCTTCGTTTTCCCATTCTTTGATATCTTCAACCTTAACCGGA
-ACAGTGATAGTAACCCCGTTAGGTTCATCGCTTTCAATCTCATACAGAGGATCGCAGAAA
-GGTTCCCCATCATCCATATAGATTGTGTAACCGCATTTGATACCGTCTTTTACGGATTCC
-ACCGTGAAAGCATCGGAATAGCAAAGCGGAGATTTGCAACCCAGACCCATAGAACCGATC
-AGGTCGTTTGAATCATTTTTAGTTGATTCGAAGTAAACGGTAAACGCATCACTAACGAAA
-TCAGGAGACATACCGATCCCGTAGTCACGAATAACAAAACGAGGATCAACAGCAGTTGGC
-AACTGGACATCAAACGGGTTCTGATTTCCCGCTTCTTTGTGTCCATCAATCGCATTACAA
-GACAGTTCGCGAATGATTGCGCGGATCTTGTATTTGTATACTGTCGAAGAAAGGATCTTA
-TACGCTTTCTTGTTTGCGCGTAGAGATAGTTTGTTTCGTCCCTTGCTGGTATCTGTACCA
-ACACGGTAGATGGTTTGCGGTGTATCTTCGCGTAATTTCATTGTTTATTTCTCACTTAAC
-ATTAAAAATAACTTGGTCACAAGAGTACTTCGTTGGCTTTTTGTTCAGACCATATTCTAC
-TACTTCACAATAGGTGTCAAGGAATTTTACCAATTTTTCTTCCTCGACCTGCTGTTTCTT
-CATATCAAGGATACCCCACACGATAGCCCCGATAATGACAGAAAAGAACGCACAAAATCC
-GAATATGGTCAGATATTTTCCCAACTTAGGCGCATTATAACGTGTCATACCTTACCCCTC
-TTTGCGAATGTATGCAAGTTCTTCATGGGTTACTGGACGGATATACAGACGGCCTTTTGT
-ATATGCCTTGCGCCCGCTGATCCAAATGTTTTTCATATCCTTAACACCGTTCATCACATC
-GTTGTAAAACTTCTTATCAGCTTTAGCCTGATAGACTTCACGGCCTTGATAATCTTTCAT
-GAACAAACAATAAAGGATCTCATTCTTATCAACTAGATTAGCATCCTTTGTAGTTGTTTT
-ACTTGGTGAAGGTTTCGCACCCAGGCGCAAGGCCATAGCTTGCCACACTTTACCATGTTC
-ATAACCGCGCCCGACAAGAGCATGAGCGATTTCGTGTAAAAGAGTGTCTAAAATATCCTC
-GTAGATATCTTCCGCAACATGACGACCAGACAGTTCGATCAGTTTTTTGGTATAACTGCA
-ACGGCCCAGAGTTTTTGTAATGCGTCCATTGATCCGGAATGTCCAACCATTACTGATCAA
-ACCGTGTTTTTCCATCATGGTACGCGCCCAGTGGGTTACTTCCATTGCACTACGAGTTTT
-CAACATTTTAGAATCTCCTTTGCTTGGTACAAAACCAATATAGCAAAAAGCCCCCTGCAT
-TGCAAGAGGCTTTGTAATTATTTCAACTTCTTAGAAAGTTCTTTTAAATCATTGAGATAC
-TCAATTTTAGGGGTTGTTTCTTCCCAGTATTTCAATTGTTTGCGCAATTCTTCGGCTTCG
-TCTTCCAGCTTTTTTCTTTCGTCCGTGGTTAGATGGTAGATGTTCATAGCCACTAACATT
-TCGGCATGATTCTCGCAACCTATCCACGTAGACACAAATTTAACCGCTTCGCTGCGACTA
-AGGCCACGCAGAGAATCAGGAGATTCTACCATTTGAGCAATAAACGCAACCTTTGCCAGT
-GCTTTATCTAACGCTTCCTTAGTTTCCTGGATACGCTTATTGATGCGCTGTTGATATACA
-TTCATACGGATATCAACAAAATCCTTTAGAAGCGTTTCAGGGCGTTCGTATGAGTATAGT
-TTACCCTCAAAGATAACGTTAATGTTTGGGTTTGAGTTTTCAATCAAACCGAAATCTTTC
-AGGATCTTTTCACGGGTTAACCCATTAGCATACTCTCGCTTGAGCGTTACTTCATACCGA
-AAATCTTCTTTCGATAGATCCTTGTAGCTAACGATAACGCCTTTTTCTTCCAGCTTGTCA
-AGGATTGCAATGTATTTCACACGGTCATATTTCACTGGGATCTCAGTGATCACCAATTTG
-GTTTTACCTTGCAATTCATAGGTGCCGTAAATCGTACCGTCTGTGATTTCACCTTTAAAG
-TAAGGATATTTCAGATCCAGTGTGAAATCTTTATCATTCAGATATGCAATACACCCGTTA
-ACAACTGATTTAGGATCATGAGGCGGAATGTTTGTTGCATATGCTTTTGCAATCCCGCTA
-AACCCGTTAACCAGTACCATCGGAATGATCGGGAGATAGTACGCTGGCGGTACATGTTCC
-GGATCTTCATGAACTGGCGTTAAATCACCATCCATATAAATTGCTTTGAATATTGGCGAT
-AGTTTACACTTGATGTAACGAGGTGCGCCAGGTTTCTTAACCAAACGGGAACCAAAGAAC
-CCATCACGGTCGAATAACGGAATGTTATTGCACCAGTGCGCCGCCATAAGGGATAACGCT
-TCTTCTACAGAGGTTTCCCCGTGGTGATACCCATACATAGCAACACCGCCAGCGATAGAA
-GCTACTTTCTGAAATCCCGTTCCGCCCTGCATAGCAGAGTGAATAAAGAAACGGTGAACG
-GGTTTAAACCCGTCTACCAGGTGCGGGATCGCACGTGAATAAATCGTGTAAAGGGCAAAC
-GTTAGCCCTTCCACCTGTACAACATCTTTAATACTTCTTTCCATTAGTCAACCTTAGAAA
-ATTTGTGTTTTCCATTAACCCAATCTTTACGCGGATCAGATTCGTCGCCGAAGCATAGTT
-CTAACACTTCTTTGTATTCGTCGTCAAGTACAATGACATCATACTTCAACTGATCACCCA
-GAACACGGTCGTAATCTTCTTTGCGTAAAGAACCCAGCCCCTTGATATATCGTACATCTT
-TTGCTTTATCGCGGAACGGTGCAAACTCATCAAGAGAATAGAACCATTTTTCCTCGCGCC
-CAACTTTAGCGATAACGATCGGGGTTCGAATATATCGGATCCGTTTCTCAGTGAACAAAG
-AAGGCCAACGGCTAAAGAATGCAAGCAACAGAGTTAAAATGTCACCACCGTCAACGTCAG
-CATCGACCATGATGCCGATATTATCATAAGTCATTCCGGAAGTATCACCAGGATGAATAT
-TGAGGATAGCCATTAGCTCAAACAGTTCTTTGTTTTTGATAATGTCTGTAAAACTCATAC
-CCCATGTATTCAGAGGCTTACCACGTAGCGGGAAAGCGCCTTGTGTTTCTTCGTTACGGC
-ATTCGATGAACTGACCAACAGCGGAATCACCTTCTGTCAGAAACAATGTTGTTTCTACCC
-CTGGAGTATCGATACCGGAAGCCGGAACGTGTTTAGCAATCTTTGCCTTTTTCGCTTTCT
-TTTTCGCTTTGGTGATCGCGGCGGCTTCTGCTGCTTGTTTACGAATCAATGCGGATTCAA
-TGATCGGAGTAATGATTTCTGGAGTATCCATAATCATTTTTGCGATCTTTTTGTAATTCA
-AATTCGCATGATTGTTAAACTCACCTGCTGTATTTGCCAATCGCTCTTTTGTTTGGCTAT
-CGAATGCAGGTGCATTAAAGTTATGCAGGAATACCACAAGAGTTAAGCATTCTTTTACAC
-GTGCTTTCGGGATCTCGATACTATGCTTTTTCTTGATCATCGGTTCAAGTTCAGAATAGA
-TACCATCGATCATACACTCAACATGAACACCGCCATTTTTCGTATCCAGACCGTTAACAA
-AGGATTTCTGTTTAAACCCGTCCTCAGTGCTCGCCAGAATGAAGCTGAGGCGATTATTTG
-TCTGGACAATGGTTTTATCCCCATACATGGAAGCGTACAGCGGGAAGCGATTAGAGAGCG
-TTTCGCCGTTATATGTGAATTTCACGGACGGGAAAGCAACGGCAAGGGCCATTAAGCGAT
-CCTTAATCACTTCTTTGGTTTCTTCATCGATACCAGTTACACCAAACATAGAGAAGTCTG
-GAGTAAACTTAACAGTAGTACCCTGTTCTTTACTGGGGCTGGTTCGGTAATCGATGTTCT
-GTGCGCCGTCCGTACAGTTAATGGTTACTTTGCGTTTCCCGTTTGCAGTCTCGCCAATAA
-AAATCGAGCTATAACAGTTTGTCAGGAAAGAACCAACACCATTCATACCCATCGTTACGC
-GGTTTTTATCATCGAAGTTAGAACCCGATTTTGCCATAGTCCATGCCGCAACTGGTTTAG
-GAACTATTTTCCCATCTGGGGTTTTTACATCATCCTGGGGAATACCGCGCCCGTTATCAG
-AGATTTTAACCAGATTATGATCAATGGTTACATCAATCTTATTAGCATGTTTGAATTCAG
-TTCGGATCGCTTCATCAATCGAGTTATCAAGGATTTCGTTGATGATTTTAACCAACCCTT
-CCACGTACTCAACCTTGCGATATTGGCCCATTATGAAACGTTCATGCGCTTCTTTGTTAA
-CCGATCCGACGTACATATTTGGACGCAACCGAATATGATCGCGATCGCTCATACAAAATG
-ATTCGTCAACCTTTGCGCCTTTTTTGGCTGGTTGTGGTTTCTGTTCTGGTTCATCATCTG
-CCAGAAGAAAATCTAAACTCATATTCACCTCTTTGTTTAATCACTGACATTATATAGGGT
-TCTATGAAAAAGAAAACCCCTTTCGGGGTTTACTTGTTATAAGGGAAACCATCACGAACC
-ATTTGAGGTTTATCAACCGTTCGTTTTGCTTCGCCTCCGCAATCACAATCTTTCGGTGCA
-TCACGGGTAGCAATGCTTGCCATTTTTGGAAATTCTTTATTACACTTGGTGCATTTATAG
-GTATAGGTAGGCATTAATAAATCTCTTTTAAACTCAACATCTTAACTAAACGGGCTTTGT
-CTATGTCAAAAACACATTGACGTGCGCCCGGATACAACTTTTCAACTTCGTATACCATGC
-AGACGAAACCAACATTGTGCATGTACTCGCGTTCATATGCATTGAACCAACGAGAAAGGC
-GCTGTATTGACTGAAACCCAAAATATAACCCAGCCGCTTGAAAGTCTATGTTATCTTTTT
-CAAGGTTGCGCATCAATCGATTATCGTCATCCGGCGCTGGATGTCGGTGATCATCCATAT
-CAATATAGATATCAGGATTCATACAGAATTGATCAAGCCATTCAGCGGTATCCATCGACA
-AATAACGATTGACATATGGGCCACTTTTTGTTTGCCATTTTTCTGTACAATCATTCCAGA
-AAGAACAAGAAAATTCCACACGATATACGAACATGATATAATCCTCACAAGTAAACTCAA
-GGTTTACAAGTACGATACCACTTATCTAATTTTTCTGCAAGCATTTCGTTGATAATTTTT
-GCAATTTCGTACCGTCCGTGAGTAGTACCCAGTTCCAGGTAAATCACATCAAGTGCGCAC
-ACAATCGCATCAATACTTTCTTCAACGATATTACCGCCGCGTTGAGGTTGAATGAGGCAT
-TCGCTGATCTCACCAACTTCCGCTGATAGGTGATGAACCACATCACTCTTCGTGCGTTTC
-TTCACTTTATGAGCGATTTCAAAAAACTTATCAAGTACGATCGCCGTTTCTTCTCGCGTT
-GCAGTATTCTCGGATGTCGTCTCCGTTTGTTGAACAACGTATTTTGTAAAATAGTTTTCA
-AACACGTTGAAAGGGATCACATGAGGAACACCATTCAAAAACACCCCTTCTTTACAAACA
-TAATGGATTTGGCGCGGAATAGACAACCCGCCGCTGCGTTCCAAATGTCGTTTAACGCTT
-GCTACAAAATCGAACTCTTTCCCGTATCCAGCCGATATACTGTGATACGTGAGTAGGCCA
-AATGCAGAAACATAGAGATCATTTTCTTTATACAGATTCATTTACAATACCTTTATGGTA
-GCCAAAAATATAACAATCAATTGAAGGACGTTCACCAGGGAAGTGAATGCATTGCATGAT
-GCGTTCAGCCATTAGATCTTCTCCCATGTATACCGAAGTAGTTTCTTCGTTGTAATGGGT
-ATCATACGACGTTTTAAGCGTCATGCCCGGAAGCCCTGCAATGTGCATGAATTTAGAATT
-GGTGCAAGGTTTTCCTACTTCACCGTTGATCATTAACACTGCATTAGTTTTACGTGCTTT
-TCTCATTTGAATTTCACCCCGATTTGCGATACGTTCCATTCTTTTACGTCATCAACAATA
-TCATAATGGTTGATGTATGGTAAAGCAATTTTTAAATTACTCGCGTCTTGAATGTTGCGT
-AAGAAACGAGTAGGAGAAAGAAGACACAACCGCTCGGATCCGTTGTTTCCTTTAGCGGCA
-AATGATAGGGTTTCTCCCCCGTCAATCTTCATATCAACAGAAATCGTTTTGAATTCTGGT
-GCGTATGACGTGATTTTGCCGTTGTCTCTCGGTGTACTATAGAAACATACACTTTGTGGG
-ACATTATAACGGTCTGTTTCAATGTACATGTAATCGCCGTCAGTCATTCCCCACACGGTG
-TAGAGGGATCCGGTATAGTCACCAAAGGAATTTTTAAAATCTTCCTTCGTGGTGTATCCC
-AGAGAGCGCAATTGCATAAGCTGGCTATGCTGTTCGATTGCATCGGCTTTTTGTTGTTCC
-TGTACTTGCGCATCAACCGTTTCTTGCCAGGAATTATACGCATAGTAACCCACAACAGCG
-ATTACAGCCATAACCCCTACAGCTTTCCAGATTTTAGAGTCTTCGTTTTTGTTACTCATG
-CTATATTCCTTTTAAGAAAAAGGGCCGAAGCCCCTTTGTTAACGAAGATAAACCACATAA
-CCGCTTTGGTCAATCGCGCGGTCTGCGTCATTGAAGATATTACCACGAATGCCTTTTGCT
-GGTGCTTTCCAGCTTGCAGGTTTCAGGATATTACCATCATTATCGATGAAAGCGGCAACA
-GAACGCTGATTGAACATTTCACCAGTTTCTTTGTTGCGAGTATCCTGAACAACGCGATGA
-TATTTGCGGCCTTTCTCCAGAAAGAAAACAGTTTCGAAAGGAGAATCTTGGAAACGAGCG
-TTACGCGCTTTGTACATTGCTTCCATGAAAGGGGCTGCTTTTTCTGCGAGGATTTCGAAA
-GTGTTCATGGTATATCTCCTAAAGTGTGTTTCGTTTCGATGTAAGTACTATATCAAAGAT
-GGTTATTCTATGCAAGGCTTTTTTCGTTATCCATCAAATATTTTAAGTGTTCTTTTAATG
-CAGGGAGTTCGTTCAAATGGCGTTGCTTAACTTTCTCGTACTCTTTGCGTTCCCAGTTTT
-CAAGATTGCTTGCCAACGCTTCATCACAATAAGCGATCCCGCGTTCTGCATCCTGAACTT
-TCTGTTTCCATTGTGCAACTGCTTGTTGATAAAGAGAACCGTTAACCATCATAATAATTT
-CCTCCCTTGTTTCGATGGGGTAACTATACCAAAGCTACCCCAGAATGTTTTAACAAAAAG
-TGCTATTAGTAGGTATCCAGTTTATACATTTTGCACCAGTTCATGAATTCTTCGAAAGTC
-TGAGTATTAACACGTTTTTCCTTCTTCACTTTCTTAGTGATTACAGGACGGTTAGTAAAA
-CGTTTTTGCATTTTCACAGTGATTGCTACTTTATCGCCCAGGTCTTCAACCTTTTCAACC
-AGCGCCCACTGAGAACCAATTTCAGCGCCGAAAGTCAAACCAACAATCTCACCTGCTTTA
-ACGTGTGCTGCATATTTTACTTTAACCATTTTCGTATTCCTTTCTCTGTTTCGTTTCGAT
-GAATACAAGATACCAAAAAGCCTCCCGCAATGCAAGAGGCTTCTTTAACAAAAAATGCTA
-TTTTATTTCTTTGAGTAATTTACGGATCCCGCCGCCCTGTGTCTTATCAAAGATTTTCTT
-TGCATCAATAACAGAAGTGATTATGTGGTAGTTGTTACCTTTTCCGTCAAACTCAAACTC
-GACCTTGTAGTCACTACGAAATTTCACAAAAACAAATTCACCTGCAAAGTGCTTACGGAA
-CTGCTTTTCGTTAATGTCCAACCATTCCTGTGTATCATCTAACTGATACATGCGACAAAA
-CAGGATCGAACCCATTACAACAATCATGACAAGAATAGCTAACGCGAATTCTGACATCAT
-TTACCCCTGTTTACTGATTGACGGTGTAACGATTTAGGCACAACCGGATTTCGATACGGT
-TTGACTTTATGGATCATGGGTTCTTCCTCAACCAAATTAGGAAATTGGTTGTTCCATTCC
-ATCGAAAACGGATAAGGTTGTGACTTGAACTCTTCGATCACACAGTTTACTAAACGACCA
-CCAATTACACCCAAAGCCGCCCCAATAATCGCTATACGCATAAATCACCCCTTAATTGTG
-TCAAGTACAGTAAACCAGTCATTAAGCCATATCGTTGTTCTTACCGCGATATACGTTAAC
-AAACTAATCAATGATACCGCTCCGCAAATAGCCAGCGTAATCAACAGCCGGATTTCAAAT
-TTAGTAAAATTCATATCAATCTCCTTTCTTAGAACCCAATATAACAAAAGCCCTCAACCG
-AAGTCAAGGGCTTTGTTTTAAATTTTTACTAGTTTTGGCAATCGAAGAACTATACCAGGA
-TGGATCAGACGTGCATCCGGAATAGAATCACGGTTGATTTTAGCGATATCAGGCCAAAGT
-TCACCAACACCATACAGTTTCTTTGCTATAGAATACAGGCTATCACCCGGTTGCACGACA
-TAGCGATCCGATTCAATCTTAACCAGATCCTGGTTAATGATATCTTCAAAGGCTTTTGCT
-TTTGCTTCGTTAATCGTGTTCCCGTAGTAATGGCGATCCATAATAGTTAATGTGATCATC
-GTTTCTTTCCTATACTGTTTTCGTCTGTCTCTTCTAAGGATGGAGGTTCTTCCAGCCCCA
-GGGCATAACGTTTAGCATAGATTAGCATCAATGCATCTTTAGCGCAATCATGAATTGAAT
-CATGCTGAATGAATCCATCTAACATGCCTTTACGCAGTGGACACGTGGTCACTCCGCGAG
-TCAGTAAACGGTTTTCAATAGCTGTACGCACATCACGGCTATTCCAGAACACGGTCGGCA
-TATCTTCAAACGTGTCAAGTTTCCCTGTCATAGTTCGTACAGCATAGAACGATCGAATTC
-AGGGCCGCGCGTATAATCGTATGACTGCCAACGACTCACACCGTCAGCCGCTAAATCAGC
-AAAGAATTGTCGATGACCTTCGTACAAATCCATGTCAATATCAGAAGGGAACAAAACCCT
-TTGCGCTTCTTTAGATTGCTGTTTCCACCATTCGATCGTTTTTTCATCTTTGATGCGTTC
-TGGTTGTTTCCGGATGTCGAATTTATACTTTCTTCCTTTAGCAATCAGTTCCTGAAAGGT
-AGGCGGATCATAAGGATCATCAACAAAAGGAACATAGCTAAGTTCAGCTAGTTTTCCTTT
-TGGAAACGGGCCAATACTTTCATAATCAAATACGAAATCTACGGGTAAATGACTCATTCG
-CGACCCCGCTTATATGATTCCATGAAATAGGCCAATGATAGCGCGACTTCCGGAGTAACA
-TCAACGGATTCGATCATGCCTGGAGTTACCGCCATCATACCGAACTGACGAAGCCCACAA
-CGAGCAATCGATTTTTCCAGTCGGATCATGTTTTCTACAGCCTCTGCGAAATTGTCCAGA
-TGTTCCCAATCGTGGTAATCTTCCATTGTAGAACGATCACTTTTCAAAATCAGATCGGCA
-ACCAATTCAGCATAAAGGCGCGGAAGGTGAATATTCATTTAAAATCCCTCAAGCATGTTT
-TTGTTTTCACGAATGTTACGACCCATTTTCAAAGTATCAATGATCACTGCATACTCTTCA
-AAAGTGAATTCGATATCTTGTGAAATGTTTCCCCACGTGTAGGTCGGCCCGTTAGGACAG
-TATAACCCAACTTCTTTGTTTGCGTTGACAACGCAGCGCAATTTTGCAAACAACAAATTG
-ATATCGATAGAATTGAACCCTTCGAGATAATCAAGCCCCTCTCTACCAATACGGTCAACT
-TCTCGCAAAATCTTTTCTACATCTTTGACTTTAACAATAATTTTCATAATAACCTCAAAG
-GGCCGAAGCCCTTAGACATAATCAACAGTGAATCGTGCGCGGGTAGTTCCTACATAAAGC
-AACTGCTTACACAATTCATAATCGGCGTATGCGTATGCATCGCGCGTATACATGTATGAA
-TGATCATACGTGCTTCCCTGACCTTTGTGATACGTACAAACCGGAAGCGCCTTAACCGTC
-TGGAACTTGTTTTTGATTTGCCAGAACGAATACCAGGGGGCTTTGTATCCGGTTTCCTGT
-TTCATCTTTTTATACTGAAACGCGACGTAGTTCAAATAATCGCCTAAACGTTCCTGCATA
-ACCGGATCCGCGATAACCTGAATATCCGCTTTCGTATCCTCGAACATCGATTCTGTTTTC
-ATCAAGAAATAATCGATTTGTACCGGATCGCATCGGTCAGCTTTGATAGTATCAGAACGC
-GGTATGATTTCAAGGATTTTAATTTGCTCGTTGTTGTTATAGATAACTTCAACAAACGAA
-ACCCCATTCACACGGCCTTCTGTCACTAACGGTTCTTGCATCACAACCACTTCACCAACA
-ATGAACGGCTGATCAGTTTTGTACAAGTGTTTACGGATCACTGCGTTTAACTTGTCTACG
-TTTGCGTTAGTGTAAGCAAACATACGGTTATTGTTCAGGTCATCCGGAGTCTTAACACGG
-CTAAAATAACGTCTCAGGAAGTCACCAGCGTTTTCGTGCTTCATTACCCCTAGTTCACCA
-TTCATGAGGGGCATTAACGGCTTACCGTCGCGTATAGCGCGTGATACCTGGATGATTGGG
-TTTCCTTCTGCCTGACGCATAATCTTATCCATGCGAATGACATCAAAAATTTCCTCATCA
-AAGAACGGTGAAAGCTCGGTGATCCCTTCGGTATTAACAGGACGGATCTGATCCTTATCA
-CCCAATCCCAGGATCACCGCACAACTCGGAATAGTACGCTTGATGATACGGAATAGTTCT
-TTGTCAACCATCGATACTTCTTCAACCACAAACACACGACATTCAGACAGATCAGCGGCT
-TTTTTGCCTTTTTGCTGTTCAAATACTCGTAACTCTTCGTTGGTTACGGGGCTGATTTTC
-AGTGCTGAGTGAATGGTCGTTGCATCCATACCCACCGCCTCAGAGAGAACGTTTTTAGCC
-TGGTGCGTCGGTGCTGTCAACCAGATCCCACTAATACCCAGTTTTTTCAATGTTTCAAAC
-ACAAATTTTACCAGAGTAGTTTTACCAACACCCGGCCCACCTGTGATAGTAGTATGGATT
-TTGTTTCTGATATTTTTAATCACTCGATCATGTGCATTTTTCTGGTCTTCGCTCAGATCG
-TCAAAAGTTAATTCGCTCATACTTTAATCAATACCCCTTGAATACTTGCGTGTTCAATAA
-ACCAACGCATATCTTTCTTTTTCTTTTCGGTTACGGTTTCAACTTCTTCCTTTCGAAAGA
-ATCGGCTAAGACCACTTTGTTTAACTGGATTCATCTTATCATGATATTCTTTGATAATCG
-AATTTTTATACTCGTTAGCATCGTCCGGAGATAGAAACAACAAAGGTGTTAACTCTCCTT
-CCTTAATGAAGGGAATTTTAAACCCGTCTTTATCCTTACTAACGACGATATAATATTTTG
-TAATCATTCTCGCCCCTCATAACAAACGTAGAATATTCCAACAAACCAAAACACTGATAG
-TATAATCAGTAAAAGTTTTCTTTCAACGCCATTTACGTGAAACACACACCAACCGAAAAG
-ATATGTGATCATCGCGCAAACACCATAAGAAAGAACCCCAACAGCTACTAGCGCGATGAT
-CGGATCCATTAGTAGTTGTTAGCCCAACGGCGGAGGTTTTCGGCTTGTTTCAGTGCATAC
-AGTTTGTAGATGGTTTCCGCATCCATACCCAGCGCCAGGAATTTGCACATAAAGAAATGC
-CACTGATCGATAAGTTCAAACAGAACTTCTAAACGATCCTCTTCACTCAGATCCGCAAAT
-TTAGTATTGCGCAATTCCTGGTGATTTGCTTTCCACGGTTTCCAAACACCGGATGCAGGT
-TTAACACCGCGAGACATTCCACCCAGAGCGGTGTAAAGTTCGCGGGTTTCGTCTGCGATC
-GCGTCATCTTGCAGTTTCAGCCAATCAAGGATTTCTCCGCAAGTTTCCAGATTATCTGGA
-CGCGGAACCCAATGCAGCGTATCAGACAGGCTTTGTTGTGCATGGTTTTGTAAATCCAGC
-ATGGATTGTAAAGGATCGCCATTACGGGCCAGAACCTTTTGATATTCGGAATCTACAAAT
-TCCAGATCTTCCGGGTTAACCAGGTGCGCACATGAATTAAATACAGGAGTTTTATCAGTA
-GTCATATCAATCTCATTTTTTCGGTGATTTGTCCCACGACTTAAATCGAAGTTTTGCCGT
-GAGTCCAGAAACAGTATTATCTTTCAAATACTGCATAATTTCAAGTTTAGTTGCGCCGTC
-CGTTTTTATCATTTCGTTGATATCTTTGGAAGGCCACGGGCATTTATCCCACATTACAAC
-CTTTTCTCCAGCCTCAATCAATTTAAAGAGGCGGTGAGTAGTATCCGGATGACGTGCTTC
-ATTGTCAAGAACCCAGACACGCATATTTTTGTACGGAACCTCAGAAAGCGCAAGCTGTCC
-ACCAGTGATAGCGCCAGCATTATCAACAAATAGGCTATCTAATGGCCCCTCAAGAAGATA
-AACCGTTTTTAACGGATCTATCGTATCCTGTCCGTAAATCTTGGTTGATTCCTCACAGGC
-TTTGATTGTGATATATTTCGACTTTGCACCGTCACGTAAAGCACGGCCCTGGAAAGATTC
-TATTTTACCTTTCTTATCGAAGATAGGGATCACTAATCTCGGTTCTGGTTTTGCGATCGG
-ATAGGTATCCGGATTCACCGTATTAACCAGTTGTTGCCATTCGCGAGTAAACCACAACCG
-ATCCCACTTGTCACGGGGGATACAACGATTCTGCACATATTTTATGATCGGATGTTCATC
-CGGCAAGGTATCTAACCTTTCGCAGAATTGAAGAGTAGGAATAAATTTCTTCTCTTCCTT
-CGGTTGTTCTGTATGCGTTGGCTTTAACGAATTGCGATCCTTAAACGATTCCATGAGATA
-ATCACGGTAATCGTCTGGATAATATTCTTTCAGGAATACGCTAAACGGTACACCATAACC
-ACAGTTAAAACAACCACAATTCATATGATCACCCTTTTTAGAAGGGTAGATCCAAAATCG
-TTTTTTGTACTTGTCTTTCATTGAGTCGCCGCAAATAGGACAACGCGCATTGATGCTTAA
-TGCCCCCGATTTACGAACGATTTCGCTTTGAGGCAATGATCCCATGATTCGGGTTGCAAA
-TTCTATATCAAGATACATTTCTTACCTCAGTTGACTATCTTTTGATCCTCGTCGATTATA
-CCCGGCGCTGATCATTTCGTCATGTTCTTTTTGGCATTCAATACAATAACGGCAACCCTT
-CACGATAGCCCTACGTTTTTCGGGTATCGGATCCCCACAATCAAAACAATGCGTTAATGA
-TTCTCCGTTTCTGATTTGAGAACGTGCAAAATCTATCGCATTGTCTATTGTTGCCTGAAT
-GGTATCTTGAACACCGTCAGCAGGGCCAAATCCAACCGCCATTGTAAATCCTCCTAATCA
-AATGATTTCAATATCATAGACTAAGAGGATTTTTCTGTCAAGAACTTACTTGCTTTTCTG
-TTCCGTCAAGCATTAACTTCCAACCACGAAATGCCTGTTTAAACGAATAATTTATTGCAA
-TATCAATTTTATCAGAACCTTTTCGACGATTCTGATAAACGGTCGCGTTGTCACTCATAT
-ACATGATACAAATTGGAAACCATGTATAATCGTTAGCAGTAGCCCAGATAGTGATATTCA
-GCGGAGGAATTATCATTTCTTTTTCCTTTTCCCTGCACGGGTAACGCCTAATACTTTCGG
-CCCGATGTTGGTTACTGCTCCAGTAGTCACACCAGAAGCAATCTTTTCTGTATCGCCGCC
-AGAATCACCAGCGACCATATCCTCTAACATACGCCCCTTATCATAATATTCTTTGAGGCG
-CGGAACGTTCATCATGATTTCTTCATGCTCTTGTTCTGTCAGATTGTAGCGATTGCGTAG
-GGTATCATATGAACTTGTTAAGTTCATAAACCCAGTCATATACGGAACAGAATTCATTCT
-ACGCTTGATATGGCGTACTGAACGATGAAAAGGAGAATACGCTTCTAACTCTTCTTTTGT
-TTTGGGGTTACGAATTACTTCGCCTTGTCCATCAAGGATCCCCAGTTTATAAGCAGTCCA
-TTCAGTCCAGGGCTTTTTGAGTAGCCGGATCATCCGGACGCTATATGTTAAATCCATATT
-TTTAACTAATTGATCACTCATGATTATTACTCTATTGTGAAAGTGAATAAATCAGATTTG
-GTTTCAGGTTCAAACTCCATACAAACAACCTCGCATAGTGGTTTAACCCCTTTCCAATCC
-TCCAGGTAATACCCAGTATCTATACCGCATCCAGGATTCATAACGAGGCCAGTTTCATCA
-AGAAACTTTTTGCATTTACTTGATGTGGTGCTGTCATCTTGTCGGAAACAGTGTGTTTTC
-GAATACCGGAAATTTGCAGACATTTGAGGGATTATGAAAGTTCCCTGACGCGCGATCTGT
-GATGCACGTTCGATTACTTTATACTCAAATTCCGCCCCTGTATACTTACCCTTAAAATCA
-GATGTTTTGATTTTACCAAAAGGCGGGTTACTGATCGCCATATCAAACACCTGATTAAAT
-TCAGTTGTTAAGGCGTCTCCATGAACCCAGGAGGCTTCTGGTACGATACGCTTACCTAAC
-TCATAGTATGTGTGATTTAACTCAACACAGACGATTTCACGCGGCGTATTGTACATCATG
-TAATGAACCATAGCGAAAGATAACCCACCAATACCAGCACACAGGTCAATAACACTTCCA
-CCTGTACAAGCATCGATTGTGAAATCGCGAGCAAGTCCAATAGGGGTAAAGAACGCCCCT
-AATTCGGAATTATTTGTAAAAGCGCCTTCATGAAAGTTTTCAATGATGAACAACTTCTCT
-TCGTAAGTTAGCGCTTTGTCAGAGTGAACCAGATCCATTATCTGATTGTGTTTCTTGGTT
-TCCGCTTTCGTTAACTTTGCCATTGTCCCAGCTATACAGTAATGTTGATTCATTTGGGTA
-GAATTCCCACCCGTCCACATATCCGGTTTCCCAGTCAGTAGTTTGTTCAAAACCACAGAT
-CCATTCATATACACCAGGAGGCATTTCGACAGAATCAGGAAGCCCGATATCTTCCGCGCT
-GCGTCCACATTCAAAGAATGCATCGTGAATGAATGGTCGAGATAATACCGTAACATAACC
-TTCATCGTCAACAGCTACGATCCAGCGAGAACTGTGAGGACTATCGAACTTCGGTTCTTC
-TTCGTCTGCGTCAGCTTGCATTTCGGCCTTACAAAAATCTAAATTTATCATTTCAAACCC
-TCTTTAACACCCTCTTTCATAGCTTTCCAGGTAGAACCCGCTTCACCATTCAGGGCGGCG
-AATACAAATAGTAAGATAGCAAGGACAAGATTCACGCCAGCAATCACCATGATTTTGCTA
-TACACGAAAATGTAAGGCATTGCCACCACCCACCAACTAAAAGAATTACCAGTTACGATG
-TTGAGTGCTGCAAGTAAGAAAGTGATAACGAATGTGATTTTCATAATGTCCTCCTTTGTT
-ATGATTAAGGTATCATCTTTTGCGAAAGAATGCAATACCTATAGATACAAAAAAGCCCCG
-AAAGGGGCTTAATTTTTATGCGTTATTGATGAGATACCGAAGAACGTTTTTCGCTTGTTC
-CTCATTACAACCAACTTTGAAACCAGGTTCGATAGGGAGGAAGTTCCAGAGGAAATCAAC
-ACTTCCTTCAACGTCATCTTTGCCTTTTTCCAGCATTGCTAACAGTAAACCTTTGTTTTT
-GATGCTGTTTACGATTGCGTCAAAATAACCATCGCTGAAATCAACATTCGGATTCAGCAT
-TTCGTTGTAAGGGTTGTTGAATACGTTCATTTTGAATCTCCTTTGTTTAACTCAGTATCT
-TGTCTACGTGAGTTATATTACCACAATGGAGATTCAGGTCAATACCTTTTACGATTTTTT
-GAAAAATTTTTCGTATTTGGCTTTTATCCAGCGATACATATCTTCGGCCTTGTCACTGGA
-AATCAGTGAGAACAGCAGATAGATCGCAACACCCACCAACACAACGCCTACCACAATGTA
-GACGGGTAATAGAACTGGGAAGAGAACCCAGAACCATGACATATGCGAGAAGCCAAATAC
-TTTAGCCGCTGCAAAAATCAGTGTTAGTCCAGTCAGAAGTTTGATAGCCGGAATAGGAAT
-CGTTATAGTCTTAGTCATTTCATTACCTTACATTCTTTATGGGGCTATTCGCCCCAGTCA
-ATTAAAATTGAATGTCAGATTTTGCAATCTGTGCCATTTTTTCACGTCGGGTAGATTCAG
-CCTGTTTAATCATCGGGCCTTGTGTCTGTTCTACTGTTTTAGGCATAGTGTTGCCGTGGT
-AGTCAGATTTAAACCCGTATTCGCTGTTGTCGGTATCCATCCAGCGCTGATTACCCTTGC
-GAACTTCCAACTTGAACTTGTTGAAAGTGTTCTTATCGCCATAACGGGATTTGATTTGCT
-TGAACAGTTGCATACCCTGATCAGCTAACTCTTCCGTCTCGATTACAGCTAACATAAAAT
-CAGCCGTAGCAGGTAAACCAGCGGATTCCGCAACATCACCCATACTCACATCCGAACTAT
-CCCATGCAGAACGCCCAACCTGTGCGCCTGTCCACATCACGGTATTAGTTTCAACAGCAA
-GACCGCGTAGTTCTTCGGCAATTGCTTTAACCAGAATATAGGTATTTTCAGCACCTTTAA
-CACGGGTTGAAGTACAGATCCCCAGGTAATCGACAATGATCACATCCGGAACAAACTGTT
-TCTTCAATTTAAGCTCTTTCACAAGCGCTCTAAAGTGGTTTGCACCTGCACCCGATGTAG
-GGTACTGCTTAACCACCAAACGCCCAACCTTACCCGCTTTAAGGCGCTCCATTTTGTTCT
-TATAGTCTGCGTATGTAATGTTCCCTTCGTCGATGTCATCCATAGTCACATCAAGAAGGT
-TAGCATCGATACGCTTAGAGCAAACATGCTCTGCCATTTCCATAGAAATGTAAAGAACGT
-TTTTACCCTGTTGCAGATAATCAGCCGCAAGAGAACATAAGCCCAGTGATTTACCAACAT
-TAACACCAGCCATGATGATATTCAGTGTACCACGTTCCGCACCGCCTTTGGTGATTGCGT
-TCAGGATCGGGATACCAAACGGAATTTTCATCGCCTTCGATTGGTAAAGCATCCACCGTT
-TTTCATAATCTTCGAAATAGTCATGACCTACTGAACTATCGAATGAAATTGCTAATGCTT
-CCTCCATGATTTCAGGGATAGCCCCAACACCAGGAAGTTTCTTGTTCTGTTCTGCCAGTG
-GTTTTTCTGCGTTAGCCTGGATCTCGATTGCGCGAGAAAGAGCACGATACATTGCTTTGT
-CTTTGCAATATGTTTCCGTTTCCTTCATTAGCCAATCTAAATCTTCTGGCGCATTTTTCA
-GCGACTGAATCGCCTTTTTCGTGTCTTCGTAGACTACATCACTTAGATTTCGTTTGTCAA
-GCGCAACCTCTAAAGCAGTTTTTGACGGAATACCGTTGAATTCCTGTACATGTTTATCAA
-TGAGGTCAAACAAAACTTGTGCATTGCCTTCAAAATATTCCTTTTTCAGATGAGGCCATG
-CTTGGACAAAATACGTCCCGTTATAAATCAGGTTAGAAAATATTGTATCAACGATCATTG
-TATTGCCTTATACCAGGTTGCTGAACATCATGAAAAAGTTGTAAACCTTTTGTTTGAATA
-CATCCCATAATGTCAGTTTAGGCTTTGGGACAACTGAACCCTTTTCAAGCTCTTTAATCT
-GTGCATAAATTGCATCATGCACCAGCGGGATCAACGCTTCTTTGTCTTCGTCTGGGGTAC
-TGAATTCTACTTTCAGCCCATGATCCCAAAACACCTTATGAATATAAACCAGATGCGCAA
-CACCTTTTTCATCGTTAATCAGAAGTTCCTGAATAACATCTTTCATCGCTTCATCAATAT
-AATTCTTTGCTTTGCTCTCGATATCCATACATTGCCTCGGTTATGGGGCCGAAGCCCCAT
-ATTTTTTATAAAATTTCGTCGTTTTCTTCGATATCATCAAATGATTCTGGGATATCGTCA
-TCATCCAGATCAGGATCTGGGATGCTATCAGTGCTGTATAAATCTTCCAGCGCGGAACCA
-TCACTGATTTCACGATCTGGGATCTTATACTTTTCTTCGATAGCTTTCAAGAATGGTTGA
-TGAGTAAACAGAGGACGCCAGAATTCAACGCTATTTGTTTCTGACTCACGCCATTTCTTT
-TCTTCAACTTCGAGTTCGCCAGTCTCGGTATTCAGGAAAGCGCGGTTGCGCCAGCCTTTG
-GTTACGGTCTGTACAAAGTTCATTTCCATTGCCAGATCCAAAAGGCCAGAATACATACTA
-ATACCGCCTTCATAGGTAACATGCAGCGGGAATTTTGATTTCTCTTTCACGAATCGAGAT
-TTTTCGATATTCATGATGAAATCATAACCCACCACCTCAGTACCTTCTTTCACCTGTTGT
-TTACCCAGGATGATCGCAGTATCAGCGGAATACATTAAACCAGTACCACCGGAAATAACT
-TTCTTGCTGTACATTTCTTGCGTGTCATAGGTATGACAGATACAAACCATCGGGATATCC
-AGGTCAGCCAGATAAGGCGTAACCATACGGAACATACCTTTTAATGCTTTTGCTCGCGTC
-ATATCCTGTTTATCGTTATCAGACAGCGCGTCAGCAAGTTCTTTTTTACTTGCCGTGTTG
-CCTACTGAGTCAACGAATACAATCACCTTATCACCGCGTTCAAGCGCGTTAAGCTGGCTT
-ACAACGTCATTACGCAACTGCTCGACCGTCGTGATACGAGTATACACAACACGATCCGGA
-TCAACACCCATTGATTTCAGATAGGATTTAGTAACACCTTTTTCTGAATCGTAGAACAGG
-CACACAGCATCTTCATACGTTTTGAGATAAGCCGCTACGGTCAGCAAACCTAAGTTGGAT
-TTGAAGTGTTTGGACGGGCCAGCGAAAAGGGTAAGACCAGAAGTTAGGCCACCGTTAAAC
-GCACCGGACAACGCCAGATTCAGAATCGGCACACGGGTTCGCGTGATGGTAATATTGTTG
-AATACGTCGCTTTCAGAAAGTACAGATGCAGTTTGGCTATTCGAGTTTTTGATCAGTTTT
-TTTAGTAGTGCTTTGTTTGACATTTAATTTTTCCGATTTATTCATTCTCATTCTATATAT
-CTCACTAGTTAATGAAAGGGGCCGAAGCCCCTAGAGTTTACCAGTCGCCGAACAGGTCGT
-TTAAACTGGCACGTTTTTCATAATCAATTTTACATACTTCCGTGATATTAGTCAATGGAC
-TAATAACATGTTTTTCAAACATACCCGGATAATCTACCCATGCCAGAATATCACTTTCGA
-TCTCTGACGGTAGTTTATTTCCGGATTGCCACGCGATGCAATCGGCTTGCCACGGGTTTT
-TATCCCTTAGTGGTAGAACCATTACCTTTTCACCTTCCATGATTGGCGTAACACCATCAA
-TACCAGCAGTGAAACGGTTAAAGAAAAGCACCCCTTTAATATGGTTTGGTGTTCCCTTTA
-TTGGATAGCCAGCCCCATCACGATATTTCGAAATGTTGTTGGCAGATGATACACCAGCAA
-TTTCCCTGTAGTCAAGTGCCTTATATTCTTCTTCGAACTTTTTATAATGTTCATGCAAAG
-ATAATTCACCTTCTTGCAGGATACGGCGGATCGCTTCTTTCAGGAATACTTTCACAGAGG
-TCGGAGTACTCGATCGCTGTGTTTCCATACCCATGATTTTCAATTTCGGTTTTTCATAGC
-GGGTTCCTTCGGAGTCCCACACGTTAGCAGCATATCGTTTTTTAGCAGTCCAGAAACTTC
-CCAACCCTTCGGAACCCAGCGGAGGCCCAGAAATGATTTCACGATCCATAAACATCAGGT
-GTTCCACGTTGTTCATGTATTCGCAAAGTTCACGATACCCTTTATCGATCATCGGTTCCA
-TTCTTTCTTTAGCAAAGCGATCCAGGAAGTCAACCCAATGGTTATTATCCTTAAATTTAG
-CCTCACCGCCAACTTTTGCAATCACGTTATCCATACAAACATAAATGGAGTCAGTATCAC
-AGTATCGAACATATGCATGATCCGTAGTACCGCACAGGTCATTAAGGTATTCGTTTACCT
-TACGTTCAATCCACTGGATAGCCAACTGCCCGAACATGGTGATCGCGCTGGCGTTTCGTA
-GATCGAAGTATCGGAAGTGTTCATTACCCAACGCACCATAAAGGGAGTTGATAGAAATCT
-TACGGTTAAGCTGTGCTGTGTTCGCTTGTGCGATCTTCTTCTCACACACGCGCTTAACTG
-CTTTAAGCATTTGTTTCGTAAGAGTTTTCAGAACTGCTTTCGATTCATCACTGAAATCTG
-TATAGAAATCAAAGTCAGGATCAACCATTTGGTTATGCGCGTCTGTTAAATGTTCGAGTT
-CATGCTTGATGAGTTCAAGATTTCGCTCACCCGCCATCATTCGTTTTTTCCACATCTTAC
-GCTGATCAAATACTTTCTTGATCTCTACTGGGATCACGCCTTTGATATCACGGCGGAACA
-TCCACCCGTTAGGAGAACAGCTAAATTCATCGCTAGGGCGCGGCGCGGTCTTATTAATAT
-ACTCTTCAAGAGCACGTACCGCAAAACTCCCCATAATCGTTTCAGGGCTTATATTCACCT
-GTCGGATGATGGAAGGGTACAGGCTTGTTAAGTCGAACGATACCATGTATTTGTAAGGCC
-CAGGAACAGGATCCTTCACAAATGCCCCAGGGTAAGGGGTTTTAGTATGGCGTCTGTTTT
-CCGGAATAACAACCTTATCTTTACGCAGAGAGTTATAAATGATCGCGTCCCACGTTTTCA
-GCGGAGACATAACCCCAGGGAAGTTAATTTTTGCATAGTACGCTACAGACAGAACCAGTT
-CAATAAAGTTTCGTTTACCGTCGATATCAAGTACACGGATAACGTCAACAATGTTGTACG
-TGATGTACAGTTGGTGATCGCGCTGGCGTAGTTCAGACAGAGAACCTTCATACTCAACTT
-TATTTTTACCAGTTTCGTATTCCGCGATCGCGTCCAGGCGGTAAGATGGTTGCGGGGTAA
-AGCTGAATTTCTTATACAGCGCCATACCATCCATTTGAGCAACGCCGAAAATATCATATC
-CTAATTGTTCGTTGCCGTAAGCGTCAGTAGTGGTTCTGGCGGTTACTTTACCAAATGGGC
-TAAAATGCCTTACCACGTTTTGACCGAAAATGTTCAGGTATCGCGTGATGATATATGCAA
-TATCGAATTTGTCAGAGTTCCATCCGGTTACAATAACAGGGGTTCGCTCTTTCCAATCTT
-TGATATACGCAGACAATAACGACTTCTCGGTCTGGAAAGACCGATAAACAATTTTGTTTA
-AATCTTCTTCGCTAATGTCTTTGCGATCAACGTTTTCCGCGCACCATTCCGCAAGGCCAC
-CCTCAACCAGATCGTATACATAGAATTTATCTTCAATGCTATCGTAATGGGTGATCGCAT
-CGATTGGATATTTTGCTTCACGCGGATCCGGAAATTCTGGAGCGGTCACCTCGATATCGA
-TAGAAGCAATGCGAATGTGTTCGCGGTTGTATTCGATTTCATTCCGGTACATGTCAGAAA
-TGTAAGCCAGTCGGTAATCATCCATACCTAGAGCTTCCATCCCAACATCGCGCATACGCT
-GCATCCAGCTTTTAGCTTCTTTGATGCTGTCAAACTGTTTTTTGAGGCAAGGCTTGCCGT
-AAATGTCTTTGTATGGGGTTTCTACGCCATTCATAGCGTGTTGATACATTACGGGCGCAT
-ATTTCGTCTTACGTACCTGTTCGGTGCCGTTAGAGTCAACGAAGCGCTCATAAATGGTAT
-CTCCCATTTGTTCAACTGATAGGTAAAATTCATTCATTGGATCTTGTATTCTCCATTAAT
-ATAATGTTCCATTGTAACACTACCTACAGCAAATTCAAGTTTACTCGATGTTCTAAAACC
-AACAACCCTTCTGCTAACAAGTCACGGATCTTTCTCAGTTGAACAAGCTGGCGTTCAAGT
-TTAAACCCGTCGAATAACATGCTAAAAATACTGGAATTTATACTATGATATTTTGCTTCT
-GCAATTCCCTGGTTAACCATCATGATAGCTTTGTTAACCAGTAGTTTCCTTTCCGTTACT
-GTATGTTCATCCAGTTGACAGGTTGCAAGGGAAACCAGATCATCATAAGCACGTTGGTCA
-ATAACGTTATCCATACGGGCCGCGAAAATTTTATTCATGTAAGTGCGGATCATTGCGCGT
-CCTCCATTCTTTTCATAAAGACTTCTTTTGCTTGTTGGATCAATTCCAGAGATTTTTTAA
-TACGCTCATAGAAATGAGTGGTTTCAACTTGATTGCATAACAATGTGTACTCTGAAATGT
-TACGATCGTAAAATCCAGGAAAGTAGTGTTGTGCATAGCTGTAAGTGCGGGTATCTGACA
-GATTGCAAGTTAACGATAACAAGATGTCATCTTTTACAATCGGGATGATCAAAGTTTCGT
-TGGATTTGATTGAATCCATGATTTCGTTAATAGTCATAATATATCCCTCTCAATGGTGTA
-CACCCAATATAACAAAGCCCCTGCACGAATGCAAGGGCTTTTTGATTAGTGACCGATCCG
-GTACTTGTACTTGAGGATCCAATCTGCTTTTTGCGAGTGAGTCAGTACGCGGAAGTTGTT
-TTCTTCTGCAAACTTCAACCCAGGGGTTACGATCTTAACCATGCCCCACTCTTCGAGAAG
-TCGCGCAATGTTGTTCCGGCGTAGTTCGTCTTCTTCCGTCATATCGACTTGACGACCATC
-GAGTTTCAACAGTTCTTTAAAATGCACGATAAAATACTTACCTTGCTTTTTCAGAATGTG
-GCACGATTGCCAGAGCATTTTCTTTTTGTTGTTTGCAATACCAATACGGGTTAGCGTTTC
-ACGGATCTTTAAAAAAGAATCGTCGCTGATTAGTTGAATTTCTAACATACATCACCATTG
-TTTAATCAATTTTTCCAATTTCTTTTGTTCAGCTTTGTTTTTCACAATACCCAACAAAGA
-CAGAGCGACCTTTGCGTGTTTTCTTTTCCAATCCTCGAACATTCCGAGGTCTTTAAGTTC
-CTGCAAATATTCCATCGCTGTACGTGTATTTACACTGTATTTTTCGCGAAGGATTTCGAT
-AATAATTTTATCTTCAAAATCTTCCGATAGTTTAGCCCATGCACCGAAGCGTTTAGCCTT
-CCTAACAGAGTTGAGATAATAGTTATAGTGCATTTGGTCAGAGATACTACCGCCTACCAG
-ATTCATCACATACGCGTTGTATATCGTGTCTATGTGCTGGCTCATTGCGTTGTCTACAAA
-GTACTTATCATACACTTCATCGATAACCAACGGCGTTTTGCCGTTGTTGATTTCGTCTAT
-GATGTTAAACAAGGTGTTTTCTTTATCCTTGCCGTACTCTTTGACCAGTTCTTCAACCTT
-ATCCCAATCTTTAGAAAGCCAAGCGGATTCATGCGGGGATAACTCTTCTTCATCCAGAAA
-TTCCGCCAGGCTCATGATTACGCCTCCCAGACCATAGAAAGCATCAGGTTCATCAACAGA
-TATTGCAGATGAATTTCTTTATTCATCGCCAGCCCGTATTGCGCGTTGTTTTCGCCTACA
-ATCTGAATCAGTGCGATTTTAGAATCCTGATTCACGATAGGATAAATCGTATCAGTCAAT
-TTTCCGATAAAGGTATCGTATTCTGACGCATATTTAATAACCTCAGAGCGCAACCCTTTA
-TAGTTCTTTTCTTTCAACAGGGTAATGATATGAGACACATCAGAACCAACGATCTCATTT
-AGGATCCCCGCATCAATTTCACCACGTTTCGAGTAGAACCCAATCGCTTTGATAATAGAA
-CGCGCATCCGGATAATGCTCTTTAACAAACGCTGCAATGACTTTAGGATCATACTTGATA
-TTCTCGATTTCAAGGATACCGAAACAACGCTTGATTAACTGTTTCATCAGTTCGATACGT
-TCAGCATCAGACGGAACACCGAATTTAACAGGAGGACAACGAGAAAGCAGAGCACTATGC
-ACACCGTTAATGTTGTTCGCTGTTACAATAACAGAAACGTTTTTACTGTATGCTTCGATA
-AAGCTACGCAAGTGTTTCTGTGCTTCCGCCATACCAGAACGATCGAATTCATCAATGATG
-ATAATCTTTCCGCCTGGTTTCTGCGTCATTGATGAAGCAAAACGATCCAGTTCATTACGA
-ATGAAGTTTACACCACAGTTCGAACCGTTGACAAAGAACACCTCAGCATCAACCTCACGG
-GCCAACACAAGCGCGAGGGTCGTTTTACCAGTGCCAGGGGAATCAGATACAAGGGTCATG
-TTCTCAACACGCCCAGATTTGATTATGCCCCGCATAGCGGCTTTGTCACCAGAAGGTAAA
-ATACACTCTTCAATCGTTGTTGGGCGATAGCGCTGATCCCATGCAAATTCATCAGGAGAT
-CGAGAGATTTTACCGTATTTGGTTTCGATGATTTCAATATTTTCACTAAGTTCCATAATA
-TACCTTCAAAATAAATGGTGTAAAAGAAAGGGGCCGTAGCCCCTTAAAACTATCTTACTT
-GAATGTGCTACTTGCTTCAAGTACGACGACGTAAGCAACGCCGTTATCAGAAGAGAATTT
-TGCGGCCCCTTTGGAGGAAATCTCTACTTTGTAATCGCTATTGATGAACTGCATGTTATC
-AATCTTCATATCAAAATTGAAAACATTGTCGCCTTCATACTCACCGACTTCAACGGAGAA
-AGTTGATTGACTTTCTTTGCTTTTCGCGGTGATGACCAGTTTACCATCAATCGGTTCAAC
-GGACAGGTCGGTCAGTTTCATCATGCGAGACGCTTTGATCAGTTTTTCGAAATCGTTAGC
-GGTAATCTGGAAAATCAGATCTGCTACTGGCATCACCAAACGTTTTTTCGGTTTCGGGAT
-CGTTGTTGCGTCTGCTGAACGTTCGATGATCTTCATCTTGTCGCCGCGAATCACGATTTC
-ACCAGTGGAAATATCATGAGTGATTTCCGCGTCAGTGCCGACGATGTTCAGCATGTTCAG
-GAATGAGTTGAGATCGTAGATACCAACATCTTCATCAATCACATCAGCAATTTCAGCTTC
-TGCGTATACAACGCTGTTGATTGATTTCGTCATGATGAATGAACCTTTGGTCAGCATGAT
-CGAAGAGTTGATTTGAGAAAAGTTTTTCAGGATATCAATAGTTTGTTTAGAGAATTTCAT
-ATTCAGCCTTTAGTTTTCAATAAGTGTTACTTAATAAGTGATTTTACAACGGTTTCCGCT
-GCTGTGTCAAGCATATCAGCCATTTCTTTAACGGTTGTACGCTTCGGATCTTCGCGGCGT
-TCGCTGGTAAGTTTACGATGTTCCGCAACCACTTTTTCATCAATGTCACGATAGTGTTTA
-AAACGTTCCTCTTGAGGCATAGCCTTAAACAGTTCTTTTGTTTCGTCCGAGAGTTTAGCA
-ACCCAGGATTTACGGACGCGGTTCATGTAGTCAACAAAAACATTACTTTCATTCATATAT
-TTCTTCTCTAACTTAGAATTCTTTGAGTGGGGGCCGAAGCCCCCGCTTGTATTACATGTC
-TAACAGTTTATCCAGGTCGTCATCACCGGAGGTATCAGAATCATCCAGGTCGAACGGTAC
-GCCGTCATCTTCGCCTACCGGAACCGATGCAACACCACCAGATGATTTCACATCAGATGT
-CTGATTGTCAAACTTAGCCATTTCGTTATCGAAGTTGCTCAGTTCGCTATCAAGGTCAGC
-GGAAGCGCTGGAACCAGCAGAACCGATCGAACTACCCATAACTTTATTGAAGCGAGTGGT
-CAGGTCAGCCAGCGGTTTGAATTCGCTTTCGGCGGTGATTGGGCGAAGATCGCTCATACC
-TTCGAAAATTGCTTTCTGAACTTCTTCATCGTCGATGTTTTTGATCTTAGCCGGAACACC
-AAACGAGCTATCGTCATAGTTAGGCCAATCACCAACTTTTTTCGCTTTCAGGGTGAAGTT
-AGCACCATCAAACGGACAGGTTACAGCAATACCCGGTTCATCAAGTTCTGGATTACCGTT
-AATTGCGGCGGTGATCTTGTCCATGATTTTCTTACCGAAGCGGTATTTGAACACCTTACC
-TTCGTTTTCTGGAGCGCCTGGGTCTTTAACGACCAGGACGTTAGCCCAGAAACTTTGTTT
-ACGACCGATCTGGCTCAGTAGCTTATCTTCTGGCCCGTTTTTGTTGGCTTTAGCCTTCTC
-ATACAGATCGTTTTCGGAAATGTACTTACATGCAGGACAGCCGTCATAATCGCCGTGGGT
-AGAGGAACAGTTCTCAATGTACCACTGGTTGTTTTTCTTGAAAGAGTGGCTCACGATACG
-GACGAACGCCAGTTCATCATCGGAACGTGCTGGGAGGAATCGAATAACGGCGGAACCGTT
-TTTCTGTGCGTCCAGGGTCAGTTTCCATTCTTTCTCATCTTTCTGGAAGCCGGAACCACC
-TTTCAGATTTGCTACCTGTGCCTGGAGTTTAGCGGGATCTTGACGTTTAAAAATGCTGCT
-CATATTCTGTTTTCTCGTTTAGTTTAGTTTGATTAACGTTTGTTTCATTAAGTTTCGATA
-TTTTATGATATCTTTTTCAGTAAGGTCAAATATTTTTCTGTATGCCTTTAACTTAATGCT
-AAAGTCAGACCAAATAATATCATCAGCTACTTGATCGTGTTTATTTATGATACCTAAAAA
-TGAGTCAAAAATCAAAAACGATTCGTAAGATATCACATTTGACAGGACAAGTTTGCTTAT
-GTAGGACGTTGATGATTTTTCGCTGTACTTGAACACCAGAGACACGGGGATCTCTTTCAT
-TTTGGCGAATTCGTACACGTTTTTAACGTCATCCACAAACACGTTATCTAGTCTTTGTAA
-CTTTCCTATGTACTGCCTGTAAAAGACAATACTATCTTCATCAACATCGCCTACCCAGAA
-ATCCGGATTGGCTACGAAGTTGGAGAGGAATATAAAATAGATTTCTTTGAATGTAAAGCG
-TTGAGCTAATTTTACAAAGAAATATCTATCCTTTCGCTTGTTAAAGGCGTTTTCACTAAC
-TTTGATCTGCCAGTTGTATTGAAGGACATCAAAACGCCCCTGGAAATGAGTTTTCATCGC
-CAGATATAACTTGTATACAGACAAAGGCACAAGCCGTGAATTCGCCTCGCTATCAGCAAA
-CGGAGCTTTGAATCTCACATGAAGCCGTCCAGAGTGGTTGATGAACTATGTTCAAGCGCA
-ACCGATGGGCGAAGCATGTTTCCTTTGATCGCTTCGTCGCTAATCTTATCAAGGATCGCG
-CGAGGAACCGTTTTATTCAGCATCGCATAATCAATAGAATTTTCATCCATCCATTGTAGC
-GTTGCTTCCATGTAGGTTGCCCCCTCAGAGGCAACCAGATTTTCGATATACAAACCGACT
-TCGGTCTTATTTCCGATCATGCTTTACGCCTTATCGATCATATCATACAGTTCGATCAGT
-TCGTTGTTTTCTTCTTCGAAAGCGGTACGGGCCTGTTCGTGATACAGTTTGAACAGTTTC
-CCGAAGGTTTTTCCATCGATACCGAAATCGGTTTTCGCTTTGGATTTGATATCCTTGAAC
-GTGCCGTTGAAGATCTCAACTTGAGTTTTCACGTTGGATGCTTCTTTGATCAGTTCTTTT
-ACCTGTTTTGCTACATCAGGGTTTGTTTGTAAAAATTCTACACTCATTTTGTTACCTCAA
-AAATCACTCAGTTTTTCGAACATACGGGAAAGTTTGTTATCCATGAAGTAACGTTCCATT
-TTGGCTTTACTTCCGGATTTTGGAGTATTATACGCTTCAATAATCGAATTTTCAATATCT
-TTTGGTATAAATTCGAAATCGCGTAGTTCCTCATTTTCTTTGTAACGTGCGGCCCATTCA
-GGGGTCATCAATGTTGTCGGATCGTCTGCCTCCAGCCATGCCTCTAACTCAGAGGATTTT
-ACCGCTGGGGCGCGTTCACCTTCAACCTTCGTCACAATATAATCATTTCTAATTTTAATG
-CAAGCGATACTATCTTTTTTATCGCCTTTGATATTTTTGTATCGCAGATCGTTACGTGGC
-GAACCGTACTTAGGCGTTACCCATTTTTTCTGGGGAGGCGACCATTGACGAACACCGTTA
-TATTTCTGTAGTTGTGTAAAGTCGCTATCAGCAGAAACCACTAATACTCGTCTACCTTCA
-CCAACAGCTTTTTTCGTAACAACAGCAATTATATCATCAGCTTCCGCGAATTCAACCTTT
-AATCCGAGATAAGGCATATTCTGACGGATTTCTTCGAACACAGGATTAAGGAAGTTGTTC
-AGACGATCCCAATCCCATTCTGATTCTTCGTGTTCGATCTGACGACGTTTTTTGTAGTAC
-CAGGCTTTTTGCCTACGCCAGTAATTTCTGTCATCGAAGGCAATCACGATTTCTGGATAC
-TCACCTTTAAATTTTACAACGTTAAACCGTAAAGTGTCAAGCACCAGATGACGAATCATT
-TCGATCGTGATGGATGCTTGTTCCTTTGGTTTGAAGTTGTTCATCAGTGTAGCGATGGAA
-ATGTTAGAGATATCGATGACCATAGTATCATCGGGTTCCCCTTCATCTTGCATCAGCTTG
-TTCAAGTTAAACATGCTTGCAAAACTGCTCATACATACCTCAATTTTTCAAAGAACGGGG
-TTATTGTAGTAACTTACGAAATGAAGTCAATACAAAAGACCATAAAATTTTGATCAATAA
-TACTTGATCTGATCAAATTTATGATCTATAATTTATTAATTAATAATTATTTTACTACAA
-TGATCATTGTAGGTCAAGTACTAAAATCAATAAATTTTATATAATTTAGATCTGATCTAT
-AGATCATTAGATCTACTTTAACCTTAAATAATATAGAATGAAATTTGATTTTGTCTACAG
-TTATTATATAATATTCTTAACTTCAAAGAGGAAATATGAATACTATGACTAAAGAAACAA
-CCAATATCTACGCAGACAATGAAAAATTATACCCTATCCTCTGTGCATGGAAAAAGCAAA
-TCGCCGAAACAGGTGATCGCAAAATGCCTAATGAGTTGGGGGCTGCTATTATGGATATTG
-CAAACGGGCTATCACGTCGTTACAACTTCAACCGTTATTCCGAAGATTGGAAAATGGATA
-TGATCGATGACGGAATTTCCGCTGCAATCTCAGGACTGCATAACTTCGATGAAACTCGTT
-ATACCAACGTTTACGGTTACATTAACAAAGCATGTTGGCAAGCATTCGTAACACGTATTC
-TGTACGAGAAAAAAGAGAACGCGAAGAAATATAAATTCTTCCTTGAGCACGTTTACGACT
-GTGAAGATTCAGATATGGTTAGTATTGCAGACGAAGGTTTCATTCAAGATCTACATGACA
-AACTATCTCAGTACGAGGCTTCCGCCACCAAAACCAAAGACAAGGAAGCGGAAGTATTCC
-CAACATTGGAAGATTTTCTATGAAAGCAATAATTGACTTAAACAAAATATTAACTGATAT
-CGATTACGAAATTGACTTGCTACCCTACTTCGTAAAATTAGAGTTGCAAAACGTGGGAAT
-CCCGGTTATCATCGATCCAACTGACGTAAGAAACCCCGATTTCGAAGTAGAAGAAGGGGT
-TTTGTCTTATATGATAAACGCCGAAACTATGATCATGGAGATCACTTATGATTGATGAAG
-AGAAAGAAGTACTAACCAGTGTGGAAGAAGTGGATCCAGAAGAGGAAATTCAACAAAAGA
-TCCAGGAACGTGTAGAAGCCGACGCATTGAAGCGAGCACAAAAATTCATTAAGAAGAACC
-GGACTGAGATCAAACGCCTCCGTAGACACGCAGAGGAAGCCCTATTCAGGGGTAATAAGG
-TTCAGTATGTGTATGCGGTTAAGAAACTTCGTGATATGCTCAAACAGCCGTATACAGAGG
-ATTTCATTGATACGATGTGGAACACTTCACTAGCATCAATTCGAAATATCGTAGCTTCAC
-AACAGAAGCACTAACAAACAAGTAGCCCCGAAAGGGGCTATGAGGGTCTTATGAGAAAGT
-ACTTAATGATCGGGGATACTCACGCTGGCTTGCGTCAGGACAACCCCTGGAATGAAGAAA
-ACCTATACAATGTATTCGTACAAATCGTAGAACACTGCAAAGCAAACGGCATTACCGAGG
-CTTTCCATGCTGGTGATTTCTTTGATGTGCGCAAGGCCACCACACAAACCACGATGAAAT
-TCATTCGTGAACGTATTGTGCCACTACTGGAAGAAGCCGGATTACATATCTATGTTCTGG
-TTGGGAACCACGATTGCCAGTTTAAAGACAAGATCCGCCCTAACTCACCGCGAGAGATTC
-TTGATCAGTATGATTGCTTCACGGTTGTTGATGAACCGATGACAGTAAATCTTGATACTT
-CTCCGCTGCAATCAATCGATTTGATCCCGTGGATTTGTCAAGAAAACACCCAGCAGATTT
-TTGATTTCATCAAAAAGTCAAAATCTCAATACTGCTTAGGACACTTTGAACTGTCCGGAT
-ACTATTTCTATAAGAACAGTAAAGCGGATCATGGTCTTGAACCTGATTTCTTAAAGAAAT
-ATGAAATCGTGTATTCAGGCCACTATCATCACGCTAACGAAGGCGCTAACGTTTTCTATA
-TCGGTACACCGCTTACCATGAGCGCTAACGATGAGGACGAAACCAGGGGCTTCTATGAGC
-TATCTTATGGCGACGGTAAACGTGAATTAACTTTCATTGCTAACCCAGTATGCCACCATC
-GCCGGATCACCTATCCGGATCAAAAAGATGTTGATGTTGCAGATTACAAAAATTGCTCTG
-TTCGCTTGATTGTGCGCGAAGTTGATAACGATTTGCCTAAGTTTCAAACAAAACTGGAAG
-AAACAGTTTATGAGTTGAACATTGTCGATCGCGTGATCACTGATTCAGAAGTCGATACTG
-ATTTTGAAATCAAAAGTGTATCTGGATTGATTAGTGAGTACATCAACAACATGCAGATCA
-CTCCAGAAGAAAAGACCGAAGTATCTGCAATAATGAGTGCATTGTATGCAGAGGTTACGA
-GCAATGGAAATAGTTGATTACGTTAATATTTTAAACGAAGAAGGGCGATATAAAGCCCTT
-TATAAAATGTTTGGATTTGATGTGATTGTTGCAGTACAGCAGGATTCCTATAATGAGTAT
-GTGTCATTGGGGTTCACTCTGATTAAAGACAACTATCACGAAACAAAGGTTTGGACATTT
-ACTGTCCTGAATAGCATGGATGAAGATTCCGTGATATACTGCTTTGATAGCACGATTACA
-AACATGATTAGTGATATATCCCAAAGGATAATTGATGAAACTCAAATTTAAAACATTGAC
-TTATCAAAATATCTTGTCGGTCGGTAACGTACCGATCGTCATTGATTTTGATTCAGCAAA
-GAAAACCCTCATTACGGGTAAAAACGGCGGTGGTAAATCCACCATGATCGAAGCGCTTAC
-ATATGCTCTCTTTGGTAAGTCATTTCGCGATCTGAAAGTCGGGCAACTGGTGAACAGTAT
-CAACAAGAAAAAATGTCTGGTTGAACTGTTGATCGAATACGGCAATGATGAATATAAAAT
-CATCCGTGGACAAAAGCCGAAAGTATTTGAGATCTGGAAGAATGGCGAAAAACTGCCGGA
-AGATTCAGCCGCTGGTGATTATCAGTCACAGCTTGAATCAATGTTGAATATTAACCTGGT
-GGGCTTTAAACAGGTTATCGTTCTGGGTACTGCTGGTTATGTACCTTTCATGGAACTGAA
-AACACCAGATCGCCGTAAATTGGTTGAAGATTTGCTTTCTCTGTCTATTATCAGTGAAAT
-GGACAAACTAAACAAATCATACATCCGTGGTGTTAACCGTGAACTGGATACGCTTTCAAT
-GCAGATTGGACACGTACAACAGCAGATCGCAACACATCAAAAGTTCATTGACGAACAACG
-GGCAAAAGCAAATCAGAATACGGCGCGTTACCAGGATATCTACGATTCCCACGTAGAAAC
-AGCAAAACAGATTAAAGCGCAATTAGTTGAACTTCAAACCCAGATCGCAGAATGCGTGAT
-CAATGGTGAAGACCAAACAGCAAATATTCAAAAACTGCGTGATGGCTATACACGCCTCTC
-AATGAACGTAGAACAGTTGCAGCGTCTTGAGGTGATGTATCGCAAGGGTGGTGAATGTCC
-GGCCTGTAAACAGCCAATTAGCCCCACTCCTGAACGCATGGAAGAAATTGCCGAGAACAT
-TAAAAATGGTACTCAGAAACTTACGCTGATTAAGAACAAGCAAGATCAGCTACAGAAAAT
-CATGGATGATTTACTAACACAACAACGTACACTAAATGGGCTGAAATCCAAATACGAATC
-ACTACGCGGTACACTTCAAAATGAAGTTGCAGCGGCTAAACGTGTTCGGGCTGTCATGGA
-TAAAGCACAGGAAGACGTGGTGATCGACGAATCCCCAGTTGAAAAACTCCGTGAAGATGA
-AAAGGAACTTGATTCTAAACGTTCTGGATTTGTCAAGGAAAAATATTTTAGAGGTATTGT
-TACGGATCTGCTGAAAGATTCCGGCGTTAAAGCGAGCATCGTTAAACGTTATATTCCTTA
-CTTCAATAAACAGATTGCGTACTATCTGGATCTGTTGGGTGCTGATTATCAGTTCACTCT
-GGATGACGAATTTAACGAATCGATTAAATCGCTGGGTCGTAATGATTTTAGTTACGCATC
-GTTCAGTCAAGGCGAAAGAGCACGTATTAACCTTGCTTTATTGTTCACCTGGCGCGATGT
-AACCAGTAAAATTTCTGGTGTTGATTTATCCCTTCTGATCCTGGATGAAGTGTACGATGG
-TGCAATTGATCGTGATGGTAGTTTTGCCGTAAAAGCACTATTGGATGGGATAAATGGTAA
-CGTAATTGTTATCAGTCATCAGGATCTGGATCCGCAAGATTTCGATCGACATATCACCAT
-GCAGAAAGTTGGACGGTTCACAAAGTGTACTATCAATGATCGAGGTGCATAATGTTAGAA
-AGAGAATTTGAATTAGAAACCGCTCCGGAAATAGAGCGGTTTTATCTCCACAACAATTTT
-CTTGAAGAAAAACATATAGTTACTATGAAAGATGTTGAGGAAGCATTCAAAGATAACCCT
-ATAGAGTTGACGCGAATCAAGAACAACAAAAGTTCTGTTTGGTTCCTCGAAAAAATCTAT
-TGACCGAAATCCATAAATACAGTAAAGTAGCCCATGTAACGAAACGTGGGCTTTGTTTTT
-ATTTGAGGAACAATAAATGATCACTGAATCCAAAATGACTTATCAGGAAGCACTGAAAGT
-TTTGGGCGCAACTGGTAGCGAAACCAGCGCTGAAATGTCCAGACTCTTCAAACGTGCATC
-CTTACGCAATCACCCCGACCGTGGTGGTAGCAATGAATTAATGCAGAAAATTAACCAGGC
-TTACGACGTAGTTACAAAAACTGGGCCTAGTGGCGCACGTTCTGAGACTGCTGGTGATGT
-TCGCGCACGTTATGCACGTCAAAAGAAAGAATGGGAAGAAAAAGTTGATGCTTACTTTGT
-AGTGGCGAAAAACTATTTCAGCACCAAATTTAACGCACAGGAATTTGCGGAATACTTCAC
-CAAATACACTGGATTGCCTACCACTTTCAAACAGGAAGTAACAAAAGGTAGTCACGGTGT
-TTATGCTTCGTTCCGTTTCACTTCTGGTGATGCTTACTTTGATTTCGGTTTCAACTGCAC
-CCCTCCGAATGGACAAGGGTTAGCCGCTCCGGATTCATCTGCACTGGGTAACGTTTCTGT
-TAGTACCTTTGTACTGGTTGGAACTAAAAAACATAAAATGGCAAGCCGTGATTATCAATG
-GGGCAAAAACCCAGATAAGATCACTCCGGAAAGCCTGTTCCCGTCTAAAAAACTGGAAAG
-CATTTTCAGCCCTGTACAGAAAAATATCAAATACAAACGTGCTGATTACCTTGCATCATT
-CCGTAAGCTGTTAGGCGCTGACATTAGCGGAAACGATATCTTTGTTGAAGTTGGTACACT
-GAAAGTTCGTTTCTATCGTCATGTAATGATGCGTAAAGGTGCGTATGTGTTTAGCGCGGT
-GTATGATCCTGCTGTATCTAAGTATCGTCCGGCTGCACAACTTCGCGGAACTATGTTAGA
-AGACGAGGACGGCGCTTGCCTGGATATGATCGTTGATACGTTCAAAGAGTTGCAGAAACT
-GAAACCGAGTGTTCAAGGCGTTGTGAACGCGATCGATAAGATGAACGCAGAGTTTGCAGC
-GGGACATCGTTCAGCATCTTTTGTTAAACGTGTAGCTGCTCAGGAAGCCGCGCCGAAGCC
-AGAAGAGAAGCCAAAACGCACTGTTAATCGTATCGGTAAAGAGGAATACTTCGCAGCACT
-AAAAGATATTGGTGCTCGTGTAATGCCTACCAGCGGTTATGTTGAATTTGATAACGGCGC
-TGGTGTTACTATCAACTTCAAGCGTATTGTTGTAAACCGTAAAGCATACTACTCATTCAG
-TAGCTTTGATTTCATGTACTCTGGTCAGAAACACATTGAGTGGTTGAAAGGAATCGATAT
-CGCAGAAGATACCAAAGGCGCAAGCATTAGCCTACTCACTGATACTCTGAAATCTTTACG
-TGGGATCTCTGACTGGAACACTGTTAAGAGCGCTTTAGATCAAATGAATTCTAACTTCAA
-GGCGGGTAAATTCTCCGCACCTCATGTGAAGAAGGAAGCAGAGCAAAAAGCACCGAAACA
-GAAAGACGAAATCGGCGCACAGCCTACCAAACCACAGGCGGCTAAGAAAGATACGCCGGA
-AGTGGAAAAATCACAGGCTGTTCATGCAGCACGTGAGAAAGCGAATATGAACAACACTAT
-TCGTAAAATGATGACTATGTTAGTCAAAGCACAGCGCAAAGACACTCCGGAAGATATCAA
-GAAGGAAGTTGATGCAGCAATTCAATTGTGGCGCTTGACTTACTAATCAAATGAACTATA
-ATGGGAACTGTTAACGCAGTTCCCTTTTTATTTGAGGAAAATATTATGAGTTGTCCAACA
-TGGTTACGTTTGGAAAATCTGAAAGAAGGTACACAAAAACGGATTTATATTAATCTTGGT
-TGGGTTCCTCCTACCGATTTTCAAATGGCTGAGATTTTAATCAATGCTGTTAAAGAAGTA
-AGCGACACTTACGAATGGGAAAGGCTCTATTTTCCCTTGATTGGTTTGTATATGACGCGA
-AATAAATTTGAAGAAATGAAACTTGCTGTTATTCGCGCTACGATTATTAATTCCCAACAA
-AGATTTACTTTGAAAAATGCATGGAGTTCTGAATGATTATTCAAGTATCTGTACAGGGCG
-ACACTCTGACTGTCACCGAATCCATCAATACCGCTCTTGCTGTATGTCGTGACCATATCT
-CACAAAATCCTCCAGTGACTGAGATCCTGGAAATTGATGTTTGGGATCAGATTGGGATGA
-TCGACGCATCATATGGATTTACCCCGCGAGATGAAGAACTATCTCGTATCGAATCATGGC
-TGAATGAACAGGAAACGGAATGAAACTCCCTAAGAACACAACACTACTAACCCGCGAAAA
-ACTTCACTCTGTTGATTGGTGTCCTCTGGATATCATGATTTTTGATATTGAATCTCGCGT
-GATCAATGCAAAATATCAGGGGTGTAGTATTTTCTCTGTTGAATTCGAGAAGATTCGCGG
-ATATGATGAGAAGTACAAAGAAAAACTGAAAGTTATGATTGAAGCATTAGGCTATATTGT
-AACTGTTGAAGACAACAAAATGTGGATCGCAATATGAGCATAGTAAAAGCGGTGTTTGCG
-CTGGGGCATGATATCTACCACGATGATTTCGCTTTTGGATATCAGCAAGGCTTGCCGTGG
-GGCCACTGTAAAGAAGATTTACAGAACTTCAAAGAAGAAACCGCCGATAGCGTTCTGATT
-ATGGGTGCAAATACGTTTACCTCTCTTCCGGGTAAATTGCCTGGTAGAATTCATTGCGTT
-CTGTCTGGTTCCGGTAGTTTTTTGAAAACCAAAAAAGGCGAGGTTGCTGATTACGTGATC
-CACGGTGGCGGGTTGTCTGCTGCTATTGGTACAATGCAAGCAACACACCCAGATAAAAAT
-GTGTGTGTCATTGGTGGTAAGGGGTTGCTTTTAGATTCAATCAATAATAAAATGGTTGAT
-GAAGTAGTTTTGACACACATTTACGGACATGATGTATATAATGCCCCCGCATTTAAACGC
-GATGTTTCGTTTACTGCTTCTGAATTGGGTGATGCATTGTTAAAATATGAATTTTCTGAT
-TTCGAAACTCAGTACATCAAAGAACATGAACGCATTGAAAAAATCATAGTCGATCGATAT
-AAAAAGGTATAAAATGAAACAGTATCTGGATATTATTAAACTTGTACTTGATAACGGTGT
-TGAATCAACCGATCGCACTGGTGTAGGTACTATTCGTATTTTCGGCGCACAAGCCCGATG
-GGATCTAAACAGAGGTTTCCCCGCAACTACCTGTAAAAAACTATTCTTCAAACCGTGCAA
-GCATGAATTGCAATGGTTCCTGTCCGGTTCAACCAACGTTGAAGAACTTCGCCGGATGAC
-CTGGGGTGAAAATAGCGATAAGCGCACAATCTGGGATGATAACTATGAAAAACAAGCTAT
-TGATTTAGGATATGATTCTGGTTATCTGGGGCCAATCTACGGTCATCAATGGCGTTCGTT
-TGGTTCTCTTTATGGGGATGATGATAGTTATTATGGCGGTAGTGGTGTTGACCAGATAGC
-AAAAGTCATTGAACAACTGAAATCAACCCCAGACGATCGTGGGATCATCGTTTCGGCATG
-GAACCCCGTTGATCTTGATGATATGGCATTGCGTCCGTGTCACTGTTTCTTTCAGTTCGT
-TGTAATCAACGGTAAACTGTCTCTACAGTGGTATCAGCGTTCAGTTGATGTCTTCTTAGG
-GTTGCCGTTCAATATCGCCTCCTATGCTCTCCTGACGCATATTATCGCTGATATTTGCGG
-GTACGAAGTGGGCGATCTGGTTTGGACTGGTGGTGATGTCCATATCTATAAAAATGCGGT
-TGAACAAGCAAAAGAACTTTTACAGCCTAACCGTTCACCAATGCCATTACCGATTCTAAA
-AATGCCGAAGGTAAATAGCTTACTTGATTTAGATCAAGAATTCTTTGACTCGATAACCTT
-AGAAGGGTATCATAATCACGGCTCTCTAAAAGCTGAAATGGCAGTATGAAAAATGGGGCT
-TCGGCCCCTTTCTTAACAAGGTAAGAGAATGAATGACATTAAAGTAGTAGTAAAATCCTC
-TGGTGTACGCCAGCCGTTTGACAAAGAAAAAATATACAAAGTGCTCAAGTGGGCCTGTGA
-TGGTCATAATATCGATGTTCGTGCATTCCTTGAAAATGTATTAGAACTGATCCGCGATGG
-TATGACTACCAAACAAATTCAACGTATCGCTATCAAGTATGCAGCAGATCATATTTCTGT
-TAAAGAACCGGATTGGCAATACGTAGCATCGAATCTTGAAATGTTTGCATTGCGTAAAGA
-CGTTTACGGTCAGTTCGATCCTATCCCGTTCTACGATCACATCGTTAAAATGGTTGAAGC
-GGGGAAATACGATAAAGAGATCCTGGAAAAATACAGCAAGCAAGATATTCAAGTTTTCGA
-ACGTGCAATTGATCATGATAAGGATTTTGAATTTTCGTATGCTGGTTCCCAACAGTTAAT
-CGGGAAATATCTGGTTCAGGATCGCGATACTGGCGAAATCTTTGAAACCCCTCAGTATGC
-GTTTATGCTTATTGCGATGTGTCTGCATCAGGAAGAAACTGGGTTAGCACAGGTTACGCA
-TATCGTTGATTTTTATAACGCAATTTCCGATCGCAAACTGTCTCTACCGACTCCAATTAT
-GGCGGGTGTACGTACTCCTACGCGCCAGTTCTCCAGTTGTGTAGTAATTGAATCGGGTGA
-TTCTCTTGGTTCTCTTAACGCTGTAACCTCTGCGATCGTGAAGTATATTTCACAACGTGC
-TGGTATTGGGGTTAACGCGGGACATATTCGCGCAATGGGTTCTAAAATCCGTGGTGGTGA
-AGCTGTTCATACTGGTGTGATTCCTTTCTGGAAACATATTCAAACCGCTGTTAAATCCTG
-TTCACAGGGTGGCGTTCGTGGTGGTGCTGCAACACTGTATTATCCTTTCTGGCATCTGGA
-AGTTGAAAACCTTCTGGTGTTGAAGAACAACAAAGGCGTAGAAGAAAACCGCGTTCGTCA
-TCTTGATTATGGTGTACAGCTTAACCAGTTGATGTATAAACGCTTAATGAATCGTGATTA
-CATTACGCTGTTTAGTCCGGATGTTGCTAACGATCGTCTGTATGATCTGTTCTATGAAGC
-TGATCAGACTGCATTTGAAGAACTGTATGAAAGCCTGGAAAAAGATCCAACTGTTCGTAA
-GAAACGCATCAAAGCGGTTGACCTGTTCCAACTTTTAGCACAGGAACGCGCACAGACAGG
-ACGCAAATACATTTTCAACACTCATCACGTCAACCAACAGGGTAGTTTTACGGTTCCTGT
-TCGTATGTCTAACCTGTGTTGTGAGATTGCGATCCCAACGTCGCCGCTGGATGACGATGA
-TAAAATGGCTGGTGAAATCGGATTGTGTACGCTAATGGCTATCGTTCTGGATAACGCTGA
-TATCAGCGAATTCCCGAAACTCACGCGTATTGCAGTACGTGCGCTTGATAACCTGTTGGA
-TTACCAGAACTACCCTGTAAAAGCCGCTCTGAAAGCTAAACAGCGCCGTTCTCTGGGTGT
-TGGTATCACCAACTATGCATCATGGTTAGCGAGCAACTATTGCGACTACTCAGAAGCGTA
-TACAGACAAAGTTCATGAGTTAATGGAAGCGTTTCAGTTTAACCTTCTCGTTGCTTCTAT
-GGAACTGGCGAAAGAACGTGGTGCATGTGGATTGTACAACGATACCAAATACGCTCGCGG
-GTTACTGCCTATCGATTGGTATTGCAAAACCGTTGATGAACTGGTAGCACCTGTTTATAA
-TTGCGATTGGGAATGGTTACGTAGTCAGATTAAGAAATACGGCTTGCGCAACTCTACTCT
-TTCTGCTTTAATGCCTTGTGAAAGTAGTTCACAGGTTAGTAACTCTACCAACGGGATCGA
-ACCTCCGCGCGGTTTAGTGAGTATCAAATCTTCGAAAGAAGGACACTATAACCAGGTTGT
-GCCTAACCAGAATAACCAGATTGATTTCTATGATCTGCTCTGGGATATGGCTAAACGCGG
-TAACAAAGGGTATCTGTCTCATGTAGCAGTTATGCAGAAGTTTGTCGATCAGTCTATTTC
-TGCAAACACCAACTATGACCCGGCAAACTATGAAGACGGGAAAGTTAAAACAGAAGACAT
-CATTGATGATCTGCTGTATGCTAACTACTACGGTGTTAAAACTCTGTACTATCATAATAC
-GCGTGATGGTGCTGGTGATGAAGAAGAAGCCGCAGAAGATTGCGCGGGTTGTAAGATTTG
-ATTAATGCCCCTTCGGGGGCTTTTTAAAGGTAAAGACATGTTAACAGTAATGAATACAAA
-CCCAGATCATAACCACTTAGAACAACCTATGTTTTTTGGTGAAGATACTGGTGTTGCACG
-TTATGAATCGCAGAAACACAAAGTTTTCGAAAGCCTGACGCAAAAACAGCTTTCTTTCTT
-CTGGCGTCCGGAAGAAGTCGATCTGTCTACTGACCGTATGCAGTATGCAAAACTTCCTGA
-ACATGAAAAAATCATTTTCGATTCTAACCTACAGTATCAAACCCTGTTAGATACCATTCA
-GGGACGTGGGCCTAACCTCGCATTTTTGCCAATTGCATCCGATGTGAGCATGGAAACCTG
-GATCGAAACGTGGGCGTTTAGTGAAACCATCCACAGCCGTAGTTACACGCATATTCAACG
-TAACTTGCACATTGATCCTTCTGTACAGTTCGACCAAATCCTTCGCAATGAAGCGATTAT
-GAAACGTTCTGCATCAATGACACGGTATTATGATACTCTGATTGATGAATGTCATAAGCT
-GAAAACCATCATGATGCTACAGGAACAGGTTAGCGGCTATAAACCAAATGATCCGGCTGT
-CGTGTATTATAACGAGCAATACACTAAACAGGCCACTAAGTGCAAAGAAGCTCTGTACCT
-GTGTATGCACGCTGTGAACGCTCTGGAAGCGATCCGTTTCTATGTGTCGTTTAGTTTCAC
-CTTTAACTTTGCTGAACAAGGCAAGATGGAAGGCAACGCGAAAATTATGCGCCTGATTGC
-GCGTGATGAAGCATTGCATCAGAAAGGTACTCAGAGTAAAATCCGTTTGTGGCAAATGGG
-TAAAGATGATCCAGAAATGGTTGAAATCTCCCGTAGGCTGAAAAAAGAAGCAACGGCTAT
-CTTCCTGGAAGTATATGAACAGGAAAAAGAATGGGCTGAACATTTATTCTCTGTTGGTGA
-TGTAGAAGGTGTATCGCTGAAAAGCACTATCGCTTATATTGAACACCTTACAGATCAGCG
-TATGCGAGCGGTAGGGCTTGATTCACCATTCACCCCGATCCCTAACCCGTATCCGTGGAT
-GAATAAATGGCTCAAAAGTGATAACGTACAGGTTGCCCCGCAAGAGGTTGAAGTAAGTTC
-TTACCTCGTCGGAAACTTGAATACTGAAATCAGTGATGAAGCGTATGCAAAATGGGCCAG
-CAAATACGCGTGATTGTCGGGTAGTAAACAAGTACAAAACTGATTGGGATGTCGATATTC
-AAAGAGGTACGAAGTTCGGCAACCCTTATAACACAGGAACCAGGGGAGAAAACATTTTAG
-CGTTTATCCCCTGGTTCCAGAATCAGGTTCGTACTGGGGCGATCACGATTGAAGAATTGA
-AAGAACTTGATGGAAAGAGGCTTGGTTGTACCTGTGCGCCTCTTCCCTGTCACGGTGATT
-ACATCGCGCATGTGGTTAATGTTTTGTGTGGTAAGAAAAGATCACTTGACTTTTTGGATA
-TATAATGTATGAAATCTGAATTCAACTTAACCCTTGATAAATGTGGTCGCATCGATCGAA
-GTTTTGTTAAGTGTGGTGAACTTAGGCATTGTGTTTATTTTATTGCAATTAACGATGAAA
-TAGTATATGTTGGTAAATGTCGGGATATGTGGAAGCGTTTAGATACATATCGCAATGCAA
-AGTATTGGAGAGAAGCCAACCCCAGCAACATCTTAAAAACGTGTCGATTGGAAATGGCTA
-TCAAAAAACGAAAAACTGTGAAACTTATCGTGACTACTCACGATGAAAATACATATCATG
-ATTATGAAATCAACATGATACGAAAATACAACCCTGAATGGAATAAACAGCACTATGACA
-AAGGCACAAACTAAAATTATCAATACCCTTTACAAACAACTCATGCAGTTGTGTGGTGAA
-TCCGAAACATTTTTCTTCGTTGATCAAGTAACCGTGATGGGTACACCTGTTCGAATCTTT
-AACTATCGCATGGCCTCATATACAGACTGGCTAAAGCCTGGTGCTCTGGAATGTCGCGGT
-ATCATGTTTGAAATGGATGGAGATACCCCCGTATCAATCATCAGCCGCCCTATGGAGAAG
-TTTTTTAACTATGCCGAGGTAAAGGCATGGGAAGCGCTTAACGAGTCTCCTATTGAATTA
-GGCGAAGTTTTAGACGTGATGATTAAAGAAGATGGTTCCTTGATCTCAACTTTCCTTGAC
-GGTGGATTTCTGGCGGTCAAGTCTAAAGGTTCGGTTAAATCAGAACAAGCTATGGATGCG
-CACAGCGTGTTAATGGCAAATCGTGAATTGCTGACCCGCTTAACTGAGATCGCTAAAGAA
-AACTATACGGTGAATATGGAATACGTTTCCCCGAAAAACCGTATCGTTGTTGGTTATGAT
-TCTCCGGATCTGCGTATCCTGAACGTTCGTCATAACATCACGGGTGAATACATCCCTTAT
-GATGATCTGTTTGCTGACGCGCTGTTACGTGCGTATCTGGTTAAGCGCGAGAATATCGAA
-GTACTGGATCTGGATGCATTCGCAAAAGAAGCATATCAGAATGAAGGATTCGAAGGCTAT
-GTTGTTCTGACAACGAAAGGGTTTGTAAAAATCAAAACAAACTGGTATGTCAATCTGCAT
-CGCACAAAAGATAGCATTACCAACAATAAGGATCTTTTCCTAAATATTGTTGAGAATACG
-GTCGATGACCTGAAACAGCTATTCAGTTCGGATCTGGTCTCTCTGAAAAAGATTGACGAT
-TTCGAAAAACTTTTCCTTGATAGTCTCAATCGTTTGAGTGCAAAAGCATTCAAAGCTATT
-GAAGATAATAAAGGGAAATCGCGTAAAGATTTTGCTATCAGTCTAAGCGCGGATTTGTCA
-AACGACGGTCGGATCATCTTCGGGCCTCTTATGAAGTACTTCGAAGAAACCGATCCACAA
-AAACTGGTCGATCGCATCATTGAAATGATGGTTAAAAATTACGACCAGTTCATTCCTGGA
-GAGTACAAGTGAAATCATTTGGCGCATATAGCCGAACGATAGAACAAGAAAAAGCAGGGA
-TTGATTCCCTGCTTTCTTTCGTTGATGTTTTCCCCGAAACTGGAAAAATTTACTGGAATG
-ATAAAGCATATCATAAAAGTAAGAGAGGAAAAGAAGCGGGTTCTATTGTTTGTGAAGAAT
-ACCCTTATACGAAAATAAAGTATGCTGGGAAAAATTACATGAGGCATAGAATAATATTTT
-ACTATGTTCATGGTTACTTACCAATCATAGTTGATCATAAAAATGGTCTTGATTTTGGTG
-ATTGTATTGATAATCTTCAAGAATCCGATCCCGTTCATAATATATTGAAGAAAAACAAAA
-CCAGAAAATCTAAAACTACCACATCAAAAGGGGTTGACTATCGTTCTTCTCGTGGAAAAT
-ATAGAGCACAAATACGGATTAATGGTAAAACGAAACATATAGGATATTATGATACAGAAG
-AACAGGCGTCTATCGCATATGAGGAAACTTTGAATGAATATCAAAAGCATCTTGGGTATG
-ATTAATATAAAATCGTGGATATGGCCTATTATTGTTGCTTGCTCCCTAATAGCCCTTTTT
-TACATTGCAGTTGATACCAAAATAGAAAACAGGCAATTGTCTAAGGATATCAAAGCGTTA
-CAAGCTGATATCAAGAAAGTAAAAGAGACAAACAACAGTAATACAGTGATATACGTCGAA
-CAGAAAGGCAAGGATCAGCAGTTAGTGAAAGATGCCGGACGTAAAGATCTGTTGTTCAAA
-AAACCAGGACTGATCGAAATCAAGATCAACAAGTCCTTTGAAGAGTATATGAAGGATTAC
-GAAAAATGAAAATCGCTACACTAGCGCTCGTTCTGGGCGTTCTGTTGGTCGGGTGTGCTG
-AGAAGCCACCAGAAAAGATTTTGCCTACGCTACCCGCTAAGGTGAATCCGGTCAATGTGA
-AATGGAAAGTGGTTGCAGAAGTAAGGGAAATCGACGGGAAGAAATATCTGGTCATGCCTT
-ATGATGGTAATCCATACGTTGCCCTTTCATACCCAGATTCGTTAATCTTCCGTAGCTGGA
-TGAATGACGTTAAGCGTCAGAAAGACCAGACGGATAACATTCTATGCACCGTGGGATACC
-CCGAAAAATGCAAGTCAAAATAATTGATACATTCTTTGATGACTTGACGGTCGGAAAGGT
-GTATGATGCTGTAGAATCCAAAAATGAACTATGGATTGATAGCGATTGGGGGATTGCAGT
-CAATCTGCATACCGAAGCCAGTCAAGAACTAATTGAATATGAGATAGTGAAATGAATCTG
-TTTATGACTATTGGCGTTCCGGGTAGTGGAAAAACTACCTGGGCGCATGAGAAAGCCCGT
-GAATTGGGTAATACTGTTACGATCTCTCGCGATGATCTGCGTAGCTCTTTGTATAATGCG
-GGTAAAGGTGCTGGCGGATACAAATACACCAAAGCGAAAGAAGACATGATTGCAGAAATG
-CAGGATCACGTTGTTATCTCCACTCTGAAAGATGGTAAAAACGTGATCATACACAACACA
-CATCTGAAAGAAAGTGATAAAAATCACTGGCGTGAAATTGCGTTGGAACACAAAGCTGAT
-TTTCATATTGAATATTTTGATGTGTCTATTGTTGAACTGCTTCGCCGTAACCACAAACGC
-GGTCGTGATGCATTACCCGTTTCGCGTGTTTGGGAAATGTTTAACCAGTATCGTAAGATC
-CGTGGGTTCGTACCAGCAATGGAAATTGTCAATCCCCACAATCAGAAATGCGTGATCTTT
-GATGTTGATGGTACGCTAACAAAAGTAGGGCAACGTAGCCCGTATGACTTTACCAAAGTG
-ATCAATGATCCGCCAAACATCCCGATCCATCAACTGTTTCACCTGTACAAAAATGCAGGG
-TATAAGTGTGTTGTTGTGTCTGGGCGTGAAGGTAATCCGCAATGCGCACATGATACATGG
-GTTAGCCTGTTGAGTTATGGCGTTGAACCGGATGAAATTTTTATGCGTCAAGAAGGTGAT
-ACCAGGACAGATTTTGAAGTAAAAGAAGAAATTTTGTTTGACAAGATTTTAGATAAGTAT
-TATCCTGTTATTGCAGTGGACGATAGAGACACTCCGGTCGGAATGTGGCGAGCAAACGGG
-ATTCCGTGCTTACAAGTCGATTATGGTGATTTCTGATTGACATATAATGTGGGTATGTTA
-AAGTACCCACACAAAAGAGGATTATATTATGAACGTTATTCGTGAAGATAAACACATCAT
-GGTTGAACTTGGCGATCGCATTCGCGTAGAAAATCTGGGCGATTTTAACCAAAAAGTTCG
-TTTGTTGTGCCAAAAAATTGCTAACAAAATTCAGGAACAGGGTAAAGCTCCGGGCGGGTT
-TGAAGTTAGCGCCACTCCGGTTTCTCAGTACTCCTATATTGTGTATATTCATGACGTGGA
-TACTAACAGCACCCAATCTTTCGGGCTGGTGTTAAATCCTATTACTGGCTACGTTACATG
-GGCGGCTGTATTATGAAAGTAAAAGTAATTGATAGAGCGATGATCACGGATGAATCTGTA
-TACCCAGATCCTCGTTATTATGGCGGTGTTTTCGGATACATCAAAGGAACTGATATTGAT
-GTAGTAACAAGTCCGATCGCCGAATACGATATCAACAAAGATCAGACAGAAGTTCGCGTT
-ACTACAATCAACGGTTCAGAATATATCGTTGAAGCGACTCCTGATTTTATCAAACAGTTA
-CTAAAGGTGATGAAAGATGCTTGATCATCCTGGCTCTATGAGCATGGTGCTTCTGGAAGC
-ATTGAAAGCATATGATATCCCCTGTCATTTCGGTGAAGTAACTGTTAATACTATCGTTGA
-CGAAATCGACAATCCAAATACTTTCATTGCTTGTCTTGTTCGAAAATTCACAAGTTGTTT
-TCGACCGAGTCCAGAAAAAGTAGTAATCAGTTCTGTTTCTGCACATCATCGAGTGTTAGA
-TGATGGAAAGATTCAACTTTACTGGAAAGTTCTTTATCACGTGGTGTATCATGAAGATTG
-ATGATATTATGTTTATGCTTAGAGCAATAAGCGCTTCTAAGTTCTCTCAATGTGTCTCCG
-TTAATGTTGGTGCTGCATTGAGAAATGGTAACGGGCGTGTGTTTGTAGGCGCAAATAATA
-CGGTTGATCCTAGTCATCGTTGTACAGATCAGTGCAATCACTTATTAGATGATAACGGGA
-AACTGAGTGAAGAAAAGCGCCCTGAACATTCACAATGGTCAGATCGCAACGAAGTACACG
-CAGAAATGCGCGTTATTATGCTGGCGGCGTCTCATGAACAAATCAAAGACGCAACTTTGT
-ATACAACTCATTCCCCTTGCTCACAATGTGCGAAAAATATCGAATTTTGTGTTGCAACAG
-GTATGATTAAGCGTGTAGTATATCTACATAAATACGATCGTGGTGGCATCGAGTGGATAT
-GGCGTCTACAGCAATACGGTGCCGAAGTAGTACAACTTGATCCCGAAGAATTGAATAAAC
-ATTTTCGGATCAAATAACCAATGAGTAAATATATGTCTGAACTGAGTGTAAAAGCATCCT
-TTGAATATGTTCTGATTGAAACCAACGCTAAAGCGGCTGGAACTGAAATTGTATCACCTT
-CTGGTATTGTGACTGGTGTTCGTCAACACGGCGAGGAACCGATCTACGGCACAGTGTTAT
-CATGTGGGCCGGATGTACCGGAAGAATATAAAACCCTGCTTATGGGTAAGCGCGTACCGC
-TTCCTCATGCACAAATGGCAAACGTGCCGGATCCTGAACTGATTGCAGGAAAGGCAACAA
-AAGAAGAAGCTCGCAAGTATCCGGTTAAATATGTAACCGCACACTATAAAGCGATTCAAG
-CAATTTACGAATAAGAGATCCAACATGGCTAAACAAATTCAAGCAATCATCGCCGATACC
-GTCGCAAAATCTAAAAAACTTTTCGACAAAGGCGACATCCTCGAAGCACCGACCCGCATC
-GATGTAATGACTTCAATGATCATTGATGCTCACCAGGGAAAACTAAATTCCCGTGCTTCG
-GAAGTAATGGAATACATCGTACAGTTCGAGGATGTATGCAAATACGCCAAAGCTGTTGAT
-CCGGCTGTTCGCGAAATCTACCGCAAACAGTTCTAAAAATATCGGCCCCTTAGCTCAATA
-GGTAGAGCTAATCACTCATAATGGTTAGGTTCCCGGTTCAAGTCACGGGAGGGGCCACCA
-AACAAGGCAAGGCACTTAGAGAAGCGGGAGGAACAGAATCAGATTCTGTTGGTTGTAGGT
-GCAAATCCTACCCTTGCCACCAAATTAGGGTGCGTAGCGCAATGCCGTTAAATGGTTCGG
-AATATGCAACCTTTCTCACGGAGAAGGCTCTGTTGGTATCCGGTAATAGGTTCCCCGGAA
-TGCGGGGTGAAGTAAAGAAACTCCCAGCCCACTAATTTTAATGAGGTTTATATGAAATTT
-CGTGAAACTGTGAAATACCATAACGCGGTCGAATATACACAGATTTTTGTTGATATGTCT
-CCCGCAAAATTCAAAGAACGTTATGGCATGACATTTAATGAATGGAAAGATGGATTGCCC
-GATGGGGATTACCGAAAAAACTTCAAATTCAGTGAATGTTATGTGGATGATGACCCTTAC
-GATCTGGATGTTTGTAGTAAAACAACACCTCTCATTGAGAATTCACCAGAACAGCTTTAC
-GAATCTTGTATTGATTCTGCATACGAAATTTAAAGAGATAACATGAAAAATTTACAAAAA
-CTGTTTAAAATGTCTCCGGCAATTAGAAAAATCATCGGAGAAAGCAATCCAACGAATCGC
-AATAAAAAATTGATGGAACTTTTTGTAAAAGAGTTCGATGATTTTGATTCTGAACTTCAT
-AAAGCGCTTGAGGCATATTCCAAACAAGGGTTCTTTGCATCGCCGCAAGTGAATAGTAAG
-AAAGAGTATAGCGAACGATTCTTTGATTGGGAGATTGTCAATCTCGTTCGTAGAACAAAT
-ATATCTCCGAGCAATCATCAATTGATTTCTCTTGATACTTCGGTATTCTTTATCCAGTAT
-CTTATCAGTGGTGGTTTCAAAAATCCTGAAATTCCGTTTACAAATGAAGCGGTTAGCAGT
-GAATTTGATGAATCATTTGTATACATCAACACAAACAAATAATCAAATGGCTATCTTCGG
-ATAGCCTTATTTTTGGGGTGTCTATGCGCTTTTTAAAGTATGCAAGTTGGATCGTACTCG
-TCCCTCTTGACATTATTACTGGAGTATTAGCAATTCTGTTTGCCCCGTTTGTTGTACCAT
-TCTACAACGAGAAAACAGGGCATCTTCCTAAAGGCTTCCGGTGGATGGAAACCTTCGATA
-ACCCTATTGATGGTGATGGTGGACATATCCGCCGTTGGGCGTCCATACGCTATCATCTGG
-GGGCTTTTGGGGTGTACATGCAACGTGTTGGCTGGTTGTGGAGAAACAAGGCTTATAACT
-TCGCATATCACGTTTTAGGACGTGAAGCGACAAGCAAATTCAACTGGAAAGGCAACCCAA
-AAACAGAAGGTGGGCCGAACCCTGTAAATCATGGGTATCTGCTCATGTGGAACGAATCAG
-CATGGGGTTTGTACGTTTACAAACCGTGGCTACGGATCCACAAAGTGCAATTCTGTTTGC
-GCGTTTATGCTGGATGGAAGCTGAAACAAGAAGTTAGCGACCCAGTTAACCTGGATCGTG
-CAATGCTGGCGTTTCATTTCAACCCGTTCAGGTATTATGTAATCAAGTAAAGGTAATACA
-ATGAAAGCATTTCAAATTTTAGAAGGTTTGCATACTGGTACGATCTATCTGGAAGAAGGT
-AACGATGTTCGGATCGTAGTATCAAAAACATTAACTATGGATTCTGTGATCGGCAAAGCT
-CGCGTTACTCCGTTTGCAAAGCGTGAGATCGAGATCGAATATCAGCCAACTGTTAAGGTG
-GAAGGTGGACAACATTTAAACGTTAACGTGTTGCGCCGAGAAACTCTCCTGGATGCGGTT
-GAACATCCTGAAAAATACCCACAGTTAACGATCCGTGTTTCTGGTTATGCAGTGCGTTTT
-AACTCACTGACCCCTGAACAGCAACGCGACGTTATCGCCCGAACCTTTACAGAGAGTCTA
-TAATGGCAATTGATGATATCAAGGGTTATAAACCCCATACTGATAAAAAAGTAGAAACGG
-TAAACCGTATCAAAGATGCTGAAAATGCATTAGGTGCAATCCTGGAAGATATCGAACAGC
-GACTATCAAATTCAGATATTGATTCACTGATAGAGGAAGAATTAGATGAGGTGCTTGAAC
-GTATCCATCAAATTCAACTAGCGAAAGACCGACTGAAAGAAGCCTCTATGTGGGCGTGTC
-GTGCGGTGTTTCAGCCTGACGAAAAATATTAAAAATCAAGCCGTTGCCGAAAGGTAGCGG
-CTTTTTCTTTTTTGGTGTAAAAAGTTGTTGACTCCCTTCTCACATTCCCTTATAGTTAAT
-CCCGTAGACAAGAAAACACTTTTATGAGGATGACATTATGAAACGCTCTTACAACATGAA
-TGAACTGGTTTTCTTCAAAACTCGTCGTGAAGCACGTGCTTACGTTCTGGCGGCTGGTAA
-AAATACTTCTGCTGCTATCGATATGGGTACTGATAAAGCTGTTGGTGCTCGTTGGGCCGC
-TGTTATCGTTATCGCTGCTCCGGTTACTCCGGTTAAAACTCTGGTACTTGGTGCGCGTCA
-CGCCGAAACTCTTAACACTGCTGCAAGCGGTAGGGGCCACGAAGTTAAAGTGTTCAAGAA
-GCGTTCTTATCTTTCATGTGCAAGGGGTTAACTATGGCACGATTCATATATAAAGTGGAA
-TACGAAAATACTGAGTTATCTGATACCTTTTTGAAGATGATTCGTGATCACGGGCAACGT
-CTGGAAAGAGTAACGATTGATACTGCGTTTGATTGTCCTGTTGGGTTGGTTCTAACATTA
-TCTTGCAGCCCCGCAAAAGAATCAGCCCGTGTTGAAATGTTACATAAACTAAATGCATTT
-TATGAAGGTGGTAGTGTATGGCGAGTATTGTAAAATTTTTCACCGACTCAGTGAAAGAAA
-TTAAAAGCGCTCTGGAACAATGGAACACTCGTTGTGATGTATCCATTAAATCAGAGTACG
-AAACAACTTATGATCGTTATGATCCGGCCCGTGGTTTGCACAATAACCCCCATGAGGTGG
-AAGTGTGAAATACTACGGATTCAAAACGAGTCATTTTGGTAAAGCGTATCGTACAGAAAA
-CATCGATCGCAAACGTCCGTACTATGATTCTTTAGTACGCGCGGGACGCAAACGCGCTCG
-CCAGGAAGGGAAGAAAGAAGGTGAAGATCGTGGATAATTGGAAAACATGGGTATCAATTA
-TCGTTGGTGTTATCATCGGTCGCGGTTTGTATGATTTAATATTTTCGGCGGGGGTTCATT
-ATGGACATTGGTTCGGGTAGTCAGTACCCATCATGCGCGTTAAGCAACTTCGCTCCGCAT
-CCATTCACGTTTGACGGGGTAGAATGTGCATCAATGGAGGGCTTTTTACAAAGCCTTAAA
-TTCAGCAACCCAGATATGCAAGCCCATGTATGTACTCTGGTAGGCAAGGCCGCAAAGTTC
-AAAGGCAAAAAGAAAAAATGGTGGACTAACCAGACCTTATACTGGAAAGGTATCCCTATT
-CATCGTTCCTCTGAGGCGTATCAAATCCTGATTGAAAACGCATATAATGCATTATTCCTT
-AATGAAGGGTTTCGCCGTGCGTTGGCAGCAACCGGAAAAAGTACCTTGACACATTCAATG
-GGAAAGAATAAAATAAACGAAACTGTACTGACTGAAAGAGAGTTTGTACGCAACTTAACC
-CGATTGAGAGATCTGTTATGAGTGAAAAAGAAAGAGTAGAATGCGTGTTTCTGTTCAAAG
-GCGCGATTAATCCATTAGCGTTACTGTATGCGCAACATGCATTACGTTCAACGTTGATTC
-AGAGTGTTATCTATAAAGCAGGTGTGTATTATGTTACCATCGGCGCAAATAACATGGTTG
-TTATTGAATCCTACGTTAAGGAATGTGCATTAAACGGCGTTGTCTTTGATAAAGTCGATT
-TTGATGCTGGGGTAGATGCTGTTTATATGTATAAGGGTTGATATGAGTTACGTAGTTTAT
-TTCGATTGTTCGGATCTCGATCCGTTCGTGCTTCAACAGGCAAAGAAATATCATCAAGAT
-GTCGTTGGCATTGGTGTAACAAATGATGATATGTTGTGCATCGAATTTGAATATTATCGG
-ACATTTGAGCGTGAACAATTCCTGGGTGAATTGAATGCATTCAAAAGTACCCTTTTCTTT
-GATCGTTATGAGGTTATATCTTGAAACCTGTTATTCTTACCGATATTGACGGGATCGCCG
-TAAAATGGCAAAGCGGCCTCCCGTTCTTTTTGTCTAAGCACAACATGCCTACTGATATTG
-CATTAGAAATGGTTACAGATGAAAAATTTCGTGATATGACCGAAATCTTCGGATGTGATC
-AGCAGTTGGCTAAAATCCTTATGGAAGAATACAATAACAGTTCTTTCATTCGTTATCTGA
-ATGCGTATGATGATGCATTGATTGTGATCAACCGTCTGAAAACGCAGTATGATTTCGTTG
-CCGTTACCGCTCTGGGAACAACACCAACGGCAAGCCTTAACCGAATTGCTAACCTGAATA
-CTCTTTTCCCGTCTGCGTTTAAAGAGGTGATGGTCGTGGGCCACGGTGAAACAAAAACTC
-ATCGTTACCTGGAAGCAAAAGCAAAGTATGGTAATCGTCTGGTTTGCTTTGTTGATGATC
-TCGCGATAAACTTAAACGAATGTCATAACGTCATTAGTCAGTTGCCGTTATTCCATATGT
-TACGTGGTGAACGTGAAGAAACAAATGCACCTCACCAGTTAGTAAAATCGTGGTTTGAAA
-TTGAAGAGAAACTAAATGATCTTGTCAATCCTTAATGAACTTGCGTCTACTCTGAAAACC
-AAAGAGAAAGAAGCAATTTTAAAACGTAATGCCGATAATGAATTATTGAAAGAAGTTTTC
-CGCATTACGTATACAAAACAGATTATGTTTTATGTGCGTCAATTTCCTCTGGTAGAAGGG
-AAACCAGGCACAACACCGCTTTCCGATGCAATCAAAGCATTACTGGAAGATTTAGCAAGC
-CGGAAATATACAGGCAATGCAGCGCGTGATCGTTTACTGGATATTGTATCATCAGTGAAC
-ATTAACGATCGTGAAGTGCTACGCCGTATCATTAACCGCGATCTGGAATGTGGTGCTGGC
-ACAACCTTACCAAACAGGGTATGGAAGAAACTCATTCCTGAACAGCCTCAATGCCTCGCT
-ACGCCGTTTAGTGAAAAGGCTTTACGTCGCATCATTTTCCCTGCTTACTCGCAGCTTAAA
-GCCGATGGTGCGCGTTGCATGGCTGATTTGCTGGAAGCATTAAACCGTAAGGTATCGAGA
-GCGGGTAACGAGTACGAAGGGTTAACTCAGCTTGATATCGATCTGAAAAAGATTCGCGAT
-TATCTGGGATATGATGTAGTTCTGGATGGAGAATTGATTTATGTTCCTTCCGGAACCGTA
-CCAACATTACCTGAACCTGAAACAGACATGCCTTTTTCTTTATCTGCTTTCATGGACGAT
-GATGATAACGACATTGCGTTATTTGCGGAAGAAGTTCGCAAAGTATCGTCCCCAGAAGAA
-GAACAGGCCGAAGCAAAACGCGAAGAAGGGAACGGGATCGTAAACAAATCTCTGAAAGGG
-ACGATCACCGAAGAAGAACAGCGAAACATTGTTTATGTTGTTTGGGATATTATTCCATAT
-GAGGTGTATTACGGCGAAGCTGAAAGTGTTCAGACTTATGATGAGCGGTTTAGCCTGTTG
-CGTGATATCCTCCTGGATCTTTCTCTGCCTTCTGTTCGTTTGATTCAGTCTAAGCTGGTT
-AATAACATTGCAGAAGCGAAGCAGGACTATAACAATTACCGCAATGACGGTAAAGAAGGT
-TCTATTCTCAAAAACAGAAACTTCAAATGGAAAGATTCGCGAGTAGCCGATCAGGTTAAG
-CTGAAAAACAAAACCCCGATTGAACTACGGATCATTGATATCTACGCGCACACTAAAGAA
-GACCATAAGGTCGGCGGGTTTGTGGTGGAAGATTTATCCGGAATGGCTCGAACGAATACC
-GGATCTGGGTTAACTGATACCGATTATCGTTACGATGATGATGGTATTACCCGTGTATAC
-ATTCCATTAGATGAACGTGGTGAACTGGATCGCGAATACATCATGGCGCATAAAGATGAA
-TACATTGGGGCCATTGTAGAAATGGAAGTTGACGGCCTCCAGAAGTCGAAAACGCGTAAG
-AAAGGGGAACCGGAATACAGTTTCTTCCTTCCTATTATCAAGAAGATAAGACGCGATAAG
-ACCGAACCCGACGATATTCATGTTGTCTTTGCAGATCTATTTTAATAAAAAGCCCTTGAC
-TCCGGTCGGGGGCTTTGTTATATTGGGCCTATCGAAACGTAAATCACTAAGAGAATATAT
-TATGACTAGTAGTTATCAGAAACACAAAACCCTTATGGCAAACCTGTCCGGTAAACATAT
-CGACGAAGTAAAATCTCTGCTGACAGTGACCGAAGGTTCCCGATTCGAAACAAATCACAT
-TATCAAACCTTCTGTGAAGAAAGTACTGAAAGTGATTTACCGACATCCGGTGTATCAGTG
-CGTTCATATCATGAACAGCAACGCATTTATTTTCGTATATAACGAATCCGATGATAAGTG
-TGTTGGTATTTTCCGAAAACCTAACTTTGAATGCATGAGCGAAGCGGCTGTTGCAACCCC
-GATCGTTGAAGAATATCCGGATTATGTTCAACGCAACATGCGTTATGTGCAATCCCGACT
-TGATTATGCATACGATTTCAATTCTGACGCGGTAGAAGCGCTGGCGGATATCCTTTGCAA
-AAACCAGAAAGATCGTCAAATGACAAAATATCTGACTGATCCAACACCGCCAACAATTCG
-AATTTCTGTTGAAGTTCCGTTTGAAAATCATTTCATGGCAGTTGAAGCGCTTGCTAAACT
-TGGTTTAGAAGTGAAAACAGAAGCCGTTTAATAGCACTTTTTGTTAAAGAAGCCTCTTGC
-AATGCAGGGGGCTTTTTTGTATAGTGTGTTCATTGAAACGAAACACGGAGATAAACAAAA
-TGGCTCACATGATGAAGAAAGCAGAATTCCTTAACCTGGTTAAAGATTGCGGATTCGCTC
-ACTTGAAAACTTTTCGTGGTAGTGTTTACCTCTATGACCGCGAAATCCAGGTTGCCGAAG
-TCTATTGCGCTTCTAACATGCAAGAATCTGGCATTATCTCTGCAATGAACCAATCAATCA
-AATACCGTAAATGGATGGGCTGATTATGAAAGTTAACGTTTCTTATGAATCTCGCGTTAA
-TGGCGCACAGTGGCGGAAGCTGGATAACGGACAAGTGGAAAGGCGCTTACCTGGTTCCGA
-TGAGTGGACACTTGCGGCAGTGTTGGAAACCGAAATCGATCTGGCAACAAAAGACGGTAT
-TTTGTTTGAGGTGAAGAAATGATCACACTCAGTGATTATCTTCTGTTTACTGCTCTTTGG
-GCGGCTTCGATATTCATAACTGCTTTGATTTACAATAAACGTGATGATTTTGGGTTGTGG
-GTATTCATTCACGGGTTTCCTCTGTCTATGTGGATCGTGATGACTGCTGAAATTCTCCAT
-TAATAGCACTTTTTGCTAAAACTATCTTGTTCTTGTTTGGTATATTGTGTTCATCGAAAC
-GAAACAGACAAAAGGAACATCACATGAACTTCATCGATATCAACAAAGATTTAGAAGGTA
-AAAACATCAAACTCGTTAACCGTGAAATGTTAGAGAGTCTTGGTAATGGCGGCGAAAAAT
-TCAGTGAAGAATTCTATAACAATTTATCGTTGATGACTGTTAAACGCGTTGATGTTCAGG
-GTGGTTCTGGTTGGGTTTCTGCAATTCCGGTTTCCCTGGTAGATCAAGCAACATATGACC
-CAGTTGCCGATTCATGGGATCTAGAAATGCCGTTGGTATTCGAAGAAGTCATGAAGTGCT
-ACGAAATCGCATAAGGGTATTATTATGAATAGCGGAAAATTACAAATGAAAGTTAGCGAA
-GAAGAAGTTAAAGAGCGGTTATCGGTAGCAAGAAGATTCCTTGAATCTATCGACCCTGAT
-AAACTTGGAAAATGCCCTGATACGATTTGCCTTAATTGTGGGCGTTCTGTTCTTGTTGGT
-AAGTGTTGCGATAATCCAAATATAGTTGTGATGGAAAAGGAACAAGTATCCCCCGAAACA
-TGGGATCAGATCCAGGAAATCATTAAAAACCCTCCAGCGCCAACCAAGAAATTACGTGAA
-TTGATGACAAGGAAAATGAAATATGAGCAAATTTAAATTGAGTGCAACCGTTCGCCTTAT
-TCGTTGGAATGGTGAAGAGATCCGTTATGATGACCCTGAATTCGCCCATGAAATTCTTTC
-ACATCGTCTGGGATTGAAAAACGCGTCATTGGTTCAGACTGTTAAAACATCAGCAGATCC
-GGAAATTTGGCGTTGTGTTATCCTGGATCTCGATAACAACATTGACTATGATGATCCTAA
-GAACTATCCGCTTCTGGAAGCACAAGTTGAGAATGCTCCAGAAGACAGACAGTGTTTTTT
-GGTTGAGTTACCACGCGAACATTACGAAAACATCATAAAGGCCCGTAAAAAGGTCAATAA
-CAATGTTTTCGATCTCCACCTCGGATTGTTTGAGGATTAAGTACTGCTAGTTGTGTTCGT
-AGTAGCGGCGCTGGTAGGTTCCCCCACCTGTATACATTCAAGTGTTTGCAGGTGGAAATC
-TTTTGATACGTCTCGAACACATTCAACAATCAGATATTTTCCTGCATACTCTTCCCCAAA
-TACCTCAATGATTGTCCCTACCTTAACATCTAAACGACCCTGCTTTATATCGAATCGGAT
-CCGGCGTTCATAGCTGGATAGCAATTGCATTTTAGAAGCCTGGAACGGTTTACCTTCTGA
-ATCTGGGTTCTGAAAGTTGGTATCATAGATTGCATTACGGTTTGTGAAGATCCATGTATT
-CTCTGTGTCTGTATCAGCCAGTATATCACCGTACATCTTTTTATCAGTCAATGACAGACT
-AAAGAAACTGGCGTCTTTAAACAGCGTTGTGTTATCCTTATGGGTAATGTACTGGGCTTC
-TGTGAATATGACAGTATCCCCAACAAACACGTTATCAACGTTAAATTTGTATGCTGGGAT
-CGGTGTCTGGGCCAGAATGTCAGTTGAACTTTTAAGGAAAATACCGGAACCATCTTCCCA
-CAGATAACAGAAGTCAGAAGAAACTACACTTTGCCCGTTGTCCCTGATATAATCAAATAT
-ATCCTGATATGTACCATTTAGACATCCAGGAGGGATACGTATGTTACCGCCGACAACTTC
-GGGGGTAAGTAGTTTCATTTTGCTATACAGTGCCGTCATACACTCTGTAATCGTCTGTAC
-GGCGTTGTTACTAAATGAACGGGCAAACTTACGTCTGAACGTTTTATGCAGCGGAGAGAG
-GTTCATACGCAGCACAGAACGGTTCTTATCGTCAGTATCTACGTTAGAGTAAAGCAATCC
-GTAATAATGTTGTTCCTGTGTACCGTTATACTGGAAAGATACCTGTATGATCGGCTGGAT
-AAGTTGCTGATAGATTAACTGTGCGTCGTATATCTGCATCAGCGTTTCCGATGAGCCGTT
-AATCATCGTCTTTTCACTAAACGAGACAAGAGCGGGTAGCAATTCAGTATATGCGTTATC
-AATGTATTTTTCGTATGATGTATATAATTTAATCGATGTGACTCGATTGACGATTTTTTC
-AGCCATAAAAATCCCTCCTAATATATCCTATTTACTAAATAGTAAATAATGACCCAGGTT
-CAATTTGAGGCAATAATGAAAAATAAAACTCTTGATAAATTTATGACTACACGGCTTGAA
-ATCAAGAAGACTAACGTTAAAACCGTTCATCTTCCGGATGGAACAGCCATTGAGATCCCT
-AAGATGTCGTATCGTCATTTTGTAAAGATTAAGACTCTGAAAGATGACCCAGTTGCGATC
-ATGCGATTCATCATTGATGACATCAAACCGCGTGAACTGACAGCAGCGGAAATTGAATTT
-GTGTTGATCCATATGTATGCACACAATAACGCTGATTATGCCAATACGCTTAAAGAAATT
-GGGCTAAATCTTGATGACCTCAAAATCTCCGAACCTTGCTATGATTTTACGTTTGACAAC
-GTGCGGTTAGTCTTTGACAAACCCAGCCTGTTAAATGCTCACCTTCCGTTCCTCATCAAA
-GAGGCATATGTTGACGGTAAGCCAGTAGAATTAACTGAGGATAAACGAGACGAATTAATT
-AATTGCCTGTACCGATTCGAATATGATCAGGTATCGCGTGGTGTCCTCCAGGAAGTATAC
-ATTATCCATGAGGGGAAAACCATCAAAGGGCTTAACATCATTGGTGAATGATAATGGCTA
-ACTCTTATTTCAACGAAGAACAAAAGAAAAAGTTTCTGAACAGAAACAGCAACAAACAAC
-CAGCGGTCACCAAAGTAACAGCCTCCCTTGATGCTGAAAGCGCCCGTGACCTAAAGGAAA
-TCAACGATAACACCCTTGAAAGTGCAATCAATACTCTTGATATCAAAGAAGGGTTGAAAT
-CGTTCGAAGAAAAATTCCGTGACAAATTCGCGGGGTTCAAAGAACAATACGAAGAGGATA
-AAAAGGAATCATTAGCCGAACAACTACCTGATTTCGTCGGCCCGATCCGTCCTATATCCT
-TAACCGATGATAACTCAAAAACTGTTGACAATACAGTAAACGTTAACCAAAATGGTCAGT
-TCGGTAAACTGGAAGAAAACACCGAATCTATTTTTCATGCTATTAACAAACTTGTTGATT
-TATATGAAAATACTGATAAGCATAAGCCGCTTCCTGAACCAGTGGAAGAACCTGATCCGT
-ATGTAGACACTAAGAAAAAACGCATCAATGATGATGACAAAAGAAGCAAAACTCTGGATA
-GTATTGCTAAAAGTCTGGTTTCTATTAAAGGTTTTACATCGCAGATCCTTAGCCGTTTCA
-TTGGTTACTCTCTGGAAGCAATGGCAAAGTTTGCTAAATGGACGCTCCTTATTGGTTCGT
-TAATCTTTACATTCGATGTGTTGCGCGTCACAATACGCAAATGGTTCGAAGATATCCTGA
-AAGAAGGGGAATCCTCAAAGAAACTATTTGGTACATATCTGGGTAACGTAAAGGCTATCG
-TAACAAAGATCGAAGAAGGTTTGAACAACTTCAATATGAACAACTTAGGCGAATCACTTC
-GTGATTTGTTCGTTGAGCCTATGAAGTTGTTGGGGCAAACTGTACAAACGGCAATCACTG
-AGGGTATCGGTCGTCTTATTCAATCATTGGGTGAATCAACTGGCATAGACAGCATTACCA
-ATGCCGGACGCGGAATGCAGATCACCGCTTTACGTGATAAACAGAAATTTGGTCTTGAAT
-TGACTAAAGAAGATATTCTTATGATCAAGAAACAGGAACTAGAAGACCAAAAAGCGGCAT
-TAGAAAAAGAAGATAAAGCTATTGCAGCACGTCATGCATTAACAATAACTCCTTCTCAAA
-TTCCTAATGGTTCTATCTATAAAGTTGCTCCTACTGATTATCAAGAAAGAAATCAGAAAA
-CCGTAGATGCTGATAAAGAACGGCTTGATAATATGAAGAAAGCAACGGAAGAAATGCAGA
-AACAATACGATTTAGCTAAAAGCAGCGAAGAGGAAGCACAAAAATTAGCCGATGAGGAAA
-ACAAACGCAACCGCGCACGTATAGAAGAAGCAAAAAGGTTAGAACAAGCGAGGAAGGAAG
-GAAAACAGCCGCCAGAAGGTGAAGAGAAAAAGGGTGATGATCTGTTGGGTAAAGCAACCA
-ACTATGCTAACTCTGAAAATCTGGATGCAGCCGATATCAAATACATTAACGATGAACTGT
-TGGATCAGCTTGAAAAACGTCGTAATGAAGGCAATCTGGACGATGTACAGAAGGATAGAA
-TCTCTGACCTTATCGAGCAATTGCAAAACAAGATTGCAGCCCGTACAGAATCCAGCGCCC
-CGATCGACGCACAGCCACCGTTAGCAGCAAATAAACCGGATGCTGATAAAGCAAGCAACA
-TTCAGGTTAACAACAAAACTGTTAACAACAACGTAACTCATTCAGTACAACGCACAGAGC
-ATAAACCGCTCGTAGCGCTGGCATAAGGAACATATAATGAAGTTTTCTATTATTGATGAC
-AGTATAAACACTCTCAAAAATATTAAAAATCGCGGTATCCCCTCTGGGGGTGCCGCAATC
-ACAGAATCAGTATTAAAGCAAACTATCGTTACCGCCGAATTTCCGGCCCAACGTGCAGCA
-GGTATCGATAACGCTTATAATGCTTCGAGTCTGTATAATAACGGCCTTCTGTTCACTGCA
-TATGATTTTAATGGTGTTGGTAGTAAAGACAACTATCGTTCATTACGTCAGGCAGCACAG
-AACCCAAAACAAATACTATCATCTGCGACTGGTAATGTTAAGTACAAACAAGTGTTGAAT
-AGTTCTATTGGTACTATGGAACCTGTTTGCCAGATCCTGCTACCGCGAAGCCTGAACGAT
-AACGAAGTAAACAGCCACCGCTATCAAGATGCAAACGATAGTTTCTTAACCAAAGGGTTG
-AGCCGTGTTGTTTCAAACATGGTATGGGGCGCTGTAGAATCCGTTTCAGGCGGTATTATG
-GCAGACCGAAGAGAAGCCCTTGATGTTGGTACTAAAGCCGCTTTCCAGGGTTCTGACAAG
-CGAACAAAGATGTATTACAATACATTCGTGATCGAAAGCCGTAATGATTTGCTGGAACTG
-ATTAAAATCTACTATCTGTTTACTGTTCTGGGATATGGTACAACTTCTGGCGGTACTGCT
-AAAGAGGTTGCTGCATTGGTTAAACAGTATTACGGTGTTCTGGGTGCTAAAACCGCTAAC
-GCAATTAGCCCTTCCAGTAACCCAGTAACAGCGTCAGATTTTGATAATAGTCTGGGTAAT
-GACGTGGTTGATTTCATTTCAAACGTAGAGGTTATTAAATCGCCTCCTGTCTGGTTTATT
-CGTGATTTCCAGTCTGGGGATTCCTTGCGTTTACCTCATTCAACCTTTGGGCCAGCAGGT
-ATTACCAGTGTTCGCTTTGGTCGTTCTATTGATAATATTGTAAATACATTAAGAGAATCA
-CCAAATACCCCGATCTCACTTGAGGTCGAAATTCAATTTATGGAACTGATCGATATGCGT
-CAGGATTCTATTTTTGATACAAATTACTAAGGAGATATGATGTTTTACAACGTAGATGAA
-TTTTTATCAGGTATGGCTAATCGCGATTTTCAGCGTAGCAACCTGTTTAGCGTTGTATTT
-GCAACCAGCCCTGCATCACGTATCCTTGACAACACGATCGGTAGTATTCGAGATACTTTG
-ATTGATGGATCTATTAGTTCTATCAACGCAAACAACCCGAACGAATTCATTAATGCTATC
-ACTGGCGGTGTGAGTAAATTGTTTAGTTACACCGTCGATAAGGCGATTATGTCGCTGAAC
-AAAACAGGATTTAGCAAAATCATCGGGGCAATTAGCCCCCGCTTGATTACTTCCCTGTTT
-GGTGATAGCATGTATGGACAGTTGTTAGCTGAATTCCGTGATAAAATGATGTATAATATG
-GGTTTAAGCATCATGGGAGTTAACCTCCCCGGTAAATCCATTGGGTACGAATACGTTTAT
-AATGGTGGCGTACCTCAAATCAGATTCACTCGCCCTGAGAATGGGGAATTGTCGCTGACG
-TTCCGCACCGATTCAGAAGCCCGTAACCTGAAAATCTTTAACGAATGGATTTCCGCTATT
-CGCGATGATGTAACAGGACAATACGCCTTCATTGATGAAGTGACAAGTACTATTCAGGTT
-AACTTACACGATCGTGATGGTTCACCGCATACAACATACGTATTTCAGAAGTGCTTGCCC
-GTCAAAATCAGTAACAGTGAATTGAGCTATGAGAACAACAACGAAATCTGGACATTTACT
-GTTGATTTTGCCTATAAAACATCATGGGTTGTTGAGGCTGATAAAGAAGGCTGGGAAGGG
-TTCAAACAATCCGTAGAGGAAGGTTTAGCCATTGCAGCACGTACCGCAATTACAGGACAA
-TAAAGGGGCTACGGCCCCTTTTGAGGATCTTATGTTTGATATTATTCGAGTAACATTACC
-ATCAGGGATCAAACGATTCCCTATGTTTACAGTTAAAGACCAGTTTAAATTAATGCTGAC
-CCGTATTGATATGGAAGGTCGGCCCCTTAAAGAGCAACAGGAAATACTGGATGAAGTGCT
-GGATCTGCTTTATCCTGGGTATTCCAAAACAGAACAGGAATACATTTTCAGCCGGGTGTA
-TTGTGGTTCGTTCGGTAAAAACGTTATCAAGGTTGTGATAGGCGGTAAAGGTGGGGGCCA
-CTCCGAAGCCTTCATGGTGATTAATGATATTCAACTAGAAAATGAATACAAGTTGAATGA
-TGAAATCACATTAGGGTTTAACTTCCCCCGTACACGCAATACAAGCGAAGAGTTGTTTCT
-TGAATGTATCAGTTATGTAATATACAACGAACAGCGCTATGAATGGACATCACTAACCGA
-AGAAACGAAAGAGAATATTCTTGATATAGTCGAACTTGATGATGTCGAAAAAATAGTTAC
-TATGCTAACGAAATCGGTTGATGTGTCTATGCGCGGTAAATCATTTAGTGGTATGTTAAC
-CCTGTTCAAGATCCTGTTTAGTCGCGGGGATCTGGATGAATTTGTGAAGACCAACTATCT
-GCTAAATAAAAACGGCCTGAACCTGGAACCTATCATGAATAGTAGCCCGATGGAAAGGCA
-AATTTATACTGCATTGCTTGCAGAAGACTTGAAAAAACAAGGTGCTGTTAAATGAGAAAG
-CATGAATATAAACACGTTGAGAAATATAATGTTGATTATCGTCCTCTGACACATACAGAG
-TTTACCCCCGATGCAGATTTTATCAAAGGGGATGTTTACCTGTATCAAAGAGAATATCTT
-TTCATTCTGGCACTTCTGGAAAGTAAAAATATTGATACCCGTCAACTGTTCATCAACTGT
-GAAGAATGTCAGGAAAGAATTGAATTCCAGCTTAAACGCAATCAAATAATGGTTGAAGAT
-TTCGACGATAAGCTATACGGCAATGACGGGATCGCGTTATCTGTTCACCCTCGTAAGACT
-GGTGATGAAGAGATCCCCGATCTTATCGATTACGTAATGATAGACGGCGAACAGATCATG
-TGGAGTGATTGCAGCGACAAAGATAAAGAAATGGTGTTGGATGCAATCGACTATGCAACC
-TATAAATCGATTTCTACCGCCCTGGATAAGCCAGCAGTGGTCGCAAACATTCCGGTAAGG
-TGTTCGTGTGGACATAGCCATATCGTCTCTCTGAGAGGCTTACAGCAATTTTTAAAGGTG
-GTCTAAATGGGTGTAAATCTGAGGTTGCTATATAGCGATATAGAACCTAACATGCAACGA
-GATTGGAATAATGACGTAGCGGCCTCAAAAGGGGCCGCAGCAGTGAGAAATAGTTTGATT
-GGTATCGTAACCACGATCAAGGGTACACGTCCATTTGATAGTAACTTTGGTTGTGCTATT
-AGTGATATGCTGTTTGAGAACATGAACCCTCTGACAGCGGAATCAATTAGAACTTCTATC
-GTATCTGCGATCCGGACATATGAGCCTAGAGTATATAATCTTTCTGTTGAAGTTATTCCA
-CAGTATGATGATAACTCAGTAACAGTAACCATCTATTACAGCATCATTGATGACCCGGAT
-GACGTAGAGCAAATCAAACTACAGCTTTCCGCATCATAACAAAAAGCCCCTTCCTTTCGG
-TTGGGGCTTTCTTTTAGAATTCAATGAATCCCATTAGTGTTTGATATCGCAATTCAAACG
-GGGAGATATAACTTTGCATCTGGTTTTGATCGGATACGATGTAATAATACACCTCATCAT
-TATCATCATATAGCGCTTCTTTGATGATGCAATAACGATCGGTTTCCACGTTCACATAAA
-GAGTATCCATGTACTTTGTAACTTTGGAACCCTGTGAACTGATTTCACGAATAGCGTTAT
-CTATGAAAAGCGACAATGCTTGCATGAAGTTATCAAACTCACCATATTCACAGCCCATAA
-TAGAAATTGCAGTGTATTGGTGCCAGCCTTTGATTGTGTCTCCACGGCGGATCCATCCAA
-TTTGTCTACCCCCGATAGATACACACCACACTTTACCAACGGGACTATAGAACCGCACAA
-CTTCTTTTAATAACAGGGACATGATCCCACATTTTGTATAAGGATTCATTTCAACCTCAT
-TTCATATCAAGTAGCCAGGAAGGGCTAGTTTCAAGCGAAATTGCAGTATATTCGTATTTT
-ACAGTATAACCTTTGAAACCGAAAGGAATGACTGCATTTTCATTGAGATATTTTACTTTA
-TGCTTTGCTTCTTCTTCATTCAGAGCAGCACAGACTGTTGTTTGTTCAACGTTACCAGCA
-GGAGAAGTAAATTTTTCAATGATAATGTATACGCAGTTCATCCTATTGCCCTCTTTCCAT
-TTTTTCAAGTTTCAGTGTATCCACTTGTAGTTGAAGTTTAAGAATACAACCTTTCGATAT
-GTTATACAAGTAGTCACTAACGATTTTTGACTTTACCTGATCGTAATCAGAAGATAACGT
-AATCCAATCATACATCGTTTGGTATGATGGAAGATACGTACATTGTTCTTCTTTTGATAA
-CGCTTTAAATGATTGGTAATCGGTTGGAGGTTCCGAAGCAATTGCGGTTGTGGTCATAAG
-ACTAAGTGCAAGTAGTAGATATTTCATAATGTATTCCTCATTGTTTTCGATAGAACCAAT
-ATAGCAAAAAGCCCCGACCGAAGTCAAGGGCTTTTTCATCAATGCAAGAAAGATTTCACG
-TACTGTTCGATCTTTTCACGACATGTATCAACTGAGGTGCTTTCCGCAATTACGGCATGA
-CATAACGCCTCGCCTCCGACCCAGAAACTCATCATGTACTGAATATCACGACCTTCCATT
-TCTTTTTGATGCGCTTTGATTCGATCGAAAGCGTTTTCGATTGTTTCAGTAGCAGTAAGC
-ATTTCGGATTCCCCGTCAACCTCCGCCAGTTCCCCATCGATCATTTCGCTTTCGACTTCT
-TCCCAGTATACTATCGTTATCATGCATTACCCCAGTGGTTAACCGTCGTAATCCCCGCCA
-CAATTCACATCGCCTTCAATGAACAGTTCGCGGTTATCACGTAATAAATTATACTTTCTT
-TCGAGTTCAGGCCCGAACGCGTCGGCGTCTTCATACCAGCTATAATTGTATCTTCCGCAT
-TCATCATCATATTCTGGTTCATCACCGCGCTCGTTGAAGTGAACAATTTTAATATCGTCC
-ATCCCCAGTTCTTTCAGCTTATCCCAGATATACGAAATCTCAACGCTATGGGAACCGAAC
-GCTTCCAGTGAGATCGTACCGTCGCTATCGACTTGAGGAACACCCCACTTCGAACGAGTA
-TCATCGGTGATCATATCTATTAATGACTCAATATTATTCTCACCGTAGATATCAGCAACT
-TCCTTTTCTTTACCAGGGCGAACAAGTCCGATCCCGATAATAAAGCTACTGCTTGAGCTA
-TTGCTCACAAACCCAGAACGAATTTTCATCGCATCACCATATTACCAATCATGAATAGAG
-GGATTAGCGCGAAGACGATACCCCATAGAATGACCTTATCTTCACGACGGTCACACCCAT
-AATAGATAACACCTCCAGCGAAAATCAATACAACAACTGAAACGAACGCGAATAAATAAA
-TCATTTGCAGGTATCCATTCTCATAGAAACTTCTTTCAGGATCTTATTCAGATCGTGAAG
-CGCATCTTTTACGTTACCTTCGTTATAGGTAAGCATATCCTGGTACAGCCCTTTCAAGCA
-ACGATTGATTACATATGCTTTTTCAGAAGGTAACATTGTACCAGAGCGATTATAATCTCT
-GAAAATGTCCATCATCGTGCCGTTGTTACCAGGTAATGACGGGTTGAAGTTAACCATACC
-GGACATCAAACTATCAACATACACAACTGTTGTGTTATCAGAACGATACGCGCCACCAAC
-TTTAAACCAGTTGCTGAACACATACGGAGATTCCCGCACTTCGCTCAAATCGGTTCCGAT
-TTCATCGATGTTTACACGAATGTTGTTAAAATACACCGATTCATCAATAGAACCATGACG
-CCATAAGATAGCACCATTGTTATTTTTGAATCCGACTACATCAACCTGCCAGCCGTTATC
-TGTTAACCGGACATCATCAACGACGATGAAATCAGGTAGCTGTGAATGAAAGCCGATGTT
-TTCAGGACGGGAATTACGAAACCCATCACGATTGGAGAAATAAAGGATGTCGCCTTGATT
-CAGTTCGCATATATTCATAAGATTTTTAAAGTCCAATTCAAGTAATTCCACAAGTCACCT
-CAAAGCCCCCTTTCGGGGGCGAGATCTCATTAGAGTTTAACTTCTTTTTCTTCCAGAACG
-ATTGTGCAATCAAATTTCACATCTTTCCAGAATTCCGCTGCAACGATATCTGTTGCGGTA
-ACGCTTACGCTGGTTTCTTCGAAATCCAGATCCGCAAACCATGCGTGTCCGACGACAATA
-CCGTACATTACACGACTCAGGCGATTATTAAGGGCGCGAACCTCTTTAATAGTTTCCTTT
-GTCTGCTTATCAAGATACTCGATCAGGTCATTCTTGTCAAGCGCTTCGATCTCTTTAGAT
-ACGGTATCGTAAGCCCACAGAATGATCAGGTCGCCATTGTTGAGTTTCTTCTTACCTTCG
-GCGCGTTTTGCAACGGTAGCCGCAACAGCCGGAAGTGATGAAACGCCTTTGATTTTCACG
-TTCAGTTCTTTCGACATGTAAACATCAGTCGATTCTGTGCGCTCAACCTTCGGAGAGAAG
-CCGTAATCACGGATCCCTTGCTCAGACAACCATTCACCAGCCGCCTCACCAAAGCGCTGT
-TTAAGCCCTTCTGCGTTGCGTAAACCAATCGCGTTATCACGGAAGAACTTCATTACCTTC
-TGACGGCCTTTCAGGATTTCCAGACGGACGTTATCAGCAACAAATTCCTTACCAGAAATA
-CCGCGAGTCATCGAACGGTTAACCAGAGGCAGAGAAGTAAAGTCAACCAGTACAGACATA
-CGGTCTTCACCAATTTTAGCCAGCGGTTTGATAGTCAGACCAGAAGCACGTAAGTTTTTC
-AGAGTCGGAATATCGGTTTCCAGCGGAAGTACCTTAACGTTCACGATACCATCTTTAACA
-ATGGTAAAGTTACGCACTTGTTTGGTTTCTACTTTTTCCGGCAATCCAAACTCTTTTTGT
-TTGCTTTCCGGAATGGTTACATAACCTTGCAGATCCGTATTGATGGAAATGTTCGGACGG
-GAACTGTTACCCACCAGGTGTTTCACTGCAACTTTCGTTGTGGTTTGGGTAAATTCCGGT
-TTCCATACTTCATGCGCTACCAGTTGCGCCGCCAGTGCTTTACGTTCTTCCGGAGTAGAA
-GCGTTTGCAATCTGTTCTGACAGTTTATCCAGAGTATCATCATCTTTCTGGACAGTCTGA
-CGGCCTGTACGATTGTACGCCCAGTGTTCAGAAGACAGGTCGATCACGGTGTCGGTTTCT
-GCCAACAGTTCGAGAGCATCAACCAAAGTAAACGCGTTTTCATCAGGAACCATGTTGTAA
-TCAACACCATCCATCAGACGTTTAGCCGGATCAACAACCGCTTCGGAGATCATATCTTTA
-GCGTTGGAATAATCCTGTTTGGTAAAGCAGTTATCGTATGCTTTAATCAGGCGCACATCA
-CCCAGTTTTTTCAGAACTTTCCATGCCAGATCTGGATTCATGGTATGAAGCGCATGATAC
-AGAACCACATACAGAACCTGTTCGCCTTCTGCTGTTGCCGGATCGAAGCCGTCAACGTCA
-TTGATCGCGTTTTCACCCAGCGCCCAAATGTTTTTGATATGTTCCGGAACCAGAACAACA
-CCATTTGCAGCATTCAGGACATACACACGGCCTTCATCCAGGTAGATCGCATGAGTTGCA
-TCGCCAACTTTGACTTCAACACGTGCGGAGGTTTGCGCGGTAATGATTTCATCAAATGCA
-GGTACATACGCATCAAACCCTTCAACGAATTTGTGTAATGCGTTGGTTGCTTCCGCCATT
-TTTTCCAGCAGAGGACGGTTTACATAATAACCATATTCCAGGAAAGCAATGTTGTTAAAC
-GTCAACGGCAGAGTAGAACACGCTTTCAGGATATCATCAGTACGCCAGCAGTTATCATAA
-CCATCAGTCAGGAAGATCAGACTGTTCAGATTGCCATTATCCGCTTGCAGATCGGTAGCG
-ACTTCAACCGCCAGTTGCAGAGGTTCAACGAAGCCAGTACATCCGGTCGGACGCAGATAA
-CGATCGATAGCATCATTGATTTTGCTCAGGTCGGATACAGAGCTAACCTTTTCGCCCACG
-AATACAGAACCGAACTGACCACGGCTGGAGAAATACAGAATAGATACGGTATCATCCTGC
-TTAACCAGCGTTGCCAGGTTGTTTTTCAGGTGCTGACGAATGCGCGGGAGTTCGTTATAC
-ATCGATCCGGATACGTCACAAACAAAAACGTGGTTAGTCGGGGTTGGTTTGGCTACGGCG
-TTTTTGAATTCAATGTTAGTGATCATAATTTTCTCATTTATAGGTAAATTTGATTAAAAT
-TTCGTTTACTTTTTTGCTAATAATATCTAATGCATCATCGCATCCAAACTTACTACTCAA
-CAATGAAACAAAATCATCCATCGTTGTTGTTTGAGACTCGCCAACGTCAAAAGACAGAGC
-GTAGGCAACAGGATTTTTAATCCTTACGATTTGAATAGTATACTCATTCAGGTCAAACCG
-TTCAAGATATTTTCGCAAAGAAAATAAATCAATCGGTACTGGTAGAGTTTGACTAAACGT
-TATTTCTTCCCCCAGTTGATAGGGGGGCATTTTTACACAGATTTCGTATTCCATCAGTGA
-TGACTCGTCATAGTGTGTTCCAGGTTACGGAAAATTTGCCCGTGTTCAAGCTGGGATTGA
-AATTCTCCGCATTCATCAGAGTAAGTAAATTCATAAATGAATACACCGTTCTGATTGCCA
-AATTTAGCGTTGTACTCTTCATACAGCCACATTTTGATCAGAGCGTCTTTCTCTTCTGTT
-TCCAGATCATACCAGTCACGCCCATCATAAGCAAGCGCAATTTGCGGATTAGACCGATAT
-CGAGTTTCGGCGCTATCTTCGGTTTCCCATTCATAACGCTTATCATCATAGTATGATTCG
-AAGCTATTTCCCATATGACCGCCCAGGTCGCGGTGTACCTGCTGTACAACTTCTTCCGCT
-GTCGGGCAAGTCATCCAGCTATAACCACAGTTAGGAACACAATCACCCATCATTTCGCGG
-AGATTGTTGATATCAGTCGGATCCTTCGGGAACCGGACGATGAAACTACTTGATGAACTA
-TTGCTCACAAAACCAGATCGGATTTTCATTATAATTTCTCCCAACGTTCAGCATTTTTAA
-CCTTCATCTTTCACTTCCTTCATGTTTTTCATAACTTCTTCAAAAGTTACAGGGATCTCG
-TTGTACTGTTGCGATTCTTCATCCCATACATCGCGATGCCCGAATGTCGAACTTTTTGCA
-ATGAGTTTTTCATTTTCCCATACATCAATAGTAACATGATCGCCAAGATAAGGGAAATTA
-GGAACTTTGTTCAGCGCATCAACACAGTTTTGCAATGATTCAGAAACATGAACAATTTCA
-GTGAATTCATAATCAGCACTATAATAAGCTACGTAAATCATCACCACCCCCTAACGATGC
-TAATCAACAGTAACCCCAGGATCCAGAACACAGCAACCGCACAAATACGGGCCATTACTA
-CATTTCCGCGACTAGTCCACTCCGCACTAAGGAACAAGAGAACAAACGTTAACGCGTATA
-AAACCATTTCAATAACTTCGGTAATCATATAAACCTCACGAAAAAGCCCCTTTCGGGGCT
-TGATTAATCAATGTCCGAACACACCACGAATAGACTCTGCGAATGCATACAGTTCAGGGT
-TTTTAGCTTTCACTGTTTCGATTTGCTCCAGAATATAATCTGGTTTATATTTCGCACCGA
-ACCAGCAGTAAGAGAAAGAACGATCCCACATGAACACGTTATAGTATTCACCGTTGCGAA
-CTTCAACCATCACATAACCAGGATTAGAACCCAGCGGATAATCTTTCAGAAGATTGAATT
-TCGCGCCAGCACCAGTACATCCGTTAAACAGGTCATTAAAAGTCATGGTATGTTCCTTTT
-GTCAGTTTCGTTTCAACAAGGACACTATACTATTCTTCTTTAGCCTGTGCAAGCGCTTTT
-TTGATTTGTTTTGCTATGGCTTCAATCACTGGGATGGAAACTGAATTCCCAGCCTGTTTG
-TAAGCCTGTATTTTGCTTTCAGGGATGATAAACGAATCCGGAAATCCTTGTAACCTAAAA
-CATTCTCGCGGGCTTAATCTTCTAGGGTTCTTACCTTCCTGCAATACCAGACATTGAACA
-CCATCCTTTCCATATTGGGCTGTTATCGTCCCAGTACACACAGAATCAACTGTAACGGCC
-TGATAGCCAAACCCCTTACCGTTTGCCTTGTTTCGTTCTTTACGCTCTCTAAAGCCCTTC
-CAGGCACGATCTGATATGGTGTATTGATCATTATCCGGTTCGAGAATGTCACCGACCCTT
-GTTGGGGTACGTGGAGGAACAGGAAAACTAAAGAACACCGGATCGCGAAAGCAGACAATA
-AACACGCGCTCTCTTCGTTGAGGCAATCCAAAATCTTTTGTATTCATTACCTGATAATGG
-ATATCGTACCCTTCGTCCTGTAACAGCCTGTAGATGGTTTTAAACGTGTTTCCCTTGTCA
-TGTGTTAATAGCTGGGGAACATTCTCAAAGAACAGCACAGAGGGCTTTTTAGCCCGTATA
-ATGCGGAGTATTTCAAAGATGATAGTACCGCGAGGATCTAACATGCCCTGTTTTAACCCT
-GCTTTACTGAACGCCTGACAAGGAAACCCCGCCAACAGGATATCGTGATCAGGTACGTCG
-TTTTCATCAATGGCGAATATATCACCCTGAATATTTTCATCACCCCAGTTATCAGCATAT
-GTTTGTTGTGCATGTTTATCGATTTCAGACGTTAAAAGGCATTCGACCCCGCCGAATGCC
-TTATCGAAACCGAGCCTCACGCCACCAACACCAGCGCAAAGGTCAATTATTTTCATACGT
-CGAAATCAACCTCATCGATTTTGTATGATTCTTCGCCAATATCAGCCCATAGCTGAATAT
-TCACACTTTTTGCATCACGATAAAGAGATTGACCACAAAGCCCACCTGTATAACAAGTTT
-CTGTAATCTCGTTAACTTCCAGGCGGAGGCTATTGCGCATAATTTTAACAACAGCCTTTT
-CCATTGCCGAATCTAGGGTTTTAGTATCACCCAATACTACATCTTTAACGTTCAAAATAA
-CATCACCCATTATCGCCACTCCGTTTCAATTCCGTGTTTGTATGCGTCAACGCCCAGAGG
-GGTGATCACTAAACACATATCAGTATTTTTCGTTGGTGAACTAAACGCCATTGATGCGTA
-ACCTTTTTGAATCAGGGAATCACGCCCTGATTTACTGGGAACATCGTTGAAATCTAAATC
-CAACATTTTCGACGAGTATCCGTAAAGTTTACACAGAACATCAATTTCAGCGCCGGACAA
-TTTCGGATATGTCATTTGTAGTACCTCACAACATGTTCAGAATACACACGTTCAATGAAA
-TCATTCCAGAAATCGCGATCAACTTCTTTCGGATAACAAGATACAGCCGCCAGCTTTTCA
-ACTTCACACATCGTTGATTCTAGCGCCTCTTGTACGGTTGCGAAAGGAACACCGCCAGCT
-TTAACCATTTTCAAAAATGCGCTATCCGGAAGAGGATATACAATATCACCTTCTTTGAAA
-ATCTGGATCAATTGCATACCACCGCGCAACGCATGAGAAAGAGCTTTCCAGTCGATCCCG
-TTGTTGGCTTCTGCTTGCCGTGCTCGTTCCCCGTATTCATCCCAGAGTTTATACACGGAT
-TTTTTCATTTCCGCTACGGTGATCGTAGACTGGAATTTACGCCCCAGAACTTCATAAAAT
-TCCTGACAACCTGATTTCAGTGTTTTGTCTGTAACGAATCGACAAAACTCGTTGGTCGGG
-AATCGGTTAGAAATCTCACCAACTTTGATGCGCTTGCCGTAATTAGATTCATCCACGTTA
-CCCAGCAATGATGTACCATACCAGTAATCGGGAATCATTTGTAACACATCAACAACTTCA
-CGCAGTGCCGCCAGGCGAGAACCTTTAACACCATACTTCGCCGCTTGCTTACGAACATAA
-CCAAACAGGCCAGTTAATTCCGTAGTGTAGAAGCGCGAACGGTTAGCGCGGAGATATTGC
-CAGATATCAGAGTTAGCGATCAGCTTGCTATCATCTGCATGAAGCATATCAATCGCCACG
-GTGTCACCATCACATGCGAGGCTAATAAACTTTTGCAGACTGTAAATCTGACGATCTACG
-TCATTAACATCGTTCTTTGAGTTTTTATCGCCAGTTGATGTATCGATAGACTTCTTCGCA
-GTGCCTAACAGGATTTCGCGAGGATGAGGGAGATAGATCCCTTTGTAGTCTTTATCGCTT
-GTTGGTGTTTCCAGTCCGTACAGGTGAGAACCGAATACGGTTTCCATAATCATTTTCATC
-AGAATTCAACCTTTAATGTTTTTGCGATCCCGCGCAATTCAGCGGTAGTAATATCCGGAA
-CGTTTGTTCCGTAGCTATTCCCAAATACTTTTTTAATCTTATCACACAAATCGCGGCGAT
-ACACCATTTCTTTGTATTCTTCTTCGCTACGATACAGTTGATAACCCATCCACCCCTCAG
-TCCATCCGGAATTGCGCTTGATTTTAATATTAGTACAACAATCAGACCCATCTTCCGGTC
-GGAAAGATGCATACAGGTACTGACGCGCAACTTTTTGTACATAAAGAGTTTTGGGGCTGC
-GATTTTGTCGCTGATCGCTACGGATCCCAGCATCATACAATGTATCGCCAACTTTCACAT
-CACTTAAATCAATCATTTACGTCTCCAACAATTAGTTTTTTCACAGTAGTGAACGGGAAC
-AGACACGCCCAACGTTTCTTTACTGCTTCTGTTGTATGTTATCACAATGAATCGATTTTC
-GCCACCCCTAACACACTCCAGATCCAAAATCTCGCGGGTTCCCTTAGTGTTCATGTCTGC
-AACATAGTATTCTTCGTTGTTGACAATCACTATATCCGACATAATCAAGCGAGGTTTCAT
-GCAGCATACACCTCTGATTCATCAAGCCATTCCAGATTCTGATTGAGTGATTCAATCAGC
-TTTTTATCGCGTCTGGAAATAACAACGGTAGAACCTTTTTCTGCCTTCGCGATGATATCA
-CCAGAAGAAGTGATGTATTCAACCTCATAATCACGGCGAGGGCTTCCGAGTTTATCACCA
-GGGACTACATTCCGTTTAACAGATTCATGGGATTTTTCGGTGAATACCAATTCATTCTCT
-ACATGGGTAACAATACCATCAACAGCAGAACGAGAATTAATATAAATTTTGCTAATTTCC
-GCCATGAAAACACTATCTCTCAGATATCGAGCAGTCACTTTATCTAAACACTGAGAAGAC
-ACTTTATCTCCGCCAGGATATACCGAGATAATCATTACATGACCCTGAACACGGGCGGTT
-CCTACTTTATGCAGAATGTAAACCGTTGAACCATCAGAATCTTTAGATATCAAGATCACA
-CTGAATGATTCTTTCTTTTCCTTCCGAGTTTCACCACAGGTAAAACTCACATCCAGAAAA
-TCACCAACTTTAACGGCACGGGGTTTTGCTACTTGTTCACGAACACTAATAACAGGGATC
-ATAATCATTTCCTCACAGTTTCAAATTCTTCATCAGATTTCCAATATACGTTAAAATTAC
-GACAATCATGATCGGATGTCAACGTGTATTTTTCATTTGTTTTTTCGTCAGTGATAACCA
-TAGTTTCATTCTCGATCGAGTTAACACCGTAAACGAAAACATTCTCACCACGTTTGTTTA
-AAAACGCATCACCCTTTTCAATCAACTGCCAACAGGTAACAGGCAAACCACCCGGACTAA
-CCGGGCGGGTAACAAGACAATAGGGATGTTTAATCATTTAAATTCTTCCATTGCATAGGA
-AGTAAGATCTTTGAAATACCTTGCGGTGTTGCCTTCTGGGTTGTTTGTAATCTCCATCAG
-GATAACAGCACTATCAACTCCTGCTTTCTTAGCCATGAATGAAAGGGCTTCGGTAGCAAT
-AATCGTTGCTTTCATAACATCAGCTTTAGAAACGTTGATTGTATTCATTTTTCTTCCTTT
-TCATTAATCACTTGGTATGTGTGTATAATACAAAAGCCCTCACGAGAACGCAAGGGCTTT
-TTATTAAATTTCGTATAAATCTGGATTCACAATAACCGCACATAAAAGATCATCTATATG
-TGCGGCTTCTTGTTCTAAGGTTTGCTTAGATGAATGTGCTTTCAAGCAACCCCCGTAAAG
-GCGTTTACTATCTGGAAATGATCATCAAAGAATTCCCCTTGTCGTTGCACGACCTCATGC
-ATCGGTAGCCAGAACGCGTCTGCTGCATCATCAGAGCCGCCCATAATACGAGGTAATGAA
-CCATCGTTATTAGGTTCGAGCTTGATATATTGTGCTACAGTCGGTTTTGAGAAGTACACC
-GAACGTTTCGGATGATCGAACAGCATCGAATTACGGATAGAACCACGAATAACCTTTTCT
-GGTACTTTAATTCGTACTTCTTCCAGCAATTCACGGATCGCACAATCAAGGAACGTTTCG
-TTACCGTTTTTGTGTCCACCCGGAAGCGCTAACGCATCTTTACCAGGCGCAAACTTACGA
-CGGATTACTAACACGTGGTTATTACATACGACCACTGAATCAGCCGTGCAACAGTTCAGA
-GAATCCGGATACGGATATTTTTTGAACTTGTCAATCTCTCGTTGCCAGTGTGCATCTTCA
-TGGGACAAACGCTGGAATTCTTTTGTTTGTGTCCATTCATCGATAAAGGAAACCGTAGTG
-CTAGGCGCATATTTTAACAAATCTTCGTCCCAGCCTTCATGGTGTTCCCAGATAATTTTG
-CGTAAATTGGTCGAGGACAGATCCTGGTCTCCAACCTTCACAGATTCAACCGGAATATGA
-TTCCATCCGAATGCTTTAAGCCAGTAAGAATCTTTGTCTTTTTCGTACCCGACGATCGCA
-ATTCGGTCATTTCGAGTTTCATCGATTGCCATACGAACACAGGATTTCCATTTTTCCTCG
-TTATAGAGATAATCCGGAATGTGAGCGAATTTGATTCTGGCTGCATCTTCAACATCAAGT
-TTGCAGATAGACCAGCGAGTGATCATTGCTTGACGCTGTTTAGCGGTCAATGGGTTTAAT
-GTGTTCGGATATGCATAAGCAGAACCGATCAGAATGTAAACCGTATCAGCAACAGCAAGG
-GCTTCCCTTACCATTTTCTCATGACCATAGTGAAAAGGTTGAAAACGTCCAATTACTACA
-GCTTTATCATATTTGTGTTTCATAACGTGCTCCACGTTTAAAGGTTAATCATAAAACAGA
-CGCAATTATTAAAACACCAAACAATCCACCAATGAAACCAAAGAATAGTGAAATGAGTAT
-TGTCAATACGATCTGTTTTATGTTCATTATAGTATTCTCGTTTTAGATGTCAAGCCCCCA
-AAGAGGGGGCTTTAAAACATTATTTACGAGAATCGAAAATCACTTTACCCGCATAATCCG
-AACCCATTACAGTTTGAGGTACGCCACCTTTATAGCGGGTAGAGTAGTTCATCTGTACAT
-CCAGTTCTTTCCAGCGGATCATTTCCGGTGTAATGGTGCGTTGCAGGGCGGCGTTGGCTT
-CTGCTTCTTTCTTCGCTGCATACAGACGGGCATCAGCATCACGTTCGTTAGCGATTGCAG
-CGTTTTCACGCGCCTGGCGATCGGCTTCCGCTTGTTTTACTGCTTGTAATGAAGTCTGTT
-CTACTTTTTGCAGTTCAGCTTTAGCAGCGTTAACCTGTTCTTCGCGGATCTTCGTGTTAG
-TTACCTGTTCCATGATAACTTCCGGCAGGGTGATATCCTGCAAGAATACCTGTTTCACAG
-TGTAACCGTAAGGCCGTGCATAATCTTCTACTTCCTGCTGAATTGCGATTTGCAGTTGGT
-TTTGGATCTTCGCATCAAACAGGTCTTGCGCTTTTGGTACGGATTTACCAAATTCGCGAA
-CAGTAGAAAGCAGTTTTTCAGTTACATACTTATCCAGTGCCTGATCCTGATTACCCGCGT
-TGATACGGTTGATCGGTGCTTTGCTACCGTCGAATTGCAGCATTACGGTCATATCCACAG
-TGGATTTAAATTTATCCTGGGACGGAACCTGTAATTTGTCGAACTTCATCGCGATGTCTT
-TGGTGCTGAACGTATCAAACGTTGCCAGCGGGTTTACAATGTGGAAACCAGGCAGTACGG
-GTTTCGGTGATACTTTACCCATGAAGGTTTCAGTTTTAACCGTACCGTCTTGCACAATGG
-TATACATGTTAGGCACTAACCACAGTGCTGCGACTACGCCCAGAGCGATCAGAGAGGTTT
-TCTTCGGGTTGTTCACGATAGTGTTTAAGTTCATCATAATTTCCATAAGTTGTTGTTCAA
-TTCGATAGTTATTCTATCATCACATTTCACGCTGTCAAACTATTTTTAAGAAAGTTTTGT
-CAGCTTGTAGATTGTTTGATAGCACAAGCCCTTAATCTCGTCCAGGATGTTCTTCAAAGA
-ACTATCTACTGATTCGTAGATCTCGTTTGCTTCGTTGGCTATTTTACGGAGATACGCCAC
-CGTGTCAAGCACATTTTCGGTTTTTAGCACAGGTTTGTATCTTCCCGTGATTCCTATGTG
-GATTTCGGTGAATTTATCAACCAAATCCTGCATATCTTCGTAAAAACCCTCATATGCTTT
-ATGTTGTGAGTATGAACCTGTTGCAAAATGTGCGCTATGCATATAGGTAACGGACATAAG
-GCACATGCCAATAAAGGCATCTATCTTGCTTGAGTTCTCAGATTCTGTAATTTGTTTAAA
-TGATTGCATGATGATCCCTTTATGAACGATGGATACTTGCAAACTCATACGCGACCCTAA
-TCCCTAGCTTTGCGCATTCGGATTCAGATCGGCATTGTTTTTGGCGCCATTTTCGTTCCA
-TGTAGTTGTAGAATAGTTCGCTTGTATTTACGCTGGGAGGGATCGTTGTGATGTATACTT
-GAAGGGCCGCATTGATATAATCGTCAAATTCTTTCTGAACCGGACGGTCGGCGGCGTGTG
-TTGTGGGTGTCATCATCAACAATCCGAACAGCACAGCCATTGATATGCGTTTAATGTTCA
-TAACAATTACTCTTTTACTCATAGACCCACTATAGGTCTACTCCTGTATATATTTATAGC
-AAAAACGAGGCCGAAGCCTCGTTATAATATTTTTGCTGTAAAGTCAATCAAGTAATGTCA
-TACCAACACAAACTTCTTTCGAAAGCGCGTATTTTGTTCACGTTTTCTACGTTTTCATCC
-CAACCGATCACACCAGCTTTCATACGTTTCAGTTCCTGACGTAAACGGGTACGTACTTTT
-GAATCAATTTTCTTTACTGCAATAGAAAGCATTGCGTTCAGATCGCCATGAGCTTTGTTA
-CCGTCGCGACACAAATTATTATCAAATCGAATGTATGCACATCCTGATTTGTGTTTCCAG
-TTGGTTGAGTACCAACGTAACCCATCCGGATCAATACCATGTTGAGCATAATAACGAGAA
-TACTCTTTTACTTCTTCGATCTTTTCGTTAGATGAACGGTCACGAAGAGGATTGTATTTC
-TTACGGTAAGTGCGACTCATAATGATCTCCTTTTGTTTATGCTTCCACTGTATCAGGGTT
-GTTCTTTAGTTGCAAGTAGTGTTTTCGACAAAGTGAAACATATTTGTCTTCTGCCCCGAT
-CTCAATCTGGTCGCCATTAGCAACAAATTTGCCATTTGCATCAATACGGGCAACGGTAGT
-TGCTTTCTTTCCACAATAACAAACCCCTCGCAACTCCCTGATCTCATCAGCCAGCGCCAG
-CAACATATAAGAACCTTCGAACAAGTTCAACTGAAAATCGGTTCTTAGTCCATAAGTCAT
-TACGGGTATATCTAATTCGTCAACAACCCGACACAGATCCATGACATTTTTCCTGGAAAG
-GAATTGCGCTTCATCCACAAACACGCAAGAAACCAGATTCGGGCTGTCTCTATAAAAATG
-ATTGTTGTGAACATCATAATACAAGTCCATATCAGGCGTGATCATAGTGCATGTTGCTTC
-CAACCCAATGCGCGAAGAGATACTCTGTTTACCTTCTCGCGTATCAATTGCTGGTTTGTA
-CATCAGGATCCGCATACCGCGTTCCTGGTAGTTGTATGCATCAGTGAGTAAACGAGCACT
-CTTGCCAGCATTCATTGATGCATAATGAAAATACAGTTTAGCCATTTATCCTCTCAACAA
-AATCTGGGGTATTCTGGAATTTTCCTTCCCCTTCATGGTTTTTGCATGTTTTGTTTGAAC
-AGTAGATCCACCAATCCCACTCATCATAAGGGGGTTTGGTAATGTTCATTACGCAAATTA
-AAGGGAAATGACAATCCCGACAACGAACTTTTTCTATAATGTGTGCGTTAGCCAATTGAA
-AACCATCCTTTACCCATGAGTTTTTCATTATGTCGCGCAAGATACTCTTTGATTTCTGGC
-ATCCGGATCGCAGTGTCATACTCTTCTTTCGTCATGGTATGATTTGCGCAACCCATACAC
-CCGCACACCTGCGCGTTACACCAACGGAGTGTTCCATATGTCGCAATCACCTTCATTGCT
-TTAGCTTTGATTTTGTCAGTCATGATTATAACCACTCATTTCGTTATCTTGTGCTTGATG
-TATATCAAGATACCACATATTGATTTTACTTTTCAGTTCGTCCATTTCCTTACTCAGACA
-ATTGTCAACGATACATAGAACATTAACAGTTTCTTTACGCTGCATAATGTTGATGTTATT
-CGCTTTCATCGCTTGCGCCAATGCATTACAGGTTTTAACCAGTGCGGCGCGTTGTCCTTT
-GATTACGGTGATCCGTTTGTTCGCTTTCTTAATCTCCCGACCTGCTTTGATAGGATCCAT
-CATGATTAATTCGCCTTACGAGGATCGAAATGAACGACAATGATCGGGTAATCACCAGTC
-ACCTCATTAATAATGCGCTTAATGAGTTCCCAGTCGCCCCCAGCGAGGCCAGCACCGATT
-AAAGGTGTGATGATAGGCTTTCCAGTCTTAACGGCGTCAGCAAGCCCTACAGCCTGTTTA
-AAAGCATTGCCGATTGCGTCATAATCGACACGCGGCCCAGGTGTCCAGAAATCATATTGA
-GTATATGCATTGAAAACAATGTTGCCTTTTTCGCCAATGTAAACAGAACAAGTTCCGAGC
-TTATCACGGGAACCTTTTAACGTATTGGCATCAACTTGAAATGCACCAGGAATACGATCG
-CGGATTTCGCGAGCAATACCAGCGCCCATATTGCAATAGCAGTTGCATCCGTGGATCAAA
-TGGCCTTCACCGTTCAGATACATATTGACAGCATTACCTTTCACTTCTTTAATGATCATT
-TTTATTTTTCCGATATAGTAGGGCCACAACAAGGCCCATCAAAATCACAAGGATCCACAA
-TACAGTGAATTGAACCCCTACGCTCATTTTCTCGCTTTCCGTTCACGGCGGCGATCTTCT
-TGATGACACATATATAAAACACCACCAAAAATTATAAAACCGATAACAACGCCTATAAAG
-TATCCAGCACTAAACATAGTCATCATCCCCGCAATAGTAACAAGGCCCAGTGCTCTCATG
-CTTACCAGCATTGTACGCCAAGAACACCACAACCGCCGCCATAATAATAAAAATCCAGAT
-AGCCATTAGTAAAGTCCTATGCCAGCATTGAATTCGTCAACCAAATAAGTACGGAACTTT
-TCGCACCGTTCCTTATTTGGCGCTTGTTTGCATAGATTCATCATTGGTTCAGACTGCAAA
-AACTCTTTTTGTTTCAGCAACTTACCGCGTTTATACAGGTGAGCATTTTCCTCTCCCCAC
-ATATAAGCAACATCTAACTGTTCTGCGATCACTTGCTTACATACTGCGACATCTTTGATA
-TCACGATTGTTGCATAACTCATCCAGGCGAGCATCACCCGCGTGAGCAAATCCAGCAACC
-AGAGTTAAAAGCAGTGCTAACTTTTTCATGATGATTCCTTATTCATCCTCTTCGATAGGG
-GTATAATAATGCGCATTGCAGATATACGCAAGAACTTTTTTCAGAGACATATCCGAGAAC
-GTCGGATCCTGATTTCGTCTCATCCCACTACCAGTTTCAACAGCCCAACGTTTGTTAGCT
-GGATTGTATGTCAGCCAGTAACAATCCCATTCAGACAGAGTATGTTCGAACAGATCGAAA
-CGCTTACGCCCATTTGCTTGCGGCCTGACAAAAGGTTCAACCATTTCTAAAGCGGTTAAA
-ACTCGATTAAGGTTTGAACCGTCTTCATCCATCGCGATCCGCAAACAGTATTGGTTAATG
-TCCGGATCCATACCATCGATACCCAGACCGATAGATTCGAAAAATTTTGTTGCCGCGTGA
-TAAGACACACTGGAAGAACGATATTCCAACATCACGGGGATCTTTTCCCCGTCCTTGACG
-TTGTTAATGATATCCTGATCGATGAGTTCAATCAGGTCTCTTTTCTCTTTAATCAACGTG
-GAAATTTCTTCTTGCAGTGGGGCTATCTGTGCATGAAGTTCTTTTATCCGTTGATCAATT
-ACGGTCACTTCGAACGCTAAGTTTCTCATTGTACCCATTCCCCGTTTTTGTCAATGTACA
-TGATCCAATCAGCAACCGCCCAATGGGAAGTATTGCCTTTCGGAGTCGCCACGATGTAGG
-AACCAGCTTTAAACAGTACGCGTTTAGTTTCGTTCAGGATCAGGTCGCTCATAATGTATT
-CCTCATTTAACCAAAGTGAATCGTGATTCATAAGCATCGTTCGGGCGCTCATACACAGTA
-TCCGAACTTGTAATGACAGTGTACACGGTTTCTTTCACAAGATCCATGATTTTCTGTGAT
-TCTCCCCAGACATTGATACTAAAATACATCCCATTTTTAGGAATAGGATTGTATTCCATA
-TCATAATACATATCCATGAGTTCACAAATGAACAGGCGGCGCTGTTCGTTATCATATGTG
-AAATAAATGTTAAAACAATCGAGAGATTTACTCAAAGTAATCTCTTTGATAACGATGTTG
-TCTTGTTTGCTAAAATGTTCGCGGATTGCTTGCACACAACGCAGCAGGTTAGGGTAATCA
-TATTTTTGTGAAACAATGACTTGATGTGAAACGCTCATAATGTATTCCTCTCAATTAGAT
-GCATCCATAATAAAAAAGCCCCTGACCGAAGTCAAGGGCTTTTTGTCAAATGATTTGTTT
-TTCTTCTAACAGCTTCGCGGTTGTATTAACCATACGAGCATAATCACGGGCTTCTTTCTT
-TGTATACTTGAAACCAGCGTTATAGCTCGCCAGCGCCTTTTTCAAGTCGCCTTTGTGGTA
-ATCAAGCCAGTACTCCAGTTCATAGATCGCATACTTCGATCCACCTTGAAGAGTTTCGAG
-CTTTTTGATTACTACGCGTTTAGGATATGACTTATCCATTCGTGCGCTGGCGCTCCTTGC
-GGTAACTTGCCAGCATCCATAAGCGTGATGGCCTTTTTTACCTTTACCGACATTCTCACA
-TGCGCGAGACTCGATCCAGACAATAGCCGCTAAATGATAACCTAAACGTTTAGCCTTATC
-TTTTTCTACAGGTTTTGCAGTCTTCAAATCATAGTTGTGTCCAACTCGATAAGCATACTC
-CAGAACCTCTTTCTGCTTCGGTGTGATATTATCCAAATCCTTGATGTAGGATGGAGAATT
-TTTGTTTGCCGGAGGCTTCACAGTAGCCTTTTGTAAAGGCAATTGATGAGTAGGCAAATC
-CGCAATGAAATCCCCTAGCGGATCCGTCGCAGCGTTGCCAGAAAAAGAGCACAAGAAAAT
-GCTGGCAGCAATTATAATTTTCTTCATTTTAATACCTATGTTGCAAAAAGAAGGGCAATA
-ATACACCCTATTTTATATTTATGCAACTATTTTAGATAGTTTTCGCGTCACGTAGTTTAT
-CAGCGATAAACTCAGCAATGTTATAATTTGAAATAGCCTTGTTAGGATCGTATAGCGCAA
-TGATTTCATCTAACGATACCATAACGGCATGTTTAAAGTAGACGCTCCAGCTAGTAGTAA
-GGATCTCACTGTTGTCAAATCCACAATCAGGGCTGAACAATGCGCGGTATTTGTACCCAC
-TGTATTTCGTCAGCCGATTCGTGCTGTGCGCATCACTGGTGATCAGAAAAGTCCCCTGGT
-GAGTTTCAACAACGAAAAAGTATCCGAGGCGTTCTTTGTTGTCCAGCATCTTTTCAAACT
-TGCGATCGGTTTCTTCGCGAACAATACGAGAAGTCAGCATTTCCAACACTTTATCGTATT
-CGGGCCAATCATTCTCGATCACGATTGCATCAAACGGTTTCTTACCATTAATCCCGCGCC
-CGATTTCGATTTTCGTGCAAATTTCGTTGAACGTTTTCAAATCTTCTGGCGTCAGTTCTT
-TAAGATCGCTCAATTTTGCTACATAATAACGTTTTTCTAGTTTCATTTATGGAAACCTCA
-ATTCAAAAATAATTTCACAGAGTTACCACATTTGGGACATGTGATAAATTTTTTCACGAC
-ATAATCAGCAGCAGAGAAAAATCCATTGTAAATCGCTTCTCTCTTTTGCTGTATATCAGA
-TAGTTCATATTCTAACCCACTTTTACAGCAACTGCAAACAGTAATTAGTTTTGGGCTATA
-GATGACAGTAATCATATACACCTCACAAAAAAGGGGGCTTTCGCCCCCATCATTAGAAAT
-TGTCTTCGACAAACGCCGCGAGACGGGAACGATACACTGTATCAAGAATGATATGGCTTG
-AGTGTTCGTATTCTTTCAGCTTTTCAACAGCCCATACAAACCCGTTGTTAACGGCAGTGT
-TTCTAGGGTTGTCGATCTGCTTAATGTTCCCGCATAGTATCAGAAGTGTGTTCTCTCCGC
-AACGAGAAATAATAGATTTAATTTCGTGGTTGCTAAGGTTTTGACATTCATCAACAATCA
-GCACAGAACCTTTGCCCGGATCCGGATGTCCGATACTGCGACCACGGAAGTAATACAGGC
-TAGGGAATTGCACCACCCCTTTTTCAATCAAACCTTCAATGTATTTTTCAGATTCCGGAT
-TATCCTTAAACAGAATGTTCAGGCTAGTAATACAAGGTTCGATAGAAGGCCGGAGTTTTT
-CGCCCAATGTACCAGGAAGGAAGCCAATTTCACTTGATAACGGGCTATCTGACTTCACAT
-ACATCAAGTTAGCGTAATGTCCACTATTAACCAGGTGCATAGCACCGGAAACAGCAAGCA
-TTGTTTTACCAGAACCAGCGCCGCCCATAATGGTAGCAACATCGATTTCATTGCTCATAA
-TGGATTCAACGAAAGCCGCTTGCAGAGAATCACGGGGCTGGATAGCTTTCATGAGTTTGC
-GTTTCATAGCCTGTTCGTGCTTAACAGGTAAGACATTCAAGCAAATCTCATCAGCAGTCA
-CCACACGCCCGACTAACTCACCATTTGAGGTAATGTACTGGTTAGGATAAAAATCTTCGT
-CAGGAAGCGAACTGTAAGTGATTTGGGCTACATTATCCGTATATCCCAACACTTCCACGG
-TATCCCAGAAATCAGGGATCTCTACGTAACCGGAATACAATACATCGCTATCTTTTAACG
-TATCGTCGCCAGTATACTGTTCTACCTTACACCCACGGGACATTGCGATCAGCAACATCA
-TAATATCGCGAGTAACTAAGGTTGCATCCTGTTGCATACAAGTTTCAATGATTCTTTCGT
-CTTGCTTGTCAAGAGCAAACGTTTTGTTTCCGACATAATCAACCACTTTAAGGGTGATAG
-TGTCAGACAGTGCTGGGGTTGTCAGGTTTAAAGGAATACCTGATTTCGTAATCGCATCAT
-ATGACTGACCGAAAATAACTTTTGACAGAAGCCGGATCGCCAATCGTGCTTCGTGCGCTG
-TTCGTTCTTTCGTTTTCAGGTGATCTAATTCACCCATAGTAGCAGAGGTAATAATGATTT
-CTGTACCAGGTTGAGTGAATGAATAGATTGAATAGGGGTTACTAATCAAAACATTGGTGT
-CTAATACGTATTTTGACATACATTAACCTTATGTGGTTTCGTTAAAAAATGCACCGAAAA
-CCTCTTTTGCTTTCCGGTTATAAACGGATTTTGCTTCTTCTGGAGTGTTATAGTACCCCA
-AAAATTTTCTTTTTCCATCTATGTTTATCTGCGCTTTGTACTTCCCATTGGCTTTATGAT
-AAGAAACACCTTTCAACCCTGTACTACTGTTTGAGTTACATTTCTTTTTCATCGCATTTT
-GCTGGTTCGTCGCTTTCTGTAAATTTCTTGCTGTATCTCCATTCTCAACACCATATACAT
-GATCTACGATAGGAGGAAGATAACCATTCTCAACGTAAAACACTATTCGGTGTCGCAAAT
-ACATAGAACCTTTAAAATGAATTTGGGAATACTCGTTTTTGCTTCCGGCTTCACTTCCAG
-GAGACATAGGGCCGCGCTGAACTTTCCAATACACTTTACCTGTAGATGTATCAACATCTA
-CAAAATTCAGAAGAGATTCGATCCCTTGAATCTCTTCATGTATGGTTCTTGATGAATAGC
-CATGACTTTTCATTACATACCCAGCGAAATTACGTGAATATATGCTAATGGATGTTTCTT
-TTGTACACAATGCATGAGTGTATTATACACAATGTCCATGCGTTCATTGCGCGTAAGATC
-ACACTCATCAAAAATAAGGTTTATTGCCTGGTGCTCTATTCGACGTCCACGGAAATGATT
-AAGAATTGCCCCTTTACTGGTCAATACATCACATCCGGTAGCACCATTTAGCTGTTTGGC
-GTCTTGTGCTGCATTTAACGTATGCGCTACGTAAATGTTAAGGGAACTATGGGAACGTTT
-CATAAAATCAAACGCGCCTTTAGTCTTTTGCGTTTCTCTGCCCAGATCCAGCCTGGTTTC
-GAATACCATAAAATCGTTAGGGCCGTAATTATGCGTTGGTTCTTCCAACTCTCGCATAAG
-ATGCATCTTACGACATTCTTCAATTGTCTTTACATAAAATTCACTATTCATGTTTTACCT
-TTAAGGGGCCAAAGCCCCTTTGTTACGCTAATTCCACATGCGGGGCATCAATGAATTTTG
-TTTCGATCGGAAGGTTCGGATCATTTTTCCAGTTGATACCAAAACGCAGTTTAACACCCA
-GTTCATCACCTGCTTGTTTAACAGCATTCAGGACAGGCAACCACACTTTAGGGTTTGTTT
-GCCAGCCTTGAGGCAACACGCTAGGATACAGATCCACAGCATCACCCGTGATGTGTTTTG
-AGTTCATTGTTTGAGATACACCCTTACGGACGTTCTCGCGCTGTTGTTCTACAGTACGCA
-GACCTTCACGTACACCAAAATCAACAGGAGACAGTTGCAGAGCACGTTCTACGACTTTCA
-CCAGTTGAGGTTTAACACCTTTAAGGTTGTTAAGGCTTTTTTGACTGAATTTAAACATAA
-ATCACCTCTTGTAAAAATACCCTGTTTGGGTACACAGGGTATTTATGGTTTAAGAGGTTC
-GATAATTAATAATCGTAAAGATCACCGAAGCATTCTTCAAATTCACGTTTACGTTTCATC
-TGTTCTTCTTTTCGCTCTTTCATATCAGGAGGAAGACGGTCTTCATTGACTTCATCAATG
-TAAGCCTGTGCATCCTCTTTGGTCAGGAAGAAAGCATGGAAGTTATATCCGTTGCGCCCA
-TTCATACTACGATCGTCAAGAGAGAATTCTGTGTGACATTCCCAGTCTTTGTACAGGGTG
-ATGCATTTAGCAAACAGCCCAATACTGCGATGCATATAAGGGAAGCCAGTAACAATCATT
-TTGCTACCCATTTCCGCCTTTTCGCCATTCACACAAAATACTTCATACATGATCGCGCCT
-GGTTTAACATCTTTCTTAACAGCACGTTTTTCAAAAGCACTTTTCATAATATATTCCTCT
-CAATTGGTGTAACTACAGACTACTGGTTTATTTTCTGGATGTCAACAAGGTTTATCGTTT
-TTTGACGGAAAAGTTAGAGTGAACAAACGATCGTGAAGGTTGTCTATCCGTTCACAAGCC
-TGTTTCAGTATGATTTTATCACCATCATTTGTTGTTTCAATGCATCCAAGTTCATCGGCG
-TCAATGTTCACTACATCGCTCATCAATGAAGCAAACACGTTAGCATCAGGATGTAACAGT
-TCTTCTATTTCGGCCTTCATGCCGTCGTGTTCAGAAAGGATATCAATAATATCGCGGGTT
-AAATCTCCCTGGTACGGGAACCCTGTTTCTAAATGGTTAATGATCCTTTGTGCTTTCGTA
-ATCATAATTTTACCTACAAAAAAGCCCCTTTCGGGGCTAGTTAATTAGAGTTCACAGCAA
-CGGCACACACCGTATTTTGTAAATGGAGCATCACCGCTAACGTAGGCCCAGAAATCACAT
-GCTTCTTCGGCAGTATCGAAGATTGCAGCATCATAGAACCCGTGGGCTTCGTTACCGTTC
-TCATCGATGAAAACCGGAGTCCAGATATTAGGATTGAAGCAATCGTCAACAACAACCCAA
-CCTTCTTTAGCTTTCATTGCTTCTTTGTTGGCTTCGATGTGAGCTAAGATTTCGTTCATG
-ATGTCCATTTTTCTCTCCTAAAGTGCGTTTCGTTTCGACATGGCTATAGTCTCATAACCC
-CGTATCTACGTCAACACTTATTTGAAGCGAATTGTGCTATTTTTGAAAAATAGTCCAGAG
-CACACAGCACCTTCAATTTTCACCCCTGTAGGGCTTTTAGCAACGAACCCTGTTGCGTAG
-GTGTCTTTCTCATCACATGCGAACCAGGCGTGGCCTGTGTACGTGATATCGCTAAACCCG
-TTAGCAGTCAGAATACGTTCGGCTTCTTTCTCATCGGTGCATCCGGATTGTGCTAAAACG
-ACAATAACTACTAACACCAAAGCAATAATATATTTCATGTTAAACTCTTTTTAAGTTGGT
-TTTACTGGCTTCAATCCAGTACACGGGATCAGAATAGTTACCGCACATACCCAGTAACAC
-AGTTGTACATCCTAAATGATCGGAAGGTCTCAATCCATCAGGATGAAAAGGCAATTCGTT
-AACACCAATACTGGTAGCAAAAAGAGCACCTCCAGTACTGTAAAATGTTTTGATATGATC
-GTATGCATCATCAGGCCACTGAAAACGATAAGTTTTATTGTCAATGGTTACTGTATACAT
-ATCATATTCCGTAAACAACGGATCTTTTCCTTGTGTTGCCCCATACAGAGCGCCGCGCCA
-TTCAACCAGATTTGCTTCAATGTCGCTTACACAAATTTCGTTACCCATACGCAAATCATG
-AAGGATCCCTTCAATGGTACGAATGGCCCCACTAAGTTCATTAGTTAACATAGAGTTTCC
-CTTAAATCGGTTTAATGGTTTTCAGGTGTAGTTTAGCATAAAAAGAACCAAATGAGTTAC
-CATTATGATCAAATTTATAGTTTTCACTCTTCCAGTATTTCCCCGATTTCATCAGGGGAA
-CACGCTTCTTACCTGCTGTTATCGTTTCAACCATTCCGGTATGAGTAAATGTCATGATAT
-ACCCTCTTCTTTCAGCACTTCCCAGATCAGTTTATCAAGGTGCATCAGGTTCCACATAAC
-CGAATCATAAGAACCCAGTGAGCGGGAGTAAATCACTCCCCATGAACGATAACTTTTCTG
-GAATGCTTCTGCACTATCTACATCATACGGCATATCATCACCGGATGCAATCAAAAGTTT
-AAGGATCATCAGACTGTTCAGAAGTTTTGAACTAGCGTCTTGTGCTTGTACTTTTGCACA
-ATAATTTTCAATAATCGCTTTTGCCTTTGGTTCGGTGATGCGTCCATTTTTGCATCGCTC
-TTTGTACACATACATAAGTTCATCGATTATTTCTTGCATATAACGCCTCCCGTTCTACTG
-CTGATAACCCGCGAATGTAGTTCTGTGATTCTCTATGCGCATCTGCTACAGCGCGTCCTG
-CTACAGCGCGTCCTGCTCGTTCCGACGCCAGTATATAAGTAACAACTTCATTACGAATGT
-GCCATAGGTAATCCATCATTACAAGATCTTCTTCTGTATGAAAACCTTTAATGTCACACT
-CGCAGCAAATAGCGTCTCTTTCCGATAGTGCCAGTTGCGCGGATTGCGCGTTGATTGGCA
-TCATACTGTACTTGTCGATCAAACTATCCAACGTTCGCGGTTTCACAATACCAACTGTTA
-CAGGAACAGGACGAAGAGTAGGTTTATCCGAATAAATCATAGTATTCCTCTTCATCAAGT
-CTAGATGTCAGTTTAGCGATAAAGTCGAAAATGTGTTGTGAACCATCTTCAACATAATGA
-CGGTATGCAAGCAAAGTTGATACGTGACACATATCGACCGATTCAACTTTGATGCTTGAT
-GCGATCATTGTATCATCATTTCCATATCCGTCAATATCACGGAGTACCATTTCTTCAGTA
-GGGAAACGCTGAAGGAGTGACGCTTCCCGATCTGATACCAGAGCAACTAAGCGATTATGT
-CGCGTGTTGTACGATAATATTTTCATTTCAATTCCACCGCGTAAACATCAGGTTCAGGGG
-CTTTGTGTACGCGCATATCTTTACCGCATACCGCATAAGCCGGACAGTTACGACAACCGT
-TATGATCCTTATTACCGATCAGTTCATTACGGAACTGTTTGGTTTTCGGATGTTCCCAGA
-TATCCTTAATGAAATCGTTCGCTTCCAGGACATTCAAACCTTCTTCCCAACCACCTTCAA
-CCCAGCGTTCGGTAAACGAGCAAGGGAAGAACTGACCACGTTCGTTGATGTAAGAGCTAA
-ACATCGTCGCTTCACAGTCTTCGGCGTATTGCTTGTACTGTTCGAAGTTCGGGTGTCCCT
-CCATCGCTTCAACGAAAGCGGGGGCTGAACAGCTATCGAATCCAAATCCTACACCAGAAT
-CGAGGCAATATTCAACAAGTTTTTTATACTGTTCGCGGGTAACGGTGTCCCAGTTCTTAC
-CGCGTCCCTTTTGTTTCAGTCCCAGGAACACGATCGCGTTTACTTGTTTCAGGCGCGGAT
-CATTCTTCACGGCATCAACCACGTTAAACGCGTCATCATAGGTTTTCGAGCTAACCATGA
-AATGCAGGTTGATTTGCTGTTGTCCGGCTTCTGTCAGGTTCGCTACGGAGTCGAAAGCGA
-CATCAAAGCCAGCGTGTTTATAAACAGATACCGCAACAGCCCCAGCAACCGCCGCTAAAC
-GCGCTGCAACGTCTTTTGATACATCAGCAATGGTAAGGTTCGGTACAATGCCTTTAGAAC
-GCGCATAGGCCATCATATCGAACATATCAGGGTTTGTTTGCCCCTGTGCATCAGCACCGA
-GTGCGCATTGAGTCAGCCAGGGCATTTTGTCGATGATTTTTTTGAAGTTGGCAAGATCCA
-TGTTGAACCCGTTCGGGTTATTGGACTTGTAGCAGAACCCGCAGAGTTTACCCGCTGGCC
-CGTTGCATTTAGTTGTGATCTCGATATCGAGAATAAAAGGAAAATGACTATAAATAGGAT
-CGTCAGCAGGAGTTTTTCCCCAAGTCATCATATGACCTGTTTTCATATCAAAATTAAAAT
-TAACCTCTTCGGAACGATAGATTTTCTTTCCTTTCGCTTCCAGTAGAAGTCCAACAGGCG
-TTTTGATATGTTTGGCGTTTACTTTAACGTGTCTCATAGGAACCTCATAATGTATTACGT
-TTACAGAATCACAAATGTTATAGAGAACAAGCACTATTATGGATCAAGAAAACCTAAAAA
-GTCAATGCTTGCTTCCGACGATTTAGGGAAACACTATTTCAGTAGTTCCCGTGATAGTCA
-TTTCATCCAAGATCAGAAGGAAAATCCAGGACACTACAAATATAAAGTAATCGTATCTGG
-GTTGTCAAGGGAAAAGGCGATGAAACTTGAGAAAAGGTTACACGAAATCTATAAGGTGGA
-CAAGAACCCACATTTTTATAACAAACACATACACAACAGTGTTGATTTTTCATGTACACC
-AGAAACAGGAAAGAAGATTTCGCAAACACACCAGAAATATGCAGCAAAGAAAATTTCAGA
-ATCACATAAAAGGCGATTCAAGGAAGGTATAGCATCACATAAAGGAGAGAACAACCCACG
-ATACAACGATCATCGGTCTTATAAAGAGATACACGGAGAAGAAAAAGCGGATACTATACG
-CAAAGCACAATCTGAATCAAGAAGAGGAAAAGGTAATTCCCGCGCGGTTACGTGGAAATT
-TACTTCCCCTAATGGAGAAGAATTTTTAGTTGAAGGAGAATGTAAAAAGTTTTGCAAAGA
-CAGAAATATTTCCATGCGTAAACTGAAAACCTATCTGGGTGAAGTCATCACAACATGCGA
-TAAACCCTACGATATCTCTAAGAATACCGTAGGATGGAAATTAGAAAAGATTAGTTGAAT
-CTTCTTTTACGTTCGTCAGCCAGTTCTTTTTTGTACAGTTTAATGTACTTCCCGTTAAGG
-GTGCGAAGCTGTTGGAAAACCTTGTTACACAAAGCACGTTTCGCTTTGTATTCCGGCGTA
-TTACGGATTGATTCGACCGTCATACCCATTTCGTTTTTAGGGTACGCGCTCAACTCCCTG
-CCGATCTCTCTGTGCCAGTTGCTTAACTGATCACGCTGTGCTTTGTACTCTTCAAAAGTT
-AACATAACAATCTCCGGTTTCGTTTCTATGTGTGTAAGGTATCATTACCCTACACACAAC
-GCAAGCGATTTTTATTTTCCGTAAAGAACACAATATTCTTTATATTTTTCACGGGCTTTT
-TCTTCATTACTAAAGGAAACTCCCATTCCAAAATCAGAACCTTCGAACGTAACATCCCAC
-GATTCATACCCATCTTCCGAATAATAGGAAAGTGTTATTTTACGATCTTCAAGAACAAGT
-TGTTCAACAACAATATCAATTTCAGTAGTCATAGTTCATTTCCATAATCTTTTGCTGCAT
-CTTCGGGGGTTGCGTCCAGTCGGTAAAGCTCAACGGCTAACGGACTGGGTTTGATTTCGC
-GGTTCAGGATCTCACTGATACCGCGAAGGAATTCGATATAAGGACGGAATCTCATTTGAT
-ACGTACCGCGTTAAAAGCCTGGTTGCGCAGTTCATAAGCCTGTTCAAGCTGTTCTGTAGT
-GAACAGAGGACTATCGGTGTTAGTGGTGAAACTGCAAATGGTTTTGTTGTCGGCGTTAAC
-TTCTTCAACAACGATTTCATAACCCCAGATCCCGCTGTACTCACATTTCACGTTACGGTA
-CTTGATGTAAACCGCAGCAACATCTTCTTTTTTGTAGTTCCGGCTTTTGTAGATGATTTC
-CATGATTTCCTCCTTCGTTTCGATGTGTGTACAATAACAGATCAGGGTTATCGAGTTTTA
-GCAATTTGTGCTAATTATGCCATTTTCTTAGCGATTTTCCAGGAGGCTTTGAACGCCGGA
-ACGTCTTCAATATCAATCCAGAAACCAGATCCGAAACCATCACTATAGCAAGGGCAACCG
-TCGCAGTAGTTTTCCCAGGTCATCACTTCACCACCAACAGAAGCACCAGTTTCCATAGCA
-CGTAATGCATCTTCAACTTTTTCCAGTTTTTCGGCGTTGTCGTCGTAAATGACAAAGTAC
-CATTTACCGTTGTATTCGTTACCCAGTTTGATTGATTCGCGAACAAGTTTCATGATAATT
-TCCTTTTGTCTGTTTCGTTTCTATGTGTGTAATATAACAAAACCCCTCACCATAGGCAAG
-GGGTTTTGCAAAAAATTATCGTTTGATTGGGGTATTATCTATAACCCTTTGAATTTCCGA
-ACGCATCGTAGAATACTGACACAATTCGGTAAGCGCCCGATCCAGGTGCATCATAGCATA
-AGAAAACTCTTTTCCGCATTTGTCACATCGAGCGTATAAATGTAAATGGATGCGCCCGAT
-CCCATCTACCTGACTATATTTCTGGAATATGTAAGGATCTGCACCTCGATAGCCAGTTGC
-TTGATGCTTACACTCTCGTTTGAACCATGACATTAATAATATCCTTGTACGTTGAAGCGA
-TCACATAACAATTTTCTTGTTTGGTTAGTATCGCTTTGGATAGAATGCAACATAGCGCTG
-AACATGTTTAGGTTATTTTGCATCATTTCCGCGCTCATGAGAACTTCCATACGCGCACGT
-AAGCGTTTATTTTCTTCTTCCAACTCAACCATACGGTCATATGCTTTTATGCGCTCTAAG
-GGCATATCAGGGCGCTCTTTGAGTACGCGAGCACGTTCAACCTCACAAGCATGATTTGCT
-TTCCAGTGGTTCGATTCCGCTTCAAATTTATTAAGGCGGCGGATCTCTTCAACCAGCTTT
-TTGATCATGTGTGGATCCATCATGTCGATGAATTTCATCAAGCAATTGGATTTTGTTTGG
-TTGTCAGCAACAGACCAAGACGAATTATACGTAACCGTAAACGTGCGGCCCATTTCATCA
-ACAACCCCGATCTTGTTATCATCGGTGATTGTAGCCGCCCATTTCTCCCTCATGGCTGTA
-CAGGTTCCGCTGGCGACACTATGCAACTTGTTTAATGTTGCGTCATCAAACACAATTTCA
-TCACTCATGTATGCCTCACATAGATTTCAAAATACGCAGAAGTGCGTTAGTAAAGATATC
-AGGAACACAACCACCAAACAACTTATGATTCATCAGCGCTAATTTCATGCTGTGATTTTC
-AGTATATCGCCCGTTATGGATCCCCCAGGCAACGACATTACCAGGTTCATGAATAACTAA
-GTTAGTGAGAGTAACGGTCATGCGCTCTTTATCATTGATAGAGAATGAATAGCGATAACC
-GGATCCGATGTCGCCGTAAAGGTTAAGGTCTTTCAATTTCCCTTGCTCATGCAAGCGTTT
-CATATGAACTGCACATGCATGATTAATAGTCATTTCGTCATCCCTAGCCCAGTCATCAAT
-ACCAGAGGTATAACGAATATTGAAGTAGTTAGTCAGTTCATTTGATACGCTCATTAGAAA
-CCTCACTTTTATAAAATTCTTTACCAGACCCATTACAGCTACTGCATTTGGGGGAACGGT
-TGTTATCATACCGCCCCGAACCGTTACATGCAACACATTTCCTTAATTTCCAGCCATACA
-CGAACCTCATGTAATAATCGGTTCGTGCGGCCTTGCGTTCATGGAAATTCATGCTTTGTA
-AACCTGAACCAACCACATTTCGATGTTAGGCGCGTAAGTAACGTTTACCTTATGCATAGT
-GCGGTATTTGTAAGCGGCTTTGTACGCATCGAGTTCAGTCGGAACACAGAAAGAGAAACC
-GTTATCATAGCGTTCTGCGTTAGAAACTTCACAACCAACTACAGCGGCAATGTTTTTATT
-CATGTTCATGATATTTTCCTTTCTCTGTTTCGTTTCGATGTGTGTAATATAACAAAGCCC
-CTGCACTAATGCAAGGGCTTTTTGATTATTTTGGTAATTTTTCGATTGTTGCTTTCAACT
-CATTGATTTTATTAAAGAGTTCATCGCTATATTTCATCAACTCACTACGGCGTTTTTCGG
-CCCACTTGATCAGGAATTCATGAGAATCTACACCATACGTGTAACCTTCTGCACTCAGTT
-GAATACGAGCACGGGAACCATAATCAACAGAACTTTGTTCAATGAGAAACTTAACCGCAT
-CAAGCAGGGCTAAATCTTCATGACTTACCATGATTCCTTCTGCCTTTGGAAGATCCACAA
-CTTCATCCTGAATGAGTTCACGACGGGTTGTTTCTTCCAGTGTTTCATGATTCTGGATCA
-TCGTTTCGACCGGATCCTTTGCCACGGCTGGTTTGTTTTCACCTACTTCTTCCAAAAACA
-TCAACATCCATCCAGGAATTTTAGTCCAGAAATAACTTTGTACTTCACTGGTGCATGAAT
-TTCCCAGAATGTGGATCGCGTTACCATGCATATCAACTTTATTGATATAGATAACGTTCT
-GCTGTTCCTGTCGGTTGCTACCATAAGAAAGGAAGCGGCGTAACGATGTGTTATGACCAT
-ACTTCCCTAAATCGATTTCAGCCAGGCAATCAATGATCCCACGGTTAGAAACCTTGTAAC
-GCTTACCCTGTTTGAAAAATAACGATTCTTCCAGGTGAGTAGGGGTAAACTCTTCATAAA
-GAACATAGAATTCTTTAGGAATTTTGCGCTGAACCAGGCTCAGTTTACAATTATTAGAAG
-GAACAATAACAGCGTGAATGTTTCCTTCTGCGTCACACATAGCTTGCATTACTTGCGGAT
-AGTAAAGATGGTCTTTCTTGCAAGTATAGCTATGGATACGACTCTGCCGTTTTTTGAAGT
-ACCATTTACCAGTTTCAAAAGGCGCTGTTGTAAAATTCATTTTGCATTCTCATACATAGT
-TAAAATTGCTTGCATATGTTCCGGTGATTGTGGAACCCCTGCAAAGTTCACTTTCAAAAA
-GAAATTCAACCGATCTTTTATGTTGCACTCATCGAGTCCAAGCGCTGGTAATGAAATGTT
-TTCAAAAGCACGTTGTTCATGTCTTTCCATTTCACCCCAAAACAAACGGGAACCGTTAGG
-CATCGGTATTCCAATTTCATTGTTCCAGAATTTCATGATAGTTGTCAAGCGTTGTTTTCC
-GTCGATGACTTCTACCCATCGAGATTCGTTGAATTCACTATCAACCGCGATCGCGATGAT
-ACCGCAAGGAAACCCAGTAATCAAAGTCTTCATGAAAGCATCTTGCTCTTTCTGCTTCCA
-CACGTAGGGCCGCTGATAGGACGGATTCAGATCCAGATCGTTGTTCTTGAACCAGTGAAT
-GTAACTACCAACCATGATCGCATGATCGCGACTTTGGAAAGTTTTTAACTCACGAATACG
-GTTTCTTACAATTTCGTCTGTCATTATAAAATCACCATCCAGTATATAATCGTAATCATA
-ACCGCTACAGTGAAACACATTGCAGCGTACACCCGCGCATTATGAACCTGTGTTTTCAAT
-TCTGCGATCTCTTGATCCTTTTCGCTTTCAAACTCTTCGCGAGTACCATAATACCCAGGA
-TCGTTAGCAGTTGCCAATCTAACCGCATCTTTTTCAACCAGCGTTGCATAACCGCTTTTT
-ATTTGTGTCGCCCCGTACCATCCACCCCGATCATTGTTAATGATCAGATGGTCGCCTTTT
-TCGTTATGCTTTGATTCACCAACGACAATAACCCGCTTACCATTCATAATATGATCCTCA
-AAGGGGCCGAAGCCCCTATTTTGCGTTCTTCTGTAGATAATCTAACAGATTTCCGCTTTG
-ATGTAAATCCAAAACTTTAGAAAACTTCTCTGCGTTTCTTTCGTTTGTGAGTTCGTCGAA
-ATGCCATACACCATCATCAGCTATTAACGCGCCAGGTGATGAACCTGTTTCTACATCACG
-GGAAAGCGCAAGCCCCAGAGGGTGTAAGATTTCGCGGTTAATGCGCCAAACAAGGCCCAT
-TTCAGATAGAGTATTAAAATCGACGTATTTCATATTATGCCTTTGGTTTCACACCGTAGG
-CCAACATACCAAAACGATGATCATTATCTGCATCTTTAAACAGAACTTCGTTACCATCAA
-TGCAGATGACCTTTGCTTCCGGATCGATGTATGGAAGCAACCACAAAGGGATCAGGCGTA
-GGCCGCTATGTTCATCCCAGCGACTGAAATTGAGTTCTTCCAGTTCATCAAGGGAAAGCT
-CATTAGGATCGATATAACGGAACCATTTGGTATTTTTGAGGCGGTCGGGGAAGTTTACAA
-TTTCTTCATAGCCGAATTCAGCACTCCATGAAGAGTAAATAGTGACTTCGGATGCTTTGG
-TTAAAACAGCATCGCGAATTGATTTGCAGATATCGATTAAAGTCAGTTGATTTTCCATGA
-TATATTTCTCATCTTGCTAAAATTTTAGGCAGTAGTTGCCCCATCGTTTTACGTGCATGT
-GACGGAATCTGTGAGATCGGGACATATTTAAAATCATCCATTTCACGTATAGTCCGTCCG
-TTCTTAACGAAAGTTGATGCACAATAGCATTCTTCCGCTACTGGGTAATCTTGCCCTACA
-TAGAGGAATAAAGCAAGGTTTTTTGTTTTCGTGTAATCGAGAACACCCAGGCTAACCAAT
-TCCTCCGCGAACACTTCAAATCCTGTTTCTTCGAAGCATTCGCGGATCGCCGCGTCAATA
-TGAGTTTCGCCCTTTTCAACATGCCCCTTCGGAATATCCCAATGGGGCGTTTCAGTGGCA
-TGGCCCATCAACACGGCACCATCTTTAACAAAGATAATACCCGCTGATAGTTCCATTTAT
-TCACCCGCAAAAGCGTTATCAAATGCTTCAAGTGCGTTGTTAGCGCGAGCACTGGCTTTT
-GTCACACCAGCCTGGAGATTTTCAAAGAAAGTATGTTTCCACACTTCGCGGCGACTGGAT
-TCATGTTCCAGACTGTTTTTGTGATCACCGCGAATCTGTTCTTCCATGTCATAACGGTAC
-AGATCGAGTTCTGCGTTTAATTTCTGCTCTAATGCCTGTGCAAATACATGTTCAATATTC
-ATTTTGTATAGCCTATTTCAGATTTAAGGTTTTCGAGGGTGGAGTGATAAACAACATTCC
-CTTCGTGTCGAGTATACCATACTTTTCCGTTCTGGTTACACTCATTCATTACATTTTCAT
-CTAAACCAGGGATCGGCTTCATGCTGGGAGAAAACGTGATAGACATCATTTGTTCTGCAC
-TATCAGCAAACCCACAAGGGAAAACAGATCCAGTTGGTTTATCAAGATACATCAACTCTA
-CTTTAGCCATAGATTTCTTCGAAATCCTCACAATCAGGCAAATACGTTTCACAGAAGGTG
-CAAAGCGTAAAGAATGCAGGTTGACGAATACCAGGATTATCCGGTAGATACATCCAGAAG
-GTGTTAGCAAACACGATGAATGTTTTCAGGTTTTCGGTGGTGATTTCGCTAACACCATCA
-TACCCGGATTGATTGATCGCGCGTTGCAGTGGCACCTCATACTGTTCGCAATAGTCGGCA
-TAATGATCGCTTGTTACAAGGCCATTAGCCATTTTAATCAAATCGACGATTTTCATGATT
-TTACATATTCCACTTTAACAGGTTTTGCAACAAATTTATCTTTGGTGCGCCCATGACCAT
-TACACAGGTCACATTCTTTGTTGAAATCTTTCATATCTTCGACCCATCCAGAATCTGGCA
-ACCCAGACGGATATGCGTTATAACGAATGGTTTCATAACCTTTTCCGTTGCATTTCGGGC
-AAACATGAGGACGTTCTTTTTTAGCAGACTCTGCCAGTTCGCGAAGGGTGGTAGAACTAC
-CATAAGCCCGACACATGTTTTCAAAGTCTTTTAAAGTCATTCTATAAACATCAATGACGT
-TATATTTTTTGCCGGATGGTTTAGCCATAATATATTTCTCACTTAAAGAATTTTTTGATG
-AAAGAGATAGCAAGGCCGATACCAAAGAAAATTAAGTAACCTTTTCCGTCACCGTGCGCC
-AAAACATAGAGTGAGCTGCCGTATGCGATGAGTTCTGCGATGTTCATTAAGTTTCTCATG
-ATATCCTCCTTTTTCTATATTAAGTATCTTACCATAATATAAACCAAAGTCAACAACAAA
-GTTTTATCAACCCACTTATCACCAGTCATTAGTAATCCCCTACAGGTTGAGACGCCGCAA
-CACTCAGGATCTTGAAAGTGCAATTGTTCCATTCACAATAAGTTTTTGCGCAATGAACAC
-TTCCTTTCATAACAAACCCGTTTGAGAAAATTAACCAGTAAAGTTTCATGATAGCCTCCT
-TTGTTTCGACAAGGCCAATATAACAAAGCCCCTGCACGAATGCAAGGGCTTTTTTCAGTT
-TTTCAACATCCAAAGTTGCGGAGGACAATCTTTAGAAGCGATTAGACGATCCAGGCGGGA
-CATAACCCGACGATAACCGTCGTATTCAAAATTAATTTTTGGTGGAACGTAGTTGACCTG
-GATTGTTTTTCTGTTAGCTAAAGAAACATACTCAGGGATCACCGTTCGCAACCGTATAGC
-GATCACTGGCTTCTCTTCGCCTTCGTTAAAGAACATTTGAACAGTTATAGGACAAGCAAA
-GATTTTACCATTTACCCGACGATAAACAATAACTTCCTGTGTCCCTTCTGTTTTGGCCTT
-CACAGCGTAGGTTAGAACATAACACGAATAATGATTTGCTAGACTCATCATGATATCGCG
-ATAAGTTTCAATATCTTTTTTAATCGATACTGAACGGTCTTTAAAGCGATCTGCAATGTG
-GTCAGCAGTAGCCGCTACCTTGATTGTATACCAGTCACCTAACGCGCTAGTAAACGCCTC
-GCTAACTTCTTTTCGTACACTGTTAACAAGATACATTAAACGTGTTCTGTTCATATAATC
-CTCACTGATTTTTGAAGTATTCGATCTGACGCAAACGCTTTTCAGCGGCGGCTTTCGAAT
-CGTATTCACCAAGTTCTTTTGTGCGATCGTGATTCAAAACAACCCACTTATCGCCACGCT
-GTTCAATGTGTTCTGTAATATCTTTTAACGACTTATCCAGATCCAGTGATTCAGCCTCTT
-CACAGATAATAGTCAAATCCACGGGCAGTGTCAACAACCTTTTTACTCCGCTGATATCAT
-CAAGCATCGAATCGTATGCAAGGGTTACGTGCGGTTTGTAATCCGGATAATCGTATGTTG
-CGCCAGCATCAATAGAATCTTTGAAACGGCTATGCAGGTATTCAGATTCCAGGATCCCTA
-CGATAGTGCTACCGTATTTTGTGTCCCACTTTTCAACATCAACCAGTTTAGCAGGTTCTG
-TGATGTCCTGTTGCGGGAACAAATCAACCGTTTTCCGGCTGTATACGATCGTTGTATGCA
-TCTTTTCGGCTGAAACAGCATTCTTTGTGATACCTAATGTCTTTTGAACATTTTTCAAAG
-CCTCACATGAAGCCTGATCGAATTTAGCACACATGTAGATACCAGGATCTACAACAGGTT
-TTGTGATTTCAAGAAATGATTTCATAAAACACCCCAATAAAAAAGGGGCCGAAGCCCCTT
-TGTAATAAATTTGTTTTTACGCTTCTTCGCCAAAGGCGGCTTCATCTTCCGCGCCTTTTT
-CGACTTCAACGGAAGGGATCAGAGCGGATACCGCGCCAATCACTGCTTCTGGGGTTACTG
-GCTGGCTTGCGTCAATACCCAGTACCGAACACAGGTCGGACAGAAGTTGACGATGAACAG
-AGAGTTCACTTTCTTTTTGCGCGATAACTTCGTTCAGATCGAATGCGCGGCCTTTCAGTA
-CCAGTACTTCATTTTGCAGTTTTTGAATATCAGACATTTTATTACCCATTGTTAAAATTT
-AAAAGTATCGAGCACTTTGCTCTTTAGTTGTTTCAAAGTACCTTCGTTAGTGATGATACT
-ATCTCCAGGTTGAGGTGTCAAACCTTTTTCCGTGGAATGTTCATCAACAATTCCGGTATC
-CTTTACAATAAACACAAACTTAGCACCTAAGCGTTTTAGGTATTTGTATTCGTGTTCTTG
-ACGACAGTCAGTGACCAGAAGATGGTTGTATTCGTCACCAGTATATTTATTGACGAATCT
-TTCCAACGTGTAACGAACCCAAACCGTGTTATCATACTTGCATACGATATCAGTTCCAAA
-CACTTGCATCAAGCGTCTGATACTCCAGGGAGTATCGTTACTCATAATCAGGTTATCAAT
-ATCATCAGGACTATAAACAATATTGTATCCACGTTCTTTGAGGATTTCAAGCCCGATTTT
-GAAAATATTTAGAACATCTTCATTAGACATCACAAGAGGTTTCTCTCGATCGCCTTTGTA
-AAAAATAGCATCCGGATCAGAATATTGTCCTTCAATCATATTGCGAATGTATGGTTTATC
-GTAACCATATCGCTGCATTGCTATTCTTAGCGTTCTTTTGATACCAAATGCCAGTGCTTC
-ACACTGAACATCATTGTACGCCTCTTGAATAAATTTAGCAACCGTATCTTTACCAGTTCG
-CTTTTTTCCACTAATCACATAAATCATTAGCTCATTCTCTTTTGAGAAGTGACTACTTTT
-CCGTCAATTTCAACTTCCATATGAAGGAAGCCAAAAGTTGCCATACACGTAACCGCTTCA
-TCACTATCGTTAGTATAACCCAATTCAACCTCACCCAAGTTTGTTGGGAAGGCACCATAA
-AATCTAAATGTGGCGATCGTTTTCATCTGGGAGTTATCCAGGATATGCACAGCGAATGAT
-TGCTTAGGATCATCCCACGCAACAGAGTTAAACTCATTGTAATCGTTTGTGCTCAACATC
-CATATGTAAATCCCAAGATACGATCTCATTTCCTCATCGACTACAAAGCGGATCATCAAA
-GGATCAAACTCAAAAGCCGAACCAGGTACTTTACCTCGAACCATCATATTTGCAGGAATA
-TCAACTGCTGGGAGGTTCATTGATGGTAGTGTAACCCCTTGAACTTGTAAAGTCAAACCT
-TTCATGTAACTGTTATCAGGAATATCAACCCGAAAGTTTGTAGGTGAGATTTGGTTTAAA
-ATCATTTCTGTAGACATAGGATCTCCTTTCCTCTATTTAGCGGGGAACGGGATCAAAGCG
-GCCTGACGGGGTAATATAAAAATTTGAAGAAAATGCTTGACCTTTTAAAATCTTTGATCT
-ATAATAATTATTAATTAAAATTTTATCAAAAAGATCTAACAAGATCAAGTAAAATTTAAT
-AAATAATTTATCAAAAATTTTTAGATCTGATCTTGAATTCATAAATTTTATGATCTATAA
-TATATTAATATTTTATTTTATCATAAATTTTTATGAAGATCAATACTTAGATCTAATAAA
-TTTTATGCTTTTTCTGAAAACTTTTCCTTTACCCCGTCACTAAATACTGGTACTATGTTC
-CCATATTGGAAATCAGGAAAAACAAAATGACTCACTTGAAAAAATTCAAAGAATTTCTGA
-CCGAAGGTAAAACCCTCGCTCGTACCGTAGCACGTGGTCAACGCGCTAAAACTTCCGATA
-AACATTCAATCGGTTTTCTTCACTTCAAACATGGTTCTGATTTCGAAGTTTTAGCACCGG
-ATTCTCACGATCTGGCATACTTCGGTAAAAACATTGTACGTTTGAAAGGTATGACTACTG
-GTAAAGTTCAAGCGGCTTATGTCGATTGGGCTAAAGGTACTGTTTCTTTCTACAGTGGCA
-ATCCGGATGATGATCTGGATTTCGACAAACCAGAAAAATTCAAAGCTGCTACTCTGTATG
-AAGAGGCGGAAGAAAATCTGGATCTGTATAACCAGTTAGCAGAAGATTTCGAAATCGAGA
-TCCCTATGGATGAAGCTCTGGTGAAAGGTAAAGTTTACAAACTCCCAAGCAACGATATGC
-GTCTTCTGTACACTGGGCGTTCTAAAACTAAAGCAAGCGGTGAATATGCAGTGTTTACCG
-TAGTTGATGCTTCCGGCAAACCTCGCCTAGTATCTGGTAAAAAATTCACCCAAGAATATA
-AAGGCGATATGGTTTCTAAACTGGTTCTGGCTGAATCCGAAGATCTGAATGAAGCGTCTA
-AAGGCATTCGCGAAAAAGTTATTGCTGTGATGGTGAAACGCGGGTTTAACGAAAAAGATG
-CAGAAAAGATGGTTGACAAAAACCTGAAAGATGCTATGAAAGTTAGACCTGGTGCGACCC
-CTGGCAAACTTGCAGAAATAGTTAGCACCCTGTAAAAATAAAGCCCCTTCCTTTCGGTTG
-GGGCTTCTGTATATGGCACCTGTATGAAAAAATATGGCAATGATGGAAGCATCAATGATG
-AAATTGCTGGAATCGTTGATTTGCTAAAACATGTAAGAGTTGAACCCAAAGAGGGTAAAA
-TCTATTGGACTAATCCTATAGGAAAGAAAATGAAACCTGGACAAGAAGCGGGTTCATACA
-AAGGCGACTATTGGATTATATGCTTCAAGTATGCAAAATATAGGAGACATCGAATAATTT
-TCTATTATCAACACGGCTACTTACCTCAGATAGTAGATCATAAAGATGGAATTGACGCAG
-GGGATTCTATAGATAATCTTCGTGCTGCTGATGCAAAAGGAAACCAGCGAAACCGATTAG
-GGGCGCAAAAGAATAGTAAAAGTGGTGTAAAGGGAGTGCGAGAAAAAAGAGGTAAATGGG
-AAGCAAACATTAGATATGAAGGCAAAACGATTTATATTGGTACATATGAAAATATAGAAG
-ATGCGAAACTAGCATATGATACCAAAGCAGTTGAATTGTTTGGAGAATTTGCAAAATAAA
-AGCCCCGAAAGGGGCTTTTTAGTATCTGTTCCAGACTTTCTTCGCGCTGTAAGGCTTGCC
-CTTTGAAACAAACGCTTGTGTAGGCAACCAAACTGATTTAGCCCAGTCTTTTGGGGCAAT
-CTCTGCTAATGGTGATTTGAGGTGTGATGGTAGATATGCTTTGATCATTTCTGTTGCGCC
-TCGCATACCTTTCACGTTACCCCAGTTAATTTTAAGCACGGTCTTGTTAGAGAGGCGTTT
-AGTGGATCCGTACCCTCGCTTCAATAACTCTTCTAAAAACTCCTGTCGTGCTCTGGGTGG
-CGCATAGTGCAAGTTCAAACCATAGAACACTAAGTTACCCGCTTTCGATCTTCCGGATCC
-TAAGAAAATGATCAGTGGAAATCTATCCCAATACGGCAGGGTGTCTTTATATTTTGCATC
-ATATGCAAACGTGTACAGGCGACCCGTTGCTGGTTTTGCCACACGGTGTGTTTTGATACT
-GGTTTTGATGAAATTACCAAACCATTCTGTTGAATCTTTCTGTCGCTTTGCCGCCGATAC
-ACCAACAGTGATCTTTTTCAGACTATTACGGAAATCGTTGATGATCTCGATCCCGTGTTT
-TTTACGGTAGTCATTACGTTTTTTACGGGCTTCTGTCTCTGCGGAACGTCGTTCAATCTC
-ATCATCAATCTGTTTTTTGTAACGATGCATTGACTTTGTGAACGTTGCGTAGTTTAATCC
-CTCAGAATCGGCAAAACGTTTAGCAGAAACACCTTTCGTTTTTGCCTTACGGAATTTGAT
-CCCCAGTTCAACCCAATCACTCAATTTGCGTTTGGGTGGTGCTTTGGGTTTATCCTCTTC
-CGCGATGATCTCAAACTCAAAAATAAAACTCATGTTTCCCTCCAGGGATTACTGACCTCG
-CCACCCAAAAACTTTTTTGAGTGATTCTTCTGTTACGATTTTGAACTGCCAGCCTTTTTG
-ACGGCATAGCTCATTTGCGGCTTTCCACTTATCAATATTAACTGTATAGGTGTAAAGAGC
-ATCAATAAATTTCTTTTTATTGTGTACGTTGTTGTTTACTGGCTTCGGTGGAGGCATGGT
-TTCTTTAAGGGGCTTAACCTCCCAAAGATATGTAGTACCATTTTCCATTTCCACATAGAA
-ATCCATGTAATAGCGTCTTCTCTTACCGTCTGCATTGCAGAAATACGGGATCACTATACA
-TTCAGAATTCCAACGTTTTACGTGTGGGTTTTTATCCAGCCACTTCATAACGTAGCGCTC
-CCACGATGACCTATACGTAATCTTTCGCGGATCGCCTTTATACTTCTGTATGTTTTCGGG
-TACAAACGACCCTTTATACGTCTGTCTTCCAGCCATTGCGTAAATCCTAAATAGAATAAT
-ATAACGTTTAGATAGGGGAACTTATCGTGCTATTTTCATACTTCCCGCCTGTTGATTACA
-AAGGCACCCAGACAACTGATATTTTCCGAGACTATCGATTTTATTTTAATCGTGTGATTG
-GAAAATATAAAACCCGTAGTTACCAGATAACAGGCACACTACGACCTGAACAACTTGCAG
-AATCATTATATGGAAACCAGCAATACTACTGGATCCTGTTGATGCTTAACTCTGTTTATG
-ACCCTTTCTATGGTTGGATCTCCGATCAGGAAGCCGCGTATCAGTGCGCTATACAGCGTT
-ATTCTGAGGTTGGCGGTGAACAGGTTCTGTATCATGTAGATGAAAACAACAACAAGTATT
-ATAACCTTGTCGAAGACCCCAATAACCCTGGTCATTGGTATGACAAAGGCGACAAACCAA
-TGCTGTATTTACAGTATCAAGGTGTATTAGCTCCTGTAGATATTTATGAAGATGCAGTGT
-TGCAAAATGAAGCAAAACGAACAATAAAAATCATTAGTCCGTCTGACATCCAGGCGTTTC
-TGAATGATTTTATTAAAGAAATGGAAAAGGCTAACTCATGAAATTAGGCGGAAATTTACA
-CTCCCCTTTCTTTGATGGGGTGGTTGAAAACGTTGATGATCCTCGCGGGTTGGGCCGTGT
-TCAAGTCCGTGTATTTGGACAACACCCAGCCCAAAAACAAAAATCCGATGCGATCGGTGT
-TCCTGTTGAAGATTTACCCTGGATGATGCCTATTCAGGATATTAGAAGCGCTGCGATCTC
-TGGTGTGGGCTTCTCTCCAACTGGTATCACTCGCGGATCCTTTGTTGTTGGTTATTGGCG
-TGACAAATGGCACCAAGATGGTATGATAATCGGTACTGTCGCTGGTGAATATGTCGAACA
-ACCAGACACACAGAAAGGTTTTTGCGATCCTATGGGTGAATACCCTCGCTATGTTGGTAA
-CGATGTTAACTCCCTTGCTTTAGGTGGTTTGAAAGGCAAAGGATCATCAAGTGTCATCAT
-TCGTGATTCAAACACAAGCATAGCAGTAAACCCAGACGATCGCCCACTGGATGAGATACC
-AGAAGATAACCGCCCTGATACGGGTGGATTTACTATCGAAAAGATGCTCAAGCAGGATGA
-GGGGATCCGCACACGCTGGTATACAGACAGTGAAGGATATCCGACAATTGGGATCGGGCA
-TTTGCTTATCCGCGAAAAGACTCGCGACACTGCAAAAATTAACGCTGCGATCAGTAAAGC
-GGTAGGTCGAGAAGTAACAAACGGGACAATCACGGCAGAAGAGGTTTCAACCTTATTTGC
-TCAAGATTTAGCCAAAGTAAGATCTGATATTCAGAGAACCGCTAACGTCCGTGAAGTGTA
-TGTGAACCTAAACCGTCCTCGTCAAATGGCGATCGAAAACATGTCGTTTCAAATGGGCGT
-CGGTGGTGTTGCTAAATTCACCAATACCCTAAAAGCGATGAAAAATGAAGATTGGCAAGC
-GGCTTATAATGGTCTTCGCAATTCACTGTGGGCTAGTCAAACTCCAGGCCGTTCTTCTCG
-CGTGTCTAAAATCGTCCTCACGGGCAACCTTGAATCATATGGGGTGCAAGTACCAGATCC
-GGAAGGGCGCTCTCTGAGTGCTGCTTACGCTGCGTATAACGGTGCTACATTGTCGGCTAC
-TAGTCCGGAAGATCCGTTTACTCCTGGTGATACCCGTGTGATGTTTGAAGAACCAGCATC
-ATCTTATAATGCGGAATATCCGTATAACATGGTGTTTGAATCGAGATCCGGACACATTCA
-GGAATTCGATGATACCCCAGGATACGAACGATATAACCGTGTTCACCCAGCAGGGAGTTA
-CGAAGAAATTCGCCCGGATGGAACCCGCGTTGTTAAAATCGTAGGGGATGATTATCAAAT
-TGTGATGCAGGGCCGGAAACTCAATGTTAAAGGCAACTTGCAGGTAGTTATTGAAGGCGA
-CGCATTCATTTACAACATGGGTAACGTTCAACAAACGGTTGATGGTAACGTAACTGAGTT
-TGTTCGTGGCAACGTTCAACAAACTGTTGAAGGTGAGTACGTTGGCCTGATTAAAGGTAA
-CGCTGAACTAACTGTAAACAAAGATGCAACAGTTAACGTTGATCAGAATCTTACCGCAAA
-TGTGAAACAGAATGCAACCGTAGCTGTAACAGAAGACGCAACGATCACTGCAAAAAATGC
-GAAAATGGAGATTGAAGAAACGATGGATATCGGTGCTAAAGATATCAATATCAAAGCAAC
-GAATAACACGTTTATTGATTCTGGCGCATTAACAAAAATCACTGGCGGCACCGTCCAAGT
-GGGGTAATTAAATGATTATGGATTATGAATCAATAATTGATGGAATTATGCAAAATTATC
-AGCATCCTTGTGATGCTGAGATCCCCGCTGGCTATTATCGGCGGGTTATCTGGCAAGGGC
-ATACAGAAAATTATCCGGCTGTTGGGGTTGAGTGGGATACCGAGATAATCAAAATCGGTA
-CTCATCTTTATACTCAAGAACCGTTCGGACATAGAAGCACGGATCTACCTGTTGTCAATT
-CACCGGGAACAGATCCAAATACCGGACAACCAACAGGGATCCTTGTTCCGAAGATTGGCT
-ATTATTTCAACACTCAAGCAGAGATTGATGCTTACATTACATCCATCGGTGCAACTAAAA
-TCAATGGTGGTAATGATTGGTACGGCGCGGATCTGTCAAAATCAAACCTATACAAAAACC
-CTGGCGAACTGGCTATGTATAAGGTTGAAAACAGTGGCGGGTATCTTTCCGGAACAAACC
-CTGTATGTGATGCTCGCATACGTCAGGCGTATAATCAGGACACTGGCGCATTCACCAATA
-TTGATTATTATTGGAATGGTAATCGTATAGCATATATGAAGCATGACGAAACAGGGGCGC
-ACCAGTGCAAATATACGGGTATGCAGGTTAACACCAACGCAGATACAAGCATTCCTCCTG
-TTCCTCCTGCAATGCCTTCCACTTATGGGGCATTACCGAGTGAATTAAGCCGTGCTGATA
-TTTCGTGCATTCCGGCAACTGTTGGTTTCGCATATACAAATATCAGTGATGCTATGTTAC
-AGGCATGGAACGAAACCCGTAATACGTTCAAGCTACAGTTTAACATGTTAACGGGTGCTG
-TACAGAATGGATTCGGGATCGCGACGATGTTTGATGGTTTATCCGTATCGATGGAAGAAG
-TAATGGCGGGGGCGCTCGCATTGTCACAGCAAGCATGGCAAACTGCTATGAAAGTTTTCA
-GACAAGTGATTAGCGCTGCATTTAACATTATCGGTGGTGCGTGGGGATTGATTAATCAGT
-TCTTGCCTCAAGTAACCATCTTAGGTGTTGCGATCAACATTTACGATCTGGTGTTTGGTG
-ATAATTCTGTTCAGACTTTGAAAGATGCATTTAATGCAATCATCAAATCCGGACAACAAA
-CATATGAAACCGTCATAAACGCAATATACGGGGCCATAGGAAGCGCATACAATTACTCTG
-TGGAATATGTCAAAGCTGGCGCTCGCGACCTTGTGGATGCGTGTAGCGCGTTATTTGATT
-GGTGTTTAACGATGTTCCAAAACGGTTGCGTTGCATTAATCGACTTATACGGTCGGATCA
-TGCAAACATGGGCTATCCCTCCGGAAGTTCCAAACCCGTTATGGTCTGCGGTGCTGGCTA
-TCCGTAACATCATGATGCAAATCAAACCACTTGATATAATTCTGGGCGGTAACTTCCCTG
-GATTTACTGCAATGGATTTATATCAACAAGCACAGGAAAAAGTCAAGGCTTTTGTTGATG
-AGTCATACGAACAGATCCGAGGGCTTTATGAACAAGGGCAGGAACTTTACAAAACGTTAA
-AAAATCAGATTTTCGAACGTGATTCAATTCAGAGAAAATTCAACCAGTACTTAAACTGGA
-TGTGGGGCGCTGTAACAGACGAAGCAACAGCGGCTTATCAATCTGCATTGGATGCTGCAA
-ACGCTGCTGTAGCTGCAACACAGGCCGCGTATGACGCTATACAGGAACAGATTGGATCTC
-TACAAGATGCAATGAAAGATACATACAGCATGGCGATGGAAGAATTAAAGAAATTGCCTT
-TGATGAGTACAATAAACGAGTTTTTAGGATTCTGTGGTGTCGCATTTGACGATCTTCTCA
-AGTCATATGAAAATGCGATTACTGGTGCTCAGTCTCTGTACAAAAATTTCATTGATAGTT
-CTCGCTCGTTTAAAGATCACTGCAAAGTAATCTATAACCAAATTTGTACGTTGGCGTTGA
-GTAAAGTCACACAATATGTGAATAAATTGCTGTCTCTCATAGGATTAGCAATCAACTTTG
-GTTCGATTAGTGTATGTGTTCCAGTACTGAAATACTAAATAGTCGAATGATCAAGAGGAA
-TTTATAATAATGGCTACTGCTAAGACTAAGACTGTCAAAAAACAGATTAACCAAATCCCC
-GATATCTTTATCGGGGGTACTTTCGAAGAAATTAAAACAGATCTGATTGATTGGCTGGGT
-GGACAAGAAGAGTTTAAGGATTACGATTTTTCCGGCTCGCGAATGAACGTACTGATCGAC
-CTTCTGTCGTATGCTACTCTTTATATTCAGCAGATGGGTAACACGGCTCTATTTGAATCG
-TTTATTCGCACGGCTGCATTGCGTAGTTCTGTTGTACAGTCTGCTCAAGAACTGGGATAT
-ATGCCAGATTCGCGCACGGCTGCAAGCACAGCAGTAATGATTACGGCTGCTAACCCACTG
-ACCCCAACATCGATCCGTATCCCGCGCGGTACAAAATTCATCGGTACTGTAAAGAATACA
-GACAGTTATTCTTTTGTTGTATCAGATGACGTTGTTATCGTTCGTGATAGTAATAACAAC
-TATACATCAATGCTGAACCTGGTGCAAGGCCGTTTAGTTCGTACTGAACTAATTTATGAC
-GGTTCAAGTATCCTGATCCGAGATCCAAACATTGACCGTAGTCAGGTACGTTTAACTGTA
-AACGGCGCACAATGGGAAGACTGGACAAACGAAAGCATTGTAAACGCAACAGGCGCAAGC
-ACGATTTACTACATGCGTGAAACTGTTGATGGACATACCGAAGTTTATTTCGGTGAAGGT
-GAAGCAAGTCAACAAGTGGCGGGTGGTGCATTAACCGCTGAATATATCGGGGGCTTGAAA
-CCTGCTAATGGATCGACTATCGTTATTGAATACCTGTCAACCGATGGGGAAGCGGCTAAC
-GGTGCAAAAGATTTTATCTATGTCGATACATTAACCAATATTAGCATCACTAACATCGAA
-GAAAACCCGACTAAATCCCCTGATTATGTCGGTGCTGATGGTGGTGGTGATCCAGAAGAT
-ATCGAGCGTATTCGAGAACTGGCCCCTGTTATGCGTGAAACACAACGCCGTTGTGTAACT
-GCATCGGATTATGAATCTTTCCTGTCTCACAGATTTGGTTCTATCATCCAGGCGGTACAG
-TGCTTTACTGATAACGAAAAACCTGGTTATGCTTTCATTTCTGTTAAACCAAAGTCAGGT
-TTGCGCCTAACATCGGTACAGAAAGAAGATATGCAAACGTATCTTTCGAAATATAACCTC
-GCGACGATCACCCCATCGATTATGGATCCTAACTATCTGTATATTGTGCAATCTGTCAAA
-GTAACGTATGATATCAGTAAGTTGACGGAATCAGAGGAATGGTTACGCGGTCAGGTTATT
-TCGTCGATCGACTCTTACTATACTAACAACGTTGAAATTTTCAACAAATCTTTCAGTGTA
-TCTAAGATGTTGACTTATGTCGATCAGTCTGATACTTCTATTATCGGTTCGGAAGCAGAT
-ATTAAATTGCTCCGTGAAATTGACAACTATTACAGCGCCCCTATGTCTGGGATCCATTTC
-TTGAACCAGGTGGAATCTAAATCAATCATTTCCAGTACGTTCAAGTTCACCAACGAAGAA
-GACGAAAGTTATGATGTTCGTTATGCTTCTACGGAAATGGATCAGGATGGTAACGCAAAA
-ATTGTAATAGGCCCGTTCAAGGATGGGGATATTTCGATCGCTGCTTATACAGGCGATGAC
-TTTGAAAAATTAACAGATGCAGGAACCCGTAATAAATATTACGAAGTTGGATCGGTTTCT
-CATTACACCGATTTCATTAGCTTTGACCTGGGCGTTCTGAACGTATCCGCCGATAGTTTC
-AGCGCTGCTTATATCGAGCTAACTGCAAAACCTCTCGAAGAAACCATTTTTACTCGCGAT
-GGTTCGTTGATCGTGTTTGAAAATGACCTGCGTCCTCAATATACCACATTGACTATGAAT
-CCTATCAGTCAATAATCTTTAACCCCTGTCTTCGGATAGGGGTTTTTCTTTTTATAAATA
-CGTGATATACATAACCGCAAATTTGGAGAAATATAATGATTAAAGCGCCTTCGATTACGA
-GTTTGCGCGTTGATAAACTGGCTGCTAACTTCGTTTACCTTAAATGGGATGATGTTGGCA
-TGGATTTCTATTATGTGGTTGAATTGGCCCGTAGCCGTGATATGGACGGAACTATTATTC
-CAGACGAAGAGTTAATCTGGACGCAGTTGGGTTATAGCTACGAAAACGAATGGTTTAGCG
-ATCAGGTTGCCCCAAATACACGTTATAAATTCCGTATTCAAACAACTCATGAAGGGTTTG
-AACCTTCTGATTGGGTGATCAGCGATGAATTATGGACGTTTGATGAGAACGCCTACGCAT
-ATACAACCATGCGTGAATTCACCCCTGCTGATTCGTTTATCAATGAAAAATTCGCCAAAA
-ACAATCGTGATTACGTCGATTTTAACGATGATGTTATTATGGCTTCTCTGATGGTTGAGG
-ATTTTGTATACTCTCCCCTGTATTCTGATGTAAGCCAGATCAGCGATAAGATCCTGAAAC
-AAGAAAGCTACCATGAAATTCAAGATCACATCGAACACGTTTGTAATGATATAGATCGCA
-CGTTCCTGGTATACTCAAACGGATTGCTTTACCTGTTTGAACGTTTTCAGAATATGGCTA
-AAGTGTCAAATGACAAAGGCCAAACGTGGTATTACTACAAAGCATTAAACGATCGTGTAG
-GCAATCCGGTTTCCCGTACCATTGCTTATCAGAGCACTAACACTACGTATGTGTTAGGAT
-ACGATCGCATATTTTACGGGCGCACGTCAACAGATATTCGTTGGTCTTCTGATGAAGTTC
-GTTTTTCTTCTGATGATGTAACTTTTGCGAAGCTGGGGAACCAGTCAGGGTTAGATTTTG
-ATGTTGACTCATACAACACGTATGCGCGTCTACCGGGCGGAGTGTCGAAGTATGCCGAAG
-CTATGGCTTGTTCTAGTGATTGGCTCTATGTGGCTGCTAAGAACGTTATGCGCCGTATTG
-CGTTACGTAACACACCAATTGATACTGATCCTGGTTCGCCGACCTTTGGTGAACGTATTT
-TTGATGAAGTTTCATATACTATCGTACCAGGAAATGATAAAATTGTTGTTAAAAAAATGG
-ATGTGCTGAATGATCGTCTGTACGTTCTGGTAACTGGTGAAGTTAAAACGGCGATGATGG
-ATCCAACTGTCAAAGCTAACGTGATCCCATCAAACGATGCTGGCGTTTATCTGTGGGATG
-AGAATGCAAAGACGTTTACCCGTGTTTATGGTAAAACCGAAGATGAACGTTTTTATATCA
-CTCATGAATATACCAATATGTCAACCAATGGCGATGAAGTTTACATTTCTGTTGGTAACT
-ACAAATATCCAGGCACTTTGCCAGATCCAGATCTGGTTGAAAAGTATCCGGAAGATGTGC
-ATTCAGCGGTGAAATACGATCTTGTTCCTGGTTATACTGCGAGCATTTCGATTAACTTTG
-CTACAGTTCGAGCAAATCAGAACGATCCTACTGTTTGGAACTTTGGGCCGCAAGAGTACT
-ACAATGAAGCAAACTTTAGCTGGCATTTCCGCGATAAGGTTAGCACATGGATCACCAATG
-ATAACCGTCCTCTGGTGGTTTATCCGGAAACCCTGTATACTCTGGTTACTGATAGCGCGT
-CTCCTGCGTCAACGATTCGTGTAAACCATGAAGTTTGGGACAAAGGAACAGTTACTATCT
-ACTTGAATAATATCAAATTTACTGGTTTTACGAAGTACACAAACGGTGTTCTGTTGTATC
-GCTCAGGTGGTAGGATAATTGGATTCTATGAACTGTCATACCGCGCAAGGGATGAACTTA
-CTATTTTCTGGAAACCTGATAACACTTTAATGGTGGCAAGTCTGGTTAATCAGGAACGTG
-AAAACCCATACACGCCGGATATTGAACCTGGACTAATAGATCCTGATCTGAGTCACATGA
-TTACTCGTTTTGCTCCGCAAAGCTATCTGGACAACCAACAGTTCGAAAAATTTGGTGAAT
-ACTATCTGCAATATATTTCGTTGGGTAGCAACAGTTACTATAACAAATTGCTGAACCTCA
-TCCGGAACAAATATCCGAGAGAGAAAAACAACGTTGAATATTTGTGGTCTGAAATTAACC
-GCCGTAACATTTACCTGGATAAAACCAAACGTGAGGCAGTGGTTAGATTTTTTGAATCAC
-GTGCAAGCGATTTCTATTCAACAAAAGGGATTGAGGCAAGTTATACGTTCCTGTTTAAAT
-TGCTGTATAACGAAGATGTTTCCGTTGAGATCGAAAGCTCCAACAGTCTCGAATATGATA
-TTTTGGTTAGTTCAACAAATATCAGTCAGGATATCGTAGGCCGGACGATCTATACACCAA
-CTGGACGCGCTAACGTTACATACATCGAACGTGAATATGAAAATGGTCAATTGCGTTGGT
-CAATGACTCTGCATAATGCTCAAGGTAACTTTATCGAAGGGCAGGTTGTCAAGTCAGAAA
-AAACCAATTTCACCGGAATGGTAATTCGTGGTGTTCGTGGTAAACAAATGGCTAACAACT
-CGATCGACTATATAAACCGTGGACGTTCTTACTACGTGATGAAAATTCGTTCAAATCTAC
-CGACTTCCCGTTATAAGGATGACGTATTGAGGTTTGTTCATCCGGTAGGATTCGGCTTTA
-TGGGTATCACGATGTTAACAGTATTCATCAACTCTGGTTTGTCAATGACTCATAACGAGA
-CAATCATTGATATTCTGAGAAACTACCGTTTCGATAGTGGTTATCCTAAGTTCTGGCCTG
-ATCGCATTGCGAGCATGGACGGTAACGGAAACCAACAATTCGACCTGGTTACTGGTGAAC
-CTCTGTACACCGCACACCCGCGAGCGGGGGAACCTTTTGATGTACCTCCGGAATATGACG
-TTGAAGAAAAACCGCTTAACGGTGTTCTTCCTTCTGCGCGACGGTTCGATCAAAGTCCGT
-TGTTCGATTGCTCAGGCGTTAAATATTCACAGTTCCGTAATTTGGTGGATAGACGACTGA
-AAGATGATGCAGGAAACCCACGTGATCCAAATCCTCCATCACAGATTAAGGTAGGAAATT
-AAATGGCACAACAAAACTTGTATCGGTCGGTAATTACTGCAAAATTCCGAACCGAAAACT
-TGATGAACTTCAAAGATATGATCGGCGATGCCGCCGATCTAAACACGATTTATATGTCTA
-TTGGGCGAACTGAATCATGGGCGGATAACGAATCCGACCCTAACTTTGCCCCGCCATATC
-CAAATGATAGCACCGATGGTGTTAGTGATATGTGGACGCATATGATCGGGGCTACTAAAG
-TTCCTGGTGATATGATAGATGCAATTTTACCACGTAAAGACTGGGGTGATACTCGCTATC
-CAAACCCGAAAATCTTTTACTTTAACGATATTGTTGTTGTAAACACCGCGCCTTATAACC
-GTACTGATCCGGGTAAAGGTTGGATGGTTTATCGTGTAGTTGATGTTCCTGATATCGGTT
-CTTGCTCCATTTCGAGCATTACCGGAAAACTTGAATGTATCAGGATCGGCGGTATCTGGA
-GTCCGTCTCATGAATCGAGTGAACCTCCACGCGGAGAAGCTAACGGGATCGACATGGGCG
-ACGGCTATAAATGGGAATACCTCTACACAATCCCGCCAGATGTCGTGATCAACCGCTGTA
-CGAACGAACATATCGTAGTTCCTTTCCCTGGCGAACTGGAAGAGGATCCGGTACGTTGGG
-GTTATGATAACGTGATTCAATGGTATCCAGGACAATACGATCTAGTGTATCGGTTAAAGG
-TGAATTCAATGCGTTTTCGTGCGTACATGGATTCTCTTTTCTTCCCGCAATCTACGCTCC
-CTGGTAACAAAGGGTTCCGTCAGATAAGTATTATTGTAAACCCGTTGATTAAAAAGGCAA
-GCCCGACCGAACCTGAAAAGAAAGCAACTGGTGATTACTATAATGCTAACGCGCTTGAAC
-CTGATTCCGGACGTATGATTTACATGGAAAACAGACAACCTATTATTCGCTCCCTTGATC
-AGACTGAGGAAGTGAGTATTGTATTCGAATTCTAAGGAAAAACAATGGCTTACCAAACAG
-CAAAAAAACTAATTGATGTCGGTGAAATCGGCAACCCATCAACAGGCGACCCGCTTTATG
-ATGGTGGTGTTAAACTGAACGAAATGATCACCAACGTTTATAATGCGTTTGGTGATGTGC
-GTATGCTGTCTGCAAACGAAGGTGTCGGTAACATGGTGATCCATGCTACCGGATACTATC
-AGAAACTACCACGCACTTACTATTCAAGCACACCGATCGAACTGGGTTCCCTGCATGACA
-TAGATACTTCAACAGGTTCGATTACCGTTGTTCTTCCTTCTGGTAAGGTTGGCGAAGGTT
-GCTACTTCATAAATAGTACGGGTAGTGTCTCTGTTGATCGTCCTATCGCGTTTCGTCCTC
-AAGTTGGGGATACTATCGCGGGGGTTGCAGACCAGTTGTATATCACGTCACCTTACACCT
-TTGTAAAAATCTGGTGTACCAAAAAAGAAGGTGCGGTAACAAAATGGGATTATTCTGTAG
-AATCTATGTTCGGTTCTAAAACGATGCCTGTTGACACTACGGCGCTTGTACTGAAAGCAA
-ACCCGACTGCTATTCCTATGTTCGGATATAGCGAATTTAGCGGGGCTAAGGTGCTTGTAT
-ACGCAGAAAACTTAGCTGGTACAGTTACCAAAATGGCAGAAGTTTTAATGACCGTGGATC
-GTGTACACAAAACGATTTATTCAACGGAATATGCTATTTTGAAAAACAGTGAAGATGAAA
-TGTTTACATTAAACTTTACTGTCGGTGCTGGTGATGTTGTATACGCTAACGTGCAAGCGA
-TCAAAGAAGATCGAATTAAATTCACGATTAAAGCAATAGATACGATTAAATCAGGGATCG
-CGTCATGAAACAAGAAATTTTAATAGGTCAGATTGTAGACGATGGTACAGGCGATTACCT
-GCGTCGAGGTGGTCAAAAGACTAACAACAACTTTACAGAATTGTATAACATGCTGGGGGA
-TGGTGAGATCCCCCATCCAGCAGGTGCCTGGAAAACTTTTGCGGGTACGACGCTATCACC
-AAAATTTGGTGAATCATGGGCGTTGAATACCAGTGCAAACAAAATCACCGTAAACCTCCC
-GAAAGGCGGCGTAGGCGATTATAACAAGGTTATTCGTCTGCGTGATGTGTGGTCGCGTTG
-GGCTACCAACAACGTTAGACTGATCCCCGCAACTGGTGATACTATCAAAGGTTCCCCAAC
-TCCTAAAGATCTGTTTAAAGATTTTATGGATGTGGAATTGGTGTATTGTTCTCCGGGCCG
-TTGGGAATACGTCGAAAACAAACAGATTGACAAAATCACAACTTCGGATCTGGCAACAGT
-AGCAAAAGAAACGTATATTGCTACTCAGGGACAAACTGACTTCCCTAACGTATTCGGTGT
-TGGTAATGAATACAACCTGCAATCGTTCGAAGTTTACTATCGCGGTAACTTGCTGTTCAT
-CGATGAGAAAGACGGATTCAATGCTGATAACTCAGACTATGGATCGATTGGCTCTGCTCC
-TGGTGAACTGGTTGCACTTGATGGTAATTCAGTACGTCTTAAAAACCCGTGTAACGCTGG
-TGACACGCTTCAATTTGTTACCTATCTAGATGGGTTAGCAACATGGCGTTCGAGCTATGA
-AGCGTATGTGATGCGCATGTATCAGACTGGTGATACTTCTCTGGAAACCGTTCCTGGTGA
-ACAGTGGGTAGGTGATCTGGCAACCAAAAAAGAGTTTACACCTGCTGAATTTGGTGTTAA
-CCCTCGCGTGTTGATTAACCCTAACTCGTTTGAACTGCTTCTCAACGGTAAACAACTGGT
-TAAAGGCGGTGACGCTGACTATCCGGCGTTTTCCTGTGAAGGTGCGGAAGGTGTTGATGA
-AAGTACGTGTGTTGGTAACTCTGGTGTATGGGTTCCGTCAGGACAGGATTATAGTTTAGT
-ATTCACTGATTCTGTAGTGACTTCAATCAAGTTTGCTCAGAAACTGGAATCCGGCGACGT
-TGTAACGATCCGTTGGTTTAACAATGATATTGGTACTCTGATGGATTGGGAAGGAACTGG
-CGGTATTAAAGAAAAAGCTGATAAGGTTTATCTCAATAACGAAGAAGAAGTTATATTGAC
-GAACCGTATCGAATATACCGATTATAATAACCCTTCTCAGAAAACAATGCGTAATACAGG
-GGAAACCTATCAGGGGCGTATTCTGGATATTCAGGCTATGTTTGATATTATCCACCCGAT
-CGGAACCATCTATGAAAACGCACACAACCCGGCAAACCCTGCTGATTATATGGGATTTGG
-TGGTTGGAAACGTTACGCAGAAGGTTATTTCCTGGCTGGCTGGACATCAAATGCAACGGA
-TCCTGATTTCGCATTAAACAATAATGATTTAGATAGTGGTGGTCAACCGAGTCATACGGC
-AGGTGGTACTGGTGGCGATCGTGGTACAGAAATCAAAATCATCAACGTTCCTGAACTTGT
-ATCAAAAGATAAAGTTCTTATTGCTGATGAAAATGGTGCTGTGATCATTGGTGGTTGTCA
-GTTAGATCCTGATGCTTCTGGCCCTGGATACACTAAATACCGTGAGGATACATTGAAAGT
-GAATCATGGTAACACATTACCTGATAAAATCAAAACTATTCCACCGTATATGACTGCACA
-TCGCTGGATAAGGGTTGCATAATGGCTTACAAAAATATTTCAAAAACAAGGGAGGGCGCT
-CGCGTCCTCTCTAAAGAAGCAGATTACTTACAGTATGATACTTATGGTAAGTTGCCTCTG
-ATCGGCGGTAAACGTTCGATCGGCGAACCAAACATTGACCAAACAAAACGCGGTGTTCTG
-TATGGAAACGTACAATCCGCAATTGATGACCTGTATACGCTTATCGAGCAAATCCCGATT
-AACGGCGTTGTTACCATGACTGAGGATGCCCCTCCAATCGCTGTACAGCAGGTTGAGAGT
-GTTTCTTTTGATGGTATTGTACAGAACATCGATTCAGACCAAGAACAGGCTGTAGTTCAC
-GTGTACGGATTTCCTTTCATCTTTGATAATGGGACTAACGCCGCAACTGTTTGTGAAACG
-GCATACAACAAATTTACTGAATTTGTTGCAGCGGAAAAATATTTCGCAGAAGTTAACCGT
-AAAGGTGTTGATGGTACGATCCTAGAATGTCGATTTATTGATAGTGTTCCGCACCCGGCA
-ACAAATATCTCAGAAAACGGTATTCGTCAAATCGGAACTATCGACGTAGCCGCAAAAAGT
-GGCTATGGTTCATGGGTTAAGTTGGGTTCTGGTTTCTTACCTGATGTTACTCCGCAAGTA
-ACCGTGTATTACTTCAAACGAATTGCATAAGGATAACACATGAGTAACAATACAATCAAC
-CACGTAAGTGATAAATCCATTTACGTGACATTTGACCCAACAGGTACTGATTGGCCTGAT
-ACCATAACCAACGTACAAGATGCGTTGGAAAAAATAGGTAGTTGGGCGCGTACTGATACT
-GGGCTTCCTATCGCAACAACTTCTGTTCGTGGTATTGCTCAGATCGCAACCGAAGCTGAT
-ATTGACGCTGGCACGGATAACAATAAGATTGTTACTCCGAAACTGTTAGCGTATCGTATG
-CAGAACCCTAAAGCATCACAAACTGTATGGGGTTATACGAAGTATTCGACTGATGCGGAA
-TCTACAACCTTAACTAACGATGCATCGTCTATTACTCCGCGATCTCTGAACTATGTGTTC
-AATAACCGTAAAGGTACAGAATCGGTTTGGGGTTCTTCTAAAATTGCCACCACTGCACAG
-GCGGTTGCTGGTACAGATAACACTGTAACTATGACTCCGCTTAAAGTCAAGCAAGCGATC
-GCGTCCCTGGTTCCGGTTCAGTCAAGCGCGACCGAAAGCTCGCAAGGTTTGGTACAACTG
-GCAACAGTTGCACAGGTTCAGGCTGGTACGATCCGTGAAGGGTATGCAATTTCACCTTAT
-ACGTTTATTCGTTTAACTGCAACTGAAAGCAACCTGGGCGTTATTCGTATCGCATCACAG
-GCAGAAGCAAACGCGGGTACTGATGACACCAAAGCGATTACTGCGAAAAAATTAATCAAT
-ACCCGTGCAACTGGATCTCAGTTCGGTGTTGTCAAATTAGCAACAACTGTTGGTTATGTG
-GCAAACACTGCACTTTCTTCAAACGCTGCTGTATTACCTAGTGATCGAAATGCGGTAATT
-AACGGTTCTCTTTATGAGAATAGCGCAATATATAACAACAAATATCAGACGTGGACAGAT
-CTTGATTGGCATTTCCCAGTAGGTGCTATTGTCATGACTGGTTTTCAGACTGACCACGGT
-AGTTTGTATATTTGTGATGGTCGCTCACTGAATAAAAATAACTATCCGTTACTTTTTGAG
-CGTATAGGTTATACATTTGGTGGTGGCGGTGATTGGTTTAACCTTCCAGATTGTCGAGGC
-GTTGCAGTACGTGGTCATGACCGTGGGCGTGGACTAAACCCTAATCGTGGGTATGGTACA
-TATGAAGGCGATATGTTGGGCTGGCATGAACACCCATTACAGCTTATCTACCAGAACGGC
-GGTAATATTCCTAAATGGCAAGCAGTTTACGAACTGAAAAGCGCCGAAAAGAATGACCAA
-AGCGCTCGCGTATTTGATGCTTCTATAACTAAAGCCACTGGTGTGGGTGGGGAAGAAACC
-CGCATGAAAAACATCGCATTAAACTACGTAATTCGTACTCAATAGAGGTTATTAAATGAT
-CATCGACAAATTAAACCCGTTGCCGAAGATCCCGTTTGTTGATGGCGTCCCAGATGACGC
-CACGACTCAAACGAAGATTATTTGGATCAAAAACGGTGAAACTCTGGACGGTTCGCCAGA
-TAAAGTGTCAAACACTGGTAGTCTTAACCGAACTGGTGTAAACATCCAGCAGAACGCGGT
-TCAGTTAGAACAAAATACCATCACCCATAATGATAAAATCAACGAAGTAATCGATCAGGT
-TAACTTGATTACTGAAAACATTGATGCTATTGGTGATGAGAGCGTAATCAAAAAAGTTAA
-CCAGTTGGATCAGGATGTTCGGGCATTAACTTTATCTAACACCCAAACACAGAACAAGGT
-AGCACAGTTAACCCTTTCTGTAAATGCTCAAAACGATGAAATTGGTGAATACGATCCAGA
-AAAAGATCCTAAACACCGCACAATTCGTAATGATATCATTTACATTAAGAAAGAAGTTGG
-TTCATATCCTGGATTTAACGTTGATGGTGATGTTGACCCCTCTTCTACTGGTACTGGCCT
-TAAATACCGCGTACTGAGTAACCAACGTGCTATTTCTATGCAGGAAACTCGCATAACCAA
-ACTGGAAGATGATTGGGCGCTTTCCGAAGTAGGACAACTGACAGAAGAGGTAAAAGAACT
-TCGTGCTGAAATGGGTGATTCTGGTCTTGCCACAACCCGATCAATCTATGCGCGAATCAA
-GATCCTTGAGGATGGTTCTATTGTAATGCAAAATGAACTTGATGCGATTAATAGTTATAT
-CGGTCGCACGTCAGGTTCAACCAGTTCCATTAACGATCGTGTGAACAGTCTGGAAAACTC
-CGTTAGTTCTCTGGCTACACAAATCAATGATCCGGTAACTGGTATCACTGCACAAATTGC
-AACCATTAACGGTCAAATCGGTACGGCTTCTGCTCAGGGTAGTATCCGTTATGATATTGC
-GGAAACTAAACGCAGATTGATGGATATGGAAATGATTCTGGGTGAATCCGGCGATGATGG
-ATTGCAGGGACAAGTTGCGATCTTAACTGGTGACGTTGGTGAAGATTCAGATCCTACCAG
-TATCAAAGGCCGTTTGAGTGTTGTTGAGGGTGAATTGCGCACCAACACTAGCGCACTCTG
-GGAACTGCAAGGCATTGTAGGTAACTCTTCTAGTGGCCTCGTTGCAACTAGCCAGCAGAT
-TAACAAAGAAATCTATGGTGATGGTGTTAGTTCCGATCCTGTTACTCGCGCTGGTTTGAA
-AAAGACAACCCGCAACCTGTTCACTCAGGTAGGCGATAACGCAGAAGGTAACGAAACTGG
-CATTTATGCACTGATTGCCGACCTTAATAAACGTGTTGAGGATTTAGAAGCGTTGAACAT
-TGCACAGGCACTTGCAGATCGCGTAACTATCGAAGATCTGAATGCTAAACTGGCTCTGTA
-CATCAAAGAAGCTGACGCTGATCTCCGTTATGAGAGCAAAAACCCGCCTCTGTCATTCGG
-TACTAACCTAACTGGTGATACTGAATACACTACTGGCGATCCATTGTCTCTAAGCGTAAC
-TATGACTGGTGGCGTTTCTCCGCTGTCTTATCAGTGGACGAAGAACGGCGTAAATGTTGG
-TACTAATGCTAACACATTTACCATTGATTCGCTACAGCCTTCTGATTCCGGAACCTACAA
-AGTAACGGTAACTGATGCAAGCCATAAAGTCATCGTTTCTGATGAACTGGCGATCACTGT
-CGCTTAACGATTAACAAGGGGCTTCGGCCCCTTTTGAGGATCTTTATGATTACGAACAAC
-CCAGCACAATTAAAAGATGAAATTCTGCGCCGCTTAGGTGCTCCGATCGTCAAAATCGAA
-GTGACAACAGATCAGGTTTATGACTGCATTCAACGAGCATTAGACCTATATGCAGAATAT
-CATTACAATGGATCTAACAAAGGGTATATCATTCTTACCCTGGGGCCGGATAACCCGAAA
-AATATTTTCGATCTGAGTAAAGAACACATTTTCGCAATTACTAAAGTATTGCGTACTAAC
-ATGGGTTCCCTTGTATCGATGGATGGTACTGCGGTTTATCCGTGGTTTACTGATTTCCTG
-ATGGGCCTTACTGGTGGTTCTCTGGGCGGTGGTGGTTGTGCATCACGTACCTACGGAATG
-AACGCATACGGCGCGGATATGGGCTATTTTACCCAGATGATGAGCTATCAGCGGTCAATG
-CAAGATCTCCTGTCTCCGCTTCCGGATTACTGGTATAACGACGACACAGGACAGTTTGCA
-GTATACGGAACCGTTAAAGATGGTGATATTGTTGTTATCGAAGCAATGATCAGATCCTTT
-GTTGATGTACCCAGTATGGTCGGTAACGTCTCTGGATACGCTACAGCGGGTTCTGATGGC
-GAAGATAAGCCAACTATAGCAGATATATACAATAACCCCTACAAAGCTGTCTCAGGCGGT
-GTGAAGGCTGGTCAAGGTACAAGCGTTCAGGGTTCATCCTCTGCGTATAACAACCGTTGG
-GTGAAAGATTACGCAACTGCTCTTGTTAAAGAGGTAAACGGTCAGGTGCTGGCTAAGTTT
-CAGGGTATGCAATTACCTGGTGGTGTTGCTCCGGATGGAACCCGACTGATTCAGGAAGCT
-ATGCAAGAAAAAGAAAACCTCCGTCAAGAACTTCTGTTACTGTCTGATGCACTTCCAGTG
-TTGATGATGTAAGGAGGAAAAATGCAAAATTGGGATGAAAGTCTGTTTGCACAGTTAGAA
-GATGGTTCCGGCGTCGATCGGAACCTAAGACAAGAAGTAACAAACCCGTATGTTAACTGG
-TACAAGTATAACCCTACTCAACAGTTGCATGATTCACTAACAGCCGAAGCAATTCAAATG
-AAATCTCCGGATATGTATTACGTCCGTCGAGAATTTGTTAATATTGATAAAATTTTGGGC
-GAAGACCGTGAATCGAAGTTTACAAAATCGTGGAAAATTGCAGCATACATCGATTCGTAT
-GCAAACTACGAAGGGCAGAGAGACTTTTACAGTAAATTCGGTATGATGTCAAACGACGAA
-ATGACACTTGTGATCAATCCTCGTTTATTTGCACATCAAACTGATGGCGGGATCCCTGTT
-CTGGGAGATTTGATTTATTTCCCTATGGATAACAGCCTGTTTGAAATTACATGGATTGAG
-TTTGACCCGTTCTTCCAGTTCGGCGATCGTCCTCAACGTAAAATCAACCTCGTTAAATTT
-ATCTATACTGGTGAAGAATTGGATCCTAAACTGCAACGAAATGAAGGGATTAACCTTGCC
-CCCGATGCCGATCTGGATCTCGAACCTATTCGAAATCTTGATGGGTTGGCGGATACCAAT
-ATTGAACAATACGAAGAAGATCAAGCCTTTGAAGATGAAGGCGATGAATTCATTGAATCG
-TTTGATGTTGTTAACGGGCGCGGATCACCGTTCGCACAGTTCCCATAAATATAACCAGGG
-GAAACCCTATACATGTAGGGTATAGGAGAAATCTTATACCCGCTTTAACCCATACAGGAA
-AAATAAAATGTTTGGATTTTGGTATAATAGTTCGCTGCGAAATTATATTGTCTTGATGGG
-TTGTCTTTTCAATCACGTGCAAGTTAAACGCGTTCGCGGCGAACAAGAAAAATTTATCAA
-GGTTCCGATTACCTACGCATCAAAAGAAAAATTCCTGGCATCCATGAACAAGCTGAACTA
-TGCATACAGTCAGGAAAATGTTGCTAAAACGGAAACAATTTTACCACGTATGAATCTATC
-CCTCGTTGATTTGCAGTATAACGCAATTCGTAAAACGGGGATCGCGGTAAACCAAAAAAT
-GACGCAGTTACGCGCACCTGGAAAAACAGTAACGCAGTTTAATCCTGCTCCGTATCGTCT
-CATGTTCGAACTGGGAGTGTATACCCGTTACGAAGATGATGTGTTTCAAATTATCGAACA
-AATACTGCCATACTTCCAGCCGCATTTCAACTGTCGTATTACAGAATTACATAAAAACGA
-CATTAAAATAGACCGAGATATTAAAATATCTCTGCAATCTGTTTCCCCTGATACCACGTT
-TGAAGGTGATACAACGACACGGCGACACATTGAATGGTCTTTAATGTTTGAATTACAGGG
-CTACCTGTATCCGCCTGTTAACGAGATTAAAGGCGAGATCAGAACAGTATACACGGATTT
-CTTTTCCAATATGAACCCGTTGGACAAAGACAATTTTGAATCCGTTGATGCTCAGGTGGA
-TCCGGTTGATATGCCTATACAGGATTACACGGGAGAAGAATACGTTCAAACGTATGCTAA
-TGATATCCCAATTCCTAGCGGTGATCAACCTCCTAAACCGAGGGGCCAATAATGGAAGAA
-TTTAGCGTAAAACAATTACTTGATCTTGAAAATCTCCCTGGTGCTGAAACTGGGGAAGAA
-ATGGTTGTATATGAAAAACTCGAACTCGTTGATGTCGAGTCACACCCAGCAGATCGAAAA
-CCTGATTTAGAGGAAGACTATGCACTTGCGCGTAAAACCGCGCATTACATGAATCAGATG
-ATCATGGATATGGCACAAATTGCCTTGCATAACGCTAAAAACTCTGAATCTCCGAGACAC
-GTTGAAGTTTTTACAACCCTGATGAATCAGTTAAACAATTCTAACCAGGGATTGATGAAA
-ATTCATAAAGAAATGCGAGAAATTACCGAAGAAAAAACCACAACTACCCCGCTTCCTGAA
-CAAAAGGATAAAGGGGTTAATATCGAAAACGCAACTGTTTTTGTTGGTTCTCCTACAGAG
-TTGATGGCTATGAAAGGTAGTTCTTACGACGCAAAAGATGCGATTGCCGGGGAATGTGAG
-GAAGTATGACCGAACCAGTAATGAATCCAGAAAAAGAATCAGATCATCCTTTGAATATGA
-TGCACCCTAAATACCTGAAACGAAAAATCGAAGACGGGATGGAATGGGTACAAAGTAACC
-ATGATGGGAAATGGTATCCAAAGACGTTTAAAGATTACCTTAAAATTAACGGTATCGAAA
-AAGTAACGTTACAGGCAAAGGATAAGAAAAATTTCGCCACCTTTAAAGACAAAGGGAATA
-AGCGAAGCCGTTACATGGGGATCCCAAACCTTAAACGTGCGTATGTCCAAACTCAATGGA
-CAAATGAAATGGTTACAGAGTGGGTTAAATGTCGTGACGATATTATCTACTTTGCGGAAA
-CATATTGCGCAATCACCCACATTGACTATGGTACTATAAAGGTTAAACTGCGTGATTACC
-AGCGAGATATGCTAAAAGAAATGGTATCAAACCGTTTCTTTATTGCAAAACTTAGCCGTC
-AGTTAGGTAAATCTACTTGTACGGCGATCTTCTTTGCACATTTCGTTTGCTTTAACAACG
-ATAAAGACGTTGGTATTTTGGCGCATAAATTGTCGATGGCTAGTGAAGTTTTGGATCGTG
-TGAAACAGGCTATTGAACTGCTCCCCGATTTCTTACAACCTGGTATCGTAGAATGGAACA
-AAGGTTCTATCGAACTTGATAACGGCTGCTCCATTGGGGCATTTGCAAGTTCTCCAGACT
-CCGTTCGTGGTAACTCCTTTGCATTGGTTTATCTTGATGAAGCCGCGTTTATTCAACAGT
-GGGAAGATGTCTGGTTAGCGTTAAAACCAATTATTTCTTCTGGTAGGAAATCAAAAATAT
-TTTTGACAACTACTCCTAACGGAATGAACTATTTCTACGATCTGTGGAACGCTTCTCTGG
-AAGGAAAATCCGGTTTCACTACATACGAATCCAATTGGACTTCGGTCAAAGAACGTTTAT
-ATAACGATAAAACCGATGAATTCGATGATGGTTATTCGTGGTCTGCTAATGATATTGGGG
-CAGGTAGTCGAGAGGCATTTGCACAGGAACACGAAGGCGCATTTAACGGAAGTAACGGAA
-CTCTTATTTCCGGCTGGAAACTTTCTAAAATGTCATGGATTGATATTGAAGAAACCGAAA
-GTAATTTTTATCAGTATAAAGCACCAGAAGAGGGGCATAAATATATTGCGGTACTTGATC
-CAGCCGAAGGGCGTGGTCAGGACTATCACGCGATGCATATTATAGATATTACATCTATGC
-CGTTTGAACAGGTTGCTGTATACCATTCAAACAAAACATCGCACCTTATTTTGCCTGATG
-TCCTGTTACGTTATCTTATGATGTACAACGAAGCATGGGTTTATATCGAGCTAAATAGCA
-CAGGTCACTCAGTGGCTAAATCTTTGTTTTCTGAGTTGGATTACGATAACGTTATTTGTG
-ATAGCTATAGCGATTTGGGGATGAAACAGAGTAAACGATCGAAAGCGATTGGCTGCTCAA
-CCCTAAAAGACTTGATAGAGAAAGATAAACTCATCATAAATAACAAAAAGACAATACTTG
-AATTTCGTACTTTCTCAGAAAAAGGTGTTTCGTGGGCTGCGGAAGAAGGTTTCCATGACG
-ATCTCGTTATGGCGCTGGTTTGCTTTGCATGGCTAACAACACAAATGAAATTCGCAGAAT
-TTTGCGAGAAAGACGATTTGCGGTTGGCAAATGAGGTATTCGCACGTGAGCGCGAACTGC
-TTTATGAAGATATGTTATGTCCTGTTATCGTAACGAGTGGCGACGAAACAATATCTGTCG
-GCCAACACGGTATTTCGTTTATATAAATTTAGAGGAAACTTAATAATGGCTTTAATCTCT
-CCAGGCATTGAAACTAAAGAAACATCGGTACAATCTACCGTTGTTCGAAATTCAACTGGT
-CGTGCTGCTATTGTTGGTAAATTTTCATGGGGGCCAGCTTACCAGATCCGTCAGATTTCT
-AACGAAGTCGAACTGGTAAACTATTTTGGCTCCCCAGACAATGACACCGCTGATTATTTC
-ATGAACGCTGTAAACTTTTTACAGTTCGGTCAGGATCTGCGTGTTGTTCGTGTCGTCGAT
-AAAGAAGCCGCAAAAAACGCAACCGCGATCTATAATCAGATCAAAACCACGATCACCGCT
-GCTGGTTCTAACTATGCAGTAGACGATCAAATCAAAGTTAAACACAATAACGTTGTTATT
-GAAGAAGATGGCGTTGTTACCAGTGTTGATGATCAGGGTAAAATCCTGTCTGTGTTCATT
-CCGAGCACTAAGATCATCGCACACGCTAAACAGGTTGGTGTATATCCGGATCTGTCTAGT
-GGCTGGACTACAGAAATCGTTTCCAGTTCTTCTGGTGTTTCTGCTACGATTACAATCGAC
-GGCGTAGAAGTTGATCCGGGTATTACTCTGCTCAACCTTGACACCGCAAAAGAAACTATT
-CAGGCAACTGCTTTCCAGGAACTTTGCACCAAATACCAGCTACCGTCTGTTATTGCAATT
-TATCCTGGCGAAATGGGTAGCACCGTAACGGTTGAAATTCTGTCTAAAGCTGCATACGAT
-TCTTCGGCTGTCATTAAGTCTTATCCTTCTGGTAAGTCTGGTAAAAACAGCGGTCGCAGT
-TCGATGAACTTTGGCCCTCAGAATGATAACCAATACGCGTTTATCGTTCGCCGTGGTGGT
-ATTATCCAAGAAACGTTTATCGTGTCAACCGCTAAGGGTGATAAAGATATCTACGGTTCA
-ACGATCTACATGGATGATTTCTTTGCAAACGGTGGTTCGCAGTATCTGTATGGTACGTCC
-CTAAACTGGCCTGTCGGATTCTCCGGCGTTCTGGAACTGGGCGGCGGTACTTCTGCAAAC
-TCCACTGTAGGCGCTGATGAACTCATGGCTGGTTGGGATATGTTCGCAGATCGTGAATCT
-CTGCATGTTCCTCTGCTGATTGCTGGTGCTTGTGCTGGCGAAACTGCCGAAATTTCGTCT
-ACTGTACAGAAACACGCTGTGTCTATCGGTGAAACCCGTTCAGATTGCGTTGTATTCGTT
-TCTCCGCCGCGTTCTGCTCTGGTTAATATCCCACTGGCTCAGGCCGTTGATAACCTCGTA
-GAATGGCGTACAGGCTACAAAATCGGTAATACTACCCCAGTTGATAACAACATGAACGTA
-AGTTCAAGTTATGCGTTCATCGACGGTAACTATAAGTTCCAGTATGATAAATACAACGAT
-GTTAACCGTTGGATCCCGCTCGCGGGTGATATGGCTGGCCTCTGTGTTTATACCGATCAG
-GTATCGCAACCGTGGATGTCTCCGGCTGGCTACAACCGTGGTCAACTGCGTAACTGCATC
-AAACTGGCTATCGAACCGACTAACGCGCATCGCGATTCTATGTACCAGGTACAGATTAAC
-GCGGTTACTGGTTTCTCTGGTGGTGCTGGATACATTCTGTACGGTGATAAAACCGCAACG
-ACTGTTCCAAGCCCGTTTGACCGTATCAACGTTCGTCGCTTGTTCAACATGATCAAGAAA
-GACATTGGCGATAACGCAAAATATAAACTGTTTGAGAATAACGATGATTTCACTCGTTCT
-TCCTTCCGTATGGATGCAGGACAGTATATGTCTAACGTTCGCGCTCTGGGCGGTGTATAC
-GATTACCGTGTGGTTTGTGACACTACGAACAACACGCCGGATGTTATTGATCGCAATGAG
-TTTATTGCATCAATCTACGTCAAACCAGCACGTTCTATCAACTACATCACACTGAACTTC
-GTAGCAACCTCAACTGGTGCGGATTTCGATGAGTTGATTGGTTCAACGTCAGTATAACAT
-GTAAGGGGCTGAAAAGCCCCTATAAATACACATAGAGGTTAGAAAATGCTTACTGATATT
-GTACGCGCCTTTGAATCCGGTGATTTCGCACGTCCGAACCTGTTCGAAGTAGAGATCCCG
-TACCTGGGCAAAAACTTTAAATTAAAATGTAAAGCCGCTACTATGCCAGCGTCTACCGTT
-GAAAAAGTTCCGGTAGGTTACATGAACCGCAAAATTAACGTTGCTGGTGACCGTACCTAT
-GATGACTGGACAATCACGGTATATAACGACGATGCACACACAACCCGTGATGCAATCGTA
-GCATGGTCAAACATGCTGCATGGTATGGGTGAAGACATTACAGGGGATATCCCTGCAAAC
-TACAAAAAAACCGCTACGGTTAAACAGAAAAACCGTAACGACGAAGTAACCGCCGAACAT
-ACCATTTATGGCCTGTTCCCGACCAACGTTGGTGAGGTTACTTTAGACTGGGATAGCAAC
-AACGAAGTGAGCACTTTTGAGTGTACTTTCGCGCTAGACTGGTGGGTTTAAACGCTATAA
-ATACAGGGGTAGCAATACCCCTTATCATTATTTTTCGGAGTTGTAAATGAACTTTTTTGG
-ATTAGACAATGTGTTAGGGTTTTTCAAAAATTTCGCCAAACAGGATGAAATGGAATTTGA
-AGCCCAATTAAAAGATGATACAGGTTCGATTGCGCCTCCGAAAAATAACGATGGGGCGCA
-CGAAATCGAAACGGACTTATCAAACCAGCGTTATTCTTCTGTGTTCCAACAGTTCTATTC
-CGGACAGGATCCGCGAATTCAGAACAAAACACAGCTAATAAATACATACCGTGGTATCAT
-GACATACCCGGAAGTGGAAAACGCTGTTTCTGAAATCATTAACGAAGCGATTGTTAATGA
-ACAAGGGAAAGATATTGTTACGATGGATCTTACTAAAACGAATTTTAGTAAAAATATCCA
-AGATAAGATCATGGAAGAACTCGATACCGTAATGAATATTCACGATTTCGATAACCGAGG
-CTCTCGTTTATTCCGTGATTGGTATGTTGATTCGCGTATCTATTTCCATAAAATCATGCA
-CAAAAATGAAGCTGACGGCATCAAAGAATTGCGCCAGTTAGATCCCCGTTGCATGGAACT
-GATCCGAGAATCGGTTACAGAAACCCTACCCGGTGGGGTTAAAATTTTCCGTGGCTATCG
-TGAATACTTCGTATACACTGCACCGAAAAACGGTTATAGCTACAACGGACAGATTTATAG
-TCACAATGACAAGGTAAAAATTCCTCGCTCTGCGATTGTTTACGCTCATAGCGGCCTTGA
-AGATTGCGACAACAACATTATAGGCTACCTGCACCGCGCGGTCAAGCCAGCTAACCAGTT
-GCGTTTGCTGGAAGATGCTATGGTGATTTACCGTATTACCCGTGCGCCCGAACGTCGTGT
-GTTCTATATCGACGTAGGTCAGATGGGTGGCCCTAAAGCTACACAGTACGTAAATAACAT
-TGCACAGGGCTTAAAAAACCGTGTTGTATATGACGCGAGCACTGGTAAAGTTAAGAATCA
-GCAAAATAACCTGTCAATGACAGAGGACTATTGGCTGATGCGTCGTGATGGTAAAGCAGT
-TACCGAAGTTTCAACGCTTCCTGGTGGCACTGCCTTCTCTGATATCGACGATGTTAAGTG
-GTTTAACCGTAAGCTGTATGAAGCGTTACGTATTCCGTTAAGCCGTATGCCTCGCGATGA
-TGGCGGTATCCAGTTGGGTAACGATGGCGGTATTACCCGCGACGAATTGAACTTTAGCAA
-ATTTATTCGCGAATTGCAAATTCAATTCAACCCTGTTCTTGCGGATCCGTTAAAAACTAA
-CTTGATCGCGAAGAAAATCATTACAGAAGATGAATGGGATGAAAACGTAAGTAAGATTGC
-TTTTGTATATCAGCAAGATTCTTACTATTCCGAAATCAAAGATATTGAGATTTTGGAACG
-CCGTTTAAACCTGATGGGCCAACTTGAAGGGGTGGTCGGCAAATATATCTCCCATAAATA
-CGTAATGAAAGAAGTTCTCCGGATGTCTGATGAGGAAATTCAAAGCGAAGCCAAACAGAT
-AGAAGAAGAATCAAAAGAAGAACGTTTTAAAAATCCAGAAGCGGAAGAGGAAAACTTTTG
-ATGAAAGAATTTATCGAAGCAATCAAAAGCGGTAATCTGGTGGAAGCTAAAAAAACTTTT
-TACTCCATCATGGAAGACCGCACAGAAGCGCTTCGTCACGAATTGCGCGTTGAACTTGCC
-GAAGCTGTACGCATCGAAGGCGAAGAAGACAAAGAAAAAGACGACGAAGGCGCTGATAAA
-GATGACGAAAAGGGCGATAAAAAGCCAGCCGAGGATGATAAATCCGATAAAGATGATGAG
-TGAGGTGTGTAATGCAACTTGACATCGAAATCACCGCCGAAGATCTCCATGAACATTTAG
-ACGAAGCGAAAGCTCGTGTAGATATTCTGGGTATCGATGAAGGCACGGTTAAAATCATCG
-AAAATTTGGCGGTCACCGAACCAAATTTAGCCCTTGCTATGATGGCGGTTGTTGAAGGTT
-TAACACTTGATGAGGTAATTGTCAAGCATGTTGATTCCCGTGGCAACGTAGAACGCCTCA
-AAGACAGGAAAACCCGTGAGCGTAATGCGTATCAGACGACCGGATTAACTAAATCCCAAC
-GTCGCCAGATCGCGCGTCGTGCTCTCAAAACAAAACGTGCTAACCCGTCAATTGCTACTC
-GCGCACAACGTAAGCGCAAGAAAGCATTGCGTAAACGTGCTGCACTGGGGCTATAAATAT
-GAATGAATCCCAAATCAACGAAAACGGCGATATGCTTTTAATCGAAGAATGGGGTTTACC
-TTGCGGTGACGTTTCAGAATCTATTTTAGAATCTGTTGGGGAATCAAAAGACGGTAAATT
-ACGGATCGAAGGTATTTTCCTTCAAGCCGAAAAGGTTAACCGTAACCGTCGTTTGTATCC
-TAAAAACGTACTTGAAGAAGCAGTTAACGATTATATTAGAACTCAAGTTAACACCCGTCA
-AGCATTAGGTGAAATGAATCACCCTCCGCGTCCGAATGTGGATCCGCGAAATGCTTGCAT
-CCTGATTGAAAAATTGTGGTGGAAGGGTAACGATGTTTGGGGCCGCGCTGTTGTTGTTGA
-AGGCGACGGTGGTGATGGTGACAAACTGGCGGCGTTGATTCGTGCTGGTTGGGTTCCTGG
-TGTTTCTTCCCGTGGATTAGGTAAGCTCTCCGATTCCGGCAAAGGCTACGGCGTTGTACA
-AAAGGGCTTTAAATTAGCTGTAGGCGTTGATGTCGTCTGGGGGCCAAGCGCACCTGATGC
-ATATGTTAAGCCTATAGTGGAAAATCAGCAAAGCAAACCGCTTGTTGAGAATAATAATGC
-TGATGACGCTTTTCGGGAATTGTCCGAGCGTTTGAAAGGTCTATAAATACATTAAACAAA
-ACAACAGGAAAATCAAAAATGCTTAAAGAACAACTGCTGGCGGAAGCCCAGAACCTGGAT
-ACTCCGGTCGAGTTAGACAGCATTTTCGAATCAGTTGAACTTTCTGATGACGTGAAAGCG
-ACATTCACCACTGTATTCGAACAAGCTGTAAAAGCTGGCGCTGCAAAACTCGCTGAATCC
-CACATTACCCAGATCGCGGAACGTTCCGACGAACTGGTCGAAGCTCAGGTAACTGAACGT
-GCCGCTGAAATCGAAACTAAGCTGTACGAAGATGCTGATAAATATTTTGCGCACATTTCC
-GAAGAATGGCTGAAAGAAAACAAAGAAGCCGTTTCCCGTGACATCAAAGCCGATCTGTTT
-GAATCCCTGATCATGGGCCTCAAAGAAGTTCTGGTTGAACATAACGTTGTCATTCCGGAA
-GAACAGGTTGATGTAGTCGCCGAACTGGAAGACGAACTGACTGAGAATCAGCAGGAAGTT
-AAAACCCTGTTTGAAGCGAATCAGGAACTGACCAAAGAAATTTCAGAAATGAAACGCAAT
-GCAGTAGTTTCAGAGAAAACTAAAGGTTTGACCGAATCTCAGGTCGAAAAAGTAGAATCT
-CTGATTGAAGGGCTGGAATATTCCGCAACCTTCGAAAATAAACTCAGCGCAATTGTTGAA
-ATGGTAGCAACCAAAGCTGAAAAACCCGTTGACGAGTCTGTAAATACTCCGCAAACGAAA
-GATAACTTTGTTCCGGTAGTAGAAAGTGTTCCGGCAGAGAAATCCAAGATCAATAAATAT
-GTACAAGCGGCAAAAGCCCTTTCTTAATTTCAAAAGGTAAGAAACAATGTCTAAGAAAAA
-CGAATTGATGGAAAAATGGAACGATCTTCTGGAGTCTCAGGAAGGCTTACCGGATATCGC
-TACCAAATCCAAAAAACAACTGATTGCTGCCATTATGGAAGCACAGGAAAAAGACGCAGA
-AGTTGATCCGGTTTACCGCGACGAGAAAATCGTTGAATCCTTCGGTGGTTTCCTGGCGGA
-AGCTGAAATTGCTGGTGACCACGGTTACGACGCAACCAAAATCGCTTCTGGTAACTCAAG
-CGGTGCTATCACCAACATCGGCCCTGCTGTAATCGGTATGGTTCGCCGTGCGATTCCTAA
-CCTGATCGCGTTCGATATCTGCGGTGTTCAGCCTATGACTGGCCCTACTGGTCAGGTGTT
-CGCTCTCCGCGCAGTGTACGGCAAAGATCCGCTGGCTTCCGGTGCTAAAGAAGCATTCCA
-TCCGATGTTCTCTCCGGATAGCATGTACTCCGGTCAGGGCGCGGCTCCGAGCAACGGCTT
-TACCGAACTGGCTTCCGGTACTGCGATCGCTGACGGTGCTATCGTGTTCCACGATTTCGG
-TGAAACTGGTCGTGTGTTCCTCCAGAACGTTTCTGGCTCTCCGGTTACTGTAACTGGTTC
-TACCGACGATGCTCTGGATGCTGCTGTTATCGCCGAACAGGAAAAAGGTACTCTGGCTGA
-AATTTCTTACGGTATGGCTACCAGTGTAGCAGAACTGCAAGAACAGTTCAACGGTTCTAC
-TGGCAACCCGTGGAACGAAATGGGCTTCCGTATCGATAAGCAGGTTATCGAAGCACGTAG
-CCGCCAACTGAAAGCACAGTACTCTGTAGAACTGGCTCAGGATCTCCGCGCTGTTCACGG
-TATGGACGCTGACGCCGAACTGTCTGCTATTCTGGCAACCGAAATCATGCTGGAAATCAA
-CCGCGAAATCGTTGATATGATCAACTATACCGCACAGGTTGGTAAAACTGGTTTCACTCA
-GACCGTTGGCTCTAAAGCTGGTGCGTTTGACTTCCAGGATCCGATTGATGTTCGTGGCGC
-TCGTTGGGCTGGTGAAAGCTACAAAGCTCTGCTGATTCAGATCGACAAAGAAGCAAACGA
-AATCGCACGTCAAACTGGTCGTGGTGCTGGTAACTTCATCATCGCTTCCCGTAACGTGGT
-TTCCGCTCTGGCTCGTATCGATAGCGGTATCACTCCGGCAGGTCAAGGTCTCCAGAAGAC
-TCTGAACGTTGACACCACTAAAGCAGTATTCGCTGGTGTTCTGGGTGGCGTGTATAAAGT
-ATACATCGACCAGTATGCACGTGGTGATTACTTCACCGTGGGTTACAAAGGCGATAACGA
-AATGGATGCTGGTATCTACTACGCTCCGTATGTTGCGCTGACCCCGCTGCGTGGTTCTGA
-TCCGAAGAACTTCCAGCCAGTAATGGGCTTCAAAACTCGTTACGGTGTAGGTATCAACCC
-GTTTGCGAACTCTCGCTCTCAGGCTCCGTCCGACCGTATCACTTCTGGTATGATTACCAA
-AGAAATGTTCGGTAAAAACGCATACTTCCGTCGCGTGTATGTGAAGGGACTTTGATCCTA
-ATTCGTTGAAAAACAACGACTTTTTAAAGGGAACCTTCGGGTTCCCTTTTTGTTTATATA
-AATATTGAAAACATTCGAGGCTATATTATGAAACATATCATTTATAAGATAACAAACACA
-ATCAATAACAAAATATATGTTGGTGCTCACTCAACCGAAGATATCAACGATTCATACATG
-GGTTCCGGTATTGCAATCAAAAAAGCGCAAAAGAAATACGGTATGAAACATTTCATAAAA
-GAAATACTTCATGTATTTGATACCCGTGAAGAAATGTATGAGAAGGAGAGGGAAATAGTT
-GATATTGAATTCATAAATCGACCAGATACGTATAATGCTGGTATTGGCGGTAAAGGTGCT
-CCAATGGCGTTGATTGGATGGAGTGATGAACAACGCAAGCTGATTTCTGAAAATACTTCG
-AAAGTTATGCAATCTCCAGAAATGCGCGAACGTCTTTCAAAAATCAAAAAGGGAAGAAAG
-CAATCCCAAGAATCCAACAGGAAGCGCTCAGAGACGTTAAAAGCTAAATATATGAATGGA
-CGTATAGACAGAGAGTATAAACCTCTCACAGAAGCGCACAAGGCGAAATTAGGCCGTTCT
-GTATCGATAGATGGAGTTGTATACTCATCCGGATCGGAGGCGGCAAAATCCCTTAGTATG
-TCCCACTCTGGTTTAAAATATCGGATTAATAGCGACAAATACCCTACCTGGAAATTTGTT
-GCATAAATACCATTATACACTTTACGCAGGAACATAAAATGAGTGAAAAATTTTACACAA
-TTAACAAGCTGGTGCGTCAGTCACAGCTACCGCCTGGCCTGTCTAAAAAGGTTCTTGATG
-AGGCAACCGGAACAGAAACAATTAACGTAGCTAATACCCGTCCGGATCTGGTATCTCTTA
-CCCGTGCGGTAAACAACCTGATCTACGGTGAACTTGTAGCAATTCAGGAAACTAATTTGC
-CTACCGCAACCCTGTTCGGTGTGCGTTATCGTAACCCTAAAGGCGATATGACGTTTTCCA
-GCGCTGCTACCTATTCCGGTAAGTATGCAAGCCGTGATAACATTCCAGTTGGTGCGGTTG
-GTACTGCCTATACCAAAGGCCAAGTTTTTAAACACCCGACAAGCGATGTCGTATACGAAG
-CAACTGATAGCGTAACTCTCGCAGGTGCTGATATTGATGAAGCAATTATGGTCGCAGTAT
-TCAGCAATAAATTACGCCTGGCAAGCGAAGCCGCGCCAACAAGTCAGTATGAAACCAGCG
-AAGATATTAGCACAACTTCTTTCGAAATGGATCGTTGGAATATCAACGTTCGTTCCCGTA
-AATTCAAAACTGAAATGACCGTGGAACTTATGCAGGATCTGGAAGCAAACCAATTCAACG
-CAGAAAATGTGATTGAAGATGTTCTGGGTACTGTTGCCAGCGAAGAAGTAAACAAAGATA
-TCATCCAGACTCTGATCAACGTATCACATCGTTACAACGTTGATGGTGTGGTAACAAATG
-GCATTTTCGATGCTACAACCGCATACACTGCAAAGGATGCTCCGGCTTTAGGTCGTTTCC
-TGTATCAATTAGTGTGTGAAATGGGGCAGGAAATGAATAGAACGACTTCATTTGAAGCTA
-CCTATGTCCTGGCCTCTTCTCGCGTTGTAAGCGTTCTGTCTGCGTCTGGTTGGATGCATG
-AAACTGATGAAACCCACCCGTTAGCAACAGGTCGACTTAAAAACGGTTACTATGTCTATA
-CTGACACCAATACACCGTTTGATTACCTGCTGACTGGTTGCAAGTACGATCTGGGTGAAA
-TGGATCATGTTGGCTCTCTGTTCTATACGCCATACACAGAAGCTGATCAGGCAGGTTCGA
-TCAAGATTTCTGTTGATCCTCAATCCTTACAGCCTAAAGTTGCTATTCTGATGCGCTACG
-GTTTATCGGTTAACCCGTATACCACTGCTGCTAATGAAAGACTTGTGAAAGGTGATGACT
-GGGTAAACCTCTCAGGCAAATCTAAAATGAGTCAGATTGTTGGTATCAAACTTCCTAAAC
-TGGGTTGATAGTATAACCCAACTGGGATAATATTCAATAGGTGGAGTAGGGAAACTTACT
-CCACCTTTTAATAATTGTTATAATTAATATTAAATTAGATCTTGAATTTATAAATGATTT
-ATGATAAAATTTATTAATTATAATTATTATAGATCAAATAATTTTTGAAATCAAGTAAAA
-ATAAATTTGATTTTATTAATTAGATCATGTATAATTATTCTTTTAATAATATATTATATT
-AGATCAAATAAAATTTGACTACAAATTAATATAGTATATTATAGATCAACTGGGTAAATT
-GGTGAGTATGTTATGAGTTTGAAATTAGAAGATCTGCAAAATGAACTTGAGAAGGATATG
-CTGATAGATCCCCTCAAGTTGCAATCAGAATCAGCGGATATCCCGAAGATTTGGGCTAAA
-TGGCTTCGATACCATTCAAACGCTAAGAAAAAATTGATCCAACTTCATGCGAAAAAAGAA
-GCTGATGTGAAGGATCGTATGTTGTACTACACCGGAAGGCATGACAAAGAAATGTGCGAA
-GTGGTGTATACTGGGACTACTGAAATTAAAATCGCGATCGCTGGGGATCCGAAAATTGTA
-GAAACCAACAAGCTGATCCAGTATTATGACATGGTGGTAGATTTCACCAGCAAAGCACTG
-GATATCGTCAAAAACAAAGGATACTCTATCAAAAACATGTTAGAGATCCGTAAATTAGAA
-AGTGGTGCATAATGTCTACTGAAAATGAAAAATGTGTAGTGTGCAAGTGTCCGGTTCCTT
-CTACTGGTTTTGTGACTGAATCTGGGCGCGTGTGTAGTACTATCTGTGCTGACTACATCG
-CAGAAAAAACAAAAAACGGCGAGATCAACGAATCCGATGATCTGAATGAAGTTCAAATGT
-TGCTGTAGGAGGATCTTATGATTGGATACGGTGAAGGAATTACAGATCGTGATGAACATC
-CTGATTTTTAGTGCATAAATACTAGCGTACCCGAAAGGGGCTTGATAAAAGAATGCTGGA
-TGATAGGCGTACTCTTTTGCGCCGTCCGATGGAGTTTACCTTCGGCGGGGTGATTGATAA
-TATACCTTCGATCAAGGGCATGTGAATAGAATAGCCAGAATAGTACAGCACTGGCGTTAA
-GCAAATGTACAAAAGCCCCTTCCTTTCGGTTGGGGCTTCTTTTTAGAACTTTTCTTCTTC
-TCCGCTTTCGAGTTCGGCCTTTAATTCTTCGGCTCGACCTTTCAGCGCATCGCGCATAGA
-AATATCGTCTGACGGCGCAACATCAACTTCTTTTACACGATTTTTGTAATATTTTTCAAG
-CTCTTTAAGGCCGTCCATAGTACGGCAAGAGGCGACCTTGCTCATGAAATCATCAATAGC
-CGCCTCATAAAGTCGAAAATCGTTGAAACTCTTCATTTTGACCTCTAAATTTCGATTTGT
-TTGATCACGTAGTCAAACTTTTCTTCATTGTAAATGCGTACTCGTTCGATTGCGTGTTTC
-ATACCATAGTTTTTGTATGAATATTTATTTTTAGCATTTTTGGACTTTGCCAGCGTTGCT
-AAGTTATCAACCAAATCCCAAACAGTAGCAAGAGATTTAGAATCATGTTTACGCAGTACG
-CGCCCAATTGACTGTTTGACTATAACAGCAGATTTGCAAGGATGTCCGAAGATGATGTGA
-TGCAGGTTCTTGACAGAAATACCTGTACTCAGTACACCAATAGAACCGATTACGATCAGC
-CCCTTCGTTGATTCCGCGATCCGTTTCATTTCGTTTCGCTCATCAATCCCCGTTTCCCCA
-GAAATGTATACAACGTTGTCATATACCTTTTTGAGTTGCTCATACAGCCATTTACCATGT
-TTGATCTGATTGAACATCACAAACACGTTTTCATCTTTTTCCCTTGCCAGTTTCAACGCC
-AGCTTACAGATCCATGCGTTACGCCTGGTATGCGATGTTATATACTTGATTTCGCTTTGG
-TAATCGGCCCCCTTCATTTTCTTAATCTCATCCTCTTTGTATCTCATGAAGATGGTATTA
-ATTCGAAGGTTGGTAACTTGACCTTCCTGCATCAATCGATTTGTATCAACTGGCTTGAAG
-ATTTGACCAAAAGCGCCAATGTATTGCATCATGTTTGCTTTGCCTTCTTTCAGAGAACCA
-GAAAGGCCAAACTTGAAAATACACTGATCCATTGTGTTGATGATCTTCTGTATGCTTTGT
-CCTGTTGATTTGTGGCATTCATCCACCATCAAACACATGAACTGTTGAAACCACTCAGGA
-GGCATTTTAACAGCCGATTGCCACGTAGACACGTAGATCAATGCATTACTGTTTTTAGCA
-GTTCCTGAACGTATTCCAAGCATTGCCTCGCGAGGTAAAAGGCGATAGTTGACAATATCA
-CCGATCATCTGATCAACAAGGGCGGTTGTTGGGACAATGATTAGTACTTTGCCTGTGTAA
-TTTTCCAGACACCAACGAGATATCAACCCCTGGATAAGAGATTTACCCGCTGACGTTGGG
-AGGTTAAGCACAGCACGGCGGTTTTTAATCGCATGGAACACCGATTGTTTTTGATACCAA
-TACGGATCAATCTGCTTGTTTCCGTCGTATACTGGGTGTTCTTCTAACCACTTGTCAAAA
-TCTGGCTGGGTAATTTCTTCTGTTTCGTGGATCTTAGGATCCATCCAGATAGAATACCCG
-CGAGACTCCGCGAATTTTGTTACAAGATAGGCTAAACCGTAGGGCAGTTTCCCGTTATAG
-TCCATCAAGTATATGTAGCCGTTCCATCCACCATATTTGTATTTTGCCTGGTACTGATAA
-CCTGGCGGCTGGAAGCTGAAATAGTCGCGCAATTCATAGACTATGTTAGCCTCTGCCTGA
-ATCTGCACATGACTAGTGTTAAGGAATTTGACTTCGATATCCACTATGTGTATCCTATAT
-ACGGTTTATATGAATATTTATAGGCTAAATAATGATAAACATTGGAGAACTACAATGAGT
-ATTGATTACGAAAAGGTTGAAGGTTTCAAAGCCTTAGAACAAAAAGAAGCCAAATTACAG
-CTTGCTGCCTACGCGCAAGAAACGTTTGATGTCAAACTGAACCGCCAGAAGTCATTCGAA
-AATATGCTTGCTGATCTGGAATCTGCCGTACCAGCAGAAAAGCCGGAACTGTTGATCGAC
-TCCCCCGATCCTGAAATTGTTACATACGAAGGTGAACAATCCGTTCCTGATGTTGTTATT
-GATGTGACTAACGATTTCATGGATTACGTTAAAGAGGTTGCTCCGGAAATCGCAGACCAG
-ATTGAAATTGTTCCTGACGCTCTACAAGCTCCTACAAGCGATTCTGAGACGGTTTCTGAT
-GAACTGGCATGGATGGAAGGGTTTACCCCGTCTATCATCATGATGGGCCGCTCTGTTTCG
-AATACTGGCTTTTATACGTGTCCGTATTGGATCTATGATTGGATGAAACAAAATCCGGAT
-TGGTACAAGCACCCTGACAGTTGTCCTCATTATTCAGCGCGTCAAACCCTCAAGTCGCTG
-GCATGGTACATGCATCGTGATGGGATGGTTACTGTAAGGGAAACCCGAAACAGCCAGTTC
-TACACGTTCAAAAAATAATTTTAAAAAGTAGTTGACCTTGCCCTGCTATTCGAGTATATT
-TGTATTCGAAGGCGGGGGAATGGCTCTCGCAGTGAAGAAGGAAATACAAAATGAACATGA
-TGAAAAATGCTTACTACCCAGTTCTGTTTGTTTGGACTAATGGTGAAGTTAAGAAAATCG
-TCAATTCTAAAGCTCCTTATTACACTGTAGGTGAAGCACTTCGCCACGCTGCGGAAGCAA
-ATTATCCTGTTCATGCCGAACCTGGTTATGCTCGTTGGAACGGTTCTAAATGGGTTGCTG
-ATACCTGGGACAACTACGAAGAAGAAAGAATGGAGTGTGATCCTGATTACGTATCTCGTC
-AAATGGAAGCTCATATGATTGCAGATCGTAGACTGGATAATGAAGCTCGCGGATTTTATT
-GATTAACAAGGGGCTACGGCCCCTTTTCTTTTAGGTGAAATATGAACTTAAATCACGAAT
-GTTTAAAAGATTTGAGCGATGGTAACGAGATTGGTAACGTTATTTTTCTTGATATCGATG
-GCGTTCTAAATAATATGCGGTGCATGAAATTTGGTGAACATATGGACATCGAATGCGCAC
-GACACTTACGCCGGATAGTGAATCACGCTAATTGTGATATCGTCATTTCCTCTACGTGGA
-GAATCGGCAACAGTACCCATAATCTACGTGAAATATTTTATCCGTGGGGATTGTATCGGA
-TCATTGGTAAAACTTGCACTAACTTCCCTCATAGCACTGGAATGCGTGGTGATGAAATCA
-AGGCATGGATCGATACTTTCGGATGTAAAAACTATCTCATTCTTGATGATGACACCGATA
-TGCTTTCTTCACAAAAAGATCATTTTATTAACACTGATGGGTTTGTTGGGTTGACCGAAG
-AACAATCCACTTATGCGATCCGTAACATTTTCGGGGTTACTACTCCGTTTTGTCCTGAAT
-GCAATGGGTATGGACGTGTTAACGGCTACGACAAATGCGGAACGTGTAACGGTAAAATAC
-TCCGGCTATAAATACCAATAAACATAAGAGGTTAAATTTATGGCAATTCCTTCTGTAACA
-ATTAGCGCCAACAAAAACGAACTTTTGATTGGCGAAACTTTGACCTTAGAGGTTGAAACT
-ACTGAACTAGATCCGGGTGATGTGTTTCTGGCCTATCGTTGGCAAAAAGATGGTGTAGAT
-ATTCCAGGCGCAACCGCCGATACTTACACAACTACGGTTGACGGTACAACTGCTGGTGAT
-TATACCCTGATCTTAAAACACGGTGCTGATGAAGAATCAGCAACAGAAACCACGTCAGAT
-ACAATCACCGTGACAACTTATTCTGATGATCTCGTTTCTAAATGGACGGTTCACCCGATT
-CCGTGGCGTGATACCAGCTTTACCCCGATCGGTTATTGGGTACTTGATGAAATTCTGTAT
-CAGAAAGCACAGGGTAAAGATTGGAAAACTGATTATGCTGATTACAAGTATAGTGAGGAA
-GTACAAACGATCCTGAAAGCGTTCATGGAAAACGGTGAATGTGAGATCCAGGATTCACGA
-AACGGCTATATTCATAAAATGAGTGAAATCTAAGAGGCTTTAAATGGCAACTGAAAAATG
-GACTACGGTTCATCCTATTCCGTGGAGAAATACCAGTTTTACATATCTTCCATACTGGCT
-ATACGATATTATCGTTGATGCTTTTGAGAAAGGCGACGACTGGCGCGATTATGCGGAAGA
-AAAATATAAATTAGAGTTTGATACTCTGAAAGAGGCGTTTGAAGATTATGGTGATATTCA
-TGTAATCGAATCTCGTAATGGTAAACTGGTTAGTCTGTTGTCATTGACTCCTGCTCCTGA
-ACCAGATCCTGACCAATAAAATAAGGCAAACAATGAATACACTTCTTTTTGATTTCGACG
-ACACTTTAGCAGAATTTTCTCAGACTTTTTATGATAAGTTCGGTGTACGTCCGGAAGGAA
-CGCCAAAAGAACGATATGACGAAATGGCAGCTTCTTTGGTGCGTACTGATTTTTATAAAA
-ACCTTCCCCGTATTCAGGCTGGGATTGACCTCCTTCAATGGAGTTTCCAACGCCGAATCG
-GTGATCCTGCTACTTTGCTGCTTCGCGCGGAAGCGGTCAGCCCTCTTTGGGTTATGAAAG
-AAAAACTGAACTATACTGATAAGATTTGCGCTGAACTGGGGATCTCTCGTCTCGATTTTA
-GTCGCATTGACTATCCGAAACAGTTCGCAGAACATGCCTATCGTGGTGTTCTGATTTCCC
-GCAACCAGAAACATCTTGAAATCTGGAACAATTCTCATCTAGCTAATAAAGTTCCAGGTA
-TTTTCCTTGCGGAAACCCTGGAAGAAAATATTCAGCTAGTCACGGAAGCGCTTGCAAAGG
-CTAATCAATAACAAAAAAGGGAACCGCAATGGTTCCCTTTTTTTACAATCTTTTTAATTC
-ATCAAGCGCTGTTTTCTTATCACCAACAAAGAGGATTGCTTTACCTCCTGCTTTTCTGAA
-AGGCAACACCGCTTTTGCCCGATCGTCAAACAGAATTCCTTTACCAGCGAATGCTGCTTT
-TTCATGGCTACTTTTAACGTAGTGGAATTCTGGAACGTAACCCAATACTTTTTGTAATGC
-TTTACGTTTTTGTTCGGCAACACCGTCAGAATTGAATTTACCGACACTGGTTAGTATTGC
-TACATCGCCAAGTGTTCTTAAATGATGGAATAATTCAAATCCTTCTTTGATTGGTTCCAG
-ATTTTCGTAGAAATCAGTTTTGGCAATTTTTGCTTTGCACTTTTTCAACTCATCTTCTGT
-CATCATCGAGGGTTCGCCATACATTGGCACAAATGAACCTTCCCAGTCGAACAATACACC
-ATCCATATCAAAGAAAAACTTATTCATATCAATTCCTCAGTTTGTGTATGCATACTATAA
-TGTTTAATCATTAATGTCAACCCCAAGTGTCAGTTTTCGGTGCGTATGCTGCAACTTTAG
-CCACAATTTCCTTATCCAGTTCAGCTACAGATTTCTGAGGCTTACCACGGGCTTTAACTT
-TGATGTAGTTTGACTTAACAACAAACATCCCTTTGTTACCTGATTTCTTGATCTCGCTAT
-CAACACCAACTTTGTTAAAGCTGATCCAAATGTCGCCGTCCATATACTGTTTAAGAGAAT
-CACCCATGTTCAGGATCTTCGCCATAGTAAGGGCCGCGCCTTCGTGGGTATCCATGAGAA
-TTTCTTTAGGAACTACACGATCGCGTTTCTGGTTCTGCTGCATAGCAATATGCACATCGT
-TCATAACCCATACGATATGTACGTTTTCTTTTTTGTATCCCAGCGTTTCGACATCACGCG
-CGATGCTTGCCAGCTTGCTCATGCCTTTTAACGTTACGTCAAAGATGAGGTTAGGTTTAC
-GATCTTCTGGTGCTGCCATAATACCAGAATAAACACGGTTTTGGTTTTTGTTGGAAATGT
-TGAAAACGTCGGCGATCACATGATGGAGGGTAGATACGTTTTCTGGGTTTTTGAGGTTCA
-TTGTTTTGACATCATGACCCGTTTGTTTCTTGATCTCTGCTGCGAGTTTATCGCTACCCA
-TTACAAGTTTTTTCAGGGCGTCAACGTCCAGTGTAATACCTTCGATGCCTAGCAGTTTTT
-CCAGTGTGAATCCTTTACCGGAACCAGCACCGCCAGCCAGAATAACAACCTGACCAAACT
-TAGGATAAGCACGGCCCCCGAAGGTGATCAGCGCTTCGGTTAAGGTGCTTTCTGTGAATT
-GTTTAAATGACTTCATGTAAAATTCTCCAGTTTATTTTCTATTATTTATTGACATGCTTT
-CTGACAGTGGTGTATGGTTATGGTGTTCGACGGATAGGCCGGAAGAACTTTAAACCATAA
-GGTATATGATATGAAAATTGATTTACATCGCTTCATTGCAGAATTTTCCCGCGACCGCGA
-CATGGACTCTTTCAACTACTACTCCCGTGAAATTGAAGATCGTTTTGCGGCTCATGTTGG
-GTTCCGTCGCCACCATACTCCTAAAATGCGCCCTGACCACGATCCGAAGTATAGCCCTAT
-CACATGGCAAGCCCCGATCAATGGTTACGTTGAAGGGATCCGGATCATGACTTTTAACGC
-GATGTATGGAAACGCTTTGATCCATATTGCACGTGAGAAAAAGGCAGAATTCCCTAACGG
-CTGGCGTATTGATGAAGTGATTCAAACCCTTATGCAGTTACGACGTGAATACAAAGCTGG
-TATGTGTCTGCGTAATGAACAGTATCCGATGTATAAAACGTATGCCTATATCTCTAAGCA
-TCTAATTAATTCCATGTTTTACATCGTTGGTAATCATGGTTCCGCTATAGATATCGGTTC
-TTATGAAATCGTGGCTTATGCTCGCGAACAAGGAAAGGCCGCTGCACTGAAAATCATTGA
-ATCTGGTGCTATCATTCTTAACCATCGCATTGATACTATTGCTTACTATGGCGATCAGGT
-TGAGGTTGAAGGCGTACACCATGAACGATTCAACAAAGCCGTATTTGCTAAAAATGGTTA
-TGCTTATGGTAATGACATTATAACTTCTGCTATTCCTTTCGTTCGTCTAACTGTTGAAGG
-ATTTGGAGAAAGGTTGCCTTATAAACTGTCAGAAGCTCAAATGTGTGCGGCTGCTGAAAG
-AATCGCCAAAAAGCGGAAAATGTATACCGATGAATACCTGGCGTATGTCAACAAGACAAA
-AGAAGATGTAGATCGAGAAATTTCTTGCATGGATTTGTGCCTTTGATATAATGTAAGCAT
-CTTTTAAAGGGAGGATGCATGAAAACGATACATTGCAGAAATGAAAACGTTGTTTACTAT
-CACGGTTCGTGTACTGCTGCTGGTATTGAAAGCATGTTATTGCCTCCCTGTGATTCTGAT
-ACTCTGTCTGAAAAAGGCAGGAAGAAAAATTTAGACCGTGTTTTCTTTACCGCTGATATC
-GGGTTAGCTCGTATATACGCTGGAAGGGCCGCGCGTTCTATAGGTGGGGATCCTGTTCTG
-TACAGGGTTGTGTGTCCGGTTGATGTTGTATGCATGAACGAAGACAAAGGCGCGAGCGTT
-TACCATGCAGCATGGGCTTTTTGTGAGGAATTATGAATGATAAAGTGTTGGCGTATCTCG
-TTTTCTTGCTGGGATATCGCTTAGAAGTGATGGGCGCGTATTCATCAATTTATGGTGATT
-TAACGGCTATCTGGATGGTCGGGTTAGGGGTTGCTTTTACATTCCTTTCCTTTGCAATTG
-TTAATGAATCGGAAAAGGATATTGTATGAAACTATATCATGTGATCTACTCTGGTGTTTT
-AGGCATTGACAAACAAATGTTAGTTGATGTAATGTGTAAAAAACTCGATGAACGAATTGG
-AACTCGATACAAAAATCATGTATCGGAAAGTATTTTCATCAACGTTGACCATCCAAATGA
-CATGGAAGAAATGGTTAATACTCTTGATGATCAGCAGATCCCGTTTGTTGACAATTTCAA
-CATGAGCGCTGGAGTGTATACGGTAGTAACTTTTGTTCTAAAAAATGTTGACAGCCGAAA
-CGATAGCGTGTTGAATGTAGTTGCAAAAATCGATTCTACCAAAGGAAAATAATATGAAAA
-TTGTACACCGTAGCATTTCCGAACTGTCTCAAGCTGAAAAAGTGCAAATTCATTTCAAAT
-TCAATGATTTGCGTAAAGGTTATGCCGAAATTGCCCGTGAACATGGGTTAGATAACGGCG
-ATATTTACCAGGTAGTACAGGAAATTGAACGTATCCGCGCGTTCCGTTCTGCAAATCTCC
-CTGTTAAAAATGCAATGCGCCGTGAAGCGATCGAAATCCATCGTAAGCGTGTGTACAATT
-TAGAACGTGCTAAACGTCCGATGAAGAAAGAAAAGAAACCTCGTCCGTTTAAACGTGAAC
-ATCTTAACACCTCTATGGCGCTGGCGTTTCAAGATGCGGGGATTATCTAATGCGTAAATC
-TGCGATGGATCGTTGGGCTAGTATTGCTACTTCAAACGTAAAACCAAATCAAGCCGCACC
-TGATGTAGAAGCGGTTCGTAAAGCAAAAGAACCTGAGATCGTGGCCCTTAGCCCTGAACT
-CATCGAGCATCGCCGTCGTGCGTCTGCTATTGAACTGGATCTGCGTATTGCGCGTTCATA
-TAATCTCAAGCATGAACACGCCGCAAAGAACAACCATTCTTTTGACCTTACTCTGGAAGA
-TTGGAAAGTGTTGATGACAACTGAACGTTGTCAGTATTCCGGCAAGATGTTTAGCAATAA
-ACCAGGTAGCCCATATGCCCGTACAATGGAACGTATTAATCCACGTCTGGGATATACACA
-AGAAAATACAATAGCGGTTATCAACGCCGCTAATGCCGAAAAATCACAGCTTGATGCATT
-CGTTAAGGGTGATGTCATTCTGGATGAAGTAAAAGTGAAGTTGCTGCGTAAAGCACTTTA
-TCAAGTTGAAAAACGTGTGAAAATGAAAGGTTAAATTATGTTTAAGAAATATTCTTCTCT
-GACTAACCATTATGAAGGTAAGTTCATCAATGGTGTAATTATGAACGGGCTTACTGGCGG
-TGTGTGGGTTGCACGTGAAAAGATCCACGGTGCTAACTTTAGCTTTATCACCGATGACGG
-TAATATCGTTACCCCCGCAAAGCGTACTGATGTTGTTAAGCCAGCCGAAGATTTTTATGG
-CTGTTCAGCAGTAGTTGCAAAGTATTCCCCAGGGATCCGTAAGATGTGGGAAACCCTCAA
-AAAGACCGGAACTTATGATGATTTGGTTATTCAAGTCTACGGTGAATTTGCGGGGCGTGG
-TGTACAGAAAGATGTTGATTACGGCGAAAAAGATTTCTACGTATTCGATATCCGCGTAAA
-TGGTGAATTCCTTCCGGATAACCTGTGCTCGCTGATCTCTCGATCTCATGGCCTGAAAAT
-GGCCCCGCTGTTGGGATACGGTACTTTTGAAGAGATCAAAGAACTGCCGATCACGTTTGA
-ATCTGTTGTGAATAAAGCAAATAGCGGCATTGGTAGCGATAATACAGTATATGGTGAATT
-CGTATATCCTATCATGGAAGTTGAAGAGGGCAACATTGCAGAAGGTTTTGTAATGAAACC
-TGTTTCACCTGCTTTTATGCCAAACGGTGAACGCGTTGCAATCAAATGCAAAACAACCAA
-ATTCACTGAGAAGAAAGCGAAGAAAGCAACCCGCTTTAATGCTCCGGTTTCACTGTCAGA
-AAAAGACAAAAACCAACTCGATGAGTTTGTTTGTTACCTTACAGAGAACCGTGTGAAAAA
-CGTTCTTTCGAAACTGGATCTGGCTTCGATCACTGCGAAAGATTTCGGTCGCATTATGGG
-CTTAACGGTTCAGGATGCTATTGAAGAAATCAGCCGTAATCATGGGCCTTTCCTCGAACA
-GTTCGAAGACCCAGCAATGGCTAAAAAGTTGTTTGTAACCGAAGCCCAAAATATGATTCG
-CCCTGTATGGGGCAAAATCCTGAACCATGAATTTTAATCAGATTCTGGTTGATGCAAAAG
-CGGCTTCCCTGATCGGTAGCCGTAAACCTCCTGAACGTATCGCAAACATTGCTGTTAAAA
-TCGGACGTGCTTTGAACGAACGCGGGATCAGGGCTTATTCTGGCGGCGCTCCTGGTATGG
-ATAGTCACTTTCTGTTTGACTATAGTCCGGATAACAGATGTATAATCCTTCCTGAGAACG
-GGTTTAACGGCCTTTTCTCAAACGGAAAGGATATCATCGACTTTCGAGATTTAAACACAC
-AGAAAGCCGCTGACGAAGCCAGAAAGGTAGCAGGTAACTTCGATACACAGAATGAATACG
-TTCAAAGAAGGTATGCGCGAAACACGATTCAAGTTCTTCGTGAAAATCTTGACAATCCAA
-CTGATTTTGTTTTATTTTGGGCGGAAGAACGTGAAGGATGTGTTAAAGGTGGAACCGCGA
-TCGCTGTAAGATTGGCTAGGTTGTACAAGGTTCCATGTTTCAATCTCTTCAAAGAAAGTG
-TATTGAACGATGTGTGTGATACGTTAGGGATCAATATCAAACCCCCAACGTTGGATTTTT
-TATGGTAATTGAACATGCGCCCTTACTTCGTGAAACATACGAAAGATGGGCTGTTAATAA
-CGCAATAGGTGAAAATATGATTCATGTACGTAGTATCGGTGCTGACGGCGAAACTCCGGT
-TCCAGTAGAAGGCCGATCCCCCACTCTCGCAGAACGAGCAAGAGAAATTATAAACGATCA
-GAATGCTAAGATGATCGAACATGCGCGGGATACAATCACAAAAGGTGTTCTGAAACACGC
-GACTCAACAAAACCTTATCTATGATATGAAGCACGATATCGGCTCTTGTCTGGGTATTGA
-ATGTACTCGCTATGCATTCCAACGCGTTTCTGAATGGTTGGAAGAAGAAGGGCTAAAATT
-CGATACAGAAGAAAAACGCAACGCCGCTAAGATCACAAATTCTCTGGCTAGTAAGTACAA
-TCAAACGTATCGAAACCAGGAAGAACGCGAAGTGTTCGGTTTCAAAATTCCTGAAAGGAA
-AACAGATCGCCGTGTAAGTGAATTCACTTTTTACATTAGTTGGTAAAAAGGTGTTGACGG
-GGGTTGGTTATAGTAGTATTCTAACTCCCGTAGACAAGACACTAACTCAGAAGGATAAAC
-ATCATGGAAATCGTAATGAAAGCAACTTATGCTGGATATTGCCTGGAAGCAAAAGGTGTT
-GCTAACAATGGCAAAGGCTTACGGGCCAATGTTGAAGCAATGCTGGATGAATTACATGCA
-ATGTACGAATACGACAACGTAGCGGGTAGCGTTCTTATCCAGGCGTTGGAAGTTGATGGT
-GTTGATTGTGTTGGTTGGTGGGATGCTTACATTGACTACAACGATAACCGGGTTTACCTG
-TTGAGCAACAAAGATTATTTCTAAGGAACCACTATGAGCGATGAAGCTGAGGCTTTAGAA
-GATTGGGCTGATTTTGATGACGAAGAAGACGGGGAATATTTCTGCGTTAACAGTGGTGCT
-TACAAAGACCGTTTAGAACTTCGTGAACTTTTATCCGGTTCCTCTCAAATATCAGGATCC
-AAACGAAAAAGTAGTAAACAAAAAGTTCAATATAGTGATGGTTCTGTACGTGATGAAACT
-GTTGTTGCTGAATTTCGTGGTCGGGTTATCACAAAAGAACGACAAATTGATGTAAAGAAC
-TTGTATGAAGTGGCTAAGGCTGCTAAAATAGGTTCTGTGATTGTTTGCCCTGTGTGCAAA
-GAAAAACACACAAAGACAACGTATCACAAAGTTTTCTGTTCGAATGGCAGAAAAACCAGT
-AAGGATTGTAAGTCTAAATATCACAATACAATCCATCCCGAACGACTGGATCGGGTATTT
-TAAAATAAACTTAAAACGTGGAGTACGTTTATGAACAACAAAACTTTCGAAGAACTGAAC
-AGCATTATCACTTCCGTAGATTCCTATAAGGTTTCTCACTGGTCGCAATATCCAACTGGC
-TCCGAAGAGGCGCTGTTTTATATTGAATCTCGTGGTGGTAAATTTGATCAAGTAGTTACG
-GCTGGCTGTAACCGCCTTGCGCAAATCCTATCACGTCCGGTGACTATGGAAAACGTGGAT
-TTTGCTAATCGGTTGTACAAAATGCACTTTGGGCGCGAAATCTTCAACTACAAAGGTTGG
-AAAGAAATTGCAGAACTGGGTTACATCCCTCTTGAATTCAGAGCGATTCCGGAAGGAACC
-CCAGTAGCGGTTAAAAATCCGGTTGCAACTTTCCATGCTGGGAAAAATGCGCTGTGGTTA
-GCAGGACACGTAGAAACCCTGGCGATCAGGGGAGTATGGTTCCCTTCAACCGTAGCAACT
-CTATCCCGTGAATGTAAAAAAGTGTTGAAGAAATATCTCAAGAAAACCTCCGATCTCGAA
-GGTGAAGCATTTGATATGGTGTTACGTACCCGTTTGCATGACTTCGGCGCACGTGGAACC
-TCTTCTGCTGAATCTGCTGGTATTGGTGGCCTCGCGCACCTGTATAACTTCCTCGGTACT
-GATACCGTAGAAGCGCTGATTATGGCTATCTCTCTGTTTGAAGATTGTCAGAAAGCGTTT
-GATGATGGTGAAATGGCGGCTGGTATTTCAATTCCTGCTCGCGAACATTCCACTACCGTT
-TCTTACGGCAAAGAAAACGAAGACCTTGCGTACAAAAACAGTATTGAGATCTTCGGAGAA
-GGGATGTATGCATGTGTGTATGATTCCTGGGATTTTAAAGCGGCGGTTCGCCGTATCGCA
-GAATATAAAGATTCTATTCTTTCTAAGGGCGGTACTCTGGTAGTTCGTCCGGATTCTGGT
-GATATGGTAGACAATATCATGTACGCTCTTGAAGAACTGGGCCGTATCTTTGGCTATACA
-GTGAACTCAAAAGGGTATAAAGTACTACACCCAGCAGTAAGGATCATTCAAGGCGATGAA
-ATTCATGGCCCTGAAACAATCAATCGGGTGTTGAACTGGATGGAGTCTAACCGTTGGGCG
-TCTGAAAACATCGCGTTTGGTATGGGCGGAGGATTGCTTCAAGAAGTTACCCGCGACACT
-CAAAAATATGCGATGAAAATGTGCGCAATCAAAATTAACGGTGTGTGGACTGGTGTGTAT
-AAATGTCCAAAAGGCGCTGAATGGAAAAAGAGTAAAAAAGGGTTGTTGATGACTATCACT
-GATGGCGTTAACTTTAAAACCATTGATACTCTGGAACAGAAAGTGCCGGAAGGCTGGAAA
-GATGCTATGATCACATACTATGTCAACGGAAAGATTACTTCCCGTGACACTTTAGAGGAA
-ATTAGGAACCGTGCCGGGATTTAGTATCCGCAAAAACAACAAAGGAACCGTGATTTTCTA
-TGACAACATTCCCCTTGTAGCTCGCAAGGGGCTTTTTGCTAAAATCGCTGGGTATTCCTT
-TAAACTGGAAGAAGTCAACGACGAAACACTAAAAGAGATCGTAAGAATTGCCTTACAATT
-AAGAGGTAAGAAAGACGAACAGAAAGCTATTGACATGATCAATAAATTGGGTGAAACTCA
-ATGCTTTATAGTGAATCGTGGTTACAAGTACGATACCATTGCAAAATTTGAAAAAGGGCT
-TTGTGAATTATGAGTTATTATGGTGTGATCCCATACACAGGAAACAAGCAATCGCTATTA
-CCTGAACTATTCAAGCTGTTCCCCGAAAGAAGTTCATACATGCGTTTCATTGATTGTTTT
-TGCGGTGGCCTTAGTGTGTCGCTAAACGTCCCTAAACCCGTTCTAAGCAACGATTATGAT
-AAGACGCTGATTGATATGTATGAGCGTCTTAAAACGCTTCCTGACCTGTCTCCGGTGCGA
-GAATTGATTGCATCGAAGGGGCTGGGGAAAGACAATAAAGAAGAGTATCTGAAATTCCGT
-GATGAATACAACCAGAACAAAGATCCTTTATGGCTCTATGTCCTGATCCTGCATTCATTC
-AGCAACGTTAACCGGACAAACGACAAAGGCGATTTTAACGCTGCTGTAGGAAAACGAACC
-CTCAACTTTATGACAGAAAAACGTTTCGAACATTTCAAAAAGAATGTGACAGGAATTGAA
-TTTCGTTCTGGTTCATACTCTGATATTGAAATCAACGATAACGATTTTGTTTATTGCGAT
-CCTCCGTATCTGATCACTGATGCGGTGTATAACAAATTCTGGAACGCAGATCACGAACGC
-GAGTTATATGCTTTCCTTGACTCCCTGCATGAGCGGGGTATCAAGTTTGGTTTATCAAAC
-GTGACACATCATGCAGGAAAGCAAAATGATATCCTGATCGAGTGGATGCAAAAATATAAT
-GTGCATAACCTCGATAAAAAGTATCTGTTAGGCCAGCATACTGATTCTTACGAACAAAAT
-AAAACGCAAGAAGTCTACGTGTGTAACTACCAGAAACGCGACGTAAATACATACCCTGAA
-ACACTGGATGACTTAATGTAAGGTAACATATGTTTAAGATTTTTGGTTATATCCCTTCTG
-TTTATAATTGCGCTCCATGCCTGAATTCAAAGCGTTTGCTGGATGCGAAAAAACACCCAT
-ACGAATTCGTATCTGTTGCGGATTCCGTGGAAGACGGTAAGCCTGTGCTGAACGAAGCGG
-TGATCGATGAACTCGAAGCCCTGGTTGGTACGCGCCGGATGACTATGCCTCAGATTTTCC
-ATGACGGTAAACATGTAGGCGGGTTTGACCAACTTCGTGAGTATGTCCGCACCCTGTAAT
-AAATAATGACACCTTACTGAATGGTGTTATTATGCTGACGAAACGAATTACCAAAAAAGA
-CTACCCCACGATCAAACAAGCTCTCTTTGAAAAACAAGGGGGCTGTTGTGCTCTGTGCAA
-GCGCCCTTTAGAGGGTGAGATCGAAAAACATCACCTCGACCATGACCATGCTTTAGACGG
-CGAAAACGCCGGACGTGTGCGCGGCCTACTGTGTAACCTATGTAACGGTACAGAAGGTAT
-TGTGAAGCACAAATTCAACCGATCCGGTCTTGTGTCCCGTGATGTTGACTACATCCACTG
-GTTAGAAAACCTGCTTGCATATCTGAAACAAGATTATTCCGAAAACCGTATTCATGACAA
-ATTCATACCAGATAAGGTAAAATGGTTTTCAAGACTTACCAAACCTGATATGATTGCCGA
-AATGGTTTCTATGGGCTTCGAGTACGCCGACAAAGACGAACGCAAAGCCTTAACCGCAAA
-ATATAGAAAGCAATTAATGAAGGCAACGAAATGAAATATCTAAACGCTCGATTATCAACG
-CAACAGAAGAAAAAGCTGATGATGTTGATATCCTCCACTGACAAAAAGATCATATCTCTA
-CATGATTGGATGCTTGGAAGGGGTGACTCTGATTTGTGTTATGTCAAACCGAAAGACCGA
-ACGATGTTTGATGATCGCGGTCGCACATTGACTAATTTTTCTCCTATCACCGTTATTGAT
-ATGTGGGAACTCCTTGAGATTGTAGGACGGGATATACCTGTTGACGGGGTTGAACTGATC
-AAATATCTTAACGAGATTGGACACAATTTAGATATTATCCATAAGGCAACGAAATGAAAG
-TAGAAAAACGCGACGGCAAAACCGTCGATTTCGATCAAGAAAAAATTCGCAATGCTGTGT
-ATAAAGCTGGCGGGACTATGACGGATGCTGACTCCGCGATCATGCTTGTGTTGCGTAGTC
-AGATCCGCAACGGTAAAGCAATGAAGATTTCACAAATTCAAGAACTTGTTGAAGAATCTT
-TAATGAAGACAAATCCGACTGTTGCCCGTGCATATATCGAATATCGTCATGATCGTGATA
-TCGCCCGTGAACAAAACGGAAAATTATTCCGTGATATCAAGGGTTTGATGACTCTTAGTA
-ACAAAGAATTAACCAACGAAAACGCAAACAAAGATTCTCGCGTATTCCCGACTAAACGCG
-ATCTTCTGGCTGGTATCGTTTCTAAACATATGGCGCGTAACCATATTCTACCGAAACATA
-TTGTTGCGGCGCATGATTCCGGTGATATTCATTATCACGATCTGGATTACAGCCCGTTCA
-CGCCATACACAAACTGCTGTCTGGTGGATTTGAAAGGTATGCTGGCTAATGGCTTCAAGA
-TGGGTAACGCAGACATCGAACCCCCGAAATCAATCGGTGTTGCGACGGCTCTCATGGCAC
-AGATCACCGCACAGATTGCTTCTCACCAGTACGGCGGAACTACCTTTGCTAACGTCGATT
-TAGTATTGGCTCCTTATGTGGAGAAGACATTCGCTAAACATGTACGTGATGCTCGCAAAT
-ATCAAGTAGCATTAGTAAAAGATTATGCTATTTCAAAAACAGAAAAAGACGTATTTGATG
-CTTTCCAATCGTATGAATACGAAGTTAACACGCTGCATACTGCCAACGGACAAACACCTT
-TCGTTACTATTACTTTCGGTACTGGTACGGGAATGTTTGAACGCATGATCCAGAAAGCGA
-TTCTGAAAAACCGTATTCGTGGACTGGGTAAAAAGGGCATTACCCCTGTATTCCCGAAAC
-TGGTTATGTTTATGGAAAAAGGAATTAACCTTGATCCAGAGGATCAAAACTATGACATCA
-AACAACTTGCCCTGGAATGTTCTTCAAAGCGTATGTATCCGGATATTATTAGCGCGGCTA
-ATAACCGTCGTATTACTGGTTCTAGCGTTCCTGTATCTCCTATGGGTTGTCGTAGTTTCC
-TTAGCGTGTGGAATGATGAGCACGGTAATGAAATTCTTGATGGACGTAATAACCTGGGCG
-TTGTGACGATCAACCTTCCTCGTATTGCGATTGAAGCCGAAGCACAGGAAGATGAAGACG
-CGCATGATGCATTTTGGCGTATCCTTGATGAACGTCTGGAACTGTGTTTTGAAGCCCTGA
-TGACTCGTATTGATAGTCTCAGAGGTGTTAAAGCCAGTGTAGCCCCGATCCTTTATACAG
-AAGGTGCGTTTGGTGTACGGTTGAAACCCGATGATGAAATTCTGGAACTGTTCAAAAATG
-GGCGTAGTTCTATCAGTCTGGGATACATCGGATTGCATGAAACTCTGATGCTTTTCGGAT
-CTGGACAACACCCATTCGACCGGATCGGTTCTCAGAACATGGGTAGACTGATTCTGGAAT
-ATCTACGCGCTGCGACCGAAGCATGGAAAAAGAAAACCGGATTTGGGTTTAGTCTGTATT
-CAACCCCTGCTGAATCTCTATGTCATCGTTTCTGCAAACTGGACTATGAGAAATTCGGAA
-GTATCAAAGGGATCACAGATAAAGGCTGGTACACTAACAGTTTTCATCTGGACGTTGACC
-GCAAGGTAACACCGTTCGAGAAAATCGACTATGAAGCCGATTATCATTACATTGCAACTG
-CTGGACATATCAGCTATGTAGAATTCCCTGATATGAAAAACAACCTGGAAGCCCTTGAAA
-AAGTCTGGGATTATGCAATGGATAAACTGGACTACTTCGGAACTAACCTTCCGGTTGATA
-AATGCTTTGAGTGTGGCTCTGATGATGAATTTAAACCAACAGAAGACGGTTTTCATTGTA
-CCCATTGTGGGAACCATGATCCGGAAAAAATGAGCGTCACGCGCCGTACATGCGGCTATT
-TGGGTGCTCCCGCTGTCCGTGGGTTCAACGAAGGTAAGAACAAAGAAATGATGCATCGCA
-CTAAGCATCAAAATTAATCAAAAAGCCCTTGACTTCGGTTGAGGGCTTTTGTTATATTAG
-GCCTATCGAAAAAGGAGACAGATTATGAAACTGACTAAGAAAATGACCGATGTAGTAGCA
-TGTGCGTTTGCATTAGGCTACAAAGTTGAAAATCATCCAACTCGCGTTGAAGTCATCAAC
-CCTATCAAGGGCCGTCCTGGTTTGGTTCTGTGTGAAGACGGCACAGCATATCGTAATGAT
-GTCTCTTTAGAACTGGCAACTACTATCCGCACCGCAAAACAAATGAAAGATGTTCTCATT
-AGCGGCGCAAAATTGAGGGATTTATGATGTATTGGACAAAAGATAAATTTGTTTTTCGTG
-ATGATACGTGCTTTGGGACTGCATACCGAAACTTAGCTATTCGTGGCGGTTCGTTTTCGG
-CTAATGATTTGTCTAAGGTAGTATTCCCTATTAAAGTTACTGAGTATGACGTATTCGGTG
-TTAAAGGGTTTACTGATTACTTTGGTACAAAGTTTGAATCAGAATCTTACATTTTCACTA
-ATAGCGATCGTGAATTATTCAAAAAACACGTTGTTGTTAAAGAGAAACCGTTATTACCAA
-AAGAAGATGAAGCAAAGGAAATCTATGATCTCCTGAACATGCTTGATAATCTTGGTACTT
-GTCATCTGTTCGGGAAACGCGCCCGTAAAGCGAAAGATGTTCTCAATCTGTTACGCTCTC
-GCCGGAATTACCTGATCCGGGAAGCAGAACGTAATCTGAAAAATTCAGAAAAACAGGTCG
-ATGTTCATAAATCCACTCTTGCGAAATTAAAGTCTTTGTGATGTTTCCGTTATACGCTAA
-AGTGCGTCGAAATGTCGGTGATTCGTATCAGGAATGGAGTGAATGGCTACGCGAAACAAA
-GTCATTCTACATTTCAAAAGCAACTGATATGAAAGGCCGTAACATTCGCTATCGTAAACC
-CAGTGGTAAGCGAGTGAATGGGATAGATTACATTGTTCTTGATTCGATTCGGGATGATAT
-ACGATAATTTAACTTTGAGGCAATATTATGATTTTCAACAAAACAAATTCACGTAATTTG
-AACTATCTACGCTGTGAACTGGAAGCTAACGAAATTGAACTGTTTTTCTGTGGGGCTACA
-GATCCGGAACACAAATTGCATTGGGTATCAGGTGAGATTGTAAGCCTAACCGATCAGATT
-GTCGAAGAGGCTACCCGCCGCAATGCAATCGTTAAAATTGGTGCTATTGATGTGAACTAC
-GAAGGACATCCTTCATTTTTCATTCAATATTATCCATAAAAGTATTGACCTGTATATCTG
-AATGTAGTAACATCCTTCTTGTCAACTAAGGAGGATGTTATGAAAATCAAAAACACTGCT
-ACTGAAACTCTTTGCAACGAAATTGCAGAAATGTACTGGAGTAAAGGTCACTTAGAGGCT
-ATGAAAGAGTTTCAAAAGTGGTGTGATACCCAAAAGTTAGCTAAATGGGAATACATCGTT
-ATTGTTGAACGGATCAAAGAACTGATCCTCGTGAAGAAAGGTAATAAATAACCATGTAAA
-TCAACATGGAACCCAATATGAACTATCAAAAAATATACGATTCTCTCATATCGAAATATA
-GGGGAGAACCTCCAATATCTTACAGACACAAGAAATCAGGTTACGAGATTCATCACATAT
-ACCCAAAATCAATGGGTGGATCTGATGAACCAGATAACTTAGTATATCTTACACCAAAAC
-AGCATTATACTGCACATCATCTTCTGTCTAAAATATATGGCGGTACTATGCATAACGCAT
-TTTGGATTATGTCATTTTCTCGTGGGTTTCCCATCACAGCAAGGCAGTATAAAACTGCAA
-AAGAGAATAAAATTCTCAATCAAACTGGAAGAAAGCATTCTCCTGAAACTATAGAAAAAA
-TGATAAAATCCAGACAAGGAAGAACGTATTCTATTGAATCGCGTAGAAAAATGAGTGAAT
-CACATAAAGGATATTCTCATAGTGAAGAAACAAAAGAGAAAACACGAAAAAGTTGTTTAG
-TTTCTAAAGCTAGATTTGTGAAAGTTGCTATCGGGACGAATATCAAAGATCCGTCAATTG
-TTATCCGGCTGTGCGGAAAAACTGATATACGCAATCACGGATTCAGTCAAGGTAAGGTTC
-ATTCTTGCTGTCGCGGTGAAATAAAAAGTTATAAAGGCTATACATGGAGATTTGAATGAA
-TTATATTAGAATTTATAACATGGATGTGGTCAACGGAAAAGGGATCCGTGTTGTTTTGTT
-TGTGGCCGGATGCAATCATAAGTGTGATGGGTGCTATAATCGCAGTTCATGGAATCCTTG
-CAACGGAACACCGTACACGGAAGAGACAGAAAACCATCTGATTTCTCTGTTGAGTAATCC
-GCATGTTGATGGACTTACATTAACTGGCGGCGATCCGCTTTACCGTGACAACTATCCTAC
-TATCCTAAAACTGCTTGAGCGCGTTTCTAAGGAACTTCCAAAGAAAAACGTATGGTTATG
-GACAGGATATACCCTGGAGGCTTTACAGGCCGACCCAGAACGTTCTAAGCTACTTCCTTA
-CATTGATGTTCTGATTGATGGTAAGTATGAAAAAGATTTACCAACTAAAAAGCCGTTTCG
-CGGTTCAGATAATCAACGTATGATCGAATTCGCTAAAAAATCGATAGAAATTAAAAATAT
-TTCTTGACCTAATGTGTAACTATGGTAATCTTACCACATCGTAAATGACGATTAACTTTA
-ATTGAGAGATAATATCATGATCCTGAATTTCAAAACCCGTAAAGAAGCGCGTAACTACTG
-CTGGAAGTGGAACATTCCCCTGAAAACCATCCGTAATACAGGGCGCGGTTCTTGCCCGTG
-GACAGTTCAAGCAAATGAACTGAAAACGTTCGTAGTTGGTAAAACTTACAAACTGGTTGA
-CCGTGAAGGGTTTACTACCAATTCACACGGCGGATCTAACACCGCAAACACTATCCAGGC
-GACACAGATCGAAAAATTCCTGAATAACGAGGTAAAAATTATCTCGAAAACCAATTCAGA
-TACTTTCAAAATCGATCATACTCCGGAAATGACTTTTAGCTCTCTGCGTTCGTGGGAAGC
-TCGTTATTTCGTCGAAGTTGGCGCGGCTCCAGCTAAGAAAAAGAAAGCCAACCCGAAAAA
-AGCCAACGTTACGGCTCCGGTTGCGCCTGTTGCACCAGCAACCGCAGATCTTGATCAAAT
-GCTTGATGGTGGTTCGGCAATGTCGGTTGAACTGGATCCTACTAAATTTGTTGAAGGCCG
-TTCGTATGTTCTGGTTAAACCGCAGCAATTTAAAAATCGTTGTGGCGCTAACCACGGGAT
-CAAATCATATACCGATGAACACAGTAATGGTGTATACACCGTTTACCATACGACTTCGCT
-CGGTCATCATCAATTGAGCAAAACGGTAGAAACCATTGATTCCCAGACCGGAAACGGAAA
-CGTTGGTTACTATCTGCTTGATTCTGAACGTTCGTTCTTCCGTGAACTGGCGACCGGAAC
-TGTTGATGAACCTGTTAGCGTTTCCGGTAATAGCGCTATCGCTATCAATGTAGACGAAGC
-GGCTAAGAAAGAAGAAATCGCAAAAGCAATGACACAGCTTGAAGAAGCGGTTAAAGCCCA
-TGATGACGCGCTTCAAAATCTGCGTACTGCTTCCGACCTGGTTCGCAAAGCTGCTCGAAA
-AGTAGCAGAAGTAAGCAAGTAAATTAAACTGGGTGCTCCGGCACCCTTTTTTATGAGGTG
-ACACATGGAATTATTAGAAGGTAAATCTTATACCCTGAACATCGACGCTAAAGAATTTGC
-AGAAAAAACCTGGCGAAATGCTTTAGCTGAATTGATCAAAAACAACGGCTATATTACAAT
-CGATCGTATTGCGATTGGGGATACTGAGGACATTGCTTATGTTCTGCAAGATGATTTCGA
-ATATGAGATCCCTAGCCATATCTGGAAATACTTCAAACCATATGATTTACCGGAAGAAGA
-ACCGAAGATTGCTACTAAAGAAGAAATCGCCGCGCCTGATTTAAATTTCGTATCTTCCGA
-TCCTAAAATGTGGATGACTGTAAAACCTGTTCAACAAGATATCAATGATCTGCGATTTGA
-TTATCCTTTTGTCAAGCGGATCACTTCGATTTCTGTACTACCAGCGCCGACTGATTCACA
-GGCACTTGAATTTGCATTACAGCATGTTTTCGGTGATAATAAGCTGTACGCGATTGACAA
-GGAAGCTGCTATTGATGAACAGAAAAAGGAAATCATCAACCTTCTTTCTCTGCATCAACA
-ACTTGAAGCGGTGGAATTGATTGAGCGTATGCTTTCTGATACAAAGAAAGATATCATTAG
-CAAAATCACTCCGGCACGAAGGAAAGCAATTGATGAAAATCGAGATTTACGGTATTCCCG
-AATCGCTTCATAAATGTTACGGCTGTATTGAAGCTCGGAAATTACTTGATGAGCATGGAT
-TAGAATACGAATTTTATTCTGTTCTAAAGCCAGCAAATAACAGTGTGGGGTTTGATTACG
-ATCGACCCCGCATTGAAGAGTTAGCGAAACGTGTTCGTAGTCGAAGCATGGCATTTACTT
-ACCCTCGGATCTTTGTAGATGGTAATTTTATTGGCGGTTATATGCAATTGAAAGAGTATT
-TGGGTGAAGCATGAATAAAGAATACATTCGCAAAGTAGCAAACGCTATTCACGCAACAAC
-GATTGATTTTCTGGAAGGGTTTGATCATATTATCCACCCTGAAACGCTGGATAGTTGGGA
-AGCCAAACTGTTTAAAAGTATCAATGAACAGTTTCCGGAAAAGGTTAAGCGCTGGTTTAT
-CAGACAGGAAATCGTAGCAACGATCCTTAATGAACGTGGTGTTGAGGCGTTCGGTGTAAC
-CCCTCTATATAAACGAAACCAGATTACAGACGAAACAATCAAGAAATATAAAAAGATGGT
-TCGGAAGTAATAAATAATCAGTTAAATGGCCTTCGGGCCATTTTTTGTATATAAATATTG
-GTATTGAATACAATATAGGAAAAAAGATAATGGTAGCTAAATCATTCCGCGCACGAAGTG
-GCCTTGATGCTGCTGGTGAAAAAGTTATCAACGTTGGGAAGGCTGATCGTAATACGCTGA
-GTGACGGCGTTAACGTTGACTTTTTCAATGAATTTAACGGAATCCAGCAGTATGACCCGA
-CTCGTGGTTATTCTCAAGACATGGCGATCATTTATGCGCGTCGTATCTGGTACGCAAAAC
-AGAATATTGCTTCCCCTGCTGGGGCTTTCGACGAATCCAAATGGATCGCAACTCGTAATG
-ACCCGAAATGGGTTTATAGTAACGTAACCACTCCAGACGGTAGCATTATTGAATCTGGTA
-GTTACATTATGGCTGATGGACGCTTTACTGAACTTCTGTACCTGCTGCCGGACAACCCGA
-CAGAGGGCGACGTAATCACGTTTAAAGATTGTGGTGGTTTAGTAGGTGTGAACAGTATCC
-TTGTTAAGTCTAACACCCGTCAGATCCGTTTACGTACTGTACAATCGGCACAGTATCGAC
-TGACCCACCCGTACATGATCGCAACGTTTATCTATAACGGTAACGTATGGCGTGTTGCTG
-AAACTCTGGATAACCGCGATTCTGAGATCGTGAACGCAACCGGAACAGGTTCATTCCAGT
-TACAATCTGGTATGACAGTTTTCCGTAACAGTGCTACGGGTAAAATCACTCTCCAGTTGC
-CGAAATATGCAAATGATGGTGATGTGATCACAACCTATGACGCTGATAAAATGAACTCTA
-TCAACGTAGCCGTTTTGCAGATTTATCCAGGTAGTGGACACACTATTTCTGACGGTGCAA
-TTACTGGTGTTACTTCGGTAACTAGCCAGAAATCTGGCTTTGGTATGTTCATCTTTGATG
-CACAGAATAGCCAATGGAAAGTATATGATGCTGATAATCGTGTTCGTCTGCGTCGTATCT
-ATAGTGATTTAAACACAGTTCCTAACGATTACGTTTTTGTTACTGCAAACCCTTCTGGGA
-CTATACCAAACGTTACAGTTACCCTTCCAACTGATGTTGCTGATGGTGATCGCGTTTACG
-TATCCCTTTATATGATGGGTAAAAACCAGAACTGTACAATCAAAGTTAAAGATGGTACAA
-CGGACAAGATCCGCACCAACAAAAATATGATGCAGTTCCCGCAGCGCAAAGACTATCCGC
-CTGATGATTGGTTTAGTGTAACTTCATTAGCATTTAATGCTGCTAGTGATTACCTCCCGT
-ATATCGAGTTTTCTTACATGAAAGCTACGAAAGAATGGGTTGTTGCTAATTATCGTCCGA
-TCGTTGAACGTGTTGACGCAACTAACAGATCGCGTACTGGTGTTATTGCTCTGGCTGCAC
-AGGCAGAAGTAAACAAAAACTTGGAAGACAACCCGAACGACGAAACTGCTATTACTCCGA
-TGACGTTAGCAAATAAAACTGCTACAGAAACCCGTCGTGGTATTGCACGGTTAGCAACAA
-CTGCTGAGGTTAACAAACTTTCAACCGATACCTATCTGGATGATGTGATTGTTACCCCTA
-AGAAGCTGAACGAAAGAACAGCAACTGAAACCCGTCGTGGACTGGCAGAAATCGCAACTC
-AGGCAGAAACCAACGGAAGCACCGATGATATTACTATTGTAACCCCGAAAAAGTTGCATA
-ACCGTATTGCATCGCCGACCTTGACTGGTATCCTTGCCCTTGTTGCTACTGGTGGTGATC
-CTAACACCAACACGGATCGTTCTCAGGCTGGTACTGGGGTTTATGACCATTCAGATTATC
-AGAAAGCGGTAACGCCTAAAACTCTTCGTGAGTATAAAGCGACTCAGTTACAATCTGGTG
-TTGTATGGCTGGCTTCTGAAACCGAAGTTATTAACGGTACTGTTGCAAGTTCAAACGTTC
-CGACCGTTGTTACTCCGGAAATGCTGCACAAGAAAACCTCTACTGATGGTCGTATTGGTT
-TGATCGAGATTGCTACCCAGACAGAAACCAACGCAGGGACTGATTACACGCGAGCGGTAA
-CGCCTAAAACGCTTAATGATCGTGCTGCAACGGAAACGCTGACAGGTATCATTGCAATTG
-CAACCACTGCCGAAGTATCAGCAGGTACTGTAACGAATAAAGCGATCGTACCGTCTAAAC
-TGAAAGGTTATCTGGACGATACAAGCCATATTACTGTTGCTACTGCTGATGGGTTAACTC
-AATCTGGTACTATTTGGACTACGGTTAACATCGGTATTCAATCAGCAACTGAAACTCAAC
-GTGGTACTTTACGCGTTGCTACGCAGTCTGAGACGAACGCAGGGACATTAGATACAGTAT
-TTGTCACCCCTAAGAAGTTACACGCTAAGAAAGCGACTGAGAGCGCAGAAGGTATCATTC
-AGGTGGCTACGGCTGCTGAAACTACCGCTGGCACCGTTGCAAACAAGGCTGTTTCTCCTA
-AGAACTTGAAAAATACAATTCAGGTTGATACTTCATGGCAAGCTACCGATCTGGTACGTG
-GTACTGTGAAGCTGTCTAAGGGGCTTGGTACTTGGTCTGGTAATGATGTGGCTGGTTCTA
-CTCTTCCGGATGATGGTTATGCCGCTGTAGGTGTTGCTGTTTCTCCGTATGAACTGAACT
-TAACACTGAAACACTATCTACCGATCGGTGCTAAAGCGGTTGATGCTGATAAGCTGGATA
-ATCTGGATTCTTCCCAGTTCATTCGTCGTGATATTGATCAGACGGTTAACGGGGCATTGA
-CTCTAACGAAAGAAACCACTGTACAGGCTAACATTAACTCAACCGCCGACGCGAGTTTCC
-GGGTAATGAATGTTAGTGGAGATCTGAACGTTGGTGATGGCTCATCGATGGGTAAACTTC
-GTTTGAATGGCGGTTCATCTAACGACTGGTCAATTCAAGCAAGTTCATCCTCTGGGCGTA
-TTGCAATGATCTCAACGGGTAACACTGGCACAGTTCATCTTTCTGTGTATAATGATACTC
-GCGGCGTTGTAGCTAACGTTAAATTCCAGGCTCCTGAAATTCAGGCGATTGGCAAAGTGA
-CTCTGGGTAATGATACAGTGATCACGGCTGCTGGTTCTGTTCTCTCTATGGGTACGAACA
-ACAAGACAACTAAGATCCTAACTTCGGACGCTGGTAACATTTTGGCAGAAGAATCAGGGA
-ACTCTTATAAAGTCTTTACTGAGAAGAACGCGCAAACCTTGCTGAATCCTACGTATGTAC
-GTAAAGCAGGTGATACGATGTCTGGGCGCTTGACGGTAAGCAACAGTTCAATTATCATTG
-CAGGTCAAGCGGCTTGGTCAACGCTGGATGCAGTAACAGAAGCATCCAGGGGCAACTGGA
-CGGCTGAGATCACAGCATCGGCACAGTACAACTTGCTTCCTGGTTATGCGGTTCCGGTTC
-TTGAACCAGATCCTATTAATCCAGAAATCATGATTGTGACCCGTTATACCTATGTTAAAG
-CACCGGGTACTTTAACGCAGTTTGGTAACGGAACTGCATTCACTTATCAGATTTGGGCAC
-CTCGTCCGACCTCTGGTACTGGTGTTAATGCGCTGGCGCAATCCTTCTGGATCCGTCAAA
-TGAACCCGATCACGGGTAAATTTGATGAGTGGGGCCGCATGTATACCAGCAACAACCCGC
-CTACTGCTGGTGAGATTGGTGCAACGTCTGCTGTTGGTACTACGGTTAAAAACATGACTG
-TTACCGATTGGATCAAAGTTGGTAATGTTAAGATTTACCCAGATCCGGTTACTCAGACAG
-TTAAATTTGAGTGGGTGGCATAATGTCAAACTTAATGGCGGGGTTCGGCCCCGATTTTGT
-AGAAACGCAAATTCTATCGGAAACAAACAGCGTAACTTACAGAATAACCGCAAAGGCAAC
-ACATCCCAATGCGGTTCCTAATCAGTATGAGTTTACACTAAATCAAAAGGCGGTAGGGAC
-ACCGCCTAGTGTTGGGATCAACGTATGGAGAATTAACAATGCTGTAGTTGATCCAATTAA
-AACCTTCACATTATCGAATGATAATTCAGCAACTGCAAACAAAGCGTTTGTTGAATATAT
-GGATGCTCAACCTTCTGGGCTGTATTTGATAATGACTAACGGTGAATACAAAACAAGCCA
-AATCGTTGATGATTGGTTTGCTAAAAACAGATCCGTTATGTGGCAAGGCGCTGATTTCGC
-TCAGAGATTCCCAAATTCTGCATATGTTGCATTGTATGGGGCTTCAAAATCTCGTATACT
-GATTGAATCGTTTTACGCGAACGATGGAGTTTTAAAAGAAGATTCACGCGCATCAATCGA
-TCTTGTCTATAATAACGTTGGTGATGTTGGGCGAACTGGTGTACCTTTCCGATCTGTTGA
-AGATACGGAAGAATACAATTCAACCAATGGGTCTGAATATAAAGTATATCCTGTTGCAAA
-CCCAGTGATCTCTAAACTGGCTGATTATGGTATGGCTCCTGGATTAGCTATGATGATTGC
-TGGTGATTTTTACGCCAGCAAAGCATTATTGGATGCTGGATCAACAACAAGGGTTACTGT
-TCGATGGTTTACGGGTACTGCTCAAACTTCATCATCGGTGATTGAAGTTCCTGCAAATAA
-ACCTGATGAGTGGTTACGATTTGAACAGTTCTATACGATCCCTAGTGGTTGTGATGGATT
-TAACGTTGCTGTATCTCGTTATCCTAAACCCGCTACGGATAGTTTATCTGCGATCCGTAA
-CTTTGTGATGGTTCAGGTATCTGCTGCCGAAGCTGATCAAAACTTTGCTGCACAGTTTGG
-GGTTAACGGTATCAGAATGAACAACATGATCGATGGTGGAACACCGTATATATTTGAATT
-GCCGAATACTAAGGTTTATCCTGGTGGCGATTATTCTGCTTCCGAATTCCGTGAAGTTGA
-TGCATAAACAAAGGCCCGGATCATCGGGCCTTATAAATATGTAAAAAGGGGTTATTATGG
-CAGATTTAAAAGCTGGTTCTACAGTCGGGGGTTTACCTATTTGGCACTCCGGCACATTTC
-CGCTGGTTCCGGTTGGTAATACTCTAACCTATCGCGGATATAAGGTTTATACTGAAAACG
-ATAAACCGCAAGCATCAAATAACGACTTCGTTTCTAAAGCAAGCGGTGGTCAATATTTGG
-GTGTAGTTGCCTTTAAACAGGGGCTACAAATTAAAGCTACTTTCACAGGCGGAAGTGACC
-AGAACGGTTTATATTCTGGTGATGGTGATGGCGCGACATTATCAAAAGCCAACATTGATC
-TTGTATCATGGTATGGTATTGGTATTCGTTCATCTTCCGGTACTAATGGTCGCGTATTAG
-TCATCAACGCTCGAAATGGTGATTTAAACACTCAGGGTAATATTACGGTTGAAAAGCAAA
-TCAGTATTACAACCGCTAACCCTACTGACGCAAGTCATGCAACACGAAAAAGTTATGTTG
-ATGGACAGATAAATAATGTCACAACAAATGCTAATAGCAGGGTATTACGCGCTGGCGATA
-CAATGACAGGGCTGTTAACTGCCCCGCAATTCGCGAGCACAGGCGCGGCTTCCCGTCCCG
-AACACGTACCACGGCTCGACCAGGTAATTACTAAAGGGACTATCATAGATTTTGGATCTT
-ATTAAGGTGAAACATGGCTGATTTAGAAAAAATTCAATTCCTACGTAGCACAGTTGCGGG
-GAAAACACCTACTACAAGTCAGCTTGCAGATGGTGAACTGGCGATCAACATGGCTGATTA
-TGCCATTTACACGAAAAATGGTTCTTCGATCGTTCAGTTAGCGGGTAAAGGTATCCCAGA
-AACAAATACCAAAAAATTAACAGTTGATGGGCCTAGTGCTCTTAATGATACCGTTACCGT
-AGCGGAAGGTAAAACTATTACTTTCACCAACGAGAATTTAAGTGGTGAAATAACTCGTCA
-TATCGTCGGTAAATGTGCCAGCAATGATGGATGGTACATCGGCTCCGGTGGTACAAGCAA
-TAACGGCATTCTTGAAATCGGTACTATTGACGATGGTACTGAAACAATCCAGTTTGTACA
-ACGCGGTGCAGGTAACGTAGAAGCCAGAAAATTAGTCTTACTTGATAGCTCTGGTAATAC
-TACTCTTCCTGGGGATTTAAGATTATCCACTAATAAAACCGTTAAAATTAGTAATGGAAG
-CACTCTTACGTTAGAAATGGGCGTAGGTGCTAATGATGTATACATTAAAAACCTGAGAGG
-TGCAGGGGTTCTTCAATTAACTAATGATAGTAACCTGACGTTCAGAAATTCCCAGGTTTA
-TTATGCTATGAGTGGAAGAGGCCCTGGTAAAGATGGTACTCTTCTGACTAATGTAGAAAA
-CGAGCGCCAACTTAAGCAAGATAATTTCCCTATATCTACAGGCACCGAAGCTCGGTGGAC
-TAAAGTTGCTCTTTTAAAAGATCCTGGATCAAACCAGAGTCGCCTGCAACTGATGGTGAC
-TAACGGCGGTAACTATGGTTCTACGCGTGGATCTATCGACTTTATCGATTGTAGCGCTAG
-AAACTTTCCATCCACTTTAACAAGCGCTAATATTCGTAATCATCTACAGGTTCGTCGAAT
-CGGTGATCCTGGAATTGATAACACTAACCAAATGCGTTATAGTCTGGTTCGTACCTCTGA
-GGGTTTAGAACTGTGGTTTACTCAACGCGCATTCATTAGTAGTGTTAAAGTTGCTCTGCT
-GTCTATTGCTGGTGATACTGAGTATTATCTGCCTACTGGTTACACAACTTCTGCAACTGC
-TCCGGAAGGTTTAGTTGAGAGTGTGGCTATTCGTATCTATGACGAAATTAATAAACCTAA
-CCTTGACAATGGTACTGATGGTATTCTGTCTATTGCTAAAGGTGGTACAGGCGCAAGTAC
-AGCGGATGCTGCTCGTACAAACTTAGGGTTGGGTACTGCTGCAACCCGCGATGTCGGCGA
-AGGTGCTGGTAATGTTTTAGAAAATGGCGCTTATGGCTTAGGCGGTAATGGTGGTAAATC
-CATCAACGACATTATCTCTAATGCGGATATGTTGACCCGCTTAAAATCATACGGCGGTAC
-TTTCTGGCGTGGTGTTGCTAAATCTGGTGTTAGCGTTCAAAATGGTCTTTATAGTCATGG
-CTCTGGTATTTTTATGAATGCTGGTGATACCATGTCAGCCATTAATATCGACTATGCTAG
-TGCTAAAGTTCGTGTATACGCGGCTAACAACGCGGCTCTTGCCGCAGGAGATGTCAAATA
-CAACGAACTTTACGGTACAGCAAATAAACCGTCTAAGGCCGACGTAGGGCTTGGTAATCT
-GACAAACGACATTCAGGTTAAAAAAGCTGGCGACACCATGACTGGTGATTTAGCTGCACC
-TAACCTCCATGCTTCTGGGCCGGGAACCGCATCGGTGTATGTTAATGCAGGAAGCGGAAA
-TGCTCATGTATGGTTTAGAACAAACGCCAATGAACGCGGTGTAATTTGGGCAACTCCAAA
-TACTACGGACTTAGGACAAATTAACATTCGTGCAAAAACTACTGAAGGTGTTTCTGCTGG
-TGATTTTAGCTTCCGTTCTGATGGCCGCCTTGATGTTCCTGTAGCAGTTAAAGTTGGTGG
-AGCAGCAATACTAACCAAAGACGGGAATATTACCTCTGGCTCGATGTTTGGTGGCAACCT
-TAATAACTATCTGAACACCATTAAAAATGATATCACTGCTGGCGATAATAAGCAAGTAAG
-CAAGACTGGCGACACCATGACCGGTAACTTGACTATTAACGCTAACTTAAAAGTTGAAAA
-TCCTAGTGGGACGTTTGTTGATTTAGGTTCAGAGAACTCGGACAAGTACAGTAGATTAAC
-CCTTGCTCGTAAAGTTGGTAGCGGTGCTACCGTAGCAATGCTTAAAATTACTCCTGAAGG
-ATACGTGCAATTTGGTTATCAAACTGCGGTTTCTAATCCAGCTCCTAGTAAATATATTCT
-AGTTAAATCTAGCGGCCTTGAGGTAGAAGGGGACTTGGTTTTTAACCAGACATATCGTGG
-TGCTGAAGACGCAGTTGATATTACTGATAAGACTAATGACCTTAACAACATGGTTATTAA
-AGGCAGTGATTTAGGTACTCGTCTATTATACAAGTGTACTTCTACTGGTGGTGGTTCTAA
-TATATCGAACAAACCTACCTCTGACGGCAACTTTGTTCTTGAAGTTCTATCTTTGCGTAA
-AATTTCTGATACCGATTGGACATGTAAGCAGACCTTTACTACAAAGAACGGTGATGTTGA
-AGGCACATATGTTCGATACTGCCAAAACGGTACATGGTCTGCATGGAAAGAGGTTGTTGC
-TGGTGTTCAACCAATTAATTTAGGTGGTACTGGAGCAACTTCTGTAGCTGCTGCTCGTAA
-TAACCTCGGTGTTGGTGAAGGACAGAGCGTTAAGTTCGGCGGATTAGTTGTTGATGGAAA
-CATCAACGTTGCTTCTGGTAATTTTGTTATTGCAGGCCAAGCTCCTACTGATAACTCGCA
-TCTGACCAACAAGAAATATGTTGATGATAAGGTTGCTTCTGCTATTAGTAATGCTGGCGA
-CACGTATCTTCCGTTAGCAGGTGGTACTGTAACTGGGCGGTTAACAATTACAGGCGATCA
-GTTAAAGACTACATCGCTCTGGGTTACTGGAGATGCTGCTGTTAACGGTGTTTTAACTGT
-TGATGGAAGGGCTAGATTTAATCAAGAGTTCATTGTATCAACTTCGGTTAACGTCCAGAA
-CACTGGTAACAGTCATTTGGTCTTCCGTAAAGCTGATGGTACAGAAAAAGGACTTATTTG
-GGCTGATGACCCTGGTAACGTTAGTATAAGAGCAGGTGGTGGAAGTGGCCCTACTTGGAA
-CTTTTGGGAATCAGGATCTTGTCAATTCCCAGGTGCTATTAGTAACTTTAATGGTGTTAA
-TAGTACTACTAATTACCCTGGCGGCGGTATTGGCGCGTATTTAAATACAGCGGGCCTAAC
-AAGTAGATTTAGTAATGGTGCTTATGTTTCCTTATACTTCCAAGAATATGTAGGAAGCTA
-TCACCAAGCTATTCTTAATGTTAACGGCTATGGGCAAGATAACAGCTTTTATTTCCGGGC
-TGGTGGTGATTTCATATGTACCCGTAATGGTTCATTCGATAACGTCGAGATTCGTTCTGA
-CCGTAGAGCCAAATCGGATATCAAAGTTATTGAAAATGCTTTGGAAAAAGTAGAAAAACT
-AACCGGTAATACTTATGAGCTTCACAACACATCCGGTGGTACTACTCGTTCTGCGGGTTT
-AATCGCGCAGGAAGTTCAAGAAGTTCTTCCGGAAGCAGTTACTCAGGATATTGAAGCAGA
-CGGGGGTTTATTGCGTCTGAATTACAACTCAGTAATTGCACTTCTCGTTGAATCTGTTAA
-AGAGCTTTCTGCTGAGGTTAAAGAGCTTAAATCTCAACTGAAATAATGTAAGGGGCTTCG
-GCCCCTTTTAGGAGAAATAACTATGGCAGTAACAGGGCCGTGGGTCGGAAGTTCGGCAAA
-GGCTGAAACTGGCGAAGCATGGATGGTGCAAGCTGGGGCCAAATTAAGAATAGGGACACC
-GTTTTGGATGTCTAATATGATTGGACAAAGCGTATTCCATTTAATTTTCAGAATTAACTA
-TGCACAAGGTTCTTCTGGCGATCCATCTAGATATAGAGGATTCTTTAAAAGAGGGTTATC
-AGTAAATATAGGAGACTCAGCAAACCAGCCAACATTAAATGCATTTCCTGGTGGTGAAGT
-AGGGTCTTTAGTAGCCATTACAAATATTAAAGGGGATCCTTATTGTTTGTCTATTTTAAA
-TGGGGCTGATCGACGAGTTAAAGTGTCTATATTTAATGCATCTGGCGGAGACCAGTATGA
-TGTTTATTTCAGTAGAACTACTATGAGTGACGGTTGGAGAAGATATAGATGCGAAAACGC
-TGGTGGCCTCAATGGGTATTTTGAAGCTAGAATGGATAATCAGTTCGGTGCTTTATTAGA
-ATATGTTTGATAGATAAACCAACAAACTCACCTCATACTATTAAATATATTAAAAGGCTA
-CCATATAGGTAGCCTTTTTGTTGCATCCTAAATATACCTATAGTAACCTAAGAAGAGTCT
-TATAAAATGGCTGAGAGAAATCCCGTAGATAAACTAGCCTTATTTGATCGGGTAATATCG
-TTTGTGATGGGTGTGAAAACATGGAAACAATTGCTGATAAAAATAATTCTAATAATGGTT
-ATGTTTCTTATGGTAGTAACTTGGTACAAATGGACTGATATATTCCCGATGATAAAAGGT
-GCCCTTGTAGTCGATACAAGGGCTATCGAAATGGAAAGAACAGAAAAGTTTAATCAATCC
-GCGTTGGAACAGTTGAGCATAGTTCATCTTACTTCCAACGCGGATTTTTCGGCGGTACTG
-GCATTCAGACCAAAGAACATAAACTATTTTGTTGACATTGTAGAATATCAGGGAAAATTA
-CCATCCCAAATCGATCCTAAAAACCTCGGTGGTTATCCGATCGATAAAACATCCGAAGAA
-TACACGAATCATATAAATGGCTTGTACTATTCATCAACTACAGCAAGTTCCTACCTACCG
-ACACGTGATTTTGTGCCAGTAGCTTATACTTTTAGTTGCCCTTATTTCAATCTTGATAAC
-TACTATTCTGGATCGGTTTTGATGGAATGGTATGCAAAGCGGCCTGATATACCAGATATG
-AAGATAAACATCATATGTGGACAGGCCGCGCGCATTTTAGGTCGAGCGAGGTGATTAACG
-TAATGCTGGTGTTAAATTGTGTGATCTTCCAATAGCCCGTTTGATTGCTTTAAAGAAGTT
-CATCACCGGGCTATTTTTCTCGTAAATATCCCAAACTTTCAATTTGTCCCACGGATCCGG
-AACATAATCTTCATTCCTTGCCGAAACCCCCAACGTAACCCTCCTGTATCCAGCGCTGTC
-GTGATAATACACGAAGAATGGCCTACCTATTGGCGCAACCTTACAACCTCTCTTAGCGGC
-TCTCATAGCCTCATCGAACGTCATGGATTCCCCCAAAAATTTCTATGCATGAATGGTCGA
-ATTCCGATAGTTTCACTCAAAATGAATATCGGATGATCTAGCTCATCGTGGTTTTCTTCG
-TCAATGACGATATCCCAATCAGTAGCCTTTTGTTCTTCTACCGTGGCAATGAATACCTGG
-TTTACTTCACACTTGCGGTGTGTACGTCTGATGATTGTATCCCCCTCACGAAACACAATC
-ATATCAGGATTGGTAGTGCGGTACGCGGTTTTACCCGCGCACACTTCATTAAGCATATCT
-TCGTATGTCATTATAAAACCTTTACACGTTGAACGATGGTTTGTTTAACGTCTTTGTATT
-CTCCGTGCTCTTTAACGGTTGCTTTGAAAGTGATTTCATCACCTTCGTTTGCAATGTTAT
-TACCGAAGTAAACAACAACATTACCATCAACATTAATTTTGGTCATGAATCTTTCTACAG
-AAGTGTAGTAAGAAACTTGAGTATATCCCAGTGAAATCACTTTCTCAACGGTTCCGGTCA
-TTTCCAGACGTTGTTTGATTTCACCGATGTGGTTAGCTTTAGAAATGCGTTCCTGGCGCT
-CTTGTTCCCACTGTTCGCGGATTTCTTCGCGTTTGGCGATATAATCCTTTTCCAGTGCAA
-CACCCATGCAGTAAGCGCACACAGCATCGAATACAGGGCTGTTTTTGTTGTCTTCTTTAG
-ACTGGTCAGCCCACCAAAGAACAGTAAACATTGGCATTTCTGCAATTACTTCGCCTTTAC
-GCTTGCCAATCGGCATGATCCCTTTTTCCAGCAGTTCCAGTTTTTCAGTATCGAACACTG
-ACAGTTTACCGCGACGTTCGAACAGATCGAAATCTGCAAAGCCCTGGAATATCATTTTGA
-AAGTATCAGTTTCAGTTAAACGGGCTGAAACACGGTCGAAATACTCACGCGCTTTCGCTT
-CCGCTTTCTCCGGATCGGTAGATAAGTTGCAGATATAGTTATCAGAAGTATAACCGCCGC
-CTCTACGCTCAACACGCAAGGTATACATTGCATTTTTACGACCAGAAGAAATGAAGTAAG
-TGGTAGTAACTACGGTTGCGTTAGTCATGGTATTTCTCCTTAAAGGGTATCTCGTTTCGA
-TATGGCTAATATAGCAAAAGCCCCTGACCGAAGTCAAGGGCTTTTTCATCATTCATTCGA
-ATCTTTCATTGTTTTATGAAGATGAATATCAAAAATTTTCCAGTACGCCTTTCCGCGAGG
-ATAAATTTTTGCTTTGTCAATATCGTTGTTGCTTCCCCATGTGTTGTTTGGGCCACGACA
-TCGATTTTTTATATAATCTGTATGCCAGAATAAGCGCTGAACCGATGATTCCGTACCTAA
-TGGATCTTCTTTACTGAACAGAATTTGTATACTCATAAGAAGAACCCAGTGCGAACAATC
-AGATCGATTTTCTTTTCTGGTTCAAACGGTGATTTGCTATCGATGTTACACTGATAGAAC
-ATACCAACATACTTTTCAGGAATGTTGGATTCACGCGCCCATTTCAGGTTATCATCGGTA
-TTCGGCCCCAGCATGAGGTTAACAACATCAACAGCATAATCCTGTTCTTTGGTGTTGCCG
-GAACCGTTTACATAATGCCCGTGGGCGGTTTTGAGGATCTCAATTACTTCGCTATCGTCA
-GTTTCGACTTTGTAAAGCGTTGTATTTTCAGGAATTTCTTCAAGAATGATCAAAGCGGTT
-TTCATCACACTTACCTTTGTGTTTCTGTTTACGTTTTGCTTCTTTAAATGCTCGCTTGCG
-ATCGCGGTGAGTAGAAGCGCGGTTGAAATCATGTTTCGCTACCAAATTATTCATATAAGC
-CCCTTAAAGAAAAATATTTAGGGGCTTTCGCCCCTGTATTAATCCAGCAATTTGCGGATC
-TTGTCTGCGATACGTCCGGCGCGGGTTGCACTTGCAGTATGATCGCTTTCTTTTGAAGCC
-AGTTCCGCCAGCTTACGCTGATGTTCTTCTTCTGCTGCTTGACGATCTGCTGCAACCTGT
-GCAACCTGCTCATTATCGTGAGCAATACGCGCTTCCAGTTCAGACAGGGTTTTGTCGAAA
-GTTGCTACGATTTCATCTACAGAACGAATTTTATTAAACAGTTTCATAATTTATCTCAAT
-TGGTTAGTTTTAATCAGTATACATCAATATGGTTGAAATTCAAAATCATAAATGTCATTC
-AGTGCGCGGTTCCACTCGGTGTAGTTTTCACCAGCACCATAACGCATTTGAATAGCACTT
-TCGAACGTTGATCCGTTGAGGTTCGGGAAACCGAACAGGTTTTTGATTTTGTCATGTGCT
-ACATAATACAGAGAAGCACTTTCCAGCATCGCAACCATCGCAGACGGTTCGTGTTCGCGG
-CGCTTGATACGTAACAGAGTACGACTAGCACCAGTTTTACGGCGTTGATTTGGTGCTACG
-TAGAAACGGAATACTACGCGCCCTGTTTTATCATCAACTACCAGGTAAAACCCGTTTTCT
-TTCAGATCCACGCCTTCGAATTTCTTGAAGGTTCCGCGTTTCATGTCACCAATTTTAATT
-GCATATTTGTGAATGTCAAGTCTTGTCAGAATTCTTTTCATATTTTTTAGATACCAGTTT
-GCCTAATTTTGTAATTTCGCCTGTTTTTACGTTAACAAACAAGGCGATGCTCAGAAATGG
-GATGCTAATCACTACGCTGATCAATGTAAACAGAAAACGTATCACAAAAAGAACAGCACG
-TTCAAGATATCGTTGCATCCACGCGATTCCTAAACAACTATACCCTACTATAAAGGTGGT
-TGCAACATAAAATGCACCAAATCCTTTACGAAATACGTAACCTTTCCCGGATTCTATCCG
-GTCGTCGGCCCACATTTCACGGGCAGTTTTCAGAATAGATTCACCACTAGCGCGAGTTTC
-GTTAGCCGAAGGCATGTTTTTAAATTTCATGATAGTCTCCTATGCGCCCAGAACTCTCCA
-GGCGCGGTTGTTTAG
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer/test-data/ConvGlim_In.out
--- a/cpt_convert_glimmer/test-data/ConvGlim_In.out	Fri May 20 08:41:43 2022 +0000
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,259 +0,0 @@
->Miro
-orf00001      900        1  -1     9.03
-orf00002     3161      900  -3     8.16
-orf00003     3408     3172  -1     2.33
-orf00004     4020     3412  -1     6.61
-orf00005     5324     4038  -3     7.54
-orf00007     7222     5324  -2     8.91
-orf00009     7403     7290  -3    11.40
-orf00010     7894     7454  -2     6.54
-orf00011     8384     7917  -3     8.53
-orf00012     8733     8488  -1     3.78
-orf00013     9359     8763  -3     5.35
-orf00015     9728     9399  -3    10.83
-orf00016    10012     9788  -2    10.71
-orf00017    10349    10086  -3    12.41
-orf00018    10707    10438  -1     7.65
-orf00020    10961    10737  -3     2.85
-orf00021    11441    11178  -3    10.54
-orf00022    11701    11456  -2     2.48
-orf00023    12117    11728  -1     9.11
-orf00025    12707    12399  -3     6.00
-orf00026    14003    12732  -3    11.58
-orf00027    14347    14057  -2     3.72
-orf00028    15065    14529  -3    13.22
-orf00029    16098    15073  -1     7.69
-orf00030    16362    16102  -1     2.28
-orf00031    16564    16418  -2     4.66
-orf00032    17121    16633  -1    10.98
-orf00033    17813    17127  -3     3.24
-orf00034    18201    17839  -1     5.40
-orf00035    18464    18228  -3     5.21
-orf00037    18810    18556  -1    12.10
-orf00039    19014    18889  -1     5.45
-orf00040    20638    19202  -2    11.95
-orf00042    20968    20648  -2     9.61
-orf00044    22163    21006  -3    12.67
-orf00045    24937    22238  -2    10.44
-orf00046    25298    24984  -3     4.08
-orf00047    25597    25310  -2     3.41
-orf00048    26028    25666  -1     8.33
-orf00049    26595    26032  -1     9.85
-orf00050    27596    26598  -3    10.29
-orf00051    28320    27655  -1    13.49
-orf00052    28616    28347  -3     9.40
-orf00053    29643    28672  -1    15.00
-orf00055    30270    29659  -1     4.93
-orf00056    30560    30315  -3     8.17
-orf00057    30827    30564  -3    14.14
-orf00058    31754    30837  -3    10.56
-orf00059    32076    32603  +3     9.83
-orf00060    32693    32815  +2     5.52
-orf00061    32841    33134  +3     5.04
-orf00062    33186    34217  +3     9.85
-orf00063    34267    34491  +1     1.56
-orf00064    34514    36172  +2     8.89
-orf00065    36172    36363  +1     4.57
-orf00066    36437    38146  +2    12.99
-orf00067    38230    38496  +1     2.01
-orf00068    38595    38723  +3     8.05
-orf00069    38795    38977  +2     9.33
-orf00070    38992    39552  +1    10.38
-orf00071    39554    40429  +2    10.15
-orf00072    40469    42721  +2    13.23
-orf00073    42758    43933  +2     8.98
-orf00075    44229    44594  +3     6.09
-orf00076    44623    45732  +1     7.78
-orf00077    45939    46265  +3     3.96
-orf00078    46357    46569  +1     7.30
-orf00079    46662    46883  +3     1.89
-orf00080    46919    47035  +2     4.09
-orf00081    47044    47916  +1     7.65
-orf00082    47969    48256  +2     6.67
-orf00083    48280    48504  +1    12.14
-orf00086    48720    49277  +3     6.24
-orf00087    49281    49634  +3    13.23
-orf00088    49645    49896  +1     8.41
-orf00089    50212    50493  +1     5.34
-orf00090    50503    50922  +1     8.63
-orf00092    50958    51530  +3     7.72
-orf00093    51541    51903  +1    10.81
-orf00094    51903    52172  +3     6.98
-orf00095    52298    52591  +2    10.52
-orf00096    52615    52833  +1     2.29
-orf00098    52985    53137  +2     9.37
-orf00100    53221    53661  +1     6.06
-orf00101    53685    53921  +3     6.18
-orf00102    53923    54144  +1     3.66
-orf00103    54225    54755  +3    10.26
-orf00104    54826    56265  +1    11.52
-orf00105    56342    56911  +2    12.15
-orf00107    57009    57203  +3     7.65
-orf00108    57206    57382  +2     7.01
-orf00110    57624    57914  +3     9.59
-orf00111    57925    58236  +1     5.34
-orf00113    59706    58597  -1     7.23
-orf00114    59749    60351  +1     9.61
-orf00115    60354    62126  +3    12.46
-orf00116    62137    63210  +1    10.82
-orf00117    63217    64083  +1     9.84
-orf00118    64112    64855  +2    10.31
-orf00119    65089    65406  +1     7.18
-orf00120    65407    65799  +1     6.70
-orf00121    66289    65834  -2     8.06
-orf00122    66521    66297  -3     8.51
-orf00123    66879    66523  -1     4.66
-orf00124    67163    66879  -3     7.34
-orf00126    67649    67179  -3    11.39
-orf00127    68451    67801  -1    10.72
-orf00129    70706    68490  -3    12.35
-orf00130    71034    70714  -1     3.87
-orf00131    71549    71034  -3     9.65
-orf00132    71861    71577  -3     9.13
-orf00133    72028    71861  -2     0.68
-orf00134    72346    72068  -2    10.79
-orf00135    73280    72390  -3     5.99
-orf00136    73570    73313  -2     7.40
-orf00137    73800    73570  -1     4.66
-orf00138    74819    73812  -3    11.95
-orf00140    75196    74819  -2    10.84
-orf00142    76022    75417  -3    10.73
-orf00143    76225    76025  -2     6.91
-orf00144    76488    76294  -1     9.45
-orf00145    77723    76662  -3     8.89
-orf00146    78826    77900  -2    10.96
-orf00147    79308    78886  -1     4.79
-orf00149    80060    79668  -3    10.70
-orf00150    80655    80077  -1     6.79
-orf00151    80809    80678  -2     2.76
-orf00152    80975    80868  -3     7.86
-orf00153    81363    81076  -1     6.64
-orf00154    81839    81366  -3    11.56
-orf00155    82091    81924  -3     2.45
-orf00157    82469    82146  -3     4.85
-orf00158    83048    82479  -3     8.40
-orf00159    83212    83066  -2     9.96
-orf00160    83618    83223  -3     8.64
-orf00162    84327    83686  -1     8.87
-orf00163    84946    84392  -2     5.58
-orf00164    86539    85193  -2     9.66
-orf00165    87073    86549  -2     2.90
-orf00166    87531    87073  -1     1.11
-orf00167    87958    87563  -2    12.65
-orf00168    88427    88026  -3    11.96
-orf00169    88805    88482  -3     4.50
-orf00170    89108    88845  -3    10.14
-orf00171    89438    89178  -3     5.26
-orf00172    89871    89440  -1     8.22
-orf00173    90034    89882  -2     4.07
-orf00174    90375    90052  -1     7.07
-orf00175    90706    90380  -2     3.57
-orf00176    90950    90744  -3     5.45
-orf00177    92197    91043  -2     7.41
-orf00178    92210    92938  +2     2.93
-orf00181    93452    93252  -3     8.40
-orf00183    93843    93592  -1    10.52
-orf00184    94193    93915  -3    12.53
-orf00185    94533    94276  -1     0.52
-orf00186    95108    94533  -3     9.31
-orf00187    95514    95116  -1     9.29
-orf00189    95889    95689  -1     9.04
-orf00190    96760    95966  -2     8.81
-orf00192    97404    96877  -1     4.63
-orf00193    97727    97404  -3     6.99
-orf00194    98013    97756  -1     4.97
-orf00195    98398    98015  -2     9.84
-orf00196    98816    98409  -3     7.35
-orf00197    98987    98817  -3    12.25
-orf00198    99292    99059  -2     8.24
-orf00199    99572    99303  -3     7.18
-orf00200    99928    99593  -2    11.12
-orf00201   100067    99939  -3     1.66
-orf00202   100309   100169  -2     1.85
-orf00204   100896   100375  -1     3.55
-orf00205   101545   100922  -2     8.90
-orf00206   101869   101597  -2    10.05
-orf00207   102567   101872  -1     8.24
-orf00208   103097   102567  -3     7.10
-orf00210   103446   104255  +3    11.77
-orf00211   104304   104819  +3     2.67
-orf00212   105693   104839  -1     8.49
-orf00213   106176   105709  -1     6.32
-orf00214   106227   106781  +3     8.96
-orf00215   106820   108547  +2    12.05
-orf00216   108552   110618  +3     9.07
-orf00217   110650   112575  +1    10.62
-orf00218   112656   115742  +3     9.94
-orf00219   115743   116735  +3     6.50
-orf00220   116745   117608  +3    10.54
-orf00221   117710   119422  +2    13.92
-orf00222   119422   120090  +1    11.52
-orf00223   120100   121485  +1    10.64
-orf00224   121496   123247  +2    13.64
-orf00225   123286   124212  +1    11.65
-orf00226   124222   124968  +1    11.32
-orf00228   125117   125872  +2     8.26
-orf00229   125872   126369  +1    12.43
-orf00230   126381   128186  +3     4.39
-orf00231   128206   130197  +1    10.39
-orf00232   130246   130731  +1    11.81
-orf00233   130787   132361  +2    11.27
-orf00234   132361   132603  +1    14.40
-orf00235   132612   133016  +3     8.20
-orf00237   133019   133666  +2    10.48
-orf00238   133699   134487  +1    14.45
-orf00239   134507   136075  +2    16.79
-orf00241   136168   136806  +1     2.92
-orf00242   136839   138128  +3    11.97
-orf00243   138433   138852  +1    11.57
-orf00244   138852   139028  +3     7.61
-orf00245   139536   139303  -1     7.73
-orf00246   141044   139545  -3     5.03
-orf00247   141115   141738  +1    12.04
-orf00248   141831   142142  +3     8.21
-orf00249   142182   142751  +3     5.11
-orf00250   142780   143313  +1    13.11
-orf00251   143324   143599  +2     8.94
-orf00252   143613   144131  +3     5.20
-orf00253   144627   144163  -1    10.43
-orf00254   145516   144677  -2     9.89
-orf00255   145631   146506  +2    10.48
-orf00256   146539   146856  +1     3.43
-orf00257   146910   147029  +3     4.35
-orf00258   147041   147352  +2     5.34
-orf00259   147354   147710  +3    12.94
-orf00260   147710   148234  +2    11.54
-orf00261   148238   149257  +2    13.08
-orf00262   149352   149828  +3     6.02
-orf00263   149897   150346  +2     9.80
-orf00264   150424   150684  +1    11.24
-orf00266   150694   151143  +1     3.86
-orf00267   151171   152604  +1     9.12
-orf00268   152630   152893  +2     3.24
-orf00269   152905   153741  +1     9.17
-orf00270   153750   154019  +3     4.63
-orf00271   154052   154534  +2     7.42
-orf00273   154854   156977  +3     8.76
-orf00274   157045   157287  +1     7.59
-orf00275   157287   157781  +3     9.71
-orf00276   157781   157987  +2     4.81
-orf00277   158008   158259  +1     5.46
-orf00278   158320   158511  +1     7.99
-orf00279   158652   159179  +3     3.87
-orf00280   159200   159667  +2     8.79
-orf00281   159737   160702  +2     9.94
-orf00282   160745   161413  +2     8.59
-orf00284   161651   161950  +2    10.21
-orf00285   162030   165803  +3     8.87
-orf00286   165815   166927  +2     6.42
-orf00287   166977   167645  +3     7.19
-orf00288   167654   171466  +2     9.03
-orf00289   171503   172030  +2     3.11
-orf00290   172147   172794  +1     2.92
-orf00291   172953   172795  -1     3.49
-orf00292   173351   173061  -3     1.18
-orf00293   174148   173351  -2    13.25
-orf00295   174872   174453  -3    12.21
-orf00298   175187   174939  -3    13.40
-orf00299   175604   175224  -3    13.18
-orf00300   176010   175636  -1     6.19
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer/test-data/ConvGlim_Out.gff3
--- a/cpt_convert_glimmer/test-data/ConvGlim_Out.gff3	Fri May 20 08:41:43 2022 +0000
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,517 +0,0 @@
-##gff-version 3
-Miro	Glimmer3	gene	1	900	.	-	.	source=Glimmer3;ID=Miro.orf00001;
-Miro	Glimmer3	CDS	1	900	.	-	0	source=Glimmer3;ID=Miro.cds_orf00001;Parent=Miro.orf00001;
-Miro	Glimmer3	gene	900	3161	.	-	.	source=Glimmer3;ID=Miro.orf00002;
-Miro	Glimmer3	CDS	900	3161	.	-	0	source=Glimmer3;ID=Miro.cds_orf00002;Parent=Miro.orf00002;
-Miro	Glimmer3	gene	3172	3408	.	-	.	source=Glimmer3;ID=Miro.orf00003;
-Miro	Glimmer3	CDS	3172	3408	.	-	0	source=Glimmer3;ID=Miro.cds_orf00003;Parent=Miro.orf00003;
-Miro	Glimmer3	gene	3412	4020	.	-	.	source=Glimmer3;ID=Miro.orf00004;
-Miro	Glimmer3	CDS	3412	4020	.	-	0	source=Glimmer3;ID=Miro.cds_orf00004;Parent=Miro.orf00004;
-Miro	Glimmer3	gene	4038	5324	.	-	.	source=Glimmer3;ID=Miro.orf00005;
-Miro	Glimmer3	CDS	4038	5324	.	-	0	source=Glimmer3;ID=Miro.cds_orf00005;Parent=Miro.orf00005;
-Miro	Glimmer3	gene	5324	7222	.	-	.	source=Glimmer3;ID=Miro.orf00007;
-Miro	Glimmer3	CDS	5324	7222	.	-	0	source=Glimmer3;ID=Miro.cds_orf00007;Parent=Miro.orf00007;
-Miro	Glimmer3	gene	7290	7403	.	-	.	source=Glimmer3;ID=Miro.orf00009;
-Miro	Glimmer3	CDS	7290	7403	.	-	0	source=Glimmer3;ID=Miro.cds_orf00009;Parent=Miro.orf00009;
-Miro	Glimmer3	gene	7454	7894	.	-	.	source=Glimmer3;ID=Miro.orf00010;
-Miro	Glimmer3	CDS	7454	7894	.	-	0	source=Glimmer3;ID=Miro.cds_orf00010;Parent=Miro.orf00010;
-Miro	Glimmer3	gene	7917	8384	.	-	.	source=Glimmer3;ID=Miro.orf00011;
-Miro	Glimmer3	CDS	7917	8384	.	-	0	source=Glimmer3;ID=Miro.cds_orf00011;Parent=Miro.orf00011;
-Miro	Glimmer3	gene	8488	8733	.	-	.	source=Glimmer3;ID=Miro.orf00012;
-Miro	Glimmer3	CDS	8488	8733	.	-	0	source=Glimmer3;ID=Miro.cds_orf00012;Parent=Miro.orf00012;
-Miro	Glimmer3	gene	8763	9359	.	-	.	source=Glimmer3;ID=Miro.orf00013;
-Miro	Glimmer3	CDS	8763	9359	.	-	0	source=Glimmer3;ID=Miro.cds_orf00013;Parent=Miro.orf00013;
-Miro	Glimmer3	gene	9399	9728	.	-	.	source=Glimmer3;ID=Miro.orf00015;
-Miro	Glimmer3	CDS	9399	9728	.	-	0	source=Glimmer3;ID=Miro.cds_orf00015;Parent=Miro.orf00015;
-Miro	Glimmer3	gene	9788	10012	.	-	.	source=Glimmer3;ID=Miro.orf00016;
-Miro	Glimmer3	CDS	9788	10012	.	-	0	source=Glimmer3;ID=Miro.cds_orf00016;Parent=Miro.orf00016;
-Miro	Glimmer3	gene	10086	10349	.	-	.	source=Glimmer3;ID=Miro.orf00017;
-Miro	Glimmer3	CDS	10086	10349	.	-	0	source=Glimmer3;ID=Miro.cds_orf00017;Parent=Miro.orf00017;
-Miro	Glimmer3	gene	10438	10707	.	-	.	source=Glimmer3;ID=Miro.orf00018;
-Miro	Glimmer3	CDS	10438	10707	.	-	0	source=Glimmer3;ID=Miro.cds_orf00018;Parent=Miro.orf00018;
-Miro	Glimmer3	gene	10737	10961	.	-	.	source=Glimmer3;ID=Miro.orf00020;
-Miro	Glimmer3	CDS	10737	10961	.	-	0	source=Glimmer3;ID=Miro.cds_orf00020;Parent=Miro.orf00020;
-Miro	Glimmer3	gene	11178	11441	.	-	.	source=Glimmer3;ID=Miro.orf00021;
-Miro	Glimmer3	CDS	11178	11441	.	-	0	source=Glimmer3;ID=Miro.cds_orf00021;Parent=Miro.orf00021;
-Miro	Glimmer3	gene	11456	11701	.	-	.	source=Glimmer3;ID=Miro.orf00022;
-Miro	Glimmer3	CDS	11456	11701	.	-	0	source=Glimmer3;ID=Miro.cds_orf00022;Parent=Miro.orf00022;
-Miro	Glimmer3	gene	11728	12117	.	-	.	source=Glimmer3;ID=Miro.orf00023;
-Miro	Glimmer3	CDS	11728	12117	.	-	0	source=Glimmer3;ID=Miro.cds_orf00023;Parent=Miro.orf00023;
-Miro	Glimmer3	gene	12399	12707	.	-	.	source=Glimmer3;ID=Miro.orf00025;
-Miro	Glimmer3	CDS	12399	12707	.	-	0	source=Glimmer3;ID=Miro.cds_orf00025;Parent=Miro.orf00025;
-Miro	Glimmer3	gene	12732	14003	.	-	.	source=Glimmer3;ID=Miro.orf00026;
-Miro	Glimmer3	CDS	12732	14003	.	-	0	source=Glimmer3;ID=Miro.cds_orf00026;Parent=Miro.orf00026;
-Miro	Glimmer3	gene	14057	14347	.	-	.	source=Glimmer3;ID=Miro.orf00027;
-Miro	Glimmer3	CDS	14057	14347	.	-	0	source=Glimmer3;ID=Miro.cds_orf00027;Parent=Miro.orf00027;
-Miro	Glimmer3	gene	14529	15065	.	-	.	source=Glimmer3;ID=Miro.orf00028;
-Miro	Glimmer3	CDS	14529	15065	.	-	0	source=Glimmer3;ID=Miro.cds_orf00028;Parent=Miro.orf00028;
-Miro	Glimmer3	gene	15073	16098	.	-	.	source=Glimmer3;ID=Miro.orf00029;
-Miro	Glimmer3	CDS	15073	16098	.	-	0	source=Glimmer3;ID=Miro.cds_orf00029;Parent=Miro.orf00029;
-Miro	Glimmer3	gene	16102	16362	.	-	.	source=Glimmer3;ID=Miro.orf00030;
-Miro	Glimmer3	CDS	16102	16362	.	-	0	source=Glimmer3;ID=Miro.cds_orf00030;Parent=Miro.orf00030;
-Miro	Glimmer3	gene	16418	16564	.	-	.	source=Glimmer3;ID=Miro.orf00031;
-Miro	Glimmer3	CDS	16418	16564	.	-	0	source=Glimmer3;ID=Miro.cds_orf00031;Parent=Miro.orf00031;
-Miro	Glimmer3	gene	16633	17121	.	-	.	source=Glimmer3;ID=Miro.orf00032;
-Miro	Glimmer3	CDS	16633	17121	.	-	0	source=Glimmer3;ID=Miro.cds_orf00032;Parent=Miro.orf00032;
-Miro	Glimmer3	gene	17127	17813	.	-	.	source=Glimmer3;ID=Miro.orf00033;
-Miro	Glimmer3	CDS	17127	17813	.	-	0	source=Glimmer3;ID=Miro.cds_orf00033;Parent=Miro.orf00033;
-Miro	Glimmer3	gene	17839	18201	.	-	.	source=Glimmer3;ID=Miro.orf00034;
-Miro	Glimmer3	CDS	17839	18201	.	-	0	source=Glimmer3;ID=Miro.cds_orf00034;Parent=Miro.orf00034;
-Miro	Glimmer3	gene	18228	18464	.	-	.	source=Glimmer3;ID=Miro.orf00035;
-Miro	Glimmer3	CDS	18228	18464	.	-	0	source=Glimmer3;ID=Miro.cds_orf00035;Parent=Miro.orf00035;
-Miro	Glimmer3	gene	18556	18810	.	-	.	source=Glimmer3;ID=Miro.orf00037;
-Miro	Glimmer3	CDS	18556	18810	.	-	0	source=Glimmer3;ID=Miro.cds_orf00037;Parent=Miro.orf00037;
-Miro	Glimmer3	gene	18889	19014	.	-	.	source=Glimmer3;ID=Miro.orf00039;
-Miro	Glimmer3	CDS	18889	19014	.	-	0	source=Glimmer3;ID=Miro.cds_orf00039;Parent=Miro.orf00039;
-Miro	Glimmer3	gene	19202	20638	.	-	.	source=Glimmer3;ID=Miro.orf00040;
-Miro	Glimmer3	CDS	19202	20638	.	-	0	source=Glimmer3;ID=Miro.cds_orf00040;Parent=Miro.orf00040;
-Miro	Glimmer3	gene	20648	20968	.	-	.	source=Glimmer3;ID=Miro.orf00042;
-Miro	Glimmer3	CDS	20648	20968	.	-	0	source=Glimmer3;ID=Miro.cds_orf00042;Parent=Miro.orf00042;
-Miro	Glimmer3	gene	21006	22163	.	-	.	source=Glimmer3;ID=Miro.orf00044;
-Miro	Glimmer3	CDS	21006	22163	.	-	0	source=Glimmer3;ID=Miro.cds_orf00044;Parent=Miro.orf00044;
-Miro	Glimmer3	gene	22238	24937	.	-	.	source=Glimmer3;ID=Miro.orf00045;
-Miro	Glimmer3	CDS	22238	24937	.	-	0	source=Glimmer3;ID=Miro.cds_orf00045;Parent=Miro.orf00045;
-Miro	Glimmer3	gene	24984	25298	.	-	.	source=Glimmer3;ID=Miro.orf00046;
-Miro	Glimmer3	CDS	24984	25298	.	-	0	source=Glimmer3;ID=Miro.cds_orf00046;Parent=Miro.orf00046;
-Miro	Glimmer3	gene	25310	25597	.	-	.	source=Glimmer3;ID=Miro.orf00047;
-Miro	Glimmer3	CDS	25310	25597	.	-	0	source=Glimmer3;ID=Miro.cds_orf00047;Parent=Miro.orf00047;
-Miro	Glimmer3	gene	25666	26028	.	-	.	source=Glimmer3;ID=Miro.orf00048;
-Miro	Glimmer3	CDS	25666	26028	.	-	0	source=Glimmer3;ID=Miro.cds_orf00048;Parent=Miro.orf00048;
-Miro	Glimmer3	gene	26032	26595	.	-	.	source=Glimmer3;ID=Miro.orf00049;
-Miro	Glimmer3	CDS	26032	26595	.	-	0	source=Glimmer3;ID=Miro.cds_orf00049;Parent=Miro.orf00049;
-Miro	Glimmer3	gene	26598	27596	.	-	.	source=Glimmer3;ID=Miro.orf00050;
-Miro	Glimmer3	CDS	26598	27596	.	-	0	source=Glimmer3;ID=Miro.cds_orf00050;Parent=Miro.orf00050;
-Miro	Glimmer3	gene	27655	28320	.	-	.	source=Glimmer3;ID=Miro.orf00051;
-Miro	Glimmer3	CDS	27655	28320	.	-	0	source=Glimmer3;ID=Miro.cds_orf00051;Parent=Miro.orf00051;
-Miro	Glimmer3	gene	28347	28616	.	-	.	source=Glimmer3;ID=Miro.orf00052;
-Miro	Glimmer3	CDS	28347	28616	.	-	0	source=Glimmer3;ID=Miro.cds_orf00052;Parent=Miro.orf00052;
-Miro	Glimmer3	gene	28672	29643	.	-	.	source=Glimmer3;ID=Miro.orf00053;
-Miro	Glimmer3	CDS	28672	29643	.	-	0	source=Glimmer3;ID=Miro.cds_orf00053;Parent=Miro.orf00053;
-Miro	Glimmer3	gene	29659	30270	.	-	.	source=Glimmer3;ID=Miro.orf00055;
-Miro	Glimmer3	CDS	29659	30270	.	-	0	source=Glimmer3;ID=Miro.cds_orf00055;Parent=Miro.orf00055;
-Miro	Glimmer3	gene	30315	30560	.	-	.	source=Glimmer3;ID=Miro.orf00056;
-Miro	Glimmer3	CDS	30315	30560	.	-	0	source=Glimmer3;ID=Miro.cds_orf00056;Parent=Miro.orf00056;
-Miro	Glimmer3	gene	30564	30827	.	-	.	source=Glimmer3;ID=Miro.orf00057;
-Miro	Glimmer3	CDS	30564	30827	.	-	0	source=Glimmer3;ID=Miro.cds_orf00057;Parent=Miro.orf00057;
-Miro	Glimmer3	gene	30837	31754	.	-	.	source=Glimmer3;ID=Miro.orf00058;
-Miro	Glimmer3	CDS	30837	31754	.	-	0	source=Glimmer3;ID=Miro.cds_orf00058;Parent=Miro.orf00058;
-Miro	Glimmer3	gene	32076	32603	.	+	.	source=Glimmer3;ID=Miro.orf00059;
-Miro	Glimmer3	CDS	32076	32603	.	+	0	source=Glimmer3;ID=Miro.cds_orf00059;Parent=Miro.orf00059;
-Miro	Glimmer3	gene	32693	32815	.	+	.	source=Glimmer3;ID=Miro.orf00060;
-Miro	Glimmer3	CDS	32693	32815	.	+	0	source=Glimmer3;ID=Miro.cds_orf00060;Parent=Miro.orf00060;
-Miro	Glimmer3	gene	32841	33134	.	+	.	source=Glimmer3;ID=Miro.orf00061;
-Miro	Glimmer3	CDS	32841	33134	.	+	0	source=Glimmer3;ID=Miro.cds_orf00061;Parent=Miro.orf00061;
-Miro	Glimmer3	gene	33186	34217	.	+	.	source=Glimmer3;ID=Miro.orf00062;
-Miro	Glimmer3	CDS	33186	34217	.	+	0	source=Glimmer3;ID=Miro.cds_orf00062;Parent=Miro.orf00062;
-Miro	Glimmer3	gene	34267	34491	.	+	.	source=Glimmer3;ID=Miro.orf00063;
-Miro	Glimmer3	CDS	34267	34491	.	+	0	source=Glimmer3;ID=Miro.cds_orf00063;Parent=Miro.orf00063;
-Miro	Glimmer3	gene	34514	36172	.	+	.	source=Glimmer3;ID=Miro.orf00064;
-Miro	Glimmer3	CDS	34514	36172	.	+	0	source=Glimmer3;ID=Miro.cds_orf00064;Parent=Miro.orf00064;
-Miro	Glimmer3	gene	36172	36363	.	+	.	source=Glimmer3;ID=Miro.orf00065;
-Miro	Glimmer3	CDS	36172	36363	.	+	0	source=Glimmer3;ID=Miro.cds_orf00065;Parent=Miro.orf00065;
-Miro	Glimmer3	gene	36437	38146	.	+	.	source=Glimmer3;ID=Miro.orf00066;
-Miro	Glimmer3	CDS	36437	38146	.	+	0	source=Glimmer3;ID=Miro.cds_orf00066;Parent=Miro.orf00066;
-Miro	Glimmer3	gene	38230	38496	.	+	.	source=Glimmer3;ID=Miro.orf00067;
-Miro	Glimmer3	CDS	38230	38496	.	+	0	source=Glimmer3;ID=Miro.cds_orf00067;Parent=Miro.orf00067;
-Miro	Glimmer3	gene	38595	38723	.	+	.	source=Glimmer3;ID=Miro.orf00068;
-Miro	Glimmer3	CDS	38595	38723	.	+	0	source=Glimmer3;ID=Miro.cds_orf00068;Parent=Miro.orf00068;
-Miro	Glimmer3	gene	38795	38977	.	+	.	source=Glimmer3;ID=Miro.orf00069;
-Miro	Glimmer3	CDS	38795	38977	.	+	0	source=Glimmer3;ID=Miro.cds_orf00069;Parent=Miro.orf00069;
-Miro	Glimmer3	gene	38992	39552	.	+	.	source=Glimmer3;ID=Miro.orf00070;
-Miro	Glimmer3	CDS	38992	39552	.	+	0	source=Glimmer3;ID=Miro.cds_orf00070;Parent=Miro.orf00070;
-Miro	Glimmer3	gene	39554	40429	.	+	.	source=Glimmer3;ID=Miro.orf00071;
-Miro	Glimmer3	CDS	39554	40429	.	+	0	source=Glimmer3;ID=Miro.cds_orf00071;Parent=Miro.orf00071;
-Miro	Glimmer3	gene	40469	42721	.	+	.	source=Glimmer3;ID=Miro.orf00072;
-Miro	Glimmer3	CDS	40469	42721	.	+	0	source=Glimmer3;ID=Miro.cds_orf00072;Parent=Miro.orf00072;
-Miro	Glimmer3	gene	42758	43933	.	+	.	source=Glimmer3;ID=Miro.orf00073;
-Miro	Glimmer3	CDS	42758	43933	.	+	0	source=Glimmer3;ID=Miro.cds_orf00073;Parent=Miro.orf00073;
-Miro	Glimmer3	gene	44229	44594	.	+	.	source=Glimmer3;ID=Miro.orf00075;
-Miro	Glimmer3	CDS	44229	44594	.	+	0	source=Glimmer3;ID=Miro.cds_orf00075;Parent=Miro.orf00075;
-Miro	Glimmer3	gene	44623	45732	.	+	.	source=Glimmer3;ID=Miro.orf00076;
-Miro	Glimmer3	CDS	44623	45732	.	+	0	source=Glimmer3;ID=Miro.cds_orf00076;Parent=Miro.orf00076;
-Miro	Glimmer3	gene	45939	46265	.	+	.	source=Glimmer3;ID=Miro.orf00077;
-Miro	Glimmer3	CDS	45939	46265	.	+	0	source=Glimmer3;ID=Miro.cds_orf00077;Parent=Miro.orf00077;
-Miro	Glimmer3	gene	46357	46569	.	+	.	source=Glimmer3;ID=Miro.orf00078;
-Miro	Glimmer3	CDS	46357	46569	.	+	0	source=Glimmer3;ID=Miro.cds_orf00078;Parent=Miro.orf00078;
-Miro	Glimmer3	gene	46662	46883	.	+	.	source=Glimmer3;ID=Miro.orf00079;
-Miro	Glimmer3	CDS	46662	46883	.	+	0	source=Glimmer3;ID=Miro.cds_orf00079;Parent=Miro.orf00079;
-Miro	Glimmer3	gene	46919	47035	.	+	.	source=Glimmer3;ID=Miro.orf00080;
-Miro	Glimmer3	CDS	46919	47035	.	+	0	source=Glimmer3;ID=Miro.cds_orf00080;Parent=Miro.orf00080;
-Miro	Glimmer3	gene	47044	47916	.	+	.	source=Glimmer3;ID=Miro.orf00081;
-Miro	Glimmer3	CDS	47044	47916	.	+	0	source=Glimmer3;ID=Miro.cds_orf00081;Parent=Miro.orf00081;
-Miro	Glimmer3	gene	47969	48256	.	+	.	source=Glimmer3;ID=Miro.orf00082;
-Miro	Glimmer3	CDS	47969	48256	.	+	0	source=Glimmer3;ID=Miro.cds_orf00082;Parent=Miro.orf00082;
-Miro	Glimmer3	gene	48280	48504	.	+	.	source=Glimmer3;ID=Miro.orf00083;
-Miro	Glimmer3	CDS	48280	48504	.	+	0	source=Glimmer3;ID=Miro.cds_orf00083;Parent=Miro.orf00083;
-Miro	Glimmer3	gene	48720	49277	.	+	.	source=Glimmer3;ID=Miro.orf00086;
-Miro	Glimmer3	CDS	48720	49277	.	+	0	source=Glimmer3;ID=Miro.cds_orf00086;Parent=Miro.orf00086;
-Miro	Glimmer3	gene	49281	49634	.	+	.	source=Glimmer3;ID=Miro.orf00087;
-Miro	Glimmer3	CDS	49281	49634	.	+	0	source=Glimmer3;ID=Miro.cds_orf00087;Parent=Miro.orf00087;
-Miro	Glimmer3	gene	49645	49896	.	+	.	source=Glimmer3;ID=Miro.orf00088;
-Miro	Glimmer3	CDS	49645	49896	.	+	0	source=Glimmer3;ID=Miro.cds_orf00088;Parent=Miro.orf00088;
-Miro	Glimmer3	gene	50212	50493	.	+	.	source=Glimmer3;ID=Miro.orf00089;
-Miro	Glimmer3	CDS	50212	50493	.	+	0	source=Glimmer3;ID=Miro.cds_orf00089;Parent=Miro.orf00089;
-Miro	Glimmer3	gene	50503	50922	.	+	.	source=Glimmer3;ID=Miro.orf00090;
-Miro	Glimmer3	CDS	50503	50922	.	+	0	source=Glimmer3;ID=Miro.cds_orf00090;Parent=Miro.orf00090;
-Miro	Glimmer3	gene	50958	51530	.	+	.	source=Glimmer3;ID=Miro.orf00092;
-Miro	Glimmer3	CDS	50958	51530	.	+	0	source=Glimmer3;ID=Miro.cds_orf00092;Parent=Miro.orf00092;
-Miro	Glimmer3	gene	51541	51903	.	+	.	source=Glimmer3;ID=Miro.orf00093;
-Miro	Glimmer3	CDS	51541	51903	.	+	0	source=Glimmer3;ID=Miro.cds_orf00093;Parent=Miro.orf00093;
-Miro	Glimmer3	gene	51903	52172	.	+	.	source=Glimmer3;ID=Miro.orf00094;
-Miro	Glimmer3	CDS	51903	52172	.	+	0	source=Glimmer3;ID=Miro.cds_orf00094;Parent=Miro.orf00094;
-Miro	Glimmer3	gene	52298	52591	.	+	.	source=Glimmer3;ID=Miro.orf00095;
-Miro	Glimmer3	CDS	52298	52591	.	+	0	source=Glimmer3;ID=Miro.cds_orf00095;Parent=Miro.orf00095;
-Miro	Glimmer3	gene	52615	52833	.	+	.	source=Glimmer3;ID=Miro.orf00096;
-Miro	Glimmer3	CDS	52615	52833	.	+	0	source=Glimmer3;ID=Miro.cds_orf00096;Parent=Miro.orf00096;
-Miro	Glimmer3	gene	52985	53137	.	+	.	source=Glimmer3;ID=Miro.orf00098;
-Miro	Glimmer3	CDS	52985	53137	.	+	0	source=Glimmer3;ID=Miro.cds_orf00098;Parent=Miro.orf00098;
-Miro	Glimmer3	gene	53221	53661	.	+	.	source=Glimmer3;ID=Miro.orf00100;
-Miro	Glimmer3	CDS	53221	53661	.	+	0	source=Glimmer3;ID=Miro.cds_orf00100;Parent=Miro.orf00100;
-Miro	Glimmer3	gene	53685	53921	.	+	.	source=Glimmer3;ID=Miro.orf00101;
-Miro	Glimmer3	CDS	53685	53921	.	+	0	source=Glimmer3;ID=Miro.cds_orf00101;Parent=Miro.orf00101;
-Miro	Glimmer3	gene	53923	54144	.	+	.	source=Glimmer3;ID=Miro.orf00102;
-Miro	Glimmer3	CDS	53923	54144	.	+	0	source=Glimmer3;ID=Miro.cds_orf00102;Parent=Miro.orf00102;
-Miro	Glimmer3	gene	54225	54755	.	+	.	source=Glimmer3;ID=Miro.orf00103;
-Miro	Glimmer3	CDS	54225	54755	.	+	0	source=Glimmer3;ID=Miro.cds_orf00103;Parent=Miro.orf00103;
-Miro	Glimmer3	gene	54826	56265	.	+	.	source=Glimmer3;ID=Miro.orf00104;
-Miro	Glimmer3	CDS	54826	56265	.	+	0	source=Glimmer3;ID=Miro.cds_orf00104;Parent=Miro.orf00104;
-Miro	Glimmer3	gene	56342	56911	.	+	.	source=Glimmer3;ID=Miro.orf00105;
-Miro	Glimmer3	CDS	56342	56911	.	+	0	source=Glimmer3;ID=Miro.cds_orf00105;Parent=Miro.orf00105;
-Miro	Glimmer3	gene	57009	57203	.	+	.	source=Glimmer3;ID=Miro.orf00107;
-Miro	Glimmer3	CDS	57009	57203	.	+	0	source=Glimmer3;ID=Miro.cds_orf00107;Parent=Miro.orf00107;
-Miro	Glimmer3	gene	57206	57382	.	+	.	source=Glimmer3;ID=Miro.orf00108;
-Miro	Glimmer3	CDS	57206	57382	.	+	0	source=Glimmer3;ID=Miro.cds_orf00108;Parent=Miro.orf00108;
-Miro	Glimmer3	gene	57624	57914	.	+	.	source=Glimmer3;ID=Miro.orf00110;
-Miro	Glimmer3	CDS	57624	57914	.	+	0	source=Glimmer3;ID=Miro.cds_orf00110;Parent=Miro.orf00110;
-Miro	Glimmer3	gene	57925	58236	.	+	.	source=Glimmer3;ID=Miro.orf00111;
-Miro	Glimmer3	CDS	57925	58236	.	+	0	source=Glimmer3;ID=Miro.cds_orf00111;Parent=Miro.orf00111;
-Miro	Glimmer3	gene	58597	59706	.	-	.	source=Glimmer3;ID=Miro.orf00113;
-Miro	Glimmer3	CDS	58597	59706	.	-	0	source=Glimmer3;ID=Miro.cds_orf00113;Parent=Miro.orf00113;
-Miro	Glimmer3	gene	59749	60351	.	+	.	source=Glimmer3;ID=Miro.orf00114;
-Miro	Glimmer3	CDS	59749	60351	.	+	0	source=Glimmer3;ID=Miro.cds_orf00114;Parent=Miro.orf00114;
-Miro	Glimmer3	gene	60354	62126	.	+	.	source=Glimmer3;ID=Miro.orf00115;
-Miro	Glimmer3	CDS	60354	62126	.	+	0	source=Glimmer3;ID=Miro.cds_orf00115;Parent=Miro.orf00115;
-Miro	Glimmer3	gene	62137	63210	.	+	.	source=Glimmer3;ID=Miro.orf00116;
-Miro	Glimmer3	CDS	62137	63210	.	+	0	source=Glimmer3;ID=Miro.cds_orf00116;Parent=Miro.orf00116;
-Miro	Glimmer3	gene	63217	64083	.	+	.	source=Glimmer3;ID=Miro.orf00117;
-Miro	Glimmer3	CDS	63217	64083	.	+	0	source=Glimmer3;ID=Miro.cds_orf00117;Parent=Miro.orf00117;
-Miro	Glimmer3	gene	64112	64855	.	+	.	source=Glimmer3;ID=Miro.orf00118;
-Miro	Glimmer3	CDS	64112	64855	.	+	0	source=Glimmer3;ID=Miro.cds_orf00118;Parent=Miro.orf00118;
-Miro	Glimmer3	gene	65089	65406	.	+	.	source=Glimmer3;ID=Miro.orf00119;
-Miro	Glimmer3	CDS	65089	65406	.	+	0	source=Glimmer3;ID=Miro.cds_orf00119;Parent=Miro.orf00119;
-Miro	Glimmer3	gene	65407	65799	.	+	.	source=Glimmer3;ID=Miro.orf00120;
-Miro	Glimmer3	CDS	65407	65799	.	+	0	source=Glimmer3;ID=Miro.cds_orf00120;Parent=Miro.orf00120;
-Miro	Glimmer3	gene	65834	66289	.	-	.	source=Glimmer3;ID=Miro.orf00121;
-Miro	Glimmer3	CDS	65834	66289	.	-	0	source=Glimmer3;ID=Miro.cds_orf00121;Parent=Miro.orf00121;
-Miro	Glimmer3	gene	66297	66521	.	-	.	source=Glimmer3;ID=Miro.orf00122;
-Miro	Glimmer3	CDS	66297	66521	.	-	0	source=Glimmer3;ID=Miro.cds_orf00122;Parent=Miro.orf00122;
-Miro	Glimmer3	gene	66523	66879	.	-	.	source=Glimmer3;ID=Miro.orf00123;
-Miro	Glimmer3	CDS	66523	66879	.	-	0	source=Glimmer3;ID=Miro.cds_orf00123;Parent=Miro.orf00123;
-Miro	Glimmer3	gene	66879	67163	.	-	.	source=Glimmer3;ID=Miro.orf00124;
-Miro	Glimmer3	CDS	66879	67163	.	-	0	source=Glimmer3;ID=Miro.cds_orf00124;Parent=Miro.orf00124;
-Miro	Glimmer3	gene	67179	67649	.	-	.	source=Glimmer3;ID=Miro.orf00126;
-Miro	Glimmer3	CDS	67179	67649	.	-	0	source=Glimmer3;ID=Miro.cds_orf00126;Parent=Miro.orf00126;
-Miro	Glimmer3	gene	67801	68451	.	-	.	source=Glimmer3;ID=Miro.orf00127;
-Miro	Glimmer3	CDS	67801	68451	.	-	0	source=Glimmer3;ID=Miro.cds_orf00127;Parent=Miro.orf00127;
-Miro	Glimmer3	gene	68490	70706	.	-	.	source=Glimmer3;ID=Miro.orf00129;
-Miro	Glimmer3	CDS	68490	70706	.	-	0	source=Glimmer3;ID=Miro.cds_orf00129;Parent=Miro.orf00129;
-Miro	Glimmer3	gene	70714	71034	.	-	.	source=Glimmer3;ID=Miro.orf00130;
-Miro	Glimmer3	CDS	70714	71034	.	-	0	source=Glimmer3;ID=Miro.cds_orf00130;Parent=Miro.orf00130;
-Miro	Glimmer3	gene	71034	71549	.	-	.	source=Glimmer3;ID=Miro.orf00131;
-Miro	Glimmer3	CDS	71034	71549	.	-	0	source=Glimmer3;ID=Miro.cds_orf00131;Parent=Miro.orf00131;
-Miro	Glimmer3	gene	71577	71861	.	-	.	source=Glimmer3;ID=Miro.orf00132;
-Miro	Glimmer3	CDS	71577	71861	.	-	0	source=Glimmer3;ID=Miro.cds_orf00132;Parent=Miro.orf00132;
-Miro	Glimmer3	gene	71861	72028	.	-	.	source=Glimmer3;ID=Miro.orf00133;
-Miro	Glimmer3	CDS	71861	72028	.	-	0	source=Glimmer3;ID=Miro.cds_orf00133;Parent=Miro.orf00133;
-Miro	Glimmer3	gene	72068	72346	.	-	.	source=Glimmer3;ID=Miro.orf00134;
-Miro	Glimmer3	CDS	72068	72346	.	-	0	source=Glimmer3;ID=Miro.cds_orf00134;Parent=Miro.orf00134;
-Miro	Glimmer3	gene	72390	73280	.	-	.	source=Glimmer3;ID=Miro.orf00135;
-Miro	Glimmer3	CDS	72390	73280	.	-	0	source=Glimmer3;ID=Miro.cds_orf00135;Parent=Miro.orf00135;
-Miro	Glimmer3	gene	73313	73570	.	-	.	source=Glimmer3;ID=Miro.orf00136;
-Miro	Glimmer3	CDS	73313	73570	.	-	0	source=Glimmer3;ID=Miro.cds_orf00136;Parent=Miro.orf00136;
-Miro	Glimmer3	gene	73570	73800	.	-	.	source=Glimmer3;ID=Miro.orf00137;
-Miro	Glimmer3	CDS	73570	73800	.	-	0	source=Glimmer3;ID=Miro.cds_orf00137;Parent=Miro.orf00137;
-Miro	Glimmer3	gene	73812	74819	.	-	.	source=Glimmer3;ID=Miro.orf00138;
-Miro	Glimmer3	CDS	73812	74819	.	-	0	source=Glimmer3;ID=Miro.cds_orf00138;Parent=Miro.orf00138;
-Miro	Glimmer3	gene	74819	75196	.	-	.	source=Glimmer3;ID=Miro.orf00140;
-Miro	Glimmer3	CDS	74819	75196	.	-	0	source=Glimmer3;ID=Miro.cds_orf00140;Parent=Miro.orf00140;
-Miro	Glimmer3	gene	75417	76022	.	-	.	source=Glimmer3;ID=Miro.orf00142;
-Miro	Glimmer3	CDS	75417	76022	.	-	0	source=Glimmer3;ID=Miro.cds_orf00142;Parent=Miro.orf00142;
-Miro	Glimmer3	gene	76025	76225	.	-	.	source=Glimmer3;ID=Miro.orf00143;
-Miro	Glimmer3	CDS	76025	76225	.	-	0	source=Glimmer3;ID=Miro.cds_orf00143;Parent=Miro.orf00143;
-Miro	Glimmer3	gene	76294	76488	.	-	.	source=Glimmer3;ID=Miro.orf00144;
-Miro	Glimmer3	CDS	76294	76488	.	-	0	source=Glimmer3;ID=Miro.cds_orf00144;Parent=Miro.orf00144;
-Miro	Glimmer3	gene	76662	77723	.	-	.	source=Glimmer3;ID=Miro.orf00145;
-Miro	Glimmer3	CDS	76662	77723	.	-	0	source=Glimmer3;ID=Miro.cds_orf00145;Parent=Miro.orf00145;
-Miro	Glimmer3	gene	77900	78826	.	-	.	source=Glimmer3;ID=Miro.orf00146;
-Miro	Glimmer3	CDS	77900	78826	.	-	0	source=Glimmer3;ID=Miro.cds_orf00146;Parent=Miro.orf00146;
-Miro	Glimmer3	gene	78886	79308	.	-	.	source=Glimmer3;ID=Miro.orf00147;
-Miro	Glimmer3	CDS	78886	79308	.	-	0	source=Glimmer3;ID=Miro.cds_orf00147;Parent=Miro.orf00147;
-Miro	Glimmer3	gene	79668	80060	.	-	.	source=Glimmer3;ID=Miro.orf00149;
-Miro	Glimmer3	CDS	79668	80060	.	-	0	source=Glimmer3;ID=Miro.cds_orf00149;Parent=Miro.orf00149;
-Miro	Glimmer3	gene	80077	80655	.	-	.	source=Glimmer3;ID=Miro.orf00150;
-Miro	Glimmer3	CDS	80077	80655	.	-	0	source=Glimmer3;ID=Miro.cds_orf00150;Parent=Miro.orf00150;
-Miro	Glimmer3	gene	80678	80809	.	-	.	source=Glimmer3;ID=Miro.orf00151;
-Miro	Glimmer3	CDS	80678	80809	.	-	0	source=Glimmer3;ID=Miro.cds_orf00151;Parent=Miro.orf00151;
-Miro	Glimmer3	gene	80868	80975	.	-	.	source=Glimmer3;ID=Miro.orf00152;
-Miro	Glimmer3	CDS	80868	80975	.	-	0	source=Glimmer3;ID=Miro.cds_orf00152;Parent=Miro.orf00152;
-Miro	Glimmer3	gene	81076	81363	.	-	.	source=Glimmer3;ID=Miro.orf00153;
-Miro	Glimmer3	CDS	81076	81363	.	-	0	source=Glimmer3;ID=Miro.cds_orf00153;Parent=Miro.orf00153;
-Miro	Glimmer3	gene	81366	81839	.	-	.	source=Glimmer3;ID=Miro.orf00154;
-Miro	Glimmer3	CDS	81366	81839	.	-	0	source=Glimmer3;ID=Miro.cds_orf00154;Parent=Miro.orf00154;
-Miro	Glimmer3	gene	81924	82091	.	-	.	source=Glimmer3;ID=Miro.orf00155;
-Miro	Glimmer3	CDS	81924	82091	.	-	0	source=Glimmer3;ID=Miro.cds_orf00155;Parent=Miro.orf00155;
-Miro	Glimmer3	gene	82146	82469	.	-	.	source=Glimmer3;ID=Miro.orf00157;
-Miro	Glimmer3	CDS	82146	82469	.	-	0	source=Glimmer3;ID=Miro.cds_orf00157;Parent=Miro.orf00157;
-Miro	Glimmer3	gene	82479	83048	.	-	.	source=Glimmer3;ID=Miro.orf00158;
-Miro	Glimmer3	CDS	82479	83048	.	-	0	source=Glimmer3;ID=Miro.cds_orf00158;Parent=Miro.orf00158;
-Miro	Glimmer3	gene	83066	83212	.	-	.	source=Glimmer3;ID=Miro.orf00159;
-Miro	Glimmer3	CDS	83066	83212	.	-	0	source=Glimmer3;ID=Miro.cds_orf00159;Parent=Miro.orf00159;
-Miro	Glimmer3	gene	83223	83618	.	-	.	source=Glimmer3;ID=Miro.orf00160;
-Miro	Glimmer3	CDS	83223	83618	.	-	0	source=Glimmer3;ID=Miro.cds_orf00160;Parent=Miro.orf00160;
-Miro	Glimmer3	gene	83686	84327	.	-	.	source=Glimmer3;ID=Miro.orf00162;
-Miro	Glimmer3	CDS	83686	84327	.	-	0	source=Glimmer3;ID=Miro.cds_orf00162;Parent=Miro.orf00162;
-Miro	Glimmer3	gene	84392	84946	.	-	.	source=Glimmer3;ID=Miro.orf00163;
-Miro	Glimmer3	CDS	84392	84946	.	-	0	source=Glimmer3;ID=Miro.cds_orf00163;Parent=Miro.orf00163;
-Miro	Glimmer3	gene	85193	86539	.	-	.	source=Glimmer3;ID=Miro.orf00164;
-Miro	Glimmer3	CDS	85193	86539	.	-	0	source=Glimmer3;ID=Miro.cds_orf00164;Parent=Miro.orf00164;
-Miro	Glimmer3	gene	86549	87073	.	-	.	source=Glimmer3;ID=Miro.orf00165;
-Miro	Glimmer3	CDS	86549	87073	.	-	0	source=Glimmer3;ID=Miro.cds_orf00165;Parent=Miro.orf00165;
-Miro	Glimmer3	gene	87073	87531	.	-	.	source=Glimmer3;ID=Miro.orf00166;
-Miro	Glimmer3	CDS	87073	87531	.	-	0	source=Glimmer3;ID=Miro.cds_orf00166;Parent=Miro.orf00166;
-Miro	Glimmer3	gene	87563	87958	.	-	.	source=Glimmer3;ID=Miro.orf00167;
-Miro	Glimmer3	CDS	87563	87958	.	-	0	source=Glimmer3;ID=Miro.cds_orf00167;Parent=Miro.orf00167;
-Miro	Glimmer3	gene	88026	88427	.	-	.	source=Glimmer3;ID=Miro.orf00168;
-Miro	Glimmer3	CDS	88026	88427	.	-	0	source=Glimmer3;ID=Miro.cds_orf00168;Parent=Miro.orf00168;
-Miro	Glimmer3	gene	88482	88805	.	-	.	source=Glimmer3;ID=Miro.orf00169;
-Miro	Glimmer3	CDS	88482	88805	.	-	0	source=Glimmer3;ID=Miro.cds_orf00169;Parent=Miro.orf00169;
-Miro	Glimmer3	gene	88845	89108	.	-	.	source=Glimmer3;ID=Miro.orf00170;
-Miro	Glimmer3	CDS	88845	89108	.	-	0	source=Glimmer3;ID=Miro.cds_orf00170;Parent=Miro.orf00170;
-Miro	Glimmer3	gene	89178	89438	.	-	.	source=Glimmer3;ID=Miro.orf00171;
-Miro	Glimmer3	CDS	89178	89438	.	-	0	source=Glimmer3;ID=Miro.cds_orf00171;Parent=Miro.orf00171;
-Miro	Glimmer3	gene	89440	89871	.	-	.	source=Glimmer3;ID=Miro.orf00172;
-Miro	Glimmer3	CDS	89440	89871	.	-	0	source=Glimmer3;ID=Miro.cds_orf00172;Parent=Miro.orf00172;
-Miro	Glimmer3	gene	89882	90034	.	-	.	source=Glimmer3;ID=Miro.orf00173;
-Miro	Glimmer3	CDS	89882	90034	.	-	0	source=Glimmer3;ID=Miro.cds_orf00173;Parent=Miro.orf00173;
-Miro	Glimmer3	gene	90052	90375	.	-	.	source=Glimmer3;ID=Miro.orf00174;
-Miro	Glimmer3	CDS	90052	90375	.	-	0	source=Glimmer3;ID=Miro.cds_orf00174;Parent=Miro.orf00174;
-Miro	Glimmer3	gene	90380	90706	.	-	.	source=Glimmer3;ID=Miro.orf00175;
-Miro	Glimmer3	CDS	90380	90706	.	-	0	source=Glimmer3;ID=Miro.cds_orf00175;Parent=Miro.orf00175;
-Miro	Glimmer3	gene	90744	90950	.	-	.	source=Glimmer3;ID=Miro.orf00176;
-Miro	Glimmer3	CDS	90744	90950	.	-	0	source=Glimmer3;ID=Miro.cds_orf00176;Parent=Miro.orf00176;
-Miro	Glimmer3	gene	91043	92197	.	-	.	source=Glimmer3;ID=Miro.orf00177;
-Miro	Glimmer3	CDS	91043	92197	.	-	0	source=Glimmer3;ID=Miro.cds_orf00177;Parent=Miro.orf00177;
-Miro	Glimmer3	gene	92210	92938	.	+	.	source=Glimmer3;ID=Miro.orf00178;
-Miro	Glimmer3	CDS	92210	92938	.	+	0	source=Glimmer3;ID=Miro.cds_orf00178;Parent=Miro.orf00178;
-Miro	Glimmer3	gene	93252	93452	.	-	.	source=Glimmer3;ID=Miro.orf00181;
-Miro	Glimmer3	CDS	93252	93452	.	-	0	source=Glimmer3;ID=Miro.cds_orf00181;Parent=Miro.orf00181;
-Miro	Glimmer3	gene	93592	93843	.	-	.	source=Glimmer3;ID=Miro.orf00183;
-Miro	Glimmer3	CDS	93592	93843	.	-	0	source=Glimmer3;ID=Miro.cds_orf00183;Parent=Miro.orf00183;
-Miro	Glimmer3	gene	93915	94193	.	-	.	source=Glimmer3;ID=Miro.orf00184;
-Miro	Glimmer3	CDS	93915	94193	.	-	0	source=Glimmer3;ID=Miro.cds_orf00184;Parent=Miro.orf00184;
-Miro	Glimmer3	gene	94276	94533	.	-	.	source=Glimmer3;ID=Miro.orf00185;
-Miro	Glimmer3	CDS	94276	94533	.	-	0	source=Glimmer3;ID=Miro.cds_orf00185;Parent=Miro.orf00185;
-Miro	Glimmer3	gene	94533	95108	.	-	.	source=Glimmer3;ID=Miro.orf00186;
-Miro	Glimmer3	CDS	94533	95108	.	-	0	source=Glimmer3;ID=Miro.cds_orf00186;Parent=Miro.orf00186;
-Miro	Glimmer3	gene	95116	95514	.	-	.	source=Glimmer3;ID=Miro.orf00187;
-Miro	Glimmer3	CDS	95116	95514	.	-	0	source=Glimmer3;ID=Miro.cds_orf00187;Parent=Miro.orf00187;
-Miro	Glimmer3	gene	95689	95889	.	-	.	source=Glimmer3;ID=Miro.orf00189;
-Miro	Glimmer3	CDS	95689	95889	.	-	0	source=Glimmer3;ID=Miro.cds_orf00189;Parent=Miro.orf00189;
-Miro	Glimmer3	gene	95966	96760	.	-	.	source=Glimmer3;ID=Miro.orf00190;
-Miro	Glimmer3	CDS	95966	96760	.	-	0	source=Glimmer3;ID=Miro.cds_orf00190;Parent=Miro.orf00190;
-Miro	Glimmer3	gene	96877	97404	.	-	.	source=Glimmer3;ID=Miro.orf00192;
-Miro	Glimmer3	CDS	96877	97404	.	-	0	source=Glimmer3;ID=Miro.cds_orf00192;Parent=Miro.orf00192;
-Miro	Glimmer3	gene	97404	97727	.	-	.	source=Glimmer3;ID=Miro.orf00193;
-Miro	Glimmer3	CDS	97404	97727	.	-	0	source=Glimmer3;ID=Miro.cds_orf00193;Parent=Miro.orf00193;
-Miro	Glimmer3	gene	97756	98013	.	-	.	source=Glimmer3;ID=Miro.orf00194;
-Miro	Glimmer3	CDS	97756	98013	.	-	0	source=Glimmer3;ID=Miro.cds_orf00194;Parent=Miro.orf00194;
-Miro	Glimmer3	gene	98015	98398	.	-	.	source=Glimmer3;ID=Miro.orf00195;
-Miro	Glimmer3	CDS	98015	98398	.	-	0	source=Glimmer3;ID=Miro.cds_orf00195;Parent=Miro.orf00195;
-Miro	Glimmer3	gene	98409	98816	.	-	.	source=Glimmer3;ID=Miro.orf00196;
-Miro	Glimmer3	CDS	98409	98816	.	-	0	source=Glimmer3;ID=Miro.cds_orf00196;Parent=Miro.orf00196;
-Miro	Glimmer3	gene	98817	98987	.	-	.	source=Glimmer3;ID=Miro.orf00197;
-Miro	Glimmer3	CDS	98817	98987	.	-	0	source=Glimmer3;ID=Miro.cds_orf00197;Parent=Miro.orf00197;
-Miro	Glimmer3	gene	99059	99292	.	-	.	source=Glimmer3;ID=Miro.orf00198;
-Miro	Glimmer3	CDS	99059	99292	.	-	0	source=Glimmer3;ID=Miro.cds_orf00198;Parent=Miro.orf00198;
-Miro	Glimmer3	gene	99303	99572	.	-	.	source=Glimmer3;ID=Miro.orf00199;
-Miro	Glimmer3	CDS	99303	99572	.	-	0	source=Glimmer3;ID=Miro.cds_orf00199;Parent=Miro.orf00199;
-Miro	Glimmer3	gene	99593	99928	.	-	.	source=Glimmer3;ID=Miro.orf00200;
-Miro	Glimmer3	CDS	99593	99928	.	-	0	source=Glimmer3;ID=Miro.cds_orf00200;Parent=Miro.orf00200;
-Miro	Glimmer3	gene	99939	100067	.	-	.	source=Glimmer3;ID=Miro.orf00201;
-Miro	Glimmer3	CDS	99939	100067	.	-	0	source=Glimmer3;ID=Miro.cds_orf00201;Parent=Miro.orf00201;
-Miro	Glimmer3	gene	100169	100309	.	-	.	source=Glimmer3;ID=Miro.orf00202;
-Miro	Glimmer3	CDS	100169	100309	.	-	0	source=Glimmer3;ID=Miro.cds_orf00202;Parent=Miro.orf00202;
-Miro	Glimmer3	gene	100375	100896	.	-	.	source=Glimmer3;ID=Miro.orf00204;
-Miro	Glimmer3	CDS	100375	100896	.	-	0	source=Glimmer3;ID=Miro.cds_orf00204;Parent=Miro.orf00204;
-Miro	Glimmer3	gene	100922	101545	.	-	.	source=Glimmer3;ID=Miro.orf00205;
-Miro	Glimmer3	CDS	100922	101545	.	-	0	source=Glimmer3;ID=Miro.cds_orf00205;Parent=Miro.orf00205;
-Miro	Glimmer3	gene	101597	101869	.	-	.	source=Glimmer3;ID=Miro.orf00206;
-Miro	Glimmer3	CDS	101597	101869	.	-	0	source=Glimmer3;ID=Miro.cds_orf00206;Parent=Miro.orf00206;
-Miro	Glimmer3	gene	101872	102567	.	-	.	source=Glimmer3;ID=Miro.orf00207;
-Miro	Glimmer3	CDS	101872	102567	.	-	0	source=Glimmer3;ID=Miro.cds_orf00207;Parent=Miro.orf00207;
-Miro	Glimmer3	gene	102567	103097	.	-	.	source=Glimmer3;ID=Miro.orf00208;
-Miro	Glimmer3	CDS	102567	103097	.	-	0	source=Glimmer3;ID=Miro.cds_orf00208;Parent=Miro.orf00208;
-Miro	Glimmer3	gene	103446	104255	.	+	.	source=Glimmer3;ID=Miro.orf00210;
-Miro	Glimmer3	CDS	103446	104255	.	+	0	source=Glimmer3;ID=Miro.cds_orf00210;Parent=Miro.orf00210;
-Miro	Glimmer3	gene	104304	104819	.	+	.	source=Glimmer3;ID=Miro.orf00211;
-Miro	Glimmer3	CDS	104304	104819	.	+	0	source=Glimmer3;ID=Miro.cds_orf00211;Parent=Miro.orf00211;
-Miro	Glimmer3	gene	104839	105693	.	-	.	source=Glimmer3;ID=Miro.orf00212;
-Miro	Glimmer3	CDS	104839	105693	.	-	0	source=Glimmer3;ID=Miro.cds_orf00212;Parent=Miro.orf00212;
-Miro	Glimmer3	gene	105709	106176	.	-	.	source=Glimmer3;ID=Miro.orf00213;
-Miro	Glimmer3	CDS	105709	106176	.	-	0	source=Glimmer3;ID=Miro.cds_orf00213;Parent=Miro.orf00213;
-Miro	Glimmer3	gene	106227	106781	.	+	.	source=Glimmer3;ID=Miro.orf00214;
-Miro	Glimmer3	CDS	106227	106781	.	+	0	source=Glimmer3;ID=Miro.cds_orf00214;Parent=Miro.orf00214;
-Miro	Glimmer3	gene	106820	108547	.	+	.	source=Glimmer3;ID=Miro.orf00215;
-Miro	Glimmer3	CDS	106820	108547	.	+	0	source=Glimmer3;ID=Miro.cds_orf00215;Parent=Miro.orf00215;
-Miro	Glimmer3	gene	108552	110618	.	+	.	source=Glimmer3;ID=Miro.orf00216;
-Miro	Glimmer3	CDS	108552	110618	.	+	0	source=Glimmer3;ID=Miro.cds_orf00216;Parent=Miro.orf00216;
-Miro	Glimmer3	gene	110650	112575	.	+	.	source=Glimmer3;ID=Miro.orf00217;
-Miro	Glimmer3	CDS	110650	112575	.	+	0	source=Glimmer3;ID=Miro.cds_orf00217;Parent=Miro.orf00217;
-Miro	Glimmer3	gene	112656	115742	.	+	.	source=Glimmer3;ID=Miro.orf00218;
-Miro	Glimmer3	CDS	112656	115742	.	+	0	source=Glimmer3;ID=Miro.cds_orf00218;Parent=Miro.orf00218;
-Miro	Glimmer3	gene	115743	116735	.	+	.	source=Glimmer3;ID=Miro.orf00219;
-Miro	Glimmer3	CDS	115743	116735	.	+	0	source=Glimmer3;ID=Miro.cds_orf00219;Parent=Miro.orf00219;
-Miro	Glimmer3	gene	116745	117608	.	+	.	source=Glimmer3;ID=Miro.orf00220;
-Miro	Glimmer3	CDS	116745	117608	.	+	0	source=Glimmer3;ID=Miro.cds_orf00220;Parent=Miro.orf00220;
-Miro	Glimmer3	gene	117710	119422	.	+	.	source=Glimmer3;ID=Miro.orf00221;
-Miro	Glimmer3	CDS	117710	119422	.	+	0	source=Glimmer3;ID=Miro.cds_orf00221;Parent=Miro.orf00221;
-Miro	Glimmer3	gene	119422	120090	.	+	.	source=Glimmer3;ID=Miro.orf00222;
-Miro	Glimmer3	CDS	119422	120090	.	+	0	source=Glimmer3;ID=Miro.cds_orf00222;Parent=Miro.orf00222;
-Miro	Glimmer3	gene	120100	121485	.	+	.	source=Glimmer3;ID=Miro.orf00223;
-Miro	Glimmer3	CDS	120100	121485	.	+	0	source=Glimmer3;ID=Miro.cds_orf00223;Parent=Miro.orf00223;
-Miro	Glimmer3	gene	121496	123247	.	+	.	source=Glimmer3;ID=Miro.orf00224;
-Miro	Glimmer3	CDS	121496	123247	.	+	0	source=Glimmer3;ID=Miro.cds_orf00224;Parent=Miro.orf00224;
-Miro	Glimmer3	gene	123286	124212	.	+	.	source=Glimmer3;ID=Miro.orf00225;
-Miro	Glimmer3	CDS	123286	124212	.	+	0	source=Glimmer3;ID=Miro.cds_orf00225;Parent=Miro.orf00225;
-Miro	Glimmer3	gene	124222	124968	.	+	.	source=Glimmer3;ID=Miro.orf00226;
-Miro	Glimmer3	CDS	124222	124968	.	+	0	source=Glimmer3;ID=Miro.cds_orf00226;Parent=Miro.orf00226;
-Miro	Glimmer3	gene	125117	125872	.	+	.	source=Glimmer3;ID=Miro.orf00228;
-Miro	Glimmer3	CDS	125117	125872	.	+	0	source=Glimmer3;ID=Miro.cds_orf00228;Parent=Miro.orf00228;
-Miro	Glimmer3	gene	125872	126369	.	+	.	source=Glimmer3;ID=Miro.orf00229;
-Miro	Glimmer3	CDS	125872	126369	.	+	0	source=Glimmer3;ID=Miro.cds_orf00229;Parent=Miro.orf00229;
-Miro	Glimmer3	gene	126381	128186	.	+	.	source=Glimmer3;ID=Miro.orf00230;
-Miro	Glimmer3	CDS	126381	128186	.	+	0	source=Glimmer3;ID=Miro.cds_orf00230;Parent=Miro.orf00230;
-Miro	Glimmer3	gene	128206	130197	.	+	.	source=Glimmer3;ID=Miro.orf00231;
-Miro	Glimmer3	CDS	128206	130197	.	+	0	source=Glimmer3;ID=Miro.cds_orf00231;Parent=Miro.orf00231;
-Miro	Glimmer3	gene	130246	130731	.	+	.	source=Glimmer3;ID=Miro.orf00232;
-Miro	Glimmer3	CDS	130246	130731	.	+	0	source=Glimmer3;ID=Miro.cds_orf00232;Parent=Miro.orf00232;
-Miro	Glimmer3	gene	130787	132361	.	+	.	source=Glimmer3;ID=Miro.orf00233;
-Miro	Glimmer3	CDS	130787	132361	.	+	0	source=Glimmer3;ID=Miro.cds_orf00233;Parent=Miro.orf00233;
-Miro	Glimmer3	gene	132361	132603	.	+	.	source=Glimmer3;ID=Miro.orf00234;
-Miro	Glimmer3	CDS	132361	132603	.	+	0	source=Glimmer3;ID=Miro.cds_orf00234;Parent=Miro.orf00234;
-Miro	Glimmer3	gene	132612	133016	.	+	.	source=Glimmer3;ID=Miro.orf00235;
-Miro	Glimmer3	CDS	132612	133016	.	+	0	source=Glimmer3;ID=Miro.cds_orf00235;Parent=Miro.orf00235;
-Miro	Glimmer3	gene	133019	133666	.	+	.	source=Glimmer3;ID=Miro.orf00237;
-Miro	Glimmer3	CDS	133019	133666	.	+	0	source=Glimmer3;ID=Miro.cds_orf00237;Parent=Miro.orf00237;
-Miro	Glimmer3	gene	133699	134487	.	+	.	source=Glimmer3;ID=Miro.orf00238;
-Miro	Glimmer3	CDS	133699	134487	.	+	0	source=Glimmer3;ID=Miro.cds_orf00238;Parent=Miro.orf00238;
-Miro	Glimmer3	gene	134507	136075	.	+	.	source=Glimmer3;ID=Miro.orf00239;
-Miro	Glimmer3	CDS	134507	136075	.	+	0	source=Glimmer3;ID=Miro.cds_orf00239;Parent=Miro.orf00239;
-Miro	Glimmer3	gene	136168	136806	.	+	.	source=Glimmer3;ID=Miro.orf00241;
-Miro	Glimmer3	CDS	136168	136806	.	+	0	source=Glimmer3;ID=Miro.cds_orf00241;Parent=Miro.orf00241;
-Miro	Glimmer3	gene	136839	138128	.	+	.	source=Glimmer3;ID=Miro.orf00242;
-Miro	Glimmer3	CDS	136839	138128	.	+	0	source=Glimmer3;ID=Miro.cds_orf00242;Parent=Miro.orf00242;
-Miro	Glimmer3	gene	138433	138852	.	+	.	source=Glimmer3;ID=Miro.orf00243;
-Miro	Glimmer3	CDS	138433	138852	.	+	0	source=Glimmer3;ID=Miro.cds_orf00243;Parent=Miro.orf00243;
-Miro	Glimmer3	gene	138852	139028	.	+	.	source=Glimmer3;ID=Miro.orf00244;
-Miro	Glimmer3	CDS	138852	139028	.	+	0	source=Glimmer3;ID=Miro.cds_orf00244;Parent=Miro.orf00244;
-Miro	Glimmer3	gene	139303	139536	.	-	.	source=Glimmer3;ID=Miro.orf00245;
-Miro	Glimmer3	CDS	139303	139536	.	-	0	source=Glimmer3;ID=Miro.cds_orf00245;Parent=Miro.orf00245;
-Miro	Glimmer3	gene	139545	141044	.	-	.	source=Glimmer3;ID=Miro.orf00246;
-Miro	Glimmer3	CDS	139545	141044	.	-	0	source=Glimmer3;ID=Miro.cds_orf00246;Parent=Miro.orf00246;
-Miro	Glimmer3	gene	141115	141738	.	+	.	source=Glimmer3;ID=Miro.orf00247;
-Miro	Glimmer3	CDS	141115	141738	.	+	0	source=Glimmer3;ID=Miro.cds_orf00247;Parent=Miro.orf00247;
-Miro	Glimmer3	gene	141831	142142	.	+	.	source=Glimmer3;ID=Miro.orf00248;
-Miro	Glimmer3	CDS	141831	142142	.	+	0	source=Glimmer3;ID=Miro.cds_orf00248;Parent=Miro.orf00248;
-Miro	Glimmer3	gene	142182	142751	.	+	.	source=Glimmer3;ID=Miro.orf00249;
-Miro	Glimmer3	CDS	142182	142751	.	+	0	source=Glimmer3;ID=Miro.cds_orf00249;Parent=Miro.orf00249;
-Miro	Glimmer3	gene	142780	143313	.	+	.	source=Glimmer3;ID=Miro.orf00250;
-Miro	Glimmer3	CDS	142780	143313	.	+	0	source=Glimmer3;ID=Miro.cds_orf00250;Parent=Miro.orf00250;
-Miro	Glimmer3	gene	143324	143599	.	+	.	source=Glimmer3;ID=Miro.orf00251;
-Miro	Glimmer3	CDS	143324	143599	.	+	0	source=Glimmer3;ID=Miro.cds_orf00251;Parent=Miro.orf00251;
-Miro	Glimmer3	gene	143613	144131	.	+	.	source=Glimmer3;ID=Miro.orf00252;
-Miro	Glimmer3	CDS	143613	144131	.	+	0	source=Glimmer3;ID=Miro.cds_orf00252;Parent=Miro.orf00252;
-Miro	Glimmer3	gene	144163	144627	.	-	.	source=Glimmer3;ID=Miro.orf00253;
-Miro	Glimmer3	CDS	144163	144627	.	-	0	source=Glimmer3;ID=Miro.cds_orf00253;Parent=Miro.orf00253;
-Miro	Glimmer3	gene	144677	145516	.	-	.	source=Glimmer3;ID=Miro.orf00254;
-Miro	Glimmer3	CDS	144677	145516	.	-	0	source=Glimmer3;ID=Miro.cds_orf00254;Parent=Miro.orf00254;
-Miro	Glimmer3	gene	145631	146506	.	+	.	source=Glimmer3;ID=Miro.orf00255;
-Miro	Glimmer3	CDS	145631	146506	.	+	0	source=Glimmer3;ID=Miro.cds_orf00255;Parent=Miro.orf00255;
-Miro	Glimmer3	gene	146539	146856	.	+	.	source=Glimmer3;ID=Miro.orf00256;
-Miro	Glimmer3	CDS	146539	146856	.	+	0	source=Glimmer3;ID=Miro.cds_orf00256;Parent=Miro.orf00256;
-Miro	Glimmer3	gene	146910	147029	.	+	.	source=Glimmer3;ID=Miro.orf00257;
-Miro	Glimmer3	CDS	146910	147029	.	+	0	source=Glimmer3;ID=Miro.cds_orf00257;Parent=Miro.orf00257;
-Miro	Glimmer3	gene	147041	147352	.	+	.	source=Glimmer3;ID=Miro.orf00258;
-Miro	Glimmer3	CDS	147041	147352	.	+	0	source=Glimmer3;ID=Miro.cds_orf00258;Parent=Miro.orf00258;
-Miro	Glimmer3	gene	147354	147710	.	+	.	source=Glimmer3;ID=Miro.orf00259;
-Miro	Glimmer3	CDS	147354	147710	.	+	0	source=Glimmer3;ID=Miro.cds_orf00259;Parent=Miro.orf00259;
-Miro	Glimmer3	gene	147710	148234	.	+	.	source=Glimmer3;ID=Miro.orf00260;
-Miro	Glimmer3	CDS	147710	148234	.	+	0	source=Glimmer3;ID=Miro.cds_orf00260;Parent=Miro.orf00260;
-Miro	Glimmer3	gene	148238	149257	.	+	.	source=Glimmer3;ID=Miro.orf00261;
-Miro	Glimmer3	CDS	148238	149257	.	+	0	source=Glimmer3;ID=Miro.cds_orf00261;Parent=Miro.orf00261;
-Miro	Glimmer3	gene	149352	149828	.	+	.	source=Glimmer3;ID=Miro.orf00262;
-Miro	Glimmer3	CDS	149352	149828	.	+	0	source=Glimmer3;ID=Miro.cds_orf00262;Parent=Miro.orf00262;
-Miro	Glimmer3	gene	149897	150346	.	+	.	source=Glimmer3;ID=Miro.orf00263;
-Miro	Glimmer3	CDS	149897	150346	.	+	0	source=Glimmer3;ID=Miro.cds_orf00263;Parent=Miro.orf00263;
-Miro	Glimmer3	gene	150424	150684	.	+	.	source=Glimmer3;ID=Miro.orf00264;
-Miro	Glimmer3	CDS	150424	150684	.	+	0	source=Glimmer3;ID=Miro.cds_orf00264;Parent=Miro.orf00264;
-Miro	Glimmer3	gene	150694	151143	.	+	.	source=Glimmer3;ID=Miro.orf00266;
-Miro	Glimmer3	CDS	150694	151143	.	+	0	source=Glimmer3;ID=Miro.cds_orf00266;Parent=Miro.orf00266;
-Miro	Glimmer3	gene	151171	152604	.	+	.	source=Glimmer3;ID=Miro.orf00267;
-Miro	Glimmer3	CDS	151171	152604	.	+	0	source=Glimmer3;ID=Miro.cds_orf00267;Parent=Miro.orf00267;
-Miro	Glimmer3	gene	152630	152893	.	+	.	source=Glimmer3;ID=Miro.orf00268;
-Miro	Glimmer3	CDS	152630	152893	.	+	0	source=Glimmer3;ID=Miro.cds_orf00268;Parent=Miro.orf00268;
-Miro	Glimmer3	gene	152905	153741	.	+	.	source=Glimmer3;ID=Miro.orf00269;
-Miro	Glimmer3	CDS	152905	153741	.	+	0	source=Glimmer3;ID=Miro.cds_orf00269;Parent=Miro.orf00269;
-Miro	Glimmer3	gene	153750	154019	.	+	.	source=Glimmer3;ID=Miro.orf00270;
-Miro	Glimmer3	CDS	153750	154019	.	+	0	source=Glimmer3;ID=Miro.cds_orf00270;Parent=Miro.orf00270;
-Miro	Glimmer3	gene	154052	154534	.	+	.	source=Glimmer3;ID=Miro.orf00271;
-Miro	Glimmer3	CDS	154052	154534	.	+	0	source=Glimmer3;ID=Miro.cds_orf00271;Parent=Miro.orf00271;
-Miro	Glimmer3	gene	154854	156977	.	+	.	source=Glimmer3;ID=Miro.orf00273;
-Miro	Glimmer3	CDS	154854	156977	.	+	0	source=Glimmer3;ID=Miro.cds_orf00273;Parent=Miro.orf00273;
-Miro	Glimmer3	gene	157045	157287	.	+	.	source=Glimmer3;ID=Miro.orf00274;
-Miro	Glimmer3	CDS	157045	157287	.	+	0	source=Glimmer3;ID=Miro.cds_orf00274;Parent=Miro.orf00274;
-Miro	Glimmer3	gene	157287	157781	.	+	.	source=Glimmer3;ID=Miro.orf00275;
-Miro	Glimmer3	CDS	157287	157781	.	+	0	source=Glimmer3;ID=Miro.cds_orf00275;Parent=Miro.orf00275;
-Miro	Glimmer3	gene	157781	157987	.	+	.	source=Glimmer3;ID=Miro.orf00276;
-Miro	Glimmer3	CDS	157781	157987	.	+	0	source=Glimmer3;ID=Miro.cds_orf00276;Parent=Miro.orf00276;
-Miro	Glimmer3	gene	158008	158259	.	+	.	source=Glimmer3;ID=Miro.orf00277;
-Miro	Glimmer3	CDS	158008	158259	.	+	0	source=Glimmer3;ID=Miro.cds_orf00277;Parent=Miro.orf00277;
-Miro	Glimmer3	gene	158320	158511	.	+	.	source=Glimmer3;ID=Miro.orf00278;
-Miro	Glimmer3	CDS	158320	158511	.	+	0	source=Glimmer3;ID=Miro.cds_orf00278;Parent=Miro.orf00278;
-Miro	Glimmer3	gene	158652	159179	.	+	.	source=Glimmer3;ID=Miro.orf00279;
-Miro	Glimmer3	CDS	158652	159179	.	+	0	source=Glimmer3;ID=Miro.cds_orf00279;Parent=Miro.orf00279;
-Miro	Glimmer3	gene	159200	159667	.	+	.	source=Glimmer3;ID=Miro.orf00280;
-Miro	Glimmer3	CDS	159200	159667	.	+	0	source=Glimmer3;ID=Miro.cds_orf00280;Parent=Miro.orf00280;
-Miro	Glimmer3	gene	159737	160702	.	+	.	source=Glimmer3;ID=Miro.orf00281;
-Miro	Glimmer3	CDS	159737	160702	.	+	0	source=Glimmer3;ID=Miro.cds_orf00281;Parent=Miro.orf00281;
-Miro	Glimmer3	gene	160745	161413	.	+	.	source=Glimmer3;ID=Miro.orf00282;
-Miro	Glimmer3	CDS	160745	161413	.	+	0	source=Glimmer3;ID=Miro.cds_orf00282;Parent=Miro.orf00282;
-Miro	Glimmer3	gene	161651	161950	.	+	.	source=Glimmer3;ID=Miro.orf00284;
-Miro	Glimmer3	CDS	161651	161950	.	+	0	source=Glimmer3;ID=Miro.cds_orf00284;Parent=Miro.orf00284;
-Miro	Glimmer3	gene	162030	165803	.	+	.	source=Glimmer3;ID=Miro.orf00285;
-Miro	Glimmer3	CDS	162030	165803	.	+	0	source=Glimmer3;ID=Miro.cds_orf00285;Parent=Miro.orf00285;
-Miro	Glimmer3	gene	165815	166927	.	+	.	source=Glimmer3;ID=Miro.orf00286;
-Miro	Glimmer3	CDS	165815	166927	.	+	0	source=Glimmer3;ID=Miro.cds_orf00286;Parent=Miro.orf00286;
-Miro	Glimmer3	gene	166977	167645	.	+	.	source=Glimmer3;ID=Miro.orf00287;
-Miro	Glimmer3	CDS	166977	167645	.	+	0	source=Glimmer3;ID=Miro.cds_orf00287;Parent=Miro.orf00287;
-Miro	Glimmer3	gene	167654	171466	.	+	.	source=Glimmer3;ID=Miro.orf00288;
-Miro	Glimmer3	CDS	167654	171466	.	+	0	source=Glimmer3;ID=Miro.cds_orf00288;Parent=Miro.orf00288;
-Miro	Glimmer3	gene	171503	172030	.	+	.	source=Glimmer3;ID=Miro.orf00289;
-Miro	Glimmer3	CDS	171503	172030	.	+	0	source=Glimmer3;ID=Miro.cds_orf00289;Parent=Miro.orf00289;
-Miro	Glimmer3	gene	172147	172794	.	+	.	source=Glimmer3;ID=Miro.orf00290;
-Miro	Glimmer3	CDS	172147	172794	.	+	0	source=Glimmer3;ID=Miro.cds_orf00290;Parent=Miro.orf00290;
-Miro	Glimmer3	gene	172795	172953	.	-	.	source=Glimmer3;ID=Miro.orf00291;
-Miro	Glimmer3	CDS	172795	172953	.	-	0	source=Glimmer3;ID=Miro.cds_orf00291;Parent=Miro.orf00291;
-Miro	Glimmer3	gene	173061	173351	.	-	.	source=Glimmer3;ID=Miro.orf00292;
-Miro	Glimmer3	CDS	173061	173351	.	-	0	source=Glimmer3;ID=Miro.cds_orf00292;Parent=Miro.orf00292;
-Miro	Glimmer3	gene	173351	174148	.	-	.	source=Glimmer3;ID=Miro.orf00293;
-Miro	Glimmer3	CDS	173351	174148	.	-	0	source=Glimmer3;ID=Miro.cds_orf00293;Parent=Miro.orf00293;
-Miro	Glimmer3	gene	174453	174872	.	-	.	source=Glimmer3;ID=Miro.orf00295;
-Miro	Glimmer3	CDS	174453	174872	.	-	0	source=Glimmer3;ID=Miro.cds_orf00295;Parent=Miro.orf00295;
-Miro	Glimmer3	gene	174939	175187	.	-	.	source=Glimmer3;ID=Miro.orf00298;
-Miro	Glimmer3	CDS	174939	175187	.	-	0	source=Glimmer3;ID=Miro.cds_orf00298;Parent=Miro.orf00298;
-Miro	Glimmer3	gene	175224	175604	.	-	.	source=Glimmer3;ID=Miro.orf00299;
-Miro	Glimmer3	CDS	175224	175604	.	-	0	source=Glimmer3;ID=Miro.cds_orf00299;Parent=Miro.orf00299;
-Miro	Glimmer3	gene	175636	176010	.	-	.	source=Glimmer3;ID=Miro.orf00300;
-Miro	Glimmer3	CDS	175636	176010	.	-	0	source=Glimmer3;ID=Miro.cds_orf00300;Parent=Miro.orf00300;
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer_to_gff3.py
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/cpt_convert_glimmer_to_gff3.py	Mon Jun 05 02:40:30 2023 +0000
@@ -0,0 +1,91 @@
+#!/usr/bin/env python
+import sys
+import argparse
+from CPT_GFFParser import gffParse, gffWrite, gffSeqFeature
+from Bio import SeqIO
+from Bio.SeqFeature import SeqFeature
+from Bio.SeqFeature import FeatureLocation
+import logging
+
+logging.basicConfig(level=logging.INFO)
+
+
+def glimmer3_to_gff3(glimmer, genome):
+    seq_dict = SeqIO.to_dict(SeqIO.parse(genome, "fasta"))
+
+    current_record = None
+    for line in glimmer:
+        if line.startswith(">"):
+            chromId = line.strip().replace(">", "")
+            if chromId in seq_dict:
+                if current_record is not None:
+                    yield current_record
+                current_record = seq_dict[chromId]
+            else:
+                raise Exception(
+                    "Found results for sequence %s which was not in fasta file sequences (%s)"
+                    % (chromId, ", ".join(seq_dict.keys()))
+                )
+
+        if not line.startswith(">"):
+            (gene_id, gstart, gend, phase, score) = line.strip().split()
+            gstart = int(gstart)
+            gend = int(gend)
+
+            if "+" in phase:
+                strand = 1
+                start = gstart
+                end = gend
+            else:
+                strand = -1
+                start = gend
+                end = gstart
+
+            # Correct for gff3
+            start -= 1
+
+            if start > end:
+                # gene found on boundary (ex [4000, 200]) from glimmer assuming circular genome
+                # -------------start<=======|sequence end|========>end------
+                if strand > 0:
+                    end = len(current_record)
+                else:
+                    start = 0
+                gene_id += "_truncated"
+
+            cds_feat = gffSeqFeature(
+                FeatureLocation(start, end),
+                type="CDS",
+                strand=strand,
+                id="%s.%s" % (current_record.id, gene_id),
+                qualifiers={
+                    "source": "Glimmer3",
+                    "ID": "%s.cds_%s" % (current_record.id, gene_id),
+                },
+                source="Glimmer3",
+            )
+
+            gene = gffSeqFeature(
+                FeatureLocation(start, end),
+                type="gene",
+                strand=strand,
+                id="%s.%s" % (current_record.id, gene_id),
+                qualifiers={
+                    "source": "Glimmer3",
+                    "ID": "%s.%s" % (current_record.id, gene_id),
+                },
+                source="Glimmer3",
+            )
+            gene.sub_features = [cds_feat]
+            current_record.features.append(gene)
+    yield current_record
+
+
+if __name__ == "__main__":
+    parser = argparse.ArgumentParser(description="Convert Glimmer to GFF3")
+    parser.add_argument("glimmer", type=argparse.FileType("r"), help="Glimmer3 Output")
+    parser.add_argument("genome", type=argparse.FileType("r"), help="Fasta Genome")
+    args = parser.parse_args()
+
+    for result in glimmer3_to_gff3(**vars(args)):
+        gffWrite([result], sys.stdout)
diff -r 3aac15f277c5 -r 843ea2c82e9a cpt_convert_glimmer_to_gff3.xml
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/cpt_convert_glimmer_to_gff3.xml	Mon Jun 05 02:40:30 2023 +0000
@@ -0,0 +1,40 @@
+<tool id="edu.tamu.cpt2.util.glimmer3_to_gff3" name="Glimmer3 to GFF3" version="19.1.0.0">
+    <description>convert formats</description>
+    <macros>
+        <import>cpt-macros.xml</import>
+        <import>macros.xml</import>
+    </macros>
+    <expand macro="requirements"/>
+    <command detect_errors="aggressive"><![CDATA[
+@GENOME_SELECTOR_PRE@
+
+'python $__tool_directory__/cpt_convert_glimmer_to_gff3.py'
+'$glimmer'
+@GENOME_SELECTOR@
+> '$data' ]]>
+</command>
+    <inputs>
+        <param label="Glimmer Output" name="glimmer" type="data" format="tabular,txt"/>
+        <expand macro="genome_selector"/>
+    </inputs>
+    <outputs>
+        <data format="gff3" name="data">
+		</data>
+    </outputs>
+    <tests>
+        <test>
+            <param name="reference_genome_source" value="history"/>
+            <param name="genome_fasta" value="ConvGlim_In.fasta"/>
+            <param name="glimmer" value="ConvGlim_In.out"/>
+            <output name="data" file="ConvGlim_Out.gff3"/>
+        </test>
+    </tests>
+    <help>
+	**What it does**
+
+	Converts an input Glimmer3 table to the GFF3 format. If the Glimmer3 output indicates a gene wrapping 
+	around over the sequence boundary (as if circular) then it will only convert the upstream fragment and 
+	label it as "_truncated" in the resulting GFF.
+	</help>
+    <expand macro="citations"/>
+</tool>
diff -r 3aac15f277c5 -r 843ea2c82e9a macros.xml
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/macros.xml	Mon Jun 05 02:40:30 2023 +0000
@@ -0,0 +1,74 @@
+<macros>
+    <xml name="requirements">
+        <requirements>
+            <requirement type="package">progressivemauve</requirement>
+            <!--<requirement type="package" version="2.7">python</requirement>-->
+            <requirement type="package" version="0.6.4">bcbiogff</requirement>
+            <yield/>
+        </requirements>
+    </xml>
+    <token name="@WRAPPER_VERSION@">2.4.0</token>
+    <xml name="citation/progressive_mauve">
+        <citation type="doi">10.1371/journal.pone.0011147</citation>
+    </xml>
+    <xml name="citation/gepard">
+        <citation type="doi">10.1093/bioinformatics/btm039</citation>
+    </xml>
+    <token name="@XMFA_INPUT@">
+		'$xmfa'
+	</token>
+    <xml name="xmfa_input" token_formats="xmfa">
+        <param type="data" format="@FORMATS@" name="xmfa" label="XMFA MSA"/>
+    </xml>
+    <token name="@XMFA_FA_INPUT@">
+		'$sequences'
+	</token>
+    <xml name="xmfa_fa_input">
+        <param type="data" format="fasta" name="sequences" label="Sequences in alignment" help="These sequences should be the SAME DATASET that was used in the progressiveMauve run. Failing that, they should be provided in the same order as in original progressiveMauve run"/>
+    </xml>
+    <xml name="genome_selector">
+        <conditional name="reference_genome">
+            <param name="reference_genome_source" type="select" label="Reference Genome">
+                <option value="history" selected="True">From History</option>
+                <option value="cached">Locally Cached</option>
+            </param>
+            <when value="cached">
+                <param name="fasta_indexes" type="select" label="Source FASTA Sequence">
+                    <options from_data_table="all_fasta"/>
+                </param>
+            </when>
+            <when value="history">
+                <param name="genome_fasta" type="data" format="fasta" label="Source FASTA Sequence"/>
+            </when>
+        </conditional>
+    </xml>
+    <xml name="gff3_input">
+        <param label="GFF3 Annotations" name="gff3_data" type="data" format="gff3"/>
+    </xml>
+    <xml name="input/gff3+fasta">
+        <expand macro="gff3_input"/>
+        <expand macro="genome_selector"/>
+    </xml>
+    <token name="@INPUT_GFF@">
+	    '$gff3_data'
+	</token>
+    <token name="@INPUT_FASTA@">
+    #if str($reference_genome.reference_genome_source) == 'cached':
+            '${reference_genome.fasta_indexes.fields.path}'
+    #else if str($reference_genome.reference_genome_source) == 'history':
+            genomeref.fa
+    #end if
+	</token>
+    <token name="@GENOME_SELECTOR_PRE@">
+    #if $reference_genome.reference_genome_source == 'history':
+            ln -s '$reference_genome.genome_fasta' genomeref.fa;
+    #end if
+	</token>
+    <token name="@GENOME_SELECTOR@">
+    #if str($reference_genome.reference_genome_source) == 'cached':
+            '${reference_genome.fasta_indexes.fields.path}'
+    #else if str($reference_genome.reference_genome_source) == 'history':
+            genomeref.fa
+    #end if
+	</token>
+</macros>
diff -r 3aac15f277c5 -r 843ea2c82e9a test-data/ConvGlim_In.fasta
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/ConvGlim_In.fasta	Mon Jun 05 02:40:30 2023 +0000
@@ -0,0 +1,2936 @@
+>Miro
+TTAGTAATGGCTAAAACCATATGTAACATCAATCATGACTTTATAACGGCATACACGCAT
+TTTTGCGTTATTGTAATCCACTGGGATCGCTACCACGTCAGCAGGATCCACCTTTACCTG
+AATGACTCTACCAACACCGCCCCCGTAGTGTGGAAGGTATGATTTAGCCGCAACGTGTAG
+GCCAGTAGAACAGGTGCGCGTTTTATCTTCGTCTACCATGTTTCGAGGCATGGAGACAGT
+CACACCAGGACTATTATCAAATTTGCCAGTAGCGAGATCTTTATAGTTATCGCGCACACG
+TTTCCAGGCAAGGAAACAACCATCATCGGTCAGTTCAATGTCATTATGTACAAGGAACCC
+ATAAAGCTGGTATACAGCATCGCGTGAAGGGTTTCGCATCAACCGTTCAAAGAAGTTCAC
+CAGATGTTCATACGGACGATCGTTATACATTTCGCGAATGATTCGTTGAGTGATATCAGA
+ATCAAACACTACATCTTTATATAGAAGCTGATGACCAATGATTTTAATGTTGCCTTTGCT
+ATAGGTTCGGATCGCTTCTTGAGTATCCAAACAAGTTACAGCACCTTTGACATCACCAGC
+TTTCAGCATTTCATGCGCTTTCTTAAAGTTCGGATGTGTTTCACCCGCCATGAAAACGCG
+CCCTTCGTATACAACCGTAATGAACGATTCAGATCCGATCATACGCGGTACAGTGTCTGA
+TACTTTAGGCTTTTGTTTTACATCCCTTTTCTTAGGGAATTCCGCTAACTTGCGGTTGAT
+AACGCGCCCAATGGTTCGGGCGCTTACGTTGAACTGTTGGGCCAGTGCTGTTTTACTTGC
+CCCCGTCAACCATCCATTATAGATAGCTTTCTGTTGTACTTCGTCGAGAATTTTGACCAT
+TATTTCCACCGTATTAATTTCTTAAACTCACTGAGATTCTTTTCGTTGTTGTAAATCGGA
+CGAATTGAATAAGAATCGCTATGTTCAACAAGTGAAGCCAGTAACGGGTTTAGTGATTTA
+AAGATTTCCCATGCCTGATCAACACGTTTTTTCATATTGCTGCGTTTAACGCGCATTGAT
+GCTACGGACTCACGCAGAATCGGACAACGCACCCTGGAAAGATTTTTACCATCTTTCTCA
+TACCCTTCCAGACACACTATACGTTCGAGGGTATCAACAATCTTATACAGTTTTTCATTA
+TATCGGTTTTTCACAATCCGATCAAGCGATACACCGAAACGGCTATGCAATGCGTCTGTT
+TCTGTTGAGTGATCCTTCCCAATCCATCCAGGCAAGCAATTATCTTTCAATGCCTTTTCA
+GATTTAACATACTGCTTGCACAGCATATCATCAAAGCATACCAGATTTGAATCCGGGATC
+CACTTCCAGAGGCTGTTACGTATAGCAAACACAACAGGGATCCCAGTATGGCGCATGATA
+CGCGATAAAGTAGATTCTTTCATTGCTGAATCCATAGACAACCCGGAATTTTCACCATCT
+AAGCGGCTATATTCATCAATACCATACAACCGAACACCTGGGGCTTTATCCAGTGATAAA
+AACTCTGATTTTGTCATAAACAGAGAAGTTTTTGCCAGATTGCCGTTACTATCCAACTCA
+TAACGATATACGGTCGGGGTTTTTGGGCGCGGTTCTGAATTTTTCGGTGCATATAGCGCT
+TTTGATTTTTCGCGATCTGCATCATAGATCTCTTTTTCTTTTGTCATTTCACTGGTACGG
+AGATACACAATTTCCGATTCATCAAAATGACCTTTCCGAACGATATCATTAACAATCTCA
+CGCTTTGAATCACTATCGTAATATGCAACAAAGCTAACACGGCTTAGGTTATGCATTTTA
+GCATACCCGACGATATACGGTTTAACCGTGTTGGTATCCACTTTTAACAGAATGAGTTTC
+TTCTGTTTCCACGGATAATAAATGCGTGTGATGTCCTGGCGTTTGGTTGTTTCTGGCTTA
+TACTTGCTCCAGCGGCCTCCGCTACCAGTTACCTGATACCATGCATCTTTACCGTCGTAT
+TCGTTCGCCCAATACCCAGCAACATAATCATCATTATATTTGTTTGGTTTGACTAGTTCG
+CTATGGATCCAGCCAATAGAATCACCATTGATGCGAAAATTAGCATCTTTACCAACAAAG
+TTTTGTACCATTGAAGGCAGAGAATGGAACCACGTCAGTTTATCACGCACGGTTTGTAAC
+TTATCGAATTCTGATTTAACTCGATTGAAATATACCCGGCTGATTTGTTTCAGACGTTCT
+TTAACAATCCCTACTGTCATTTTATCCATACTCAACTCTTCGCGAGAAGGCATGAAATCA
+AGTTCACCGATCGGGAAGTCAATAATATACGTATACTGGCTTTCTGTATAGCAATAGAAC
+ATCGAGGTATCATACAAATCTTTATCCAGAGGATAAATGATGTTACCCATGCGAGCATAT
+ACACCGCTAGTGTATGCTGATTTATGACGGATCACCCCGCTATCGTTGGTTGCTTCTTTC
+GGCTGATAGTTGATTTTGAGAATAGAAGCACCAACAAAGTTAGGACGAATATCAGTAAAT
+GATTCGTATACCCTTGCTGCTTCGTTTTCCCATTCTTTGATATCTTCAACCTTAACCGGA
+ACAGTGATAGTAACCCCGTTAGGTTCATCGCTTTCAATCTCATACAGAGGATCGCAGAAA
+GGTTCCCCATCATCCATATAGATTGTGTAACCGCATTTGATACCGTCTTTTACGGATTCC
+ACCGTGAAAGCATCGGAATAGCAAAGCGGAGATTTGCAACCCAGACCCATAGAACCGATC
+AGGTCGTTTGAATCATTTTTAGTTGATTCGAAGTAAACGGTAAACGCATCACTAACGAAA
+TCAGGAGACATACCGATCCCGTAGTCACGAATAACAAAACGAGGATCAACAGCAGTTGGC
+AACTGGACATCAAACGGGTTCTGATTTCCCGCTTCTTTGTGTCCATCAATCGCATTACAA
+GACAGTTCGCGAATGATTGCGCGGATCTTGTATTTGTATACTGTCGAAGAAAGGATCTTA
+TACGCTTTCTTGTTTGCGCGTAGAGATAGTTTGTTTCGTCCCTTGCTGGTATCTGTACCA
+ACACGGTAGATGGTTTGCGGTGTATCTTCGCGTAATTTCATTGTTTATTTCTCACTTAAC
+ATTAAAAATAACTTGGTCACAAGAGTACTTCGTTGGCTTTTTGTTCAGACCATATTCTAC
+TACTTCACAATAGGTGTCAAGGAATTTTACCAATTTTTCTTCCTCGACCTGCTGTTTCTT
+CATATCAAGGATACCCCACACGATAGCCCCGATAATGACAGAAAAGAACGCACAAAATCC
+GAATATGGTCAGATATTTTCCCAACTTAGGCGCATTATAACGTGTCATACCTTACCCCTC
+TTTGCGAATGTATGCAAGTTCTTCATGGGTTACTGGACGGATATACAGACGGCCTTTTGT
+ATATGCCTTGCGCCCGCTGATCCAAATGTTTTTCATATCCTTAACACCGTTCATCACATC
+GTTGTAAAACTTCTTATCAGCTTTAGCCTGATAGACTTCACGGCCTTGATAATCTTTCAT
+GAACAAACAATAAAGGATCTCATTCTTATCAACTAGATTAGCATCCTTTGTAGTTGTTTT
+ACTTGGTGAAGGTTTCGCACCCAGGCGCAAGGCCATAGCTTGCCACACTTTACCATGTTC
+ATAACCGCGCCCGACAAGAGCATGAGCGATTTCGTGTAAAAGAGTGTCTAAAATATCCTC
+GTAGATATCTTCCGCAACATGACGACCAGACAGTTCGATCAGTTTTTTGGTATAACTGCA
+ACGGCCCAGAGTTTTTGTAATGCGTCCATTGATCCGGAATGTCCAACCATTACTGATCAA
+ACCGTGTTTTTCCATCATGGTACGCGCCCAGTGGGTTACTTCCATTGCACTACGAGTTTT
+CAACATTTTAGAATCTCCTTTGCTTGGTACAAAACCAATATAGCAAAAAGCCCCCTGCAT
+TGCAAGAGGCTTTGTAATTATTTCAACTTCTTAGAAAGTTCTTTTAAATCATTGAGATAC
+TCAATTTTAGGGGTTGTTTCTTCCCAGTATTTCAATTGTTTGCGCAATTCTTCGGCTTCG
+TCTTCCAGCTTTTTTCTTTCGTCCGTGGTTAGATGGTAGATGTTCATAGCCACTAACATT
+TCGGCATGATTCTCGCAACCTATCCACGTAGACACAAATTTAACCGCTTCGCTGCGACTA
+AGGCCACGCAGAGAATCAGGAGATTCTACCATTTGAGCAATAAACGCAACCTTTGCCAGT
+GCTTTATCTAACGCTTCCTTAGTTTCCTGGATACGCTTATTGATGCGCTGTTGATATACA
+TTCATACGGATATCAACAAAATCCTTTAGAAGCGTTTCAGGGCGTTCGTATGAGTATAGT
+TTACCCTCAAAGATAACGTTAATGTTTGGGTTTGAGTTTTCAATCAAACCGAAATCTTTC
+AGGATCTTTTCACGGGTTAACCCATTAGCATACTCTCGCTTGAGCGTTACTTCATACCGA
+AAATCTTCTTTCGATAGATCCTTGTAGCTAACGATAACGCCTTTTTCTTCCAGCTTGTCA
+AGGATTGCAATGTATTTCACACGGTCATATTTCACTGGGATCTCAGTGATCACCAATTTG
+GTTTTACCTTGCAATTCATAGGTGCCGTAAATCGTACCGTCTGTGATTTCACCTTTAAAG
+TAAGGATATTTCAGATCCAGTGTGAAATCTTTATCATTCAGATATGCAATACACCCGTTA
+ACAACTGATTTAGGATCATGAGGCGGAATGTTTGTTGCATATGCTTTTGCAATCCCGCTA
+AACCCGTTAACCAGTACCATCGGAATGATCGGGAGATAGTACGCTGGCGGTACATGTTCC
+GGATCTTCATGAACTGGCGTTAAATCACCATCCATATAAATTGCTTTGAATATTGGCGAT
+AGTTTACACTTGATGTAACGAGGTGCGCCAGGTTTCTTAACCAAACGGGAACCAAAGAAC
+CCATCACGGTCGAATAACGGAATGTTATTGCACCAGTGCGCCGCCATAAGGGATAACGCT
+TCTTCTACAGAGGTTTCCCCGTGGTGATACCCATACATAGCAACACCGCCAGCGATAGAA
+GCTACTTTCTGAAATCCCGTTCCGCCCTGCATAGCAGAGTGAATAAAGAAACGGTGAACG
+GGTTTAAACCCGTCTACCAGGTGCGGGATCGCACGTGAATAAATCGTGTAAAGGGCAAAC
+GTTAGCCCTTCCACCTGTACAACATCTTTAATACTTCTTTCCATTAGTCAACCTTAGAAA
+ATTTGTGTTTTCCATTAACCCAATCTTTACGCGGATCAGATTCGTCGCCGAAGCATAGTT
+CTAACACTTCTTTGTATTCGTCGTCAAGTACAATGACATCATACTTCAACTGATCACCCA
+GAACACGGTCGTAATCTTCTTTGCGTAAAGAACCCAGCCCCTTGATATATCGTACATCTT
+TTGCTTTATCGCGGAACGGTGCAAACTCATCAAGAGAATAGAACCATTTTTCCTCGCGCC
+CAACTTTAGCGATAACGATCGGGGTTCGAATATATCGGATCCGTTTCTCAGTGAACAAAG
+AAGGCCAACGGCTAAAGAATGCAAGCAACAGAGTTAAAATGTCACCACCGTCAACGTCAG
+CATCGACCATGATGCCGATATTATCATAAGTCATTCCGGAAGTATCACCAGGATGAATAT
+TGAGGATAGCCATTAGCTCAAACAGTTCTTTGTTTTTGATAATGTCTGTAAAACTCATAC
+CCCATGTATTCAGAGGCTTACCACGTAGCGGGAAAGCGCCTTGTGTTTCTTCGTTACGGC
+ATTCGATGAACTGACCAACAGCGGAATCACCTTCTGTCAGAAACAATGTTGTTTCTACCC
+CTGGAGTATCGATACCGGAAGCCGGAACGTGTTTAGCAATCTTTGCCTTTTTCGCTTTCT
+TTTTCGCTTTGGTGATCGCGGCGGCTTCTGCTGCTTGTTTACGAATCAATGCGGATTCAA
+TGATCGGAGTAATGATTTCTGGAGTATCCATAATCATTTTTGCGATCTTTTTGTAATTCA
+AATTCGCATGATTGTTAAACTCACCTGCTGTATTTGCCAATCGCTCTTTTGTTTGGCTAT
+CGAATGCAGGTGCATTAAAGTTATGCAGGAATACCACAAGAGTTAAGCATTCTTTTACAC
+GTGCTTTCGGGATCTCGATACTATGCTTTTTCTTGATCATCGGTTCAAGTTCAGAATAGA
+TACCATCGATCATACACTCAACATGAACACCGCCATTTTTCGTATCCAGACCGTTAACAA
+AGGATTTCTGTTTAAACCCGTCCTCAGTGCTCGCCAGAATGAAGCTGAGGCGATTATTTG
+TCTGGACAATGGTTTTATCCCCATACATGGAAGCGTACAGCGGGAAGCGATTAGAGAGCG
+TTTCGCCGTTATATGTGAATTTCACGGACGGGAAAGCAACGGCAAGGGCCATTAAGCGAT
+CCTTAATCACTTCTTTGGTTTCTTCATCGATACCAGTTACACCAAACATAGAGAAGTCTG
+GAGTAAACTTAACAGTAGTACCCTGTTCTTTACTGGGGCTGGTTCGGTAATCGATGTTCT
+GTGCGCCGTCCGTACAGTTAATGGTTACTTTGCGTTTCCCGTTTGCAGTCTCGCCAATAA
+AAATCGAGCTATAACAGTTTGTCAGGAAAGAACCAACACCATTCATACCCATCGTTACGC
+GGTTTTTATCATCGAAGTTAGAACCCGATTTTGCCATAGTCCATGCCGCAACTGGTTTAG
+GAACTATTTTCCCATCTGGGGTTTTTACATCATCCTGGGGAATACCGCGCCCGTTATCAG
+AGATTTTAACCAGATTATGATCAATGGTTACATCAATCTTATTAGCATGTTTGAATTCAG
+TTCGGATCGCTTCATCAATCGAGTTATCAAGGATTTCGTTGATGATTTTAACCAACCCTT
+CCACGTACTCAACCTTGCGATATTGGCCCATTATGAAACGTTCATGCGCTTCTTTGTTAA
+CCGATCCGACGTACATATTTGGACGCAACCGAATATGATCGCGATCGCTCATACAAAATG
+ATTCGTCAACCTTTGCGCCTTTTTTGGCTGGTTGTGGTTTCTGTTCTGGTTCATCATCTG
+CCAGAAGAAAATCTAAACTCATATTCACCTCTTTGTTTAATCACTGACATTATATAGGGT
+TCTATGAAAAAGAAAACCCCTTTCGGGGTTTACTTGTTATAAGGGAAACCATCACGAACC
+ATTTGAGGTTTATCAACCGTTCGTTTTGCTTCGCCTCCGCAATCACAATCTTTCGGTGCA
+TCACGGGTAGCAATGCTTGCCATTTTTGGAAATTCTTTATTACACTTGGTGCATTTATAG
+GTATAGGTAGGCATTAATAAATCTCTTTTAAACTCAACATCTTAACTAAACGGGCTTTGT
+CTATGTCAAAAACACATTGACGTGCGCCCGGATACAACTTTTCAACTTCGTATACCATGC
+AGACGAAACCAACATTGTGCATGTACTCGCGTTCATATGCATTGAACCAACGAGAAAGGC
+GCTGTATTGACTGAAACCCAAAATATAACCCAGCCGCTTGAAAGTCTATGTTATCTTTTT
+CAAGGTTGCGCATCAATCGATTATCGTCATCCGGCGCTGGATGTCGGTGATCATCCATAT
+CAATATAGATATCAGGATTCATACAGAATTGATCAAGCCATTCAGCGGTATCCATCGACA
+AATAACGATTGACATATGGGCCACTTTTTGTTTGCCATTTTTCTGTACAATCATTCCAGA
+AAGAACAAGAAAATTCCACACGATATACGAACATGATATAATCCTCACAAGTAAACTCAA
+GGTTTACAAGTACGATACCACTTATCTAATTTTTCTGCAAGCATTTCGTTGATAATTTTT
+GCAATTTCGTACCGTCCGTGAGTAGTACCCAGTTCCAGGTAAATCACATCAAGTGCGCAC
+ACAATCGCATCAATACTTTCTTCAACGATATTACCGCCGCGTTGAGGTTGAATGAGGCAT
+TCGCTGATCTCACCAACTTCCGCTGATAGGTGATGAACCACATCACTCTTCGTGCGTTTC
+TTCACTTTATGAGCGATTTCAAAAAACTTATCAAGTACGATCGCCGTTTCTTCTCGCGTT
+GCAGTATTCTCGGATGTCGTCTCCGTTTGTTGAACAACGTATTTTGTAAAATAGTTTTCA
+AACACGTTGAAAGGGATCACATGAGGAACACCATTCAAAAACACCCCTTCTTTACAAACA
+TAATGGATTTGGCGCGGAATAGACAACCCGCCGCTGCGTTCCAAATGTCGTTTAACGCTT
+GCTACAAAATCGAACTCTTTCCCGTATCCAGCCGATATACTGTGATACGTGAGTAGGCCA
+AATGCAGAAACATAGAGATCATTTTCTTTATACAGATTCATTTACAATACCTTTATGGTA
+GCCAAAAATATAACAATCAATTGAAGGACGTTCACCAGGGAAGTGAATGCATTGCATGAT
+GCGTTCAGCCATTAGATCTTCTCCCATGTATACCGAAGTAGTTTCTTCGTTGTAATGGGT
+ATCATACGACGTTTTAAGCGTCATGCCCGGAAGCCCTGCAATGTGCATGAATTTAGAATT
+GGTGCAAGGTTTTCCTACTTCACCGTTGATCATTAACACTGCATTAGTTTTACGTGCTTT
+TCTCATTTGAATTTCACCCCGATTTGCGATACGTTCCATTCTTTTACGTCATCAACAATA
+TCATAATGGTTGATGTATGGTAAAGCAATTTTTAAATTACTCGCGTCTTGAATGTTGCGT
+AAGAAACGAGTAGGAGAAAGAAGACACAACCGCTCGGATCCGTTGTTTCCTTTAGCGGCA
+AATGATAGGGTTTCTCCCCCGTCAATCTTCATATCAACAGAAATCGTTTTGAATTCTGGT
+GCGTATGACGTGATTTTGCCGTTGTCTCTCGGTGTACTATAGAAACATACACTTTGTGGG
+ACATTATAACGGTCTGTTTCAATGTACATGTAATCGCCGTCAGTCATTCCCCACACGGTG
+TAGAGGGATCCGGTATAGTCACCAAAGGAATTTTTAAAATCTTCCTTCGTGGTGTATCCC
+AGAGAGCGCAATTGCATAAGCTGGCTATGCTGTTCGATTGCATCGGCTTTTTGTTGTTCC
+TGTACTTGCGCATCAACCGTTTCTTGCCAGGAATTATACGCATAGTAACCCACAACAGCG
+ATTACAGCCATAACCCCTACAGCTTTCCAGATTTTAGAGTCTTCGTTTTTGTTACTCATG
+CTATATTCCTTTTAAGAAAAAGGGCCGAAGCCCCTTTGTTAACGAAGATAAACCACATAA
+CCGCTTTGGTCAATCGCGCGGTCTGCGTCATTGAAGATATTACCACGAATGCCTTTTGCT
+GGTGCTTTCCAGCTTGCAGGTTTCAGGATATTACCATCATTATCGATGAAAGCGGCAACA
+GAACGCTGATTGAACATTTCACCAGTTTCTTTGTTGCGAGTATCCTGAACAACGCGATGA
+TATTTGCGGCCTTTCTCCAGAAAGAAAACAGTTTCGAAAGGAGAATCTTGGAAACGAGCG
+TTACGCGCTTTGTACATTGCTTCCATGAAAGGGGCTGCTTTTTCTGCGAGGATTTCGAAA
+GTGTTCATGGTATATCTCCTAAAGTGTGTTTCGTTTCGATGTAAGTACTATATCAAAGAT
+GGTTATTCTATGCAAGGCTTTTTTCGTTATCCATCAAATATTTTAAGTGTTCTTTTAATG
+CAGGGAGTTCGTTCAAATGGCGTTGCTTAACTTTCTCGTACTCTTTGCGTTCCCAGTTTT
+CAAGATTGCTTGCCAACGCTTCATCACAATAAGCGATCCCGCGTTCTGCATCCTGAACTT
+TCTGTTTCCATTGTGCAACTGCTTGTTGATAAAGAGAACCGTTAACCATCATAATAATTT
+CCTCCCTTGTTTCGATGGGGTAACTATACCAAAGCTACCCCAGAATGTTTTAACAAAAAG
+TGCTATTAGTAGGTATCCAGTTTATACATTTTGCACCAGTTCATGAATTCTTCGAAAGTC
+TGAGTATTAACACGTTTTTCCTTCTTCACTTTCTTAGTGATTACAGGACGGTTAGTAAAA
+CGTTTTTGCATTTTCACAGTGATTGCTACTTTATCGCCCAGGTCTTCAACCTTTTCAACC
+AGCGCCCACTGAGAACCAATTTCAGCGCCGAAAGTCAAACCAACAATCTCACCTGCTTTA
+ACGTGTGCTGCATATTTTACTTTAACCATTTTCGTATTCCTTTCTCTGTTTCGTTTCGAT
+GAATACAAGATACCAAAAAGCCTCCCGCAATGCAAGAGGCTTCTTTAACAAAAAATGCTA
+TTTTATTTCTTTGAGTAATTTACGGATCCCGCCGCCCTGTGTCTTATCAAAGATTTTCTT
+TGCATCAATAACAGAAGTGATTATGTGGTAGTTGTTACCTTTTCCGTCAAACTCAAACTC
+GACCTTGTAGTCACTACGAAATTTCACAAAAACAAATTCACCTGCAAAGTGCTTACGGAA
+CTGCTTTTCGTTAATGTCCAACCATTCCTGTGTATCATCTAACTGATACATGCGACAAAA
+CAGGATCGAACCCATTACAACAATCATGACAAGAATAGCTAACGCGAATTCTGACATCAT
+TTACCCCTGTTTACTGATTGACGGTGTAACGATTTAGGCACAACCGGATTTCGATACGGT
+TTGACTTTATGGATCATGGGTTCTTCCTCAACCAAATTAGGAAATTGGTTGTTCCATTCC
+ATCGAAAACGGATAAGGTTGTGACTTGAACTCTTCGATCACACAGTTTACTAAACGACCA
+CCAATTACACCCAAAGCCGCCCCAATAATCGCTATACGCATAAATCACCCCTTAATTGTG
+TCAAGTACAGTAAACCAGTCATTAAGCCATATCGTTGTTCTTACCGCGATATACGTTAAC
+AAACTAATCAATGATACCGCTCCGCAAATAGCCAGCGTAATCAACAGCCGGATTTCAAAT
+TTAGTAAAATTCATATCAATCTCCTTTCTTAGAACCCAATATAACAAAAGCCCTCAACCG
+AAGTCAAGGGCTTTGTTTTAAATTTTTACTAGTTTTGGCAATCGAAGAACTATACCAGGA
+TGGATCAGACGTGCATCCGGAATAGAATCACGGTTGATTTTAGCGATATCAGGCCAAAGT
+TCACCAACACCATACAGTTTCTTTGCTATAGAATACAGGCTATCACCCGGTTGCACGACA
+TAGCGATCCGATTCAATCTTAACCAGATCCTGGTTAATGATATCTTCAAAGGCTTTTGCT
+TTTGCTTCGTTAATCGTGTTCCCGTAGTAATGGCGATCCATAATAGTTAATGTGATCATC
+GTTTCTTTCCTATACTGTTTTCGTCTGTCTCTTCTAAGGATGGAGGTTCTTCCAGCCCCA
+GGGCATAACGTTTAGCATAGATTAGCATCAATGCATCTTTAGCGCAATCATGAATTGAAT
+CATGCTGAATGAATCCATCTAACATGCCTTTACGCAGTGGACACGTGGTCACTCCGCGAG
+TCAGTAAACGGTTTTCAATAGCTGTACGCACATCACGGCTATTCCAGAACACGGTCGGCA
+TATCTTCAAACGTGTCAAGTTTCCCTGTCATAGTTCGTACAGCATAGAACGATCGAATTC
+AGGGCCGCGCGTATAATCGTATGACTGCCAACGACTCACACCGTCAGCCGCTAAATCAGC
+AAAGAATTGTCGATGACCTTCGTACAAATCCATGTCAATATCAGAAGGGAACAAAACCCT
+TTGCGCTTCTTTAGATTGCTGTTTCCACCATTCGATCGTTTTTTCATCTTTGATGCGTTC
+TGGTTGTTTCCGGATGTCGAATTTATACTTTCTTCCTTTAGCAATCAGTTCCTGAAAGGT
+AGGCGGATCATAAGGATCATCAACAAAAGGAACATAGCTAAGTTCAGCTAGTTTTCCTTT
+TGGAAACGGGCCAATACTTTCATAATCAAATACGAAATCTACGGGTAAATGACTCATTCG
+CGACCCCGCTTATATGATTCCATGAAATAGGCCAATGATAGCGCGACTTCCGGAGTAACA
+TCAACGGATTCGATCATGCCTGGAGTTACCGCCATCATACCGAACTGACGAAGCCCACAA
+CGAGCAATCGATTTTTCCAGTCGGATCATGTTTTCTACAGCCTCTGCGAAATTGTCCAGA
+TGTTCCCAATCGTGGTAATCTTCCATTGTAGAACGATCACTTTTCAAAATCAGATCGGCA
+ACCAATTCAGCATAAAGGCGCGGAAGGTGAATATTCATTTAAAATCCCTCAAGCATGTTT
+TTGTTTTCACGAATGTTACGACCCATTTTCAAAGTATCAATGATCACTGCATACTCTTCA
+AAAGTGAATTCGATATCTTGTGAAATGTTTCCCCACGTGTAGGTCGGCCCGTTAGGACAG
+TATAACCCAACTTCTTTGTTTGCGTTGACAACGCAGCGCAATTTTGCAAACAACAAATTG
+ATATCGATAGAATTGAACCCTTCGAGATAATCAAGCCCCTCTCTACCAATACGGTCAACT
+TCTCGCAAAATCTTTTCTACATCTTTGACTTTAACAATAATTTTCATAATAACCTCAAAG
+GGCCGAAGCCCTTAGACATAATCAACAGTGAATCGTGCGCGGGTAGTTCCTACATAAAGC
+AACTGCTTACACAATTCATAATCGGCGTATGCGTATGCATCGCGCGTATACATGTATGAA
+TGATCATACGTGCTTCCCTGACCTTTGTGATACGTACAAACCGGAAGCGCCTTAACCGTC
+TGGAACTTGTTTTTGATTTGCCAGAACGAATACCAGGGGGCTTTGTATCCGGTTTCCTGT
+TTCATCTTTTTATACTGAAACGCGACGTAGTTCAAATAATCGCCTAAACGTTCCTGCATA
+ACCGGATCCGCGATAACCTGAATATCCGCTTTCGTATCCTCGAACATCGATTCTGTTTTC
+ATCAAGAAATAATCGATTTGTACCGGATCGCATCGGTCAGCTTTGATAGTATCAGAACGC
+GGTATGATTTCAAGGATTTTAATTTGCTCGTTGTTGTTATAGATAACTTCAACAAACGAA
+ACCCCATTCACACGGCCTTCTGTCACTAACGGTTCTTGCATCACAACCACTTCACCAACA
+ATGAACGGCTGATCAGTTTTGTACAAGTGTTTACGGATCACTGCGTTTAACTTGTCTACG
+TTTGCGTTAGTGTAAGCAAACATACGGTTATTGTTCAGGTCATCCGGAGTCTTAACACGG
+CTAAAATAACGTCTCAGGAAGTCACCAGCGTTTTCGTGCTTCATTACCCCTAGTTCACCA
+TTCATGAGGGGCATTAACGGCTTACCGTCGCGTATAGCGCGTGATACCTGGATGATTGGG
+TTTCCTTCTGCCTGACGCATAATCTTATCCATGCGAATGACATCAAAAATTTCCTCATCA
+AAGAACGGTGAAAGCTCGGTGATCCCTTCGGTATTAACAGGACGGATCTGATCCTTATCA
+CCCAATCCCAGGATCACCGCACAACTCGGAATAGTACGCTTGATGATACGGAATAGTTCT
+TTGTCAACCATCGATACTTCTTCAACCACAAACACACGACATTCAGACAGATCAGCGGCT
+TTTTTGCCTTTTTGCTGTTCAAATACTCGTAACTCTTCGTTGGTTACGGGGCTGATTTTC
+AGTGCTGAGTGAATGGTCGTTGCATCCATACCCACCGCCTCAGAGAGAACGTTTTTAGCC
+TGGTGCGTCGGTGCTGTCAACCAGATCCCACTAATACCCAGTTTTTTCAATGTTTCAAAC
+ACAAATTTTACCAGAGTAGTTTTACCAACACCCGGCCCACCTGTGATAGTAGTATGGATT
+TTGTTTCTGATATTTTTAATCACTCGATCATGTGCATTTTTCTGGTCTTCGCTCAGATCG
+TCAAAAGTTAATTCGCTCATACTTTAATCAATACCCCTTGAATACTTGCGTGTTCAATAA
+ACCAACGCATATCTTTCTTTTTCTTTTCGGTTACGGTTTCAACTTCTTCCTTTCGAAAGA
+ATCGGCTAAGACCACTTTGTTTAACTGGATTCATCTTATCATGATATTCTTTGATAATCG
+AATTTTTATACTCGTTAGCATCGTCCGGAGATAGAAACAACAAAGGTGTTAACTCTCCTT
+CCTTAATGAAGGGAATTTTAAACCCGTCTTTATCCTTACTAACGACGATATAATATTTTG
+TAATCATTCTCGCCCCTCATAACAAACGTAGAATATTCCAACAAACCAAAACACTGATAG
+TATAATCAGTAAAAGTTTTCTTTCAACGCCATTTACGTGAAACACACACCAACCGAAAAG
+ATATGTGATCATCGCGCAAACACCATAAGAAAGAACCCCAACAGCTACTAGCGCGATGAT
+CGGATCCATTAGTAGTTGTTAGCCCAACGGCGGAGGTTTTCGGCTTGTTTCAGTGCATAC
+AGTTTGTAGATGGTTTCCGCATCCATACCCAGCGCCAGGAATTTGCACATAAAGAAATGC
+CACTGATCGATAAGTTCAAACAGAACTTCTAAACGATCCTCTTCACTCAGATCCGCAAAT
+TTAGTATTGCGCAATTCCTGGTGATTTGCTTTCCACGGTTTCCAAACACCGGATGCAGGT
+TTAACACCGCGAGACATTCCACCCAGAGCGGTGTAAAGTTCGCGGGTTTCGTCTGCGATC
+GCGTCATCTTGCAGTTTCAGCCAATCAAGGATTTCTCCGCAAGTTTCCAGATTATCTGGA
+CGCGGAACCCAATGCAGCGTATCAGACAGGCTTTGTTGTGCATGGTTTTGTAAATCCAGC
+ATGGATTGTAAAGGATCGCCATTACGGGCCAGAACCTTTTGATATTCGGAATCTACAAAT
+TCCAGATCTTCCGGGTTAACCAGGTGCGCACATGAATTAAATACAGGAGTTTTATCAGTA
+GTCATATCAATCTCATTTTTTCGGTGATTTGTCCCACGACTTAAATCGAAGTTTTGCCGT
+GAGTCCAGAAACAGTATTATCTTTCAAATACTGCATAATTTCAAGTTTAGTTGCGCCGTC
+CGTTTTTATCATTTCGTTGATATCTTTGGAAGGCCACGGGCATTTATCCCACATTACAAC
+CTTTTCTCCAGCCTCAATCAATTTAAAGAGGCGGTGAGTAGTATCCGGATGACGTGCTTC
+ATTGTCAAGAACCCAGACACGCATATTTTTGTACGGAACCTCAGAAAGCGCAAGCTGTCC
+ACCAGTGATAGCGCCAGCATTATCAACAAATAGGCTATCTAATGGCCCCTCAAGAAGATA
+AACCGTTTTTAACGGATCTATCGTATCCTGTCCGTAAATCTTGGTTGATTCCTCACAGGC
+TTTGATTGTGATATATTTCGACTTTGCACCGTCACGTAAAGCACGGCCCTGGAAAGATTC
+TATTTTACCTTTCTTATCGAAGATAGGGATCACTAATCTCGGTTCTGGTTTTGCGATCGG
+ATAGGTATCCGGATTCACCGTATTAACCAGTTGTTGCCATTCGCGAGTAAACCACAACCG
+ATCCCACTTGTCACGGGGGATACAACGATTCTGCACATATTTTATGATCGGATGTTCATC
+CGGCAAGGTATCTAACCTTTCGCAGAATTGAAGAGTAGGAATAAATTTCTTCTCTTCCTT
+CGGTTGTTCTGTATGCGTTGGCTTTAACGAATTGCGATCCTTAAACGATTCCATGAGATA
+ATCACGGTAATCGTCTGGATAATATTCTTTCAGGAATACGCTAAACGGTACACCATAACC
+ACAGTTAAAACAACCACAATTCATATGATCACCCTTTTTAGAAGGGTAGATCCAAAATCG
+TTTTTTGTACTTGTCTTTCATTGAGTCGCCGCAAATAGGACAACGCGCATTGATGCTTAA
+TGCCCCCGATTTACGAACGATTTCGCTTTGAGGCAATGATCCCATGATTCGGGTTGCAAA
+TTCTATATCAAGATACATTTCTTACCTCAGTTGACTATCTTTTGATCCTCGTCGATTATA
+CCCGGCGCTGATCATTTCGTCATGTTCTTTTTGGCATTCAATACAATAACGGCAACCCTT
+CACGATAGCCCTACGTTTTTCGGGTATCGGATCCCCACAATCAAAACAATGCGTTAATGA
+TTCTCCGTTTCTGATTTGAGAACGTGCAAAATCTATCGCATTGTCTATTGTTGCCTGAAT
+GGTATCTTGAACACCGTCAGCAGGGCCAAATCCAACCGCCATTGTAAATCCTCCTAATCA
+AATGATTTCAATATCATAGACTAAGAGGATTTTTCTGTCAAGAACTTACTTGCTTTTCTG
+TTCCGTCAAGCATTAACTTCCAACCACGAAATGCCTGTTTAAACGAATAATTTATTGCAA
+TATCAATTTTATCAGAACCTTTTCGACGATTCTGATAAACGGTCGCGTTGTCACTCATAT
+ACATGATACAAATTGGAAACCATGTATAATCGTTAGCAGTAGCCCAGATAGTGATATTCA
+GCGGAGGAATTATCATTTCTTTTTCCTTTTCCCTGCACGGGTAACGCCTAATACTTTCGG
+CCCGATGTTGGTTACTGCTCCAGTAGTCACACCAGAAGCAATCTTTTCTGTATCGCCGCC
+AGAATCACCAGCGACCATATCCTCTAACATACGCCCCTTATCATAATATTCTTTGAGGCG
+CGGAACGTTCATCATGATTTCTTCATGCTCTTGTTCTGTCAGATTGTAGCGATTGCGTAG
+GGTATCATATGAACTTGTTAAGTTCATAAACCCAGTCATATACGGAACAGAATTCATTCT
+ACGCTTGATATGGCGTACTGAACGATGAAAAGGAGAATACGCTTCTAACTCTTCTTTTGT
+TTTGGGGTTACGAATTACTTCGCCTTGTCCATCAAGGATCCCCAGTTTATAAGCAGTCCA
+TTCAGTCCAGGGCTTTTTGAGTAGCCGGATCATCCGGACGCTATATGTTAAATCCATATT
+TTTAACTAATTGATCACTCATGATTATTACTCTATTGTGAAAGTGAATAAATCAGATTTG
+GTTTCAGGTTCAAACTCCATACAAACAACCTCGCATAGTGGTTTAACCCCTTTCCAATCC
+TCCAGGTAATACCCAGTATCTATACCGCATCCAGGATTCATAACGAGGCCAGTTTCATCA
+AGAAACTTTTTGCATTTACTTGATGTGGTGCTGTCATCTTGTCGGAAACAGTGTGTTTTC
+GAATACCGGAAATTTGCAGACATTTGAGGGATTATGAAAGTTCCCTGACGCGCGATCTGT
+GATGCACGTTCGATTACTTTATACTCAAATTCCGCCCCTGTATACTTACCCTTAAAATCA
+GATGTTTTGATTTTACCAAAAGGCGGGTTACTGATCGCCATATCAAACACCTGATTAAAT
+TCAGTTGTTAAGGCGTCTCCATGAACCCAGGAGGCTTCTGGTACGATACGCTTACCTAAC
+TCATAGTATGTGTGATTTAACTCAACACAGACGATTTCACGCGGCGTATTGTACATCATG
+TAATGAACCATAGCGAAAGATAACCCACCAATACCAGCACACAGGTCAATAACACTTCCA
+CCTGTACAAGCATCGATTGTGAAATCGCGAGCAAGTCCAATAGGGGTAAAGAACGCCCCT
+AATTCGGAATTATTTGTAAAAGCGCCTTCATGAAAGTTTTCAATGATGAACAACTTCTCT
+TCGTAAGTTAGCGCTTTGTCAGAGTGAACCAGATCCATTATCTGATTGTGTTTCTTGGTT
+TCCGCTTTCGTTAACTTTGCCATTGTCCCAGCTATACAGTAATGTTGATTCATTTGGGTA
+GAATTCCCACCCGTCCACATATCCGGTTTCCCAGTCAGTAGTTTGTTCAAAACCACAGAT
+CCATTCATATACACCAGGAGGCATTTCGACAGAATCAGGAAGCCCGATATCTTCCGCGCT
+GCGTCCACATTCAAAGAATGCATCGTGAATGAATGGTCGAGATAATACCGTAACATAACC
+TTCATCGTCAACAGCTACGATCCAGCGAGAACTGTGAGGACTATCGAACTTCGGTTCTTC
+TTCGTCTGCGTCAGCTTGCATTTCGGCCTTACAAAAATCTAAATTTATCATTTCAAACCC
+TCTTTAACACCCTCTTTCATAGCTTTCCAGGTAGAACCCGCTTCACCATTCAGGGCGGCG
+AATACAAATAGTAAGATAGCAAGGACAAGATTCACGCCAGCAATCACCATGATTTTGCTA
+TACACGAAAATGTAAGGCATTGCCACCACCCACCAACTAAAAGAATTACCAGTTACGATG
+TTGAGTGCTGCAAGTAAGAAAGTGATAACGAATGTGATTTTCATAATGTCCTCCTTTGTT
+ATGATTAAGGTATCATCTTTTGCGAAAGAATGCAATACCTATAGATACAAAAAAGCCCCG
+AAAGGGGCTTAATTTTTATGCGTTATTGATGAGATACCGAAGAACGTTTTTCGCTTGTTC
+CTCATTACAACCAACTTTGAAACCAGGTTCGATAGGGAGGAAGTTCCAGAGGAAATCAAC
+ACTTCCTTCAACGTCATCTTTGCCTTTTTCCAGCATTGCTAACAGTAAACCTTTGTTTTT
+GATGCTGTTTACGATTGCGTCAAAATAACCATCGCTGAAATCAACATTCGGATTCAGCAT
+TTCGTTGTAAGGGTTGTTGAATACGTTCATTTTGAATCTCCTTTGTTTAACTCAGTATCT
+TGTCTACGTGAGTTATATTACCACAATGGAGATTCAGGTCAATACCTTTTACGATTTTTT
+GAAAAATTTTTCGTATTTGGCTTTTATCCAGCGATACATATCTTCGGCCTTGTCACTGGA
+AATCAGTGAGAACAGCAGATAGATCGCAACACCCACCAACACAACGCCTACCACAATGTA
+GACGGGTAATAGAACTGGGAAGAGAACCCAGAACCATGACATATGCGAGAAGCCAAATAC
+TTTAGCCGCTGCAAAAATCAGTGTTAGTCCAGTCAGAAGTTTGATAGCCGGAATAGGAAT
+CGTTATAGTCTTAGTCATTTCATTACCTTACATTCTTTATGGGGCTATTCGCCCCAGTCA
+ATTAAAATTGAATGTCAGATTTTGCAATCTGTGCCATTTTTTCACGTCGGGTAGATTCAG
+CCTGTTTAATCATCGGGCCTTGTGTCTGTTCTACTGTTTTAGGCATAGTGTTGCCGTGGT
+AGTCAGATTTAAACCCGTATTCGCTGTTGTCGGTATCCATCCAGCGCTGATTACCCTTGC
+GAACTTCCAACTTGAACTTGTTGAAAGTGTTCTTATCGCCATAACGGGATTTGATTTGCT
+TGAACAGTTGCATACCCTGATCAGCTAACTCTTCCGTCTCGATTACAGCTAACATAAAAT
+CAGCCGTAGCAGGTAAACCAGCGGATTCCGCAACATCACCCATACTCACATCCGAACTAT
+CCCATGCAGAACGCCCAACCTGTGCGCCTGTCCACATCACGGTATTAGTTTCAACAGCAA
+GACCGCGTAGTTCTTCGGCAATTGCTTTAACCAGAATATAGGTATTTTCAGCACCTTTAA
+CACGGGTTGAAGTACAGATCCCCAGGTAATCGACAATGATCACATCCGGAACAAACTGTT
+TCTTCAATTTAAGCTCTTTCACAAGCGCTCTAAAGTGGTTTGCACCTGCACCCGATGTAG
+GGTACTGCTTAACCACCAAACGCCCAACCTTACCCGCTTTAAGGCGCTCCATTTTGTTCT
+TATAGTCTGCGTATGTAATGTTCCCTTCGTCGATGTCATCCATAGTCACATCAAGAAGGT
+TAGCATCGATACGCTTAGAGCAAACATGCTCTGCCATTTCCATAGAAATGTAAAGAACGT
+TTTTACCCTGTTGCAGATAATCAGCCGCAAGAGAACATAAGCCCAGTGATTTACCAACAT
+TAACACCAGCCATGATGATATTCAGTGTACCACGTTCCGCACCGCCTTTGGTGATTGCGT
+TCAGGATCGGGATACCAAACGGAATTTTCATCGCCTTCGATTGGTAAAGCATCCACCGTT
+TTTCATAATCTTCGAAATAGTCATGACCTACTGAACTATCGAATGAAATTGCTAATGCTT
+CCTCCATGATTTCAGGGATAGCCCCAACACCAGGAAGTTTCTTGTTCTGTTCTGCCAGTG
+GTTTTTCTGCGTTAGCCTGGATCTCGATTGCGCGAGAAAGAGCACGATACATTGCTTTGT
+CTTTGCAATATGTTTCCGTTTCCTTCATTAGCCAATCTAAATCTTCTGGCGCATTTTTCA
+GCGACTGAATCGCCTTTTTCGTGTCTTCGTAGACTACATCACTTAGATTTCGTTTGTCAA
+GCGCAACCTCTAAAGCAGTTTTTGACGGAATACCGTTGAATTCCTGTACATGTTTATCAA
+TGAGGTCAAACAAAACTTGTGCATTGCCTTCAAAATATTCCTTTTTCAGATGAGGCCATG
+CTTGGACAAAATACGTCCCGTTATAAATCAGGTTAGAAAATATTGTATCAACGATCATTG
+TATTGCCTTATACCAGGTTGCTGAACATCATGAAAAAGTTGTAAACCTTTTGTTTGAATA
+CATCCCATAATGTCAGTTTAGGCTTTGGGACAACTGAACCCTTTTCAAGCTCTTTAATCT
+GTGCATAAATTGCATCATGCACCAGCGGGATCAACGCTTCTTTGTCTTCGTCTGGGGTAC
+TGAATTCTACTTTCAGCCCATGATCCCAAAACACCTTATGAATATAAACCAGATGCGCAA
+CACCTTTTTCATCGTTAATCAGAAGTTCCTGAATAACATCTTTCATCGCTTCATCAATAT
+AATTCTTTGCTTTGCTCTCGATATCCATACATTGCCTCGGTTATGGGGCCGAAGCCCCAT
+ATTTTTTATAAAATTTCGTCGTTTTCTTCGATATCATCAAATGATTCTGGGATATCGTCA
+TCATCCAGATCAGGATCTGGGATGCTATCAGTGCTGTATAAATCTTCCAGCGCGGAACCA
+TCACTGATTTCACGATCTGGGATCTTATACTTTTCTTCGATAGCTTTCAAGAATGGTTGA
+TGAGTAAACAGAGGACGCCAGAATTCAACGCTATTTGTTTCTGACTCACGCCATTTCTTT
+TCTTCAACTTCGAGTTCGCCAGTCTCGGTATTCAGGAAAGCGCGGTTGCGCCAGCCTTTG
+GTTACGGTCTGTACAAAGTTCATTTCCATTGCCAGATCCAAAAGGCCAGAATACATACTA
+ATACCGCCTTCATAGGTAACATGCAGCGGGAATTTTGATTTCTCTTTCACGAATCGAGAT
+TTTTCGATATTCATGATGAAATCATAACCCACCACCTCAGTACCTTCTTTCACCTGTTGT
+TTACCCAGGATGATCGCAGTATCAGCGGAATACATTAAACCAGTACCACCGGAAATAACT
+TTCTTGCTGTACATTTCTTGCGTGTCATAGGTATGACAGATACAAACCATCGGGATATCC
+AGGTCAGCCAGATAAGGCGTAACCATACGGAACATACCTTTTAATGCTTTTGCTCGCGTC
+ATATCCTGTTTATCGTTATCAGACAGCGCGTCAGCAAGTTCTTTTTTACTTGCCGTGTTG
+CCTACTGAGTCAACGAATACAATCACCTTATCACCGCGTTCAAGCGCGTTAAGCTGGCTT
+ACAACGTCATTACGCAACTGCTCGACCGTCGTGATACGAGTATACACAACACGATCCGGA
+TCAACACCCATTGATTTCAGATAGGATTTAGTAACACCTTTTTCTGAATCGTAGAACAGG
+CACACAGCATCTTCATACGTTTTGAGATAAGCCGCTACGGTCAGCAAACCTAAGTTGGAT
+TTGAAGTGTTTGGACGGGCCAGCGAAAAGGGTAAGACCAGAAGTTAGGCCACCGTTAAAC
+GCACCGGACAACGCCAGATTCAGAATCGGCACACGGGTTCGCGTGATGGTAATATTGTTG
+AATACGTCGCTTTCAGAAAGTACAGATGCAGTTTGGCTATTCGAGTTTTTGATCAGTTTT
+TTTAGTAGTGCTTTGTTTGACATTTAATTTTTCCGATTTATTCATTCTCATTCTATATAT
+CTCACTAGTTAATGAAAGGGGCCGAAGCCCCTAGAGTTTACCAGTCGCCGAACAGGTCGT
+TTAAACTGGCACGTTTTTCATAATCAATTTTACATACTTCCGTGATATTAGTCAATGGAC
+TAATAACATGTTTTTCAAACATACCCGGATAATCTACCCATGCCAGAATATCACTTTCGA
+TCTCTGACGGTAGTTTATTTCCGGATTGCCACGCGATGCAATCGGCTTGCCACGGGTTTT
+TATCCCTTAGTGGTAGAACCATTACCTTTTCACCTTCCATGATTGGCGTAACACCATCAA
+TACCAGCAGTGAAACGGTTAAAGAAAAGCACCCCTTTAATATGGTTTGGTGTTCCCTTTA
+TTGGATAGCCAGCCCCATCACGATATTTCGAAATGTTGTTGGCAGATGATACACCAGCAA
+TTTCCCTGTAGTCAAGTGCCTTATATTCTTCTTCGAACTTTTTATAATGTTCATGCAAAG
+ATAATTCACCTTCTTGCAGGATACGGCGGATCGCTTCTTTCAGGAATACTTTCACAGAGG
+TCGGAGTACTCGATCGCTGTGTTTCCATACCCATGATTTTCAATTTCGGTTTTTCATAGC
+GGGTTCCTTCGGAGTCCCACACGTTAGCAGCATATCGTTTTTTAGCAGTCCAGAAACTTC
+CCAACCCTTCGGAACCCAGCGGAGGCCCAGAAATGATTTCACGATCCATAAACATCAGGT
+GTTCCACGTTGTTCATGTATTCGCAAAGTTCACGATACCCTTTATCGATCATCGGTTCCA
+TTCTTTCTTTAGCAAAGCGATCCAGGAAGTCAACCCAATGGTTATTATCCTTAAATTTAG
+CCTCACCGCCAACTTTTGCAATCACGTTATCCATACAAACATAAATGGAGTCAGTATCAC
+AGTATCGAACATATGCATGATCCGTAGTACCGCACAGGTCATTAAGGTATTCGTTTACCT
+TACGTTCAATCCACTGGATAGCCAACTGCCCGAACATGGTGATCGCGCTGGCGTTTCGTA
+GATCGAAGTATCGGAAGTGTTCATTACCCAACGCACCATAAAGGGAGTTGATAGAAATCT
+TACGGTTAAGCTGTGCTGTGTTCGCTTGTGCGATCTTCTTCTCACACACGCGCTTAACTG
+CTTTAAGCATTTGTTTCGTAAGAGTTTTCAGAACTGCTTTCGATTCATCACTGAAATCTG
+TATAGAAATCAAAGTCAGGATCAACCATTTGGTTATGCGCGTCTGTTAAATGTTCGAGTT
+CATGCTTGATGAGTTCAAGATTTCGCTCACCCGCCATCATTCGTTTTTTCCACATCTTAC
+GCTGATCAAATACTTTCTTGATCTCTACTGGGATCACGCCTTTGATATCACGGCGGAACA
+TCCACCCGTTAGGAGAACAGCTAAATTCATCGCTAGGGCGCGGCGCGGTCTTATTAATAT
+ACTCTTCAAGAGCACGTACCGCAAAACTCCCCATAATCGTTTCAGGGCTTATATTCACCT
+GTCGGATGATGGAAGGGTACAGGCTTGTTAAGTCGAACGATACCATGTATTTGTAAGGCC
+CAGGAACAGGATCCTTCACAAATGCCCCAGGGTAAGGGGTTTTAGTATGGCGTCTGTTTT
+CCGGAATAACAACCTTATCTTTACGCAGAGAGTTATAAATGATCGCGTCCCACGTTTTCA
+GCGGAGACATAACCCCAGGGAAGTTAATTTTTGCATAGTACGCTACAGACAGAACCAGTT
+CAATAAAGTTTCGTTTACCGTCGATATCAAGTACACGGATAACGTCAACAATGTTGTACG
+TGATGTACAGTTGGTGATCGCGCTGGCGTAGTTCAGACAGAGAACCTTCATACTCAACTT
+TATTTTTACCAGTTTCGTATTCCGCGATCGCGTCCAGGCGGTAAGATGGTTGCGGGGTAA
+AGCTGAATTTCTTATACAGCGCCATACCATCCATTTGAGCAACGCCGAAAATATCATATC
+CTAATTGTTCGTTGCCGTAAGCGTCAGTAGTGGTTCTGGCGGTTACTTTACCAAATGGGC
+TAAAATGCCTTACCACGTTTTGACCGAAAATGTTCAGGTATCGCGTGATGATATATGCAA
+TATCGAATTTGTCAGAGTTCCATCCGGTTACAATAACAGGGGTTCGCTCTTTCCAATCTT
+TGATATACGCAGACAATAACGACTTCTCGGTCTGGAAAGACCGATAAACAATTTTGTTTA
+AATCTTCTTCGCTAATGTCTTTGCGATCAACGTTTTCCGCGCACCATTCCGCAAGGCCAC
+CCTCAACCAGATCGTATACATAGAATTTATCTTCAATGCTATCGTAATGGGTGATCGCAT
+CGATTGGATATTTTGCTTCACGCGGATCCGGAAATTCTGGAGCGGTCACCTCGATATCGA
+TAGAAGCAATGCGAATGTGTTCGCGGTTGTATTCGATTTCATTCCGGTACATGTCAGAAA
+TGTAAGCCAGTCGGTAATCATCCATACCTAGAGCTTCCATCCCAACATCGCGCATACGCT
+GCATCCAGCTTTTAGCTTCTTTGATGCTGTCAAACTGTTTTTTGAGGCAAGGCTTGCCGT
+AAATGTCTTTGTATGGGGTTTCTACGCCATTCATAGCGTGTTGATACATTACGGGCGCAT
+ATTTCGTCTTACGTACCTGTTCGGTGCCGTTAGAGTCAACGAAGCGCTCATAAATGGTAT
+CTCCCATTTGTTCAACTGATAGGTAAAATTCATTCATTGGATCTTGTATTCTCCATTAAT
+ATAATGTTCCATTGTAACACTACCTACAGCAAATTCAAGTTTACTCGATGTTCTAAAACC
+AACAACCCTTCTGCTAACAAGTCACGGATCTTTCTCAGTTGAACAAGCTGGCGTTCAAGT
+TTAAACCCGTCGAATAACATGCTAAAAATACTGGAATTTATACTATGATATTTTGCTTCT
+GCAATTCCCTGGTTAACCATCATGATAGCTTTGTTAACCAGTAGTTTCCTTTCCGTTACT
+GTATGTTCATCCAGTTGACAGGTTGCAAGGGAAACCAGATCATCATAAGCACGTTGGTCA
+ATAACGTTATCCATACGGGCCGCGAAAATTTTATTCATGTAAGTGCGGATCATTGCGCGT
+CCTCCATTCTTTTCATAAAGACTTCTTTTGCTTGTTGGATCAATTCCAGAGATTTTTTAA
+TACGCTCATAGAAATGAGTGGTTTCAACTTGATTGCATAACAATGTGTACTCTGAAATGT
+TACGATCGTAAAATCCAGGAAAGTAGTGTTGTGCATAGCTGTAAGTGCGGGTATCTGACA
+GATTGCAAGTTAACGATAACAAGATGTCATCTTTTACAATCGGGATGATCAAAGTTTCGT
+TGGATTTGATTGAATCCATGATTTCGTTAATAGTCATAATATATCCCTCTCAATGGTGTA
+CACCCAATATAACAAAGCCCCTGCACGAATGCAAGGGCTTTTTGATTAGTGACCGATCCG
+GTACTTGTACTTGAGGATCCAATCTGCTTTTTGCGAGTGAGTCAGTACGCGGAAGTTGTT
+TTCTTCTGCAAACTTCAACCCAGGGGTTACGATCTTAACCATGCCCCACTCTTCGAGAAG
+TCGCGCAATGTTGTTCCGGCGTAGTTCGTCTTCTTCCGTCATATCGACTTGACGACCATC
+GAGTTTCAACAGTTCTTTAAAATGCACGATAAAATACTTACCTTGCTTTTTCAGAATGTG
+GCACGATTGCCAGAGCATTTTCTTTTTGTTGTTTGCAATACCAATACGGGTTAGCGTTTC
+ACGGATCTTTAAAAAAGAATCGTCGCTGATTAGTTGAATTTCTAACATACATCACCATTG
+TTTAATCAATTTTTCCAATTTCTTTTGTTCAGCTTTGTTTTTCACAATACCCAACAAAGA
+CAGAGCGACCTTTGCGTGTTTTCTTTTCCAATCCTCGAACATTCCGAGGTCTTTAAGTTC
+CTGCAAATATTCCATCGCTGTACGTGTATTTACACTGTATTTTTCGCGAAGGATTTCGAT
+AATAATTTTATCTTCAAAATCTTCCGATAGTTTAGCCCATGCACCGAAGCGTTTAGCCTT
+CCTAACAGAGTTGAGATAATAGTTATAGTGCATTTGGTCAGAGATACTACCGCCTACCAG
+ATTCATCACATACGCGTTGTATATCGTGTCTATGTGCTGGCTCATTGCGTTGTCTACAAA
+GTACTTATCATACACTTCATCGATAACCAACGGCGTTTTGCCGTTGTTGATTTCGTCTAT
+GATGTTAAACAAGGTGTTTTCTTTATCCTTGCCGTACTCTTTGACCAGTTCTTCAACCTT
+ATCCCAATCTTTAGAAAGCCAAGCGGATTCATGCGGGGATAACTCTTCTTCATCCAGAAA
+TTCCGCCAGGCTCATGATTACGCCTCCCAGACCATAGAAAGCATCAGGTTCATCAACAGA
+TATTGCAGATGAATTTCTTTATTCATCGCCAGCCCGTATTGCGCGTTGTTTTCGCCTACA
+ATCTGAATCAGTGCGATTTTAGAATCCTGATTCACGATAGGATAAATCGTATCAGTCAAT
+TTTCCGATAAAGGTATCGTATTCTGACGCATATTTAATAACCTCAGAGCGCAACCCTTTA
+TAGTTCTTTTCTTTCAACAGGGTAATGATATGAGACACATCAGAACCAACGATCTCATTT
+AGGATCCCCGCATCAATTTCACCACGTTTCGAGTAGAACCCAATCGCTTTGATAATAGAA
+CGCGCATCCGGATAATGCTCTTTAACAAACGCTGCAATGACTTTAGGATCATACTTGATA
+TTCTCGATTTCAAGGATACCGAAACAACGCTTGATTAACTGTTTCATCAGTTCGATACGT
+TCAGCATCAGACGGAACACCGAATTTAACAGGAGGACAACGAGAAAGCAGAGCACTATGC
+ACACCGTTAATGTTGTTCGCTGTTACAATAACAGAAACGTTTTTACTGTATGCTTCGATA
+AAGCTACGCAAGTGTTTCTGTGCTTCCGCCATACCAGAACGATCGAATTCATCAATGATG
+ATAATCTTTCCGCCTGGTTTCTGCGTCATTGATGAAGCAAAACGATCCAGTTCATTACGA
+ATGAAGTTTACACCACAGTTCGAACCGTTGACAAAGAACACCTCAGCATCAACCTCACGG
+GCCAACACAAGCGCGAGGGTCGTTTTACCAGTGCCAGGGGAATCAGATACAAGGGTCATG
+TTCTCAACACGCCCAGATTTGATTATGCCCCGCATAGCGGCTTTGTCACCAGAAGGTAAA
+ATACACTCTTCAATCGTTGTTGGGCGATAGCGCTGATCCCATGCAAATTCATCAGGAGAT
+CGAGAGATTTTACCGTATTTGGTTTCGATGATTTCAATATTTTCACTAAGTTCCATAATA
+TACCTTCAAAATAAATGGTGTAAAAGAAAGGGGCCGTAGCCCCTTAAAACTATCTTACTT
+GAATGTGCTACTTGCTTCAAGTACGACGACGTAAGCAACGCCGTTATCAGAAGAGAATTT
+TGCGGCCCCTTTGGAGGAAATCTCTACTTTGTAATCGCTATTGATGAACTGCATGTTATC
+AATCTTCATATCAAAATTGAAAACATTGTCGCCTTCATACTCACCGACTTCAACGGAGAA
+AGTTGATTGACTTTCTTTGCTTTTCGCGGTGATGACCAGTTTACCATCAATCGGTTCAAC
+GGACAGGTCGGTCAGTTTCATCATGCGAGACGCTTTGATCAGTTTTTCGAAATCGTTAGC
+GGTAATCTGGAAAATCAGATCTGCTACTGGCATCACCAAACGTTTTTTCGGTTTCGGGAT
+CGTTGTTGCGTCTGCTGAACGTTCGATGATCTTCATCTTGTCGCCGCGAATCACGATTTC
+ACCAGTGGAAATATCATGAGTGATTTCCGCGTCAGTGCCGACGATGTTCAGCATGTTCAG
+GAATGAGTTGAGATCGTAGATACCAACATCTTCATCAATCACATCAGCAATTTCAGCTTC
+TGCGTATACAACGCTGTTGATTGATTTCGTCATGATGAATGAACCTTTGGTCAGCATGAT
+CGAAGAGTTGATTTGAGAAAAGTTTTTCAGGATATCAATAGTTTGTTTAGAGAATTTCAT
+ATTCAGCCTTTAGTTTTCAATAAGTGTTACTTAATAAGTGATTTTACAACGGTTTCCGCT
+GCTGTGTCAAGCATATCAGCCATTTCTTTAACGGTTGTACGCTTCGGATCTTCGCGGCGT
+TCGCTGGTAAGTTTACGATGTTCCGCAACCACTTTTTCATCAATGTCACGATAGTGTTTA
+AAACGTTCCTCTTGAGGCATAGCCTTAAACAGTTCTTTTGTTTCGTCCGAGAGTTTAGCA
+ACCCAGGATTTACGGACGCGGTTCATGTAGTCAACAAAAACATTACTTTCATTCATATAT
+TTCTTCTCTAACTTAGAATTCTTTGAGTGGGGGCCGAAGCCCCCGCTTGTATTACATGTC
+TAACAGTTTATCCAGGTCGTCATCACCGGAGGTATCAGAATCATCCAGGTCGAACGGTAC
+GCCGTCATCTTCGCCTACCGGAACCGATGCAACACCACCAGATGATTTCACATCAGATGT
+CTGATTGTCAAACTTAGCCATTTCGTTATCGAAGTTGCTCAGTTCGCTATCAAGGTCAGC
+GGAAGCGCTGGAACCAGCAGAACCGATCGAACTACCCATAACTTTATTGAAGCGAGTGGT
+CAGGTCAGCCAGCGGTTTGAATTCGCTTTCGGCGGTGATTGGGCGAAGATCGCTCATACC
+TTCGAAAATTGCTTTCTGAACTTCTTCATCGTCGATGTTTTTGATCTTAGCCGGAACACC
+AAACGAGCTATCGTCATAGTTAGGCCAATCACCAACTTTTTTCGCTTTCAGGGTGAAGTT
+AGCACCATCAAACGGACAGGTTACAGCAATACCCGGTTCATCAAGTTCTGGATTACCGTT
+AATTGCGGCGGTGATCTTGTCCATGATTTTCTTACCGAAGCGGTATTTGAACACCTTACC
+TTCGTTTTCTGGAGCGCCTGGGTCTTTAACGACCAGGACGTTAGCCCAGAAACTTTGTTT
+ACGACCGATCTGGCTCAGTAGCTTATCTTCTGGCCCGTTTTTGTTGGCTTTAGCCTTCTC
+ATACAGATCGTTTTCGGAAATGTACTTACATGCAGGACAGCCGTCATAATCGCCGTGGGT
+AGAGGAACAGTTCTCAATGTACCACTGGTTGTTTTTCTTGAAAGAGTGGCTCACGATACG
+GACGAACGCCAGTTCATCATCGGAACGTGCTGGGAGGAATCGAATAACGGCGGAACCGTT
+TTTCTGTGCGTCCAGGGTCAGTTTCCATTCTTTCTCATCTTTCTGGAAGCCGGAACCACC
+TTTCAGATTTGCTACCTGTGCCTGGAGTTTAGCGGGATCTTGACGTTTAAAAATGCTGCT
+CATATTCTGTTTTCTCGTTTAGTTTAGTTTGATTAACGTTTGTTTCATTAAGTTTCGATA
+TTTTATGATATCTTTTTCAGTAAGGTCAAATATTTTTCTGTATGCCTTTAACTTAATGCT
+AAAGTCAGACCAAATAATATCATCAGCTACTTGATCGTGTTTATTTATGATACCTAAAAA
+TGAGTCAAAAATCAAAAACGATTCGTAAGATATCACATTTGACAGGACAAGTTTGCTTAT
+GTAGGACGTTGATGATTTTTCGCTGTACTTGAACACCAGAGACACGGGGATCTCTTTCAT
+TTTGGCGAATTCGTACACGTTTTTAACGTCATCCACAAACACGTTATCTAGTCTTTGTAA
+CTTTCCTATGTACTGCCTGTAAAAGACAATACTATCTTCATCAACATCGCCTACCCAGAA
+ATCCGGATTGGCTACGAAGTTGGAGAGGAATATAAAATAGATTTCTTTGAATGTAAAGCG
+TTGAGCTAATTTTACAAAGAAATATCTATCCTTTCGCTTGTTAAAGGCGTTTTCACTAAC
+TTTGATCTGCCAGTTGTATTGAAGGACATCAAAACGCCCCTGGAAATGAGTTTTCATCGC
+CAGATATAACTTGTATACAGACAAAGGCACAAGCCGTGAATTCGCCTCGCTATCAGCAAA
+CGGAGCTTTGAATCTCACATGAAGCCGTCCAGAGTGGTTGATGAACTATGTTCAAGCGCA
+ACCGATGGGCGAAGCATGTTTCCTTTGATCGCTTCGTCGCTAATCTTATCAAGGATCGCG
+CGAGGAACCGTTTTATTCAGCATCGCATAATCAATAGAATTTTCATCCATCCATTGTAGC
+GTTGCTTCCATGTAGGTTGCCCCCTCAGAGGCAACCAGATTTTCGATATACAAACCGACT
+TCGGTCTTATTTCCGATCATGCTTTACGCCTTATCGATCATATCATACAGTTCGATCAGT
+TCGTTGTTTTCTTCTTCGAAAGCGGTACGGGCCTGTTCGTGATACAGTTTGAACAGTTTC
+CCGAAGGTTTTTCCATCGATACCGAAATCGGTTTTCGCTTTGGATTTGATATCCTTGAAC
+GTGCCGTTGAAGATCTCAACTTGAGTTTTCACGTTGGATGCTTCTTTGATCAGTTCTTTT
+ACCTGTTTTGCTACATCAGGGTTTGTTTGTAAAAATTCTACACTCATTTTGTTACCTCAA
+AAATCACTCAGTTTTTCGAACATACGGGAAAGTTTGTTATCCATGAAGTAACGTTCCATT
+TTGGCTTTACTTCCGGATTTTGGAGTATTATACGCTTCAATAATCGAATTTTCAATATCT
+TTTGGTATAAATTCGAAATCGCGTAGTTCCTCATTTTCTTTGTAACGTGCGGCCCATTCA
+GGGGTCATCAATGTTGTCGGATCGTCTGCCTCCAGCCATGCCTCTAACTCAGAGGATTTT
+ACCGCTGGGGCGCGTTCACCTTCAACCTTCGTCACAATATAATCATTTCTAATTTTAATG
+CAAGCGATACTATCTTTTTTATCGCCTTTGATATTTTTGTATCGCAGATCGTTACGTGGC
+GAACCGTACTTAGGCGTTACCCATTTTTTCTGGGGAGGCGACCATTGACGAACACCGTTA
+TATTTCTGTAGTTGTGTAAAGTCGCTATCAGCAGAAACCACTAATACTCGTCTACCTTCA
+CCAACAGCTTTTTTCGTAACAACAGCAATTATATCATCAGCTTCCGCGAATTCAACCTTT
+AATCCGAGATAAGGCATATTCTGACGGATTTCTTCGAACACAGGATTAAGGAAGTTGTTC
+AGACGATCCCAATCCCATTCTGATTCTTCGTGTTCGATCTGACGACGTTTTTTGTAGTAC
+CAGGCTTTTTGCCTACGCCAGTAATTTCTGTCATCGAAGGCAATCACGATTTCTGGATAC
+TCACCTTTAAATTTTACAACGTTAAACCGTAAAGTGTCAAGCACCAGATGACGAATCATT
+TCGATCGTGATGGATGCTTGTTCCTTTGGTTTGAAGTTGTTCATCAGTGTAGCGATGGAA
+ATGTTAGAGATATCGATGACCATAGTATCATCGGGTTCCCCTTCATCTTGCATCAGCTTG
+TTCAAGTTAAACATGCTTGCAAAACTGCTCATACATACCTCAATTTTTCAAAGAACGGGG
+TTATTGTAGTAACTTACGAAATGAAGTCAATACAAAAGACCATAAAATTTTGATCAATAA
+TACTTGATCTGATCAAATTTATGATCTATAATTTATTAATTAATAATTATTTTACTACAA
+TGATCATTGTAGGTCAAGTACTAAAATCAATAAATTTTATATAATTTAGATCTGATCTAT
+AGATCATTAGATCTACTTTAACCTTAAATAATATAGAATGAAATTTGATTTTGTCTACAG
+TTATTATATAATATTCTTAACTTCAAAGAGGAAATATGAATACTATGACTAAAGAAACAA
+CCAATATCTACGCAGACAATGAAAAATTATACCCTATCCTCTGTGCATGGAAAAAGCAAA
+TCGCCGAAACAGGTGATCGCAAAATGCCTAATGAGTTGGGGGCTGCTATTATGGATATTG
+CAAACGGGCTATCACGTCGTTACAACTTCAACCGTTATTCCGAAGATTGGAAAATGGATA
+TGATCGATGACGGAATTTCCGCTGCAATCTCAGGACTGCATAACTTCGATGAAACTCGTT
+ATACCAACGTTTACGGTTACATTAACAAAGCATGTTGGCAAGCATTCGTAACACGTATTC
+TGTACGAGAAAAAAGAGAACGCGAAGAAATATAAATTCTTCCTTGAGCACGTTTACGACT
+GTGAAGATTCAGATATGGTTAGTATTGCAGACGAAGGTTTCATTCAAGATCTACATGACA
+AACTATCTCAGTACGAGGCTTCCGCCACCAAAACCAAAGACAAGGAAGCGGAAGTATTCC
+CAACATTGGAAGATTTTCTATGAAAGCAATAATTGACTTAAACAAAATATTAACTGATAT
+CGATTACGAAATTGACTTGCTACCCTACTTCGTAAAATTAGAGTTGCAAAACGTGGGAAT
+CCCGGTTATCATCGATCCAACTGACGTAAGAAACCCCGATTTCGAAGTAGAAGAAGGGGT
+TTTGTCTTATATGATAAACGCCGAAACTATGATCATGGAGATCACTTATGATTGATGAAG
+AGAAAGAAGTACTAACCAGTGTGGAAGAAGTGGATCCAGAAGAGGAAATTCAACAAAAGA
+TCCAGGAACGTGTAGAAGCCGACGCATTGAAGCGAGCACAAAAATTCATTAAGAAGAACC
+GGACTGAGATCAAACGCCTCCGTAGACACGCAGAGGAAGCCCTATTCAGGGGTAATAAGG
+TTCAGTATGTGTATGCGGTTAAGAAACTTCGTGATATGCTCAAACAGCCGTATACAGAGG
+ATTTCATTGATACGATGTGGAACACTTCACTAGCATCAATTCGAAATATCGTAGCTTCAC
+AACAGAAGCACTAACAAACAAGTAGCCCCGAAAGGGGCTATGAGGGTCTTATGAGAAAGT
+ACTTAATGATCGGGGATACTCACGCTGGCTTGCGTCAGGACAACCCCTGGAATGAAGAAA
+ACCTATACAATGTATTCGTACAAATCGTAGAACACTGCAAAGCAAACGGCATTACCGAGG
+CTTTCCATGCTGGTGATTTCTTTGATGTGCGCAAGGCCACCACACAAACCACGATGAAAT
+TCATTCGTGAACGTATTGTGCCACTACTGGAAGAAGCCGGATTACATATCTATGTTCTGG
+TTGGGAACCACGATTGCCAGTTTAAAGACAAGATCCGCCCTAACTCACCGCGAGAGATTC
+TTGATCAGTATGATTGCTTCACGGTTGTTGATGAACCGATGACAGTAAATCTTGATACTT
+CTCCGCTGCAATCAATCGATTTGATCCCGTGGATTTGTCAAGAAAACACCCAGCAGATTT
+TTGATTTCATCAAAAAGTCAAAATCTCAATACTGCTTAGGACACTTTGAACTGTCCGGAT
+ACTATTTCTATAAGAACAGTAAAGCGGATCATGGTCTTGAACCTGATTTCTTAAAGAAAT
+ATGAAATCGTGTATTCAGGCCACTATCATCACGCTAACGAAGGCGCTAACGTTTTCTATA
+TCGGTACACCGCTTACCATGAGCGCTAACGATGAGGACGAAACCAGGGGCTTCTATGAGC
+TATCTTATGGCGACGGTAAACGTGAATTAACTTTCATTGCTAACCCAGTATGCCACCATC
+GCCGGATCACCTATCCGGATCAAAAAGATGTTGATGTTGCAGATTACAAAAATTGCTCTG
+TTCGCTTGATTGTGCGCGAAGTTGATAACGATTTGCCTAAGTTTCAAACAAAACTGGAAG
+AAACAGTTTATGAGTTGAACATTGTCGATCGCGTGATCACTGATTCAGAAGTCGATACTG
+ATTTTGAAATCAAAAGTGTATCTGGATTGATTAGTGAGTACATCAACAACATGCAGATCA
+CTCCAGAAGAAAAGACCGAAGTATCTGCAATAATGAGTGCATTGTATGCAGAGGTTACGA
+GCAATGGAAATAGTTGATTACGTTAATATTTTAAACGAAGAAGGGCGATATAAAGCCCTT
+TATAAAATGTTTGGATTTGATGTGATTGTTGCAGTACAGCAGGATTCCTATAATGAGTAT
+GTGTCATTGGGGTTCACTCTGATTAAAGACAACTATCACGAAACAAAGGTTTGGACATTT
+ACTGTCCTGAATAGCATGGATGAAGATTCCGTGATATACTGCTTTGATAGCACGATTACA
+AACATGATTAGTGATATATCCCAAAGGATAATTGATGAAACTCAAATTTAAAACATTGAC
+TTATCAAAATATCTTGTCGGTCGGTAACGTACCGATCGTCATTGATTTTGATTCAGCAAA
+GAAAACCCTCATTACGGGTAAAAACGGCGGTGGTAAATCCACCATGATCGAAGCGCTTAC
+ATATGCTCTCTTTGGTAAGTCATTTCGCGATCTGAAAGTCGGGCAACTGGTGAACAGTAT
+CAACAAGAAAAAATGTCTGGTTGAACTGTTGATCGAATACGGCAATGATGAATATAAAAT
+CATCCGTGGACAAAAGCCGAAAGTATTTGAGATCTGGAAGAATGGCGAAAAACTGCCGGA
+AGATTCAGCCGCTGGTGATTATCAGTCACAGCTTGAATCAATGTTGAATATTAACCTGGT
+GGGCTTTAAACAGGTTATCGTTCTGGGTACTGCTGGTTATGTACCTTTCATGGAACTGAA
+AACACCAGATCGCCGTAAATTGGTTGAAGATTTGCTTTCTCTGTCTATTATCAGTGAAAT
+GGACAAACTAAACAAATCATACATCCGTGGTGTTAACCGTGAACTGGATACGCTTTCAAT
+GCAGATTGGACACGTACAACAGCAGATCGCAACACATCAAAAGTTCATTGACGAACAACG
+GGCAAAAGCAAATCAGAATACGGCGCGTTACCAGGATATCTACGATTCCCACGTAGAAAC
+AGCAAAACAGATTAAAGCGCAATTAGTTGAACTTCAAACCCAGATCGCAGAATGCGTGAT
+CAATGGTGAAGACCAAACAGCAAATATTCAAAAACTGCGTGATGGCTATACACGCCTCTC
+AATGAACGTAGAACAGTTGCAGCGTCTTGAGGTGATGTATCGCAAGGGTGGTGAATGTCC
+GGCCTGTAAACAGCCAATTAGCCCCACTCCTGAACGCATGGAAGAAATTGCCGAGAACAT
+TAAAAATGGTACTCAGAAACTTACGCTGATTAAGAACAAGCAAGATCAGCTACAGAAAAT
+CATGGATGATTTACTAACACAACAACGTACACTAAATGGGCTGAAATCCAAATACGAATC
+ACTACGCGGTACACTTCAAAATGAAGTTGCAGCGGCTAAACGTGTTCGGGCTGTCATGGA
+TAAAGCACAGGAAGACGTGGTGATCGACGAATCCCCAGTTGAAAAACTCCGTGAAGATGA
+AAAGGAACTTGATTCTAAACGTTCTGGATTTGTCAAGGAAAAATATTTTAGAGGTATTGT
+TACGGATCTGCTGAAAGATTCCGGCGTTAAAGCGAGCATCGTTAAACGTTATATTCCTTA
+CTTCAATAAACAGATTGCGTACTATCTGGATCTGTTGGGTGCTGATTATCAGTTCACTCT
+GGATGACGAATTTAACGAATCGATTAAATCGCTGGGTCGTAATGATTTTAGTTACGCATC
+GTTCAGTCAAGGCGAAAGAGCACGTATTAACCTTGCTTTATTGTTCACCTGGCGCGATGT
+AACCAGTAAAATTTCTGGTGTTGATTTATCCCTTCTGATCCTGGATGAAGTGTACGATGG
+TGCAATTGATCGTGATGGTAGTTTTGCCGTAAAAGCACTATTGGATGGGATAAATGGTAA
+CGTAATTGTTATCAGTCATCAGGATCTGGATCCGCAAGATTTCGATCGACATATCACCAT
+GCAGAAAGTTGGACGGTTCACAAAGTGTACTATCAATGATCGAGGTGCATAATGTTAGAA
+AGAGAATTTGAATTAGAAACCGCTCCGGAAATAGAGCGGTTTTATCTCCACAACAATTTT
+CTTGAAGAAAAACATATAGTTACTATGAAAGATGTTGAGGAAGCATTCAAAGATAACCCT
+ATAGAGTTGACGCGAATCAAGAACAACAAAAGTTCTGTTTGGTTCCTCGAAAAAATCTAT
+TGACCGAAATCCATAAATACAGTAAAGTAGCCCATGTAACGAAACGTGGGCTTTGTTTTT
+ATTTGAGGAACAATAAATGATCACTGAATCCAAAATGACTTATCAGGAAGCACTGAAAGT
+TTTGGGCGCAACTGGTAGCGAAACCAGCGCTGAAATGTCCAGACTCTTCAAACGTGCATC
+CTTACGCAATCACCCCGACCGTGGTGGTAGCAATGAATTAATGCAGAAAATTAACCAGGC
+TTACGACGTAGTTACAAAAACTGGGCCTAGTGGCGCACGTTCTGAGACTGCTGGTGATGT
+TCGCGCACGTTATGCACGTCAAAAGAAAGAATGGGAAGAAAAAGTTGATGCTTACTTTGT
+AGTGGCGAAAAACTATTTCAGCACCAAATTTAACGCACAGGAATTTGCGGAATACTTCAC
+CAAATACACTGGATTGCCTACCACTTTCAAACAGGAAGTAACAAAAGGTAGTCACGGTGT
+TTATGCTTCGTTCCGTTTCACTTCTGGTGATGCTTACTTTGATTTCGGTTTCAACTGCAC
+CCCTCCGAATGGACAAGGGTTAGCCGCTCCGGATTCATCTGCACTGGGTAACGTTTCTGT
+TAGTACCTTTGTACTGGTTGGAACTAAAAAACATAAAATGGCAAGCCGTGATTATCAATG
+GGGCAAAAACCCAGATAAGATCACTCCGGAAAGCCTGTTCCCGTCTAAAAAACTGGAAAG
+CATTTTCAGCCCTGTACAGAAAAATATCAAATACAAACGTGCTGATTACCTTGCATCATT
+CCGTAAGCTGTTAGGCGCTGACATTAGCGGAAACGATATCTTTGTTGAAGTTGGTACACT
+GAAAGTTCGTTTCTATCGTCATGTAATGATGCGTAAAGGTGCGTATGTGTTTAGCGCGGT
+GTATGATCCTGCTGTATCTAAGTATCGTCCGGCTGCACAACTTCGCGGAACTATGTTAGA
+AGACGAGGACGGCGCTTGCCTGGATATGATCGTTGATACGTTCAAAGAGTTGCAGAAACT
+GAAACCGAGTGTTCAAGGCGTTGTGAACGCGATCGATAAGATGAACGCAGAGTTTGCAGC
+GGGACATCGTTCAGCATCTTTTGTTAAACGTGTAGCTGCTCAGGAAGCCGCGCCGAAGCC
+AGAAGAGAAGCCAAAACGCACTGTTAATCGTATCGGTAAAGAGGAATACTTCGCAGCACT
+AAAAGATATTGGTGCTCGTGTAATGCCTACCAGCGGTTATGTTGAATTTGATAACGGCGC
+TGGTGTTACTATCAACTTCAAGCGTATTGTTGTAAACCGTAAAGCATACTACTCATTCAG
+TAGCTTTGATTTCATGTACTCTGGTCAGAAACACATTGAGTGGTTGAAAGGAATCGATAT
+CGCAGAAGATACCAAAGGCGCAAGCATTAGCCTACTCACTGATACTCTGAAATCTTTACG
+TGGGATCTCTGACTGGAACACTGTTAAGAGCGCTTTAGATCAAATGAATTCTAACTTCAA
+GGCGGGTAAATTCTCCGCACCTCATGTGAAGAAGGAAGCAGAGCAAAAAGCACCGAAACA
+GAAAGACGAAATCGGCGCACAGCCTACCAAACCACAGGCGGCTAAGAAAGATACGCCGGA
+AGTGGAAAAATCACAGGCTGTTCATGCAGCACGTGAGAAAGCGAATATGAACAACACTAT
+TCGTAAAATGATGACTATGTTAGTCAAAGCACAGCGCAAAGACACTCCGGAAGATATCAA
+GAAGGAAGTTGATGCAGCAATTCAATTGTGGCGCTTGACTTACTAATCAAATGAACTATA
+ATGGGAACTGTTAACGCAGTTCCCTTTTTATTTGAGGAAAATATTATGAGTTGTCCAACA
+TGGTTACGTTTGGAAAATCTGAAAGAAGGTACACAAAAACGGATTTATATTAATCTTGGT
+TGGGTTCCTCCTACCGATTTTCAAATGGCTGAGATTTTAATCAATGCTGTTAAAGAAGTA
+AGCGACACTTACGAATGGGAAAGGCTCTATTTTCCCTTGATTGGTTTGTATATGACGCGA
+AATAAATTTGAAGAAATGAAACTTGCTGTTATTCGCGCTACGATTATTAATTCCCAACAA
+AGATTTACTTTGAAAAATGCATGGAGTTCTGAATGATTATTCAAGTATCTGTACAGGGCG
+ACACTCTGACTGTCACCGAATCCATCAATACCGCTCTTGCTGTATGTCGTGACCATATCT
+CACAAAATCCTCCAGTGACTGAGATCCTGGAAATTGATGTTTGGGATCAGATTGGGATGA
+TCGACGCATCATATGGATTTACCCCGCGAGATGAAGAACTATCTCGTATCGAATCATGGC
+TGAATGAACAGGAAACGGAATGAAACTCCCTAAGAACACAACACTACTAACCCGCGAAAA
+ACTTCACTCTGTTGATTGGTGTCCTCTGGATATCATGATTTTTGATATTGAATCTCGCGT
+GATCAATGCAAAATATCAGGGGTGTAGTATTTTCTCTGTTGAATTCGAGAAGATTCGCGG
+ATATGATGAGAAGTACAAAGAAAAACTGAAAGTTATGATTGAAGCATTAGGCTATATTGT
+AACTGTTGAAGACAACAAAATGTGGATCGCAATATGAGCATAGTAAAAGCGGTGTTTGCG
+CTGGGGCATGATATCTACCACGATGATTTCGCTTTTGGATATCAGCAAGGCTTGCCGTGG
+GGCCACTGTAAAGAAGATTTACAGAACTTCAAAGAAGAAACCGCCGATAGCGTTCTGATT
+ATGGGTGCAAATACGTTTACCTCTCTTCCGGGTAAATTGCCTGGTAGAATTCATTGCGTT
+CTGTCTGGTTCCGGTAGTTTTTTGAAAACCAAAAAAGGCGAGGTTGCTGATTACGTGATC
+CACGGTGGCGGGTTGTCTGCTGCTATTGGTACAATGCAAGCAACACACCCAGATAAAAAT
+GTGTGTGTCATTGGTGGTAAGGGGTTGCTTTTAGATTCAATCAATAATAAAATGGTTGAT
+GAAGTAGTTTTGACACACATTTACGGACATGATGTATATAATGCCCCCGCATTTAAACGC
+GATGTTTCGTTTACTGCTTCTGAATTGGGTGATGCATTGTTAAAATATGAATTTTCTGAT
+TTCGAAACTCAGTACATCAAAGAACATGAACGCATTGAAAAAATCATAGTCGATCGATAT
+AAAAAGGTATAAAATGAAACAGTATCTGGATATTATTAAACTTGTACTTGATAACGGTGT
+TGAATCAACCGATCGCACTGGTGTAGGTACTATTCGTATTTTCGGCGCACAAGCCCGATG
+GGATCTAAACAGAGGTTTCCCCGCAACTACCTGTAAAAAACTATTCTTCAAACCGTGCAA
+GCATGAATTGCAATGGTTCCTGTCCGGTTCAACCAACGTTGAAGAACTTCGCCGGATGAC
+CTGGGGTGAAAATAGCGATAAGCGCACAATCTGGGATGATAACTATGAAAAACAAGCTAT
+TGATTTAGGATATGATTCTGGTTATCTGGGGCCAATCTACGGTCATCAATGGCGTTCGTT
+TGGTTCTCTTTATGGGGATGATGATAGTTATTATGGCGGTAGTGGTGTTGACCAGATAGC
+AAAAGTCATTGAACAACTGAAATCAACCCCAGACGATCGTGGGATCATCGTTTCGGCATG
+GAACCCCGTTGATCTTGATGATATGGCATTGCGTCCGTGTCACTGTTTCTTTCAGTTCGT
+TGTAATCAACGGTAAACTGTCTCTACAGTGGTATCAGCGTTCAGTTGATGTCTTCTTAGG
+GTTGCCGTTCAATATCGCCTCCTATGCTCTCCTGACGCATATTATCGCTGATATTTGCGG
+GTACGAAGTGGGCGATCTGGTTTGGACTGGTGGTGATGTCCATATCTATAAAAATGCGGT
+TGAACAAGCAAAAGAACTTTTACAGCCTAACCGTTCACCAATGCCATTACCGATTCTAAA
+AATGCCGAAGGTAAATAGCTTACTTGATTTAGATCAAGAATTCTTTGACTCGATAACCTT
+AGAAGGGTATCATAATCACGGCTCTCTAAAAGCTGAAATGGCAGTATGAAAAATGGGGCT
+TCGGCCCCTTTCTTAACAAGGTAAGAGAATGAATGACATTAAAGTAGTAGTAAAATCCTC
+TGGTGTACGCCAGCCGTTTGACAAAGAAAAAATATACAAAGTGCTCAAGTGGGCCTGTGA
+TGGTCATAATATCGATGTTCGTGCATTCCTTGAAAATGTATTAGAACTGATCCGCGATGG
+TATGACTACCAAACAAATTCAACGTATCGCTATCAAGTATGCAGCAGATCATATTTCTGT
+TAAAGAACCGGATTGGCAATACGTAGCATCGAATCTTGAAATGTTTGCATTGCGTAAAGA
+CGTTTACGGTCAGTTCGATCCTATCCCGTTCTACGATCACATCGTTAAAATGGTTGAAGC
+GGGGAAATACGATAAAGAGATCCTGGAAAAATACAGCAAGCAAGATATTCAAGTTTTCGA
+ACGTGCAATTGATCATGATAAGGATTTTGAATTTTCGTATGCTGGTTCCCAACAGTTAAT
+CGGGAAATATCTGGTTCAGGATCGCGATACTGGCGAAATCTTTGAAACCCCTCAGTATGC
+GTTTATGCTTATTGCGATGTGTCTGCATCAGGAAGAAACTGGGTTAGCACAGGTTACGCA
+TATCGTTGATTTTTATAACGCAATTTCCGATCGCAAACTGTCTCTACCGACTCCAATTAT
+GGCGGGTGTACGTACTCCTACGCGCCAGTTCTCCAGTTGTGTAGTAATTGAATCGGGTGA
+TTCTCTTGGTTCTCTTAACGCTGTAACCTCTGCGATCGTGAAGTATATTTCACAACGTGC
+TGGTATTGGGGTTAACGCGGGACATATTCGCGCAATGGGTTCTAAAATCCGTGGTGGTGA
+AGCTGTTCATACTGGTGTGATTCCTTTCTGGAAACATATTCAAACCGCTGTTAAATCCTG
+TTCACAGGGTGGCGTTCGTGGTGGTGCTGCAACACTGTATTATCCTTTCTGGCATCTGGA
+AGTTGAAAACCTTCTGGTGTTGAAGAACAACAAAGGCGTAGAAGAAAACCGCGTTCGTCA
+TCTTGATTATGGTGTACAGCTTAACCAGTTGATGTATAAACGCTTAATGAATCGTGATTA
+CATTACGCTGTTTAGTCCGGATGTTGCTAACGATCGTCTGTATGATCTGTTCTATGAAGC
+TGATCAGACTGCATTTGAAGAACTGTATGAAAGCCTGGAAAAAGATCCAACTGTTCGTAA
+GAAACGCATCAAAGCGGTTGACCTGTTCCAACTTTTAGCACAGGAACGCGCACAGACAGG
+ACGCAAATACATTTTCAACACTCATCACGTCAACCAACAGGGTAGTTTTACGGTTCCTGT
+TCGTATGTCTAACCTGTGTTGTGAGATTGCGATCCCAACGTCGCCGCTGGATGACGATGA
+TAAAATGGCTGGTGAAATCGGATTGTGTACGCTAATGGCTATCGTTCTGGATAACGCTGA
+TATCAGCGAATTCCCGAAACTCACGCGTATTGCAGTACGTGCGCTTGATAACCTGTTGGA
+TTACCAGAACTACCCTGTAAAAGCCGCTCTGAAAGCTAAACAGCGCCGTTCTCTGGGTGT
+TGGTATCACCAACTATGCATCATGGTTAGCGAGCAACTATTGCGACTACTCAGAAGCGTA
+TACAGACAAAGTTCATGAGTTAATGGAAGCGTTTCAGTTTAACCTTCTCGTTGCTTCTAT
+GGAACTGGCGAAAGAACGTGGTGCATGTGGATTGTACAACGATACCAAATACGCTCGCGG
+GTTACTGCCTATCGATTGGTATTGCAAAACCGTTGATGAACTGGTAGCACCTGTTTATAA
+TTGCGATTGGGAATGGTTACGTAGTCAGATTAAGAAATACGGCTTGCGCAACTCTACTCT
+TTCTGCTTTAATGCCTTGTGAAAGTAGTTCACAGGTTAGTAACTCTACCAACGGGATCGA
+ACCTCCGCGCGGTTTAGTGAGTATCAAATCTTCGAAAGAAGGACACTATAACCAGGTTGT
+GCCTAACCAGAATAACCAGATTGATTTCTATGATCTGCTCTGGGATATGGCTAAACGCGG
+TAACAAAGGGTATCTGTCTCATGTAGCAGTTATGCAGAAGTTTGTCGATCAGTCTATTTC
+TGCAAACACCAACTATGACCCGGCAAACTATGAAGACGGGAAAGTTAAAACAGAAGACAT
+CATTGATGATCTGCTGTATGCTAACTACTACGGTGTTAAAACTCTGTACTATCATAATAC
+GCGTGATGGTGCTGGTGATGAAGAAGAAGCCGCAGAAGATTGCGCGGGTTGTAAGATTTG
+ATTAATGCCCCTTCGGGGGCTTTTTAAAGGTAAAGACATGTTAACAGTAATGAATACAAA
+CCCAGATCATAACCACTTAGAACAACCTATGTTTTTTGGTGAAGATACTGGTGTTGCACG
+TTATGAATCGCAGAAACACAAAGTTTTCGAAAGCCTGACGCAAAAACAGCTTTCTTTCTT
+CTGGCGTCCGGAAGAAGTCGATCTGTCTACTGACCGTATGCAGTATGCAAAACTTCCTGA
+ACATGAAAAAATCATTTTCGATTCTAACCTACAGTATCAAACCCTGTTAGATACCATTCA
+GGGACGTGGGCCTAACCTCGCATTTTTGCCAATTGCATCCGATGTGAGCATGGAAACCTG
+GATCGAAACGTGGGCGTTTAGTGAAACCATCCACAGCCGTAGTTACACGCATATTCAACG
+TAACTTGCACATTGATCCTTCTGTACAGTTCGACCAAATCCTTCGCAATGAAGCGATTAT
+GAAACGTTCTGCATCAATGACACGGTATTATGATACTCTGATTGATGAATGTCATAAGCT
+GAAAACCATCATGATGCTACAGGAACAGGTTAGCGGCTATAAACCAAATGATCCGGCTGT
+CGTGTATTATAACGAGCAATACACTAAACAGGCCACTAAGTGCAAAGAAGCTCTGTACCT
+GTGTATGCACGCTGTGAACGCTCTGGAAGCGATCCGTTTCTATGTGTCGTTTAGTTTCAC
+CTTTAACTTTGCTGAACAAGGCAAGATGGAAGGCAACGCGAAAATTATGCGCCTGATTGC
+GCGTGATGAAGCATTGCATCAGAAAGGTACTCAGAGTAAAATCCGTTTGTGGCAAATGGG
+TAAAGATGATCCAGAAATGGTTGAAATCTCCCGTAGGCTGAAAAAAGAAGCAACGGCTAT
+CTTCCTGGAAGTATATGAACAGGAAAAAGAATGGGCTGAACATTTATTCTCTGTTGGTGA
+TGTAGAAGGTGTATCGCTGAAAAGCACTATCGCTTATATTGAACACCTTACAGATCAGCG
+TATGCGAGCGGTAGGGCTTGATTCACCATTCACCCCGATCCCTAACCCGTATCCGTGGAT
+GAATAAATGGCTCAAAAGTGATAACGTACAGGTTGCCCCGCAAGAGGTTGAAGTAAGTTC
+TTACCTCGTCGGAAACTTGAATACTGAAATCAGTGATGAAGCGTATGCAAAATGGGCCAG
+CAAATACGCGTGATTGTCGGGTAGTAAACAAGTACAAAACTGATTGGGATGTCGATATTC
+AAAGAGGTACGAAGTTCGGCAACCCTTATAACACAGGAACCAGGGGAGAAAACATTTTAG
+CGTTTATCCCCTGGTTCCAGAATCAGGTTCGTACTGGGGCGATCACGATTGAAGAATTGA
+AAGAACTTGATGGAAAGAGGCTTGGTTGTACCTGTGCGCCTCTTCCCTGTCACGGTGATT
+ACATCGCGCATGTGGTTAATGTTTTGTGTGGTAAGAAAAGATCACTTGACTTTTTGGATA
+TATAATGTATGAAATCTGAATTCAACTTAACCCTTGATAAATGTGGTCGCATCGATCGAA
+GTTTTGTTAAGTGTGGTGAACTTAGGCATTGTGTTTATTTTATTGCAATTAACGATGAAA
+TAGTATATGTTGGTAAATGTCGGGATATGTGGAAGCGTTTAGATACATATCGCAATGCAA
+AGTATTGGAGAGAAGCCAACCCCAGCAACATCTTAAAAACGTGTCGATTGGAAATGGCTA
+TCAAAAAACGAAAAACTGTGAAACTTATCGTGACTACTCACGATGAAAATACATATCATG
+ATTATGAAATCAACATGATACGAAAATACAACCCTGAATGGAATAAACAGCACTATGACA
+AAGGCACAAACTAAAATTATCAATACCCTTTACAAACAACTCATGCAGTTGTGTGGTGAA
+TCCGAAACATTTTTCTTCGTTGATCAAGTAACCGTGATGGGTACACCTGTTCGAATCTTT
+AACTATCGCATGGCCTCATATACAGACTGGCTAAAGCCTGGTGCTCTGGAATGTCGCGGT
+ATCATGTTTGAAATGGATGGAGATACCCCCGTATCAATCATCAGCCGCCCTATGGAGAAG
+TTTTTTAACTATGCCGAGGTAAAGGCATGGGAAGCGCTTAACGAGTCTCCTATTGAATTA
+GGCGAAGTTTTAGACGTGATGATTAAAGAAGATGGTTCCTTGATCTCAACTTTCCTTGAC
+GGTGGATTTCTGGCGGTCAAGTCTAAAGGTTCGGTTAAATCAGAACAAGCTATGGATGCG
+CACAGCGTGTTAATGGCAAATCGTGAATTGCTGACCCGCTTAACTGAGATCGCTAAAGAA
+AACTATACGGTGAATATGGAATACGTTTCCCCGAAAAACCGTATCGTTGTTGGTTATGAT
+TCTCCGGATCTGCGTATCCTGAACGTTCGTCATAACATCACGGGTGAATACATCCCTTAT
+GATGATCTGTTTGCTGACGCGCTGTTACGTGCGTATCTGGTTAAGCGCGAGAATATCGAA
+GTACTGGATCTGGATGCATTCGCAAAAGAAGCATATCAGAATGAAGGATTCGAAGGCTAT
+GTTGTTCTGACAACGAAAGGGTTTGTAAAAATCAAAACAAACTGGTATGTCAATCTGCAT
+CGCACAAAAGATAGCATTACCAACAATAAGGATCTTTTCCTAAATATTGTTGAGAATACG
+GTCGATGACCTGAAACAGCTATTCAGTTCGGATCTGGTCTCTCTGAAAAAGATTGACGAT
+TTCGAAAAACTTTTCCTTGATAGTCTCAATCGTTTGAGTGCAAAAGCATTCAAAGCTATT
+GAAGATAATAAAGGGAAATCGCGTAAAGATTTTGCTATCAGTCTAAGCGCGGATTTGTCA
+AACGACGGTCGGATCATCTTCGGGCCTCTTATGAAGTACTTCGAAGAAACCGATCCACAA
+AAACTGGTCGATCGCATCATTGAAATGATGGTTAAAAATTACGACCAGTTCATTCCTGGA
+GAGTACAAGTGAAATCATTTGGCGCATATAGCCGAACGATAGAACAAGAAAAAGCAGGGA
+TTGATTCCCTGCTTTCTTTCGTTGATGTTTTCCCCGAAACTGGAAAAATTTACTGGAATG
+ATAAAGCATATCATAAAAGTAAGAGAGGAAAAGAAGCGGGTTCTATTGTTTGTGAAGAAT
+ACCCTTATACGAAAATAAAGTATGCTGGGAAAAATTACATGAGGCATAGAATAATATTTT
+ACTATGTTCATGGTTACTTACCAATCATAGTTGATCATAAAAATGGTCTTGATTTTGGTG
+ATTGTATTGATAATCTTCAAGAATCCGATCCCGTTCATAATATATTGAAGAAAAACAAAA
+CCAGAAAATCTAAAACTACCACATCAAAAGGGGTTGACTATCGTTCTTCTCGTGGAAAAT
+ATAGAGCACAAATACGGATTAATGGTAAAACGAAACATATAGGATATTATGATACAGAAG
+AACAGGCGTCTATCGCATATGAGGAAACTTTGAATGAATATCAAAAGCATCTTGGGTATG
+ATTAATATAAAATCGTGGATATGGCCTATTATTGTTGCTTGCTCCCTAATAGCCCTTTTT
+TACATTGCAGTTGATACCAAAATAGAAAACAGGCAATTGTCTAAGGATATCAAAGCGTTA
+CAAGCTGATATCAAGAAAGTAAAAGAGACAAACAACAGTAATACAGTGATATACGTCGAA
+CAGAAAGGCAAGGATCAGCAGTTAGTGAAAGATGCCGGACGTAAAGATCTGTTGTTCAAA
+AAACCAGGACTGATCGAAATCAAGATCAACAAGTCCTTTGAAGAGTATATGAAGGATTAC
+GAAAAATGAAAATCGCTACACTAGCGCTCGTTCTGGGCGTTCTGTTGGTCGGGTGTGCTG
+AGAAGCCACCAGAAAAGATTTTGCCTACGCTACCCGCTAAGGTGAATCCGGTCAATGTGA
+AATGGAAAGTGGTTGCAGAAGTAAGGGAAATCGACGGGAAGAAATATCTGGTCATGCCTT
+ATGATGGTAATCCATACGTTGCCCTTTCATACCCAGATTCGTTAATCTTCCGTAGCTGGA
+TGAATGACGTTAAGCGTCAGAAAGACCAGACGGATAACATTCTATGCACCGTGGGATACC
+CCGAAAAATGCAAGTCAAAATAATTGATACATTCTTTGATGACTTGACGGTCGGAAAGGT
+GTATGATGCTGTAGAATCCAAAAATGAACTATGGATTGATAGCGATTGGGGGATTGCAGT
+CAATCTGCATACCGAAGCCAGTCAAGAACTAATTGAATATGAGATAGTGAAATGAATCTG
+TTTATGACTATTGGCGTTCCGGGTAGTGGAAAAACTACCTGGGCGCATGAGAAAGCCCGT
+GAATTGGGTAATACTGTTACGATCTCTCGCGATGATCTGCGTAGCTCTTTGTATAATGCG
+GGTAAAGGTGCTGGCGGATACAAATACACCAAAGCGAAAGAAGACATGATTGCAGAAATG
+CAGGATCACGTTGTTATCTCCACTCTGAAAGATGGTAAAAACGTGATCATACACAACACA
+CATCTGAAAGAAAGTGATAAAAATCACTGGCGTGAAATTGCGTTGGAACACAAAGCTGAT
+TTTCATATTGAATATTTTGATGTGTCTATTGTTGAACTGCTTCGCCGTAACCACAAACGC
+GGTCGTGATGCATTACCCGTTTCGCGTGTTTGGGAAATGTTTAACCAGTATCGTAAGATC
+CGTGGGTTCGTACCAGCAATGGAAATTGTCAATCCCCACAATCAGAAATGCGTGATCTTT
+GATGTTGATGGTACGCTAACAAAAGTAGGGCAACGTAGCCCGTATGACTTTACCAAAGTG
+ATCAATGATCCGCCAAACATCCCGATCCATCAACTGTTTCACCTGTACAAAAATGCAGGG
+TATAAGTGTGTTGTTGTGTCTGGGCGTGAAGGTAATCCGCAATGCGCACATGATACATGG
+GTTAGCCTGTTGAGTTATGGCGTTGAACCGGATGAAATTTTTATGCGTCAAGAAGGTGAT
+ACCAGGACAGATTTTGAAGTAAAAGAAGAAATTTTGTTTGACAAGATTTTAGATAAGTAT
+TATCCTGTTATTGCAGTGGACGATAGAGACACTCCGGTCGGAATGTGGCGAGCAAACGGG
+ATTCCGTGCTTACAAGTCGATTATGGTGATTTCTGATTGACATATAATGTGGGTATGTTA
+AAGTACCCACACAAAAGAGGATTATATTATGAACGTTATTCGTGAAGATAAACACATCAT
+GGTTGAACTTGGCGATCGCATTCGCGTAGAAAATCTGGGCGATTTTAACCAAAAAGTTCG
+TTTGTTGTGCCAAAAAATTGCTAACAAAATTCAGGAACAGGGTAAAGCTCCGGGCGGGTT
+TGAAGTTAGCGCCACTCCGGTTTCTCAGTACTCCTATATTGTGTATATTCATGACGTGGA
+TACTAACAGCACCCAATCTTTCGGGCTGGTGTTAAATCCTATTACTGGCTACGTTACATG
+GGCGGCTGTATTATGAAAGTAAAAGTAATTGATAGAGCGATGATCACGGATGAATCTGTA
+TACCCAGATCCTCGTTATTATGGCGGTGTTTTCGGATACATCAAAGGAACTGATATTGAT
+GTAGTAACAAGTCCGATCGCCGAATACGATATCAACAAAGATCAGACAGAAGTTCGCGTT
+ACTACAATCAACGGTTCAGAATATATCGTTGAAGCGACTCCTGATTTTATCAAACAGTTA
+CTAAAGGTGATGAAAGATGCTTGATCATCCTGGCTCTATGAGCATGGTGCTTCTGGAAGC
+ATTGAAAGCATATGATATCCCCTGTCATTTCGGTGAAGTAACTGTTAATACTATCGTTGA
+CGAAATCGACAATCCAAATACTTTCATTGCTTGTCTTGTTCGAAAATTCACAAGTTGTTT
+TCGACCGAGTCCAGAAAAAGTAGTAATCAGTTCTGTTTCTGCACATCATCGAGTGTTAGA
+TGATGGAAAGATTCAACTTTACTGGAAAGTTCTTTATCACGTGGTGTATCATGAAGATTG
+ATGATATTATGTTTATGCTTAGAGCAATAAGCGCTTCTAAGTTCTCTCAATGTGTCTCCG
+TTAATGTTGGTGCTGCATTGAGAAATGGTAACGGGCGTGTGTTTGTAGGCGCAAATAATA
+CGGTTGATCCTAGTCATCGTTGTACAGATCAGTGCAATCACTTATTAGATGATAACGGGA
+AACTGAGTGAAGAAAAGCGCCCTGAACATTCACAATGGTCAGATCGCAACGAAGTACACG
+CAGAAATGCGCGTTATTATGCTGGCGGCGTCTCATGAACAAATCAAAGACGCAACTTTGT
+ATACAACTCATTCCCCTTGCTCACAATGTGCGAAAAATATCGAATTTTGTGTTGCAACAG
+GTATGATTAAGCGTGTAGTATATCTACATAAATACGATCGTGGTGGCATCGAGTGGATAT
+GGCGTCTACAGCAATACGGTGCCGAAGTAGTACAACTTGATCCCGAAGAATTGAATAAAC
+ATTTTCGGATCAAATAACCAATGAGTAAATATATGTCTGAACTGAGTGTAAAAGCATCCT
+TTGAATATGTTCTGATTGAAACCAACGCTAAAGCGGCTGGAACTGAAATTGTATCACCTT
+CTGGTATTGTGACTGGTGTTCGTCAACACGGCGAGGAACCGATCTACGGCACAGTGTTAT
+CATGTGGGCCGGATGTACCGGAAGAATATAAAACCCTGCTTATGGGTAAGCGCGTACCGC
+TTCCTCATGCACAAATGGCAAACGTGCCGGATCCTGAACTGATTGCAGGAAAGGCAACAA
+AAGAAGAAGCTCGCAAGTATCCGGTTAAATATGTAACCGCACACTATAAAGCGATTCAAG
+CAATTTACGAATAAGAGATCCAACATGGCTAAACAAATTCAAGCAATCATCGCCGATACC
+GTCGCAAAATCTAAAAAACTTTTCGACAAAGGCGACATCCTCGAAGCACCGACCCGCATC
+GATGTAATGACTTCAATGATCATTGATGCTCACCAGGGAAAACTAAATTCCCGTGCTTCG
+GAAGTAATGGAATACATCGTACAGTTCGAGGATGTATGCAAATACGCCAAAGCTGTTGAT
+CCGGCTGTTCGCGAAATCTACCGCAAACAGTTCTAAAAATATCGGCCCCTTAGCTCAATA
+GGTAGAGCTAATCACTCATAATGGTTAGGTTCCCGGTTCAAGTCACGGGAGGGGCCACCA
+AACAAGGCAAGGCACTTAGAGAAGCGGGAGGAACAGAATCAGATTCTGTTGGTTGTAGGT
+GCAAATCCTACCCTTGCCACCAAATTAGGGTGCGTAGCGCAATGCCGTTAAATGGTTCGG
+AATATGCAACCTTTCTCACGGAGAAGGCTCTGTTGGTATCCGGTAATAGGTTCCCCGGAA
+TGCGGGGTGAAGTAAAGAAACTCCCAGCCCACTAATTTTAATGAGGTTTATATGAAATTT
+CGTGAAACTGTGAAATACCATAACGCGGTCGAATATACACAGATTTTTGTTGATATGTCT
+CCCGCAAAATTCAAAGAACGTTATGGCATGACATTTAATGAATGGAAAGATGGATTGCCC
+GATGGGGATTACCGAAAAAACTTCAAATTCAGTGAATGTTATGTGGATGATGACCCTTAC
+GATCTGGATGTTTGTAGTAAAACAACACCTCTCATTGAGAATTCACCAGAACAGCTTTAC
+GAATCTTGTATTGATTCTGCATACGAAATTTAAAGAGATAACATGAAAAATTTACAAAAA
+CTGTTTAAAATGTCTCCGGCAATTAGAAAAATCATCGGAGAAAGCAATCCAACGAATCGC
+AATAAAAAATTGATGGAACTTTTTGTAAAAGAGTTCGATGATTTTGATTCTGAACTTCAT
+AAAGCGCTTGAGGCATATTCCAAACAAGGGTTCTTTGCATCGCCGCAAGTGAATAGTAAG
+AAAGAGTATAGCGAACGATTCTTTGATTGGGAGATTGTCAATCTCGTTCGTAGAACAAAT
+ATATCTCCGAGCAATCATCAATTGATTTCTCTTGATACTTCGGTATTCTTTATCCAGTAT
+CTTATCAGTGGTGGTTTCAAAAATCCTGAAATTCCGTTTACAAATGAAGCGGTTAGCAGT
+GAATTTGATGAATCATTTGTATACATCAACACAAACAAATAATCAAATGGCTATCTTCGG
+ATAGCCTTATTTTTGGGGTGTCTATGCGCTTTTTAAAGTATGCAAGTTGGATCGTACTCG
+TCCCTCTTGACATTATTACTGGAGTATTAGCAATTCTGTTTGCCCCGTTTGTTGTACCAT
+TCTACAACGAGAAAACAGGGCATCTTCCTAAAGGCTTCCGGTGGATGGAAACCTTCGATA
+ACCCTATTGATGGTGATGGTGGACATATCCGCCGTTGGGCGTCCATACGCTATCATCTGG
+GGGCTTTTGGGGTGTACATGCAACGTGTTGGCTGGTTGTGGAGAAACAAGGCTTATAACT
+TCGCATATCACGTTTTAGGACGTGAAGCGACAAGCAAATTCAACTGGAAAGGCAACCCAA
+AAACAGAAGGTGGGCCGAACCCTGTAAATCATGGGTATCTGCTCATGTGGAACGAATCAG
+CATGGGGTTTGTACGTTTACAAACCGTGGCTACGGATCCACAAAGTGCAATTCTGTTTGC
+GCGTTTATGCTGGATGGAAGCTGAAACAAGAAGTTAGCGACCCAGTTAACCTGGATCGTG
+CAATGCTGGCGTTTCATTTCAACCCGTTCAGGTATTATGTAATCAAGTAAAGGTAATACA
+ATGAAAGCATTTCAAATTTTAGAAGGTTTGCATACTGGTACGATCTATCTGGAAGAAGGT
+AACGATGTTCGGATCGTAGTATCAAAAACATTAACTATGGATTCTGTGATCGGCAAAGCT
+CGCGTTACTCCGTTTGCAAAGCGTGAGATCGAGATCGAATATCAGCCAACTGTTAAGGTG
+GAAGGTGGACAACATTTAAACGTTAACGTGTTGCGCCGAGAAACTCTCCTGGATGCGGTT
+GAACATCCTGAAAAATACCCACAGTTAACGATCCGTGTTTCTGGTTATGCAGTGCGTTTT
+AACTCACTGACCCCTGAACAGCAACGCGACGTTATCGCCCGAACCTTTACAGAGAGTCTA
+TAATGGCAATTGATGATATCAAGGGTTATAAACCCCATACTGATAAAAAAGTAGAAACGG
+TAAACCGTATCAAAGATGCTGAAAATGCATTAGGTGCAATCCTGGAAGATATCGAACAGC
+GACTATCAAATTCAGATATTGATTCACTGATAGAGGAAGAATTAGATGAGGTGCTTGAAC
+GTATCCATCAAATTCAACTAGCGAAAGACCGACTGAAAGAAGCCTCTATGTGGGCGTGTC
+GTGCGGTGTTTCAGCCTGACGAAAAATATTAAAAATCAAGCCGTTGCCGAAAGGTAGCGG
+CTTTTTCTTTTTTGGTGTAAAAAGTTGTTGACTCCCTTCTCACATTCCCTTATAGTTAAT
+CCCGTAGACAAGAAAACACTTTTATGAGGATGACATTATGAAACGCTCTTACAACATGAA
+TGAACTGGTTTTCTTCAAAACTCGTCGTGAAGCACGTGCTTACGTTCTGGCGGCTGGTAA
+AAATACTTCTGCTGCTATCGATATGGGTACTGATAAAGCTGTTGGTGCTCGTTGGGCCGC
+TGTTATCGTTATCGCTGCTCCGGTTACTCCGGTTAAAACTCTGGTACTTGGTGCGCGTCA
+CGCCGAAACTCTTAACACTGCTGCAAGCGGTAGGGGCCACGAAGTTAAAGTGTTCAAGAA
+GCGTTCTTATCTTTCATGTGCAAGGGGTTAACTATGGCACGATTCATATATAAAGTGGAA
+TACGAAAATACTGAGTTATCTGATACCTTTTTGAAGATGATTCGTGATCACGGGCAACGT
+CTGGAAAGAGTAACGATTGATACTGCGTTTGATTGTCCTGTTGGGTTGGTTCTAACATTA
+TCTTGCAGCCCCGCAAAAGAATCAGCCCGTGTTGAAATGTTACATAAACTAAATGCATTT
+TATGAAGGTGGTAGTGTATGGCGAGTATTGTAAAATTTTTCACCGACTCAGTGAAAGAAA
+TTAAAAGCGCTCTGGAACAATGGAACACTCGTTGTGATGTATCCATTAAATCAGAGTACG
+AAACAACTTATGATCGTTATGATCCGGCCCGTGGTTTGCACAATAACCCCCATGAGGTGG
+AAGTGTGAAATACTACGGATTCAAAACGAGTCATTTTGGTAAAGCGTATCGTACAGAAAA
+CATCGATCGCAAACGTCCGTACTATGATTCTTTAGTACGCGCGGGACGCAAACGCGCTCG
+CCAGGAAGGGAAGAAAGAAGGTGAAGATCGTGGATAATTGGAAAACATGGGTATCAATTA
+TCGTTGGTGTTATCATCGGTCGCGGTTTGTATGATTTAATATTTTCGGCGGGGGTTCATT
+ATGGACATTGGTTCGGGTAGTCAGTACCCATCATGCGCGTTAAGCAACTTCGCTCCGCAT
+CCATTCACGTTTGACGGGGTAGAATGTGCATCAATGGAGGGCTTTTTACAAAGCCTTAAA
+TTCAGCAACCCAGATATGCAAGCCCATGTATGTACTCTGGTAGGCAAGGCCGCAAAGTTC
+AAAGGCAAAAAGAAAAAATGGTGGACTAACCAGACCTTATACTGGAAAGGTATCCCTATT
+CATCGTTCCTCTGAGGCGTATCAAATCCTGATTGAAAACGCATATAATGCATTATTCCTT
+AATGAAGGGTTTCGCCGTGCGTTGGCAGCAACCGGAAAAAGTACCTTGACACATTCAATG
+GGAAAGAATAAAATAAACGAAACTGTACTGACTGAAAGAGAGTTTGTACGCAACTTAACC
+CGATTGAGAGATCTGTTATGAGTGAAAAAGAAAGAGTAGAATGCGTGTTTCTGTTCAAAG
+GCGCGATTAATCCATTAGCGTTACTGTATGCGCAACATGCATTACGTTCAACGTTGATTC
+AGAGTGTTATCTATAAAGCAGGTGTGTATTATGTTACCATCGGCGCAAATAACATGGTTG
+TTATTGAATCCTACGTTAAGGAATGTGCATTAAACGGCGTTGTCTTTGATAAAGTCGATT
+TTGATGCTGGGGTAGATGCTGTTTATATGTATAAGGGTTGATATGAGTTACGTAGTTTAT
+TTCGATTGTTCGGATCTCGATCCGTTCGTGCTTCAACAGGCAAAGAAATATCATCAAGAT
+GTCGTTGGCATTGGTGTAACAAATGATGATATGTTGTGCATCGAATTTGAATATTATCGG
+ACATTTGAGCGTGAACAATTCCTGGGTGAATTGAATGCATTCAAAAGTACCCTTTTCTTT
+GATCGTTATGAGGTTATATCTTGAAACCTGTTATTCTTACCGATATTGACGGGATCGCCG
+TAAAATGGCAAAGCGGCCTCCCGTTCTTTTTGTCTAAGCACAACATGCCTACTGATATTG
+CATTAGAAATGGTTACAGATGAAAAATTTCGTGATATGACCGAAATCTTCGGATGTGATC
+AGCAGTTGGCTAAAATCCTTATGGAAGAATACAATAACAGTTCTTTCATTCGTTATCTGA
+ATGCGTATGATGATGCATTGATTGTGATCAACCGTCTGAAAACGCAGTATGATTTCGTTG
+CCGTTACCGCTCTGGGAACAACACCAACGGCAAGCCTTAACCGAATTGCTAACCTGAATA
+CTCTTTTCCCGTCTGCGTTTAAAGAGGTGATGGTCGTGGGCCACGGTGAAACAAAAACTC
+ATCGTTACCTGGAAGCAAAAGCAAAGTATGGTAATCGTCTGGTTTGCTTTGTTGATGATC
+TCGCGATAAACTTAAACGAATGTCATAACGTCATTAGTCAGTTGCCGTTATTCCATATGT
+TACGTGGTGAACGTGAAGAAACAAATGCACCTCACCAGTTAGTAAAATCGTGGTTTGAAA
+TTGAAGAGAAACTAAATGATCTTGTCAATCCTTAATGAACTTGCGTCTACTCTGAAAACC
+AAAGAGAAAGAAGCAATTTTAAAACGTAATGCCGATAATGAATTATTGAAAGAAGTTTTC
+CGCATTACGTATACAAAACAGATTATGTTTTATGTGCGTCAATTTCCTCTGGTAGAAGGG
+AAACCAGGCACAACACCGCTTTCCGATGCAATCAAAGCATTACTGGAAGATTTAGCAAGC
+CGGAAATATACAGGCAATGCAGCGCGTGATCGTTTACTGGATATTGTATCATCAGTGAAC
+ATTAACGATCGTGAAGTGCTACGCCGTATCATTAACCGCGATCTGGAATGTGGTGCTGGC
+ACAACCTTACCAAACAGGGTATGGAAGAAACTCATTCCTGAACAGCCTCAATGCCTCGCT
+ACGCCGTTTAGTGAAAAGGCTTTACGTCGCATCATTTTCCCTGCTTACTCGCAGCTTAAA
+GCCGATGGTGCGCGTTGCATGGCTGATTTGCTGGAAGCATTAAACCGTAAGGTATCGAGA
+GCGGGTAACGAGTACGAAGGGTTAACTCAGCTTGATATCGATCTGAAAAAGATTCGCGAT
+TATCTGGGATATGATGTAGTTCTGGATGGAGAATTGATTTATGTTCCTTCCGGAACCGTA
+CCAACATTACCTGAACCTGAAACAGACATGCCTTTTTCTTTATCTGCTTTCATGGACGAT
+GATGATAACGACATTGCGTTATTTGCGGAAGAAGTTCGCAAAGTATCGTCCCCAGAAGAA
+GAACAGGCCGAAGCAAAACGCGAAGAAGGGAACGGGATCGTAAACAAATCTCTGAAAGGG
+ACGATCACCGAAGAAGAACAGCGAAACATTGTTTATGTTGTTTGGGATATTATTCCATAT
+GAGGTGTATTACGGCGAAGCTGAAAGTGTTCAGACTTATGATGAGCGGTTTAGCCTGTTG
+CGTGATATCCTCCTGGATCTTTCTCTGCCTTCTGTTCGTTTGATTCAGTCTAAGCTGGTT
+AATAACATTGCAGAAGCGAAGCAGGACTATAACAATTACCGCAATGACGGTAAAGAAGGT
+TCTATTCTCAAAAACAGAAACTTCAAATGGAAAGATTCGCGAGTAGCCGATCAGGTTAAG
+CTGAAAAACAAAACCCCGATTGAACTACGGATCATTGATATCTACGCGCACACTAAAGAA
+GACCATAAGGTCGGCGGGTTTGTGGTGGAAGATTTATCCGGAATGGCTCGAACGAATACC
+GGATCTGGGTTAACTGATACCGATTATCGTTACGATGATGATGGTATTACCCGTGTATAC
+ATTCCATTAGATGAACGTGGTGAACTGGATCGCGAATACATCATGGCGCATAAAGATGAA
+TACATTGGGGCCATTGTAGAAATGGAAGTTGACGGCCTCCAGAAGTCGAAAACGCGTAAG
+AAAGGGGAACCGGAATACAGTTTCTTCCTTCCTATTATCAAGAAGATAAGACGCGATAAG
+ACCGAACCCGACGATATTCATGTTGTCTTTGCAGATCTATTTTAATAAAAAGCCCTTGAC
+TCCGGTCGGGGGCTTTGTTATATTGGGCCTATCGAAACGTAAATCACTAAGAGAATATAT
+TATGACTAGTAGTTATCAGAAACACAAAACCCTTATGGCAAACCTGTCCGGTAAACATAT
+CGACGAAGTAAAATCTCTGCTGACAGTGACCGAAGGTTCCCGATTCGAAACAAATCACAT
+TATCAAACCTTCTGTGAAGAAAGTACTGAAAGTGATTTACCGACATCCGGTGTATCAGTG
+CGTTCATATCATGAACAGCAACGCATTTATTTTCGTATATAACGAATCCGATGATAAGTG
+TGTTGGTATTTTCCGAAAACCTAACTTTGAATGCATGAGCGAAGCGGCTGTTGCAACCCC
+GATCGTTGAAGAATATCCGGATTATGTTCAACGCAACATGCGTTATGTGCAATCCCGACT
+TGATTATGCATACGATTTCAATTCTGACGCGGTAGAAGCGCTGGCGGATATCCTTTGCAA
+AAACCAGAAAGATCGTCAAATGACAAAATATCTGACTGATCCAACACCGCCAACAATTCG
+AATTTCTGTTGAAGTTCCGTTTGAAAATCATTTCATGGCAGTTGAAGCGCTTGCTAAACT
+TGGTTTAGAAGTGAAAACAGAAGCCGTTTAATAGCACTTTTTGTTAAAGAAGCCTCTTGC
+AATGCAGGGGGCTTTTTTGTATAGTGTGTTCATTGAAACGAAACACGGAGATAAACAAAA
+TGGCTCACATGATGAAGAAAGCAGAATTCCTTAACCTGGTTAAAGATTGCGGATTCGCTC
+ACTTGAAAACTTTTCGTGGTAGTGTTTACCTCTATGACCGCGAAATCCAGGTTGCCGAAG
+TCTATTGCGCTTCTAACATGCAAGAATCTGGCATTATCTCTGCAATGAACCAATCAATCA
+AATACCGTAAATGGATGGGCTGATTATGAAAGTTAACGTTTCTTATGAATCTCGCGTTAA
+TGGCGCACAGTGGCGGAAGCTGGATAACGGACAAGTGGAAAGGCGCTTACCTGGTTCCGA
+TGAGTGGACACTTGCGGCAGTGTTGGAAACCGAAATCGATCTGGCAACAAAAGACGGTAT
+TTTGTTTGAGGTGAAGAAATGATCACACTCAGTGATTATCTTCTGTTTACTGCTCTTTGG
+GCGGCTTCGATATTCATAACTGCTTTGATTTACAATAAACGTGATGATTTTGGGTTGTGG
+GTATTCATTCACGGGTTTCCTCTGTCTATGTGGATCGTGATGACTGCTGAAATTCTCCAT
+TAATAGCACTTTTTGCTAAAACTATCTTGTTCTTGTTTGGTATATTGTGTTCATCGAAAC
+GAAACAGACAAAAGGAACATCACATGAACTTCATCGATATCAACAAAGATTTAGAAGGTA
+AAAACATCAAACTCGTTAACCGTGAAATGTTAGAGAGTCTTGGTAATGGCGGCGAAAAAT
+TCAGTGAAGAATTCTATAACAATTTATCGTTGATGACTGTTAAACGCGTTGATGTTCAGG
+GTGGTTCTGGTTGGGTTTCTGCAATTCCGGTTTCCCTGGTAGATCAAGCAACATATGACC
+CAGTTGCCGATTCATGGGATCTAGAAATGCCGTTGGTATTCGAAGAAGTCATGAAGTGCT
+ACGAAATCGCATAAGGGTATTATTATGAATAGCGGAAAATTACAAATGAAAGTTAGCGAA
+GAAGAAGTTAAAGAGCGGTTATCGGTAGCAAGAAGATTCCTTGAATCTATCGACCCTGAT
+AAACTTGGAAAATGCCCTGATACGATTTGCCTTAATTGTGGGCGTTCTGTTCTTGTTGGT
+AAGTGTTGCGATAATCCAAATATAGTTGTGATGGAAAAGGAACAAGTATCCCCCGAAACA
+TGGGATCAGATCCAGGAAATCATTAAAAACCCTCCAGCGCCAACCAAGAAATTACGTGAA
+TTGATGACAAGGAAAATGAAATATGAGCAAATTTAAATTGAGTGCAACCGTTCGCCTTAT
+TCGTTGGAATGGTGAAGAGATCCGTTATGATGACCCTGAATTCGCCCATGAAATTCTTTC
+ACATCGTCTGGGATTGAAAAACGCGTCATTGGTTCAGACTGTTAAAACATCAGCAGATCC
+GGAAATTTGGCGTTGTGTTATCCTGGATCTCGATAACAACATTGACTATGATGATCCTAA
+GAACTATCCGCTTCTGGAAGCACAAGTTGAGAATGCTCCAGAAGACAGACAGTGTTTTTT
+GGTTGAGTTACCACGCGAACATTACGAAAACATCATAAAGGCCCGTAAAAAGGTCAATAA
+CAATGTTTTCGATCTCCACCTCGGATTGTTTGAGGATTAAGTACTGCTAGTTGTGTTCGT
+AGTAGCGGCGCTGGTAGGTTCCCCCACCTGTATACATTCAAGTGTTTGCAGGTGGAAATC
+TTTTGATACGTCTCGAACACATTCAACAATCAGATATTTTCCTGCATACTCTTCCCCAAA
+TACCTCAATGATTGTCCCTACCTTAACATCTAAACGACCCTGCTTTATATCGAATCGGAT
+CCGGCGTTCATAGCTGGATAGCAATTGCATTTTAGAAGCCTGGAACGGTTTACCTTCTGA
+ATCTGGGTTCTGAAAGTTGGTATCATAGATTGCATTACGGTTTGTGAAGATCCATGTATT
+CTCTGTGTCTGTATCAGCCAGTATATCACCGTACATCTTTTTATCAGTCAATGACAGACT
+AAAGAAACTGGCGTCTTTAAACAGCGTTGTGTTATCCTTATGGGTAATGTACTGGGCTTC
+TGTGAATATGACAGTATCCCCAACAAACACGTTATCAACGTTAAATTTGTATGCTGGGAT
+CGGTGTCTGGGCCAGAATGTCAGTTGAACTTTTAAGGAAAATACCGGAACCATCTTCCCA
+CAGATAACAGAAGTCAGAAGAAACTACACTTTGCCCGTTGTCCCTGATATAATCAAATAT
+ATCCTGATATGTACCATTTAGACATCCAGGAGGGATACGTATGTTACCGCCGACAACTTC
+GGGGGTAAGTAGTTTCATTTTGCTATACAGTGCCGTCATACACTCTGTAATCGTCTGTAC
+GGCGTTGTTACTAAATGAACGGGCAAACTTACGTCTGAACGTTTTATGCAGCGGAGAGAG
+GTTCATACGCAGCACAGAACGGTTCTTATCGTCAGTATCTACGTTAGAGTAAAGCAATCC
+GTAATAATGTTGTTCCTGTGTACCGTTATACTGGAAAGATACCTGTATGATCGGCTGGAT
+AAGTTGCTGATAGATTAACTGTGCGTCGTATATCTGCATCAGCGTTTCCGATGAGCCGTT
+AATCATCGTCTTTTCACTAAACGAGACAAGAGCGGGTAGCAATTCAGTATATGCGTTATC
+AATGTATTTTTCGTATGATGTATATAATTTAATCGATGTGACTCGATTGACGATTTTTTC
+AGCCATAAAAATCCCTCCTAATATATCCTATTTACTAAATAGTAAATAATGACCCAGGTT
+CAATTTGAGGCAATAATGAAAAATAAAACTCTTGATAAATTTATGACTACACGGCTTGAA
+ATCAAGAAGACTAACGTTAAAACCGTTCATCTTCCGGATGGAACAGCCATTGAGATCCCT
+AAGATGTCGTATCGTCATTTTGTAAAGATTAAGACTCTGAAAGATGACCCAGTTGCGATC
+ATGCGATTCATCATTGATGACATCAAACCGCGTGAACTGACAGCAGCGGAAATTGAATTT
+GTGTTGATCCATATGTATGCACACAATAACGCTGATTATGCCAATACGCTTAAAGAAATT
+GGGCTAAATCTTGATGACCTCAAAATCTCCGAACCTTGCTATGATTTTACGTTTGACAAC
+GTGCGGTTAGTCTTTGACAAACCCAGCCTGTTAAATGCTCACCTTCCGTTCCTCATCAAA
+GAGGCATATGTTGACGGTAAGCCAGTAGAATTAACTGAGGATAAACGAGACGAATTAATT
+AATTGCCTGTACCGATTCGAATATGATCAGGTATCGCGTGGTGTCCTCCAGGAAGTATAC
+ATTATCCATGAGGGGAAAACCATCAAAGGGCTTAACATCATTGGTGAATGATAATGGCTA
+ACTCTTATTTCAACGAAGAACAAAAGAAAAAGTTTCTGAACAGAAACAGCAACAAACAAC
+CAGCGGTCACCAAAGTAACAGCCTCCCTTGATGCTGAAAGCGCCCGTGACCTAAAGGAAA
+TCAACGATAACACCCTTGAAAGTGCAATCAATACTCTTGATATCAAAGAAGGGTTGAAAT
+CGTTCGAAGAAAAATTCCGTGACAAATTCGCGGGGTTCAAAGAACAATACGAAGAGGATA
+AAAAGGAATCATTAGCCGAACAACTACCTGATTTCGTCGGCCCGATCCGTCCTATATCCT
+TAACCGATGATAACTCAAAAACTGTTGACAATACAGTAAACGTTAACCAAAATGGTCAGT
+TCGGTAAACTGGAAGAAAACACCGAATCTATTTTTCATGCTATTAACAAACTTGTTGATT
+TATATGAAAATACTGATAAGCATAAGCCGCTTCCTGAACCAGTGGAAGAACCTGATCCGT
+ATGTAGACACTAAGAAAAAACGCATCAATGATGATGACAAAAGAAGCAAAACTCTGGATA
+GTATTGCTAAAAGTCTGGTTTCTATTAAAGGTTTTACATCGCAGATCCTTAGCCGTTTCA
+TTGGTTACTCTCTGGAAGCAATGGCAAAGTTTGCTAAATGGACGCTCCTTATTGGTTCGT
+TAATCTTTACATTCGATGTGTTGCGCGTCACAATACGCAAATGGTTCGAAGATATCCTGA
+AAGAAGGGGAATCCTCAAAGAAACTATTTGGTACATATCTGGGTAACGTAAAGGCTATCG
+TAACAAAGATCGAAGAAGGTTTGAACAACTTCAATATGAACAACTTAGGCGAATCACTTC
+GTGATTTGTTCGTTGAGCCTATGAAGTTGTTGGGGCAAACTGTACAAACGGCAATCACTG
+AGGGTATCGGTCGTCTTATTCAATCATTGGGTGAATCAACTGGCATAGACAGCATTACCA
+ATGCCGGACGCGGAATGCAGATCACCGCTTTACGTGATAAACAGAAATTTGGTCTTGAAT
+TGACTAAAGAAGATATTCTTATGATCAAGAAACAGGAACTAGAAGACCAAAAAGCGGCAT
+TAGAAAAAGAAGATAAAGCTATTGCAGCACGTCATGCATTAACAATAACTCCTTCTCAAA
+TTCCTAATGGTTCTATCTATAAAGTTGCTCCTACTGATTATCAAGAAAGAAATCAGAAAA
+CCGTAGATGCTGATAAAGAACGGCTTGATAATATGAAGAAAGCAACGGAAGAAATGCAGA
+AACAATACGATTTAGCTAAAAGCAGCGAAGAGGAAGCACAAAAATTAGCCGATGAGGAAA
+ACAAACGCAACCGCGCACGTATAGAAGAAGCAAAAAGGTTAGAACAAGCGAGGAAGGAAG
+GAAAACAGCCGCCAGAAGGTGAAGAGAAAAAGGGTGATGATCTGTTGGGTAAAGCAACCA
+ACTATGCTAACTCTGAAAATCTGGATGCAGCCGATATCAAATACATTAACGATGAACTGT
+TGGATCAGCTTGAAAAACGTCGTAATGAAGGCAATCTGGACGATGTACAGAAGGATAGAA
+TCTCTGACCTTATCGAGCAATTGCAAAACAAGATTGCAGCCCGTACAGAATCCAGCGCCC
+CGATCGACGCACAGCCACCGTTAGCAGCAAATAAACCGGATGCTGATAAAGCAAGCAACA
+TTCAGGTTAACAACAAAACTGTTAACAACAACGTAACTCATTCAGTACAACGCACAGAGC
+ATAAACCGCTCGTAGCGCTGGCATAAGGAACATATAATGAAGTTTTCTATTATTGATGAC
+AGTATAAACACTCTCAAAAATATTAAAAATCGCGGTATCCCCTCTGGGGGTGCCGCAATC
+ACAGAATCAGTATTAAAGCAAACTATCGTTACCGCCGAATTTCCGGCCCAACGTGCAGCA
+GGTATCGATAACGCTTATAATGCTTCGAGTCTGTATAATAACGGCCTTCTGTTCACTGCA
+TATGATTTTAATGGTGTTGGTAGTAAAGACAACTATCGTTCATTACGTCAGGCAGCACAG
+AACCCAAAACAAATACTATCATCTGCGACTGGTAATGTTAAGTACAAACAAGTGTTGAAT
+AGTTCTATTGGTACTATGGAACCTGTTTGCCAGATCCTGCTACCGCGAAGCCTGAACGAT
+AACGAAGTAAACAGCCACCGCTATCAAGATGCAAACGATAGTTTCTTAACCAAAGGGTTG
+AGCCGTGTTGTTTCAAACATGGTATGGGGCGCTGTAGAATCCGTTTCAGGCGGTATTATG
+GCAGACCGAAGAGAAGCCCTTGATGTTGGTACTAAAGCCGCTTTCCAGGGTTCTGACAAG
+CGAACAAAGATGTATTACAATACATTCGTGATCGAAAGCCGTAATGATTTGCTGGAACTG
+ATTAAAATCTACTATCTGTTTACTGTTCTGGGATATGGTACAACTTCTGGCGGTACTGCT
+AAAGAGGTTGCTGCATTGGTTAAACAGTATTACGGTGTTCTGGGTGCTAAAACCGCTAAC
+GCAATTAGCCCTTCCAGTAACCCAGTAACAGCGTCAGATTTTGATAATAGTCTGGGTAAT
+GACGTGGTTGATTTCATTTCAAACGTAGAGGTTATTAAATCGCCTCCTGTCTGGTTTATT
+CGTGATTTCCAGTCTGGGGATTCCTTGCGTTTACCTCATTCAACCTTTGGGCCAGCAGGT
+ATTACCAGTGTTCGCTTTGGTCGTTCTATTGATAATATTGTAAATACATTAAGAGAATCA
+CCAAATACCCCGATCTCACTTGAGGTCGAAATTCAATTTATGGAACTGATCGATATGCGT
+CAGGATTCTATTTTTGATACAAATTACTAAGGAGATATGATGTTTTACAACGTAGATGAA
+TTTTTATCAGGTATGGCTAATCGCGATTTTCAGCGTAGCAACCTGTTTAGCGTTGTATTT
+GCAACCAGCCCTGCATCACGTATCCTTGACAACACGATCGGTAGTATTCGAGATACTTTG
+ATTGATGGATCTATTAGTTCTATCAACGCAAACAACCCGAACGAATTCATTAATGCTATC
+ACTGGCGGTGTGAGTAAATTGTTTAGTTACACCGTCGATAAGGCGATTATGTCGCTGAAC
+AAAACAGGATTTAGCAAAATCATCGGGGCAATTAGCCCCCGCTTGATTACTTCCCTGTTT
+GGTGATAGCATGTATGGACAGTTGTTAGCTGAATTCCGTGATAAAATGATGTATAATATG
+GGTTTAAGCATCATGGGAGTTAACCTCCCCGGTAAATCCATTGGGTACGAATACGTTTAT
+AATGGTGGCGTACCTCAAATCAGATTCACTCGCCCTGAGAATGGGGAATTGTCGCTGACG
+TTCCGCACCGATTCAGAAGCCCGTAACCTGAAAATCTTTAACGAATGGATTTCCGCTATT
+CGCGATGATGTAACAGGACAATACGCCTTCATTGATGAAGTGACAAGTACTATTCAGGTT
+AACTTACACGATCGTGATGGTTCACCGCATACAACATACGTATTTCAGAAGTGCTTGCCC
+GTCAAAATCAGTAACAGTGAATTGAGCTATGAGAACAACAACGAAATCTGGACATTTACT
+GTTGATTTTGCCTATAAAACATCATGGGTTGTTGAGGCTGATAAAGAAGGCTGGGAAGGG
+TTCAAACAATCCGTAGAGGAAGGTTTAGCCATTGCAGCACGTACCGCAATTACAGGACAA
+TAAAGGGGCTACGGCCCCTTTTGAGGATCTTATGTTTGATATTATTCGAGTAACATTACC
+ATCAGGGATCAAACGATTCCCTATGTTTACAGTTAAAGACCAGTTTAAATTAATGCTGAC
+CCGTATTGATATGGAAGGTCGGCCCCTTAAAGAGCAACAGGAAATACTGGATGAAGTGCT
+GGATCTGCTTTATCCTGGGTATTCCAAAACAGAACAGGAATACATTTTCAGCCGGGTGTA
+TTGTGGTTCGTTCGGTAAAAACGTTATCAAGGTTGTGATAGGCGGTAAAGGTGGGGGCCA
+CTCCGAAGCCTTCATGGTGATTAATGATATTCAACTAGAAAATGAATACAAGTTGAATGA
+TGAAATCACATTAGGGTTTAACTTCCCCCGTACACGCAATACAAGCGAAGAGTTGTTTCT
+TGAATGTATCAGTTATGTAATATACAACGAACAGCGCTATGAATGGACATCACTAACCGA
+AGAAACGAAAGAGAATATTCTTGATATAGTCGAACTTGATGATGTCGAAAAAATAGTTAC
+TATGCTAACGAAATCGGTTGATGTGTCTATGCGCGGTAAATCATTTAGTGGTATGTTAAC
+CCTGTTCAAGATCCTGTTTAGTCGCGGGGATCTGGATGAATTTGTGAAGACCAACTATCT
+GCTAAATAAAAACGGCCTGAACCTGGAACCTATCATGAATAGTAGCCCGATGGAAAGGCA
+AATTTATACTGCATTGCTTGCAGAAGACTTGAAAAAACAAGGTGCTGTTAAATGAGAAAG
+CATGAATATAAACACGTTGAGAAATATAATGTTGATTATCGTCCTCTGACACATACAGAG
+TTTACCCCCGATGCAGATTTTATCAAAGGGGATGTTTACCTGTATCAAAGAGAATATCTT
+TTCATTCTGGCACTTCTGGAAAGTAAAAATATTGATACCCGTCAACTGTTCATCAACTGT
+GAAGAATGTCAGGAAAGAATTGAATTCCAGCTTAAACGCAATCAAATAATGGTTGAAGAT
+TTCGACGATAAGCTATACGGCAATGACGGGATCGCGTTATCTGTTCACCCTCGTAAGACT
+GGTGATGAAGAGATCCCCGATCTTATCGATTACGTAATGATAGACGGCGAACAGATCATG
+TGGAGTGATTGCAGCGACAAAGATAAAGAAATGGTGTTGGATGCAATCGACTATGCAACC
+TATAAATCGATTTCTACCGCCCTGGATAAGCCAGCAGTGGTCGCAAACATTCCGGTAAGG
+TGTTCGTGTGGACATAGCCATATCGTCTCTCTGAGAGGCTTACAGCAATTTTTAAAGGTG
+GTCTAAATGGGTGTAAATCTGAGGTTGCTATATAGCGATATAGAACCTAACATGCAACGA
+GATTGGAATAATGACGTAGCGGCCTCAAAAGGGGCCGCAGCAGTGAGAAATAGTTTGATT
+GGTATCGTAACCACGATCAAGGGTACACGTCCATTTGATAGTAACTTTGGTTGTGCTATT
+AGTGATATGCTGTTTGAGAACATGAACCCTCTGACAGCGGAATCAATTAGAACTTCTATC
+GTATCTGCGATCCGGACATATGAGCCTAGAGTATATAATCTTTCTGTTGAAGTTATTCCA
+CAGTATGATGATAACTCAGTAACAGTAACCATCTATTACAGCATCATTGATGACCCGGAT
+GACGTAGAGCAAATCAAACTACAGCTTTCCGCATCATAACAAAAAGCCCCTTCCTTTCGG
+TTGGGGCTTTCTTTTAGAATTCAATGAATCCCATTAGTGTTTGATATCGCAATTCAAACG
+GGGAGATATAACTTTGCATCTGGTTTTGATCGGATACGATGTAATAATACACCTCATCAT
+TATCATCATATAGCGCTTCTTTGATGATGCAATAACGATCGGTTTCCACGTTCACATAAA
+GAGTATCCATGTACTTTGTAACTTTGGAACCCTGTGAACTGATTTCACGAATAGCGTTAT
+CTATGAAAAGCGACAATGCTTGCATGAAGTTATCAAACTCACCATATTCACAGCCCATAA
+TAGAAATTGCAGTGTATTGGTGCCAGCCTTTGATTGTGTCTCCACGGCGGATCCATCCAA
+TTTGTCTACCCCCGATAGATACACACCACACTTTACCAACGGGACTATAGAACCGCACAA
+CTTCTTTTAATAACAGGGACATGATCCCACATTTTGTATAAGGATTCATTTCAACCTCAT
+TTCATATCAAGTAGCCAGGAAGGGCTAGTTTCAAGCGAAATTGCAGTATATTCGTATTTT
+ACAGTATAACCTTTGAAACCGAAAGGAATGACTGCATTTTCATTGAGATATTTTACTTTA
+TGCTTTGCTTCTTCTTCATTCAGAGCAGCACAGACTGTTGTTTGTTCAACGTTACCAGCA
+GGAGAAGTAAATTTTTCAATGATAATGTATACGCAGTTCATCCTATTGCCCTCTTTCCAT
+TTTTTCAAGTTTCAGTGTATCCACTTGTAGTTGAAGTTTAAGAATACAACCTTTCGATAT
+GTTATACAAGTAGTCACTAACGATTTTTGACTTTACCTGATCGTAATCAGAAGATAACGT
+AATCCAATCATACATCGTTTGGTATGATGGAAGATACGTACATTGTTCTTCTTTTGATAA
+CGCTTTAAATGATTGGTAATCGGTTGGAGGTTCCGAAGCAATTGCGGTTGTGGTCATAAG
+ACTAAGTGCAAGTAGTAGATATTTCATAATGTATTCCTCATTGTTTTCGATAGAACCAAT
+ATAGCAAAAAGCCCCGACCGAAGTCAAGGGCTTTTTCATCAATGCAAGAAAGATTTCACG
+TACTGTTCGATCTTTTCACGACATGTATCAACTGAGGTGCTTTCCGCAATTACGGCATGA
+CATAACGCCTCGCCTCCGACCCAGAAACTCATCATGTACTGAATATCACGACCTTCCATT
+TCTTTTTGATGCGCTTTGATTCGATCGAAAGCGTTTTCGATTGTTTCAGTAGCAGTAAGC
+ATTTCGGATTCCCCGTCAACCTCCGCCAGTTCCCCATCGATCATTTCGCTTTCGACTTCT
+TCCCAGTATACTATCGTTATCATGCATTACCCCAGTGGTTAACCGTCGTAATCCCCGCCA
+CAATTCACATCGCCTTCAATGAACAGTTCGCGGTTATCACGTAATAAATTATACTTTCTT
+TCGAGTTCAGGCCCGAACGCGTCGGCGTCTTCATACCAGCTATAATTGTATCTTCCGCAT
+TCATCATCATATTCTGGTTCATCACCGCGCTCGTTGAAGTGAACAATTTTAATATCGTCC
+ATCCCCAGTTCTTTCAGCTTATCCCAGATATACGAAATCTCAACGCTATGGGAACCGAAC
+GCTTCCAGTGAGATCGTACCGTCGCTATCGACTTGAGGAACACCCCACTTCGAACGAGTA
+TCATCGGTGATCATATCTATTAATGACTCAATATTATTCTCACCGTAGATATCAGCAACT
+TCCTTTTCTTTACCAGGGCGAACAAGTCCGATCCCGATAATAAAGCTACTGCTTGAGCTA
+TTGCTCACAAACCCAGAACGAATTTTCATCGCATCACCATATTACCAATCATGAATAGAG
+GGATTAGCGCGAAGACGATACCCCATAGAATGACCTTATCTTCACGACGGTCACACCCAT
+AATAGATAACACCTCCAGCGAAAATCAATACAACAACTGAAACGAACGCGAATAAATAAA
+TCATTTGCAGGTATCCATTCTCATAGAAACTTCTTTCAGGATCTTATTCAGATCGTGAAG
+CGCATCTTTTACGTTACCTTCGTTATAGGTAAGCATATCCTGGTACAGCCCTTTCAAGCA
+ACGATTGATTACATATGCTTTTTCAGAAGGTAACATTGTACCAGAGCGATTATAATCTCT
+GAAAATGTCCATCATCGTGCCGTTGTTACCAGGTAATGACGGGTTGAAGTTAACCATACC
+GGACATCAAACTATCAACATACACAACTGTTGTGTTATCAGAACGATACGCGCCACCAAC
+TTTAAACCAGTTGCTGAACACATACGGAGATTCCCGCACTTCGCTCAAATCGGTTCCGAT
+TTCATCGATGTTTACACGAATGTTGTTAAAATACACCGATTCATCAATAGAACCATGACG
+CCATAAGATAGCACCATTGTTATTTTTGAATCCGACTACATCAACCTGCCAGCCGTTATC
+TGTTAACCGGACATCATCAACGACGATGAAATCAGGTAGCTGTGAATGAAAGCCGATGTT
+TTCAGGACGGGAATTACGAAACCCATCACGATTGGAGAAATAAAGGATGTCGCCTTGATT
+CAGTTCGCATATATTCATAAGATTTTTAAAGTCCAATTCAAGTAATTCCACAAGTCACCT
+CAAAGCCCCCTTTCGGGGGCGAGATCTCATTAGAGTTTAACTTCTTTTTCTTCCAGAACG
+ATTGTGCAATCAAATTTCACATCTTTCCAGAATTCCGCTGCAACGATATCTGTTGCGGTA
+ACGCTTACGCTGGTTTCTTCGAAATCCAGATCCGCAAACCATGCGTGTCCGACGACAATA
+CCGTACATTACACGACTCAGGCGATTATTAAGGGCGCGAACCTCTTTAATAGTTTCCTTT
+GTCTGCTTATCAAGATACTCGATCAGGTCATTCTTGTCAAGCGCTTCGATCTCTTTAGAT
+ACGGTATCGTAAGCCCACAGAATGATCAGGTCGCCATTGTTGAGTTTCTTCTTACCTTCG
+GCGCGTTTTGCAACGGTAGCCGCAACAGCCGGAAGTGATGAAACGCCTTTGATTTTCACG
+TTCAGTTCTTTCGACATGTAAACATCAGTCGATTCTGTGCGCTCAACCTTCGGAGAGAAG
+CCGTAATCACGGATCCCTTGCTCAGACAACCATTCACCAGCCGCCTCACCAAAGCGCTGT
+TTAAGCCCTTCTGCGTTGCGTAAACCAATCGCGTTATCACGGAAGAACTTCATTACCTTC
+TGACGGCCTTTCAGGATTTCCAGACGGACGTTATCAGCAACAAATTCCTTACCAGAAATA
+CCGCGAGTCATCGAACGGTTAACCAGAGGCAGAGAAGTAAAGTCAACCAGTACAGACATA
+CGGTCTTCACCAATTTTAGCCAGCGGTTTGATAGTCAGACCAGAAGCACGTAAGTTTTTC
+AGAGTCGGAATATCGGTTTCCAGCGGAAGTACCTTAACGTTCACGATACCATCTTTAACA
+ATGGTAAAGTTACGCACTTGTTTGGTTTCTACTTTTTCCGGCAATCCAAACTCTTTTTGT
+TTGCTTTCCGGAATGGTTACATAACCTTGCAGATCCGTATTGATGGAAATGTTCGGACGG
+GAACTGTTACCCACCAGGTGTTTCACTGCAACTTTCGTTGTGGTTTGGGTAAATTCCGGT
+TTCCATACTTCATGCGCTACCAGTTGCGCCGCCAGTGCTTTACGTTCTTCCGGAGTAGAA
+GCGTTTGCAATCTGTTCTGACAGTTTATCCAGAGTATCATCATCTTTCTGGACAGTCTGA
+CGGCCTGTACGATTGTACGCCCAGTGTTCAGAAGACAGGTCGATCACGGTGTCGGTTTCT
+GCCAACAGTTCGAGAGCATCAACCAAAGTAAACGCGTTTTCATCAGGAACCATGTTGTAA
+TCAACACCATCCATCAGACGTTTAGCCGGATCAACAACCGCTTCGGAGATCATATCTTTA
+GCGTTGGAATAATCCTGTTTGGTAAAGCAGTTATCGTATGCTTTAATCAGGCGCACATCA
+CCCAGTTTTTTCAGAACTTTCCATGCCAGATCTGGATTCATGGTATGAAGCGCATGATAC
+AGAACCACATACAGAACCTGTTCGCCTTCTGCTGTTGCCGGATCGAAGCCGTCAACGTCA
+TTGATCGCGTTTTCACCCAGCGCCCAAATGTTTTTGATATGTTCCGGAACCAGAACAACA
+CCATTTGCAGCATTCAGGACATACACACGGCCTTCATCCAGGTAGATCGCATGAGTTGCA
+TCGCCAACTTTGACTTCAACACGTGCGGAGGTTTGCGCGGTAATGATTTCATCAAATGCA
+GGTACATACGCATCAAACCCTTCAACGAATTTGTGTAATGCGTTGGTTGCTTCCGCCATT
+TTTTCCAGCAGAGGACGGTTTACATAATAACCATATTCCAGGAAAGCAATGTTGTTAAAC
+GTCAACGGCAGAGTAGAACACGCTTTCAGGATATCATCAGTACGCCAGCAGTTATCATAA
+CCATCAGTCAGGAAGATCAGACTGTTCAGATTGCCATTATCCGCTTGCAGATCGGTAGCG
+ACTTCAACCGCCAGTTGCAGAGGTTCAACGAAGCCAGTACATCCGGTCGGACGCAGATAA
+CGATCGATAGCATCATTGATTTTGCTCAGGTCGGATACAGAGCTAACCTTTTCGCCCACG
+AATACAGAACCGAACTGACCACGGCTGGAGAAATACAGAATAGATACGGTATCATCCTGC
+TTAACCAGCGTTGCCAGGTTGTTTTTCAGGTGCTGACGAATGCGCGGGAGTTCGTTATAC
+ATCGATCCGGATACGTCACAAACAAAAACGTGGTTAGTCGGGGTTGGTTTGGCTACGGCG
+TTTTTGAATTCAATGTTAGTGATCATAATTTTCTCATTTATAGGTAAATTTGATTAAAAT
+TTCGTTTACTTTTTTGCTAATAATATCTAATGCATCATCGCATCCAAACTTACTACTCAA
+CAATGAAACAAAATCATCCATCGTTGTTGTTTGAGACTCGCCAACGTCAAAAGACAGAGC
+GTAGGCAACAGGATTTTTAATCCTTACGATTTGAATAGTATACTCATTCAGGTCAAACCG
+TTCAAGATATTTTCGCAAAGAAAATAAATCAATCGGTACTGGTAGAGTTTGACTAAACGT
+TATTTCTTCCCCCAGTTGATAGGGGGGCATTTTTACACAGATTTCGTATTCCATCAGTGA
+TGACTCGTCATAGTGTGTTCCAGGTTACGGAAAATTTGCCCGTGTTCAAGCTGGGATTGA
+AATTCTCCGCATTCATCAGAGTAAGTAAATTCATAAATGAATACACCGTTCTGATTGCCA
+AATTTAGCGTTGTACTCTTCATACAGCCACATTTTGATCAGAGCGTCTTTCTCTTCTGTT
+TCCAGATCATACCAGTCACGCCCATCATAAGCAAGCGCAATTTGCGGATTAGACCGATAT
+CGAGTTTCGGCGCTATCTTCGGTTTCCCATTCATAACGCTTATCATCATAGTATGATTCG
+AAGCTATTTCCCATATGACCGCCCAGGTCGCGGTGTACCTGCTGTACAACTTCTTCCGCT
+GTCGGGCAAGTCATCCAGCTATAACCACAGTTAGGAACACAATCACCCATCATTTCGCGG
+AGATTGTTGATATCAGTCGGATCCTTCGGGAACCGGACGATGAAACTACTTGATGAACTA
+TTGCTCACAAAACCAGATCGGATTTTCATTATAATTTCTCCCAACGTTCAGCATTTTTAA
+CCTTCATCTTTCACTTCCTTCATGTTTTTCATAACTTCTTCAAAAGTTACAGGGATCTCG
+TTGTACTGTTGCGATTCTTCATCCCATACATCGCGATGCCCGAATGTCGAACTTTTTGCA
+ATGAGTTTTTCATTTTCCCATACATCAATAGTAACATGATCGCCAAGATAAGGGAAATTA
+GGAACTTTGTTCAGCGCATCAACACAGTTTTGCAATGATTCAGAAACATGAACAATTTCA
+GTGAATTCATAATCAGCACTATAATAAGCTACGTAAATCATCACCACCCCCTAACGATGC
+TAATCAACAGTAACCCCAGGATCCAGAACACAGCAACCGCACAAATACGGGCCATTACTA
+CATTTCCGCGACTAGTCCACTCCGCACTAAGGAACAAGAGAACAAACGTTAACGCGTATA
+AAACCATTTCAATAACTTCGGTAATCATATAAACCTCACGAAAAAGCCCCTTTCGGGGCT
+TGATTAATCAATGTCCGAACACACCACGAATAGACTCTGCGAATGCATACAGTTCAGGGT
+TTTTAGCTTTCACTGTTTCGATTTGCTCCAGAATATAATCTGGTTTATATTTCGCACCGA
+ACCAGCAGTAAGAGAAAGAACGATCCCACATGAACACGTTATAGTATTCACCGTTGCGAA
+CTTCAACCATCACATAACCAGGATTAGAACCCAGCGGATAATCTTTCAGAAGATTGAATT
+TCGCGCCAGCACCAGTACATCCGTTAAACAGGTCATTAAAAGTCATGGTATGTTCCTTTT
+GTCAGTTTCGTTTCAACAAGGACACTATACTATTCTTCTTTAGCCTGTGCAAGCGCTTTT
+TTGATTTGTTTTGCTATGGCTTCAATCACTGGGATGGAAACTGAATTCCCAGCCTGTTTG
+TAAGCCTGTATTTTGCTTTCAGGGATGATAAACGAATCCGGAAATCCTTGTAACCTAAAA
+CATTCTCGCGGGCTTAATCTTCTAGGGTTCTTACCTTCCTGCAATACCAGACATTGAACA
+CCATCCTTTCCATATTGGGCTGTTATCGTCCCAGTACACACAGAATCAACTGTAACGGCC
+TGATAGCCAAACCCCTTACCGTTTGCCTTGTTTCGTTCTTTACGCTCTCTAAAGCCCTTC
+CAGGCACGATCTGATATGGTGTATTGATCATTATCCGGTTCGAGAATGTCACCGACCCTT
+GTTGGGGTACGTGGAGGAACAGGAAAACTAAAGAACACCGGATCGCGAAAGCAGACAATA
+AACACGCGCTCTCTTCGTTGAGGCAATCCAAAATCTTTTGTATTCATTACCTGATAATGG
+ATATCGTACCCTTCGTCCTGTAACAGCCTGTAGATGGTTTTAAACGTGTTTCCCTTGTCA
+TGTGTTAATAGCTGGGGAACATTCTCAAAGAACAGCACAGAGGGCTTTTTAGCCCGTATA
+ATGCGGAGTATTTCAAAGATGATAGTACCGCGAGGATCTAACATGCCCTGTTTTAACCCT
+GCTTTACTGAACGCCTGACAAGGAAACCCCGCCAACAGGATATCGTGATCAGGTACGTCG
+TTTTCATCAATGGCGAATATATCACCCTGAATATTTTCATCACCCCAGTTATCAGCATAT
+GTTTGTTGTGCATGTTTATCGATTTCAGACGTTAAAAGGCATTCGACCCCGCCGAATGCC
+TTATCGAAACCGAGCCTCACGCCACCAACACCAGCGCAAAGGTCAATTATTTTCATACGT
+CGAAATCAACCTCATCGATTTTGTATGATTCTTCGCCAATATCAGCCCATAGCTGAATAT
+TCACACTTTTTGCATCACGATAAAGAGATTGACCACAAAGCCCACCTGTATAACAAGTTT
+CTGTAATCTCGTTAACTTCCAGGCGGAGGCTATTGCGCATAATTTTAACAACAGCCTTTT
+CCATTGCCGAATCTAGGGTTTTAGTATCACCCAATACTACATCTTTAACGTTCAAAATAA
+CATCACCCATTATCGCCACTCCGTTTCAATTCCGTGTTTGTATGCGTCAACGCCCAGAGG
+GGTGATCACTAAACACATATCAGTATTTTTCGTTGGTGAACTAAACGCCATTGATGCGTA
+ACCTTTTTGAATCAGGGAATCACGCCCTGATTTACTGGGAACATCGTTGAAATCTAAATC
+CAACATTTTCGACGAGTATCCGTAAAGTTTACACAGAACATCAATTTCAGCGCCGGACAA
+TTTCGGATATGTCATTTGTAGTACCTCACAACATGTTCAGAATACACACGTTCAATGAAA
+TCATTCCAGAAATCGCGATCAACTTCTTTCGGATAACAAGATACAGCCGCCAGCTTTTCA
+ACTTCACACATCGTTGATTCTAGCGCCTCTTGTACGGTTGCGAAAGGAACACCGCCAGCT
+TTAACCATTTTCAAAAATGCGCTATCCGGAAGAGGATATACAATATCACCTTCTTTGAAA
+ATCTGGATCAATTGCATACCACCGCGCAACGCATGAGAAAGAGCTTTCCAGTCGATCCCG
+TTGTTGGCTTCTGCTTGCCGTGCTCGTTCCCCGTATTCATCCCAGAGTTTATACACGGAT
+TTTTTCATTTCCGCTACGGTGATCGTAGACTGGAATTTACGCCCCAGAACTTCATAAAAT
+TCCTGACAACCTGATTTCAGTGTTTTGTCTGTAACGAATCGACAAAACTCGTTGGTCGGG
+AATCGGTTAGAAATCTCACCAACTTTGATGCGCTTGCCGTAATTAGATTCATCCACGTTA
+CCCAGCAATGATGTACCATACCAGTAATCGGGAATCATTTGTAACACATCAACAACTTCA
+CGCAGTGCCGCCAGGCGAGAACCTTTAACACCATACTTCGCCGCTTGCTTACGAACATAA
+CCAAACAGGCCAGTTAATTCCGTAGTGTAGAAGCGCGAACGGTTAGCGCGGAGATATTGC
+CAGATATCAGAGTTAGCGATCAGCTTGCTATCATCTGCATGAAGCATATCAATCGCCACG
+GTGTCACCATCACATGCGAGGCTAATAAACTTTTGCAGACTGTAAATCTGACGATCTACG
+TCATTAACATCGTTCTTTGAGTTTTTATCGCCAGTTGATGTATCGATAGACTTCTTCGCA
+GTGCCTAACAGGATTTCGCGAGGATGAGGGAGATAGATCCCTTTGTAGTCTTTATCGCTT
+GTTGGTGTTTCCAGTCCGTACAGGTGAGAACCGAATACGGTTTCCATAATCATTTTCATC
+AGAATTCAACCTTTAATGTTTTTGCGATCCCGCGCAATTCAGCGGTAGTAATATCCGGAA
+CGTTTGTTCCGTAGCTATTCCCAAATACTTTTTTAATCTTATCACACAAATCGCGGCGAT
+ACACCATTTCTTTGTATTCTTCTTCGCTACGATACAGTTGATAACCCATCCACCCCTCAG
+TCCATCCGGAATTGCGCTTGATTTTAATATTAGTACAACAATCAGACCCATCTTCCGGTC
+GGAAAGATGCATACAGGTACTGACGCGCAACTTTTTGTACATAAAGAGTTTTGGGGCTGC
+GATTTTGTCGCTGATCGCTACGGATCCCAGCATCATACAATGTATCGCCAACTTTCACAT
+CACTTAAATCAATCATTTACGTCTCCAACAATTAGTTTTTTCACAGTAGTGAACGGGAAC
+AGACACGCCCAACGTTTCTTTACTGCTTCTGTTGTATGTTATCACAATGAATCGATTTTC
+GCCACCCCTAACACACTCCAGATCCAAAATCTCGCGGGTTCCCTTAGTGTTCATGTCTGC
+AACATAGTATTCTTCGTTGTTGACAATCACTATATCCGACATAATCAAGCGAGGTTTCAT
+GCAGCATACACCTCTGATTCATCAAGCCATTCCAGATTCTGATTGAGTGATTCAATCAGC
+TTTTTATCGCGTCTGGAAATAACAACGGTAGAACCTTTTTCTGCCTTCGCGATGATATCA
+CCAGAAGAAGTGATGTATTCAACCTCATAATCACGGCGAGGGCTTCCGAGTTTATCACCA
+GGGACTACATTCCGTTTAACAGATTCATGGGATTTTTCGGTGAATACCAATTCATTCTCT
+ACATGGGTAACAATACCATCAACAGCAGAACGAGAATTAATATAAATTTTGCTAATTTCC
+GCCATGAAAACACTATCTCTCAGATATCGAGCAGTCACTTTATCTAAACACTGAGAAGAC
+ACTTTATCTCCGCCAGGATATACCGAGATAATCATTACATGACCCTGAACACGGGCGGTT
+CCTACTTTATGCAGAATGTAAACCGTTGAACCATCAGAATCTTTAGATATCAAGATCACA
+CTGAATGATTCTTTCTTTTCCTTCCGAGTTTCACCACAGGTAAAACTCACATCCAGAAAA
+TCACCAACTTTAACGGCACGGGGTTTTGCTACTTGTTCACGAACACTAATAACAGGGATC
+ATAATCATTTCCTCACAGTTTCAAATTCTTCATCAGATTTCCAATATACGTTAAAATTAC
+GACAATCATGATCGGATGTCAACGTGTATTTTTCATTTGTTTTTTCGTCAGTGATAACCA
+TAGTTTCATTCTCGATCGAGTTAACACCGTAAACGAAAACATTCTCACCACGTTTGTTTA
+AAAACGCATCACCCTTTTCAATCAACTGCCAACAGGTAACAGGCAAACCACCCGGACTAA
+CCGGGCGGGTAACAAGACAATAGGGATGTTTAATCATTTAAATTCTTCCATTGCATAGGA
+AGTAAGATCTTTGAAATACCTTGCGGTGTTGCCTTCTGGGTTGTTTGTAATCTCCATCAG
+GATAACAGCACTATCAACTCCTGCTTTCTTAGCCATGAATGAAAGGGCTTCGGTAGCAAT
+AATCGTTGCTTTCATAACATCAGCTTTAGAAACGTTGATTGTATTCATTTTTCTTCCTTT
+TCATTAATCACTTGGTATGTGTGTATAATACAAAAGCCCTCACGAGAACGCAAGGGCTTT
+TTATTAAATTTCGTATAAATCTGGATTCACAATAACCGCACATAAAAGATCATCTATATG
+TGCGGCTTCTTGTTCTAAGGTTTGCTTAGATGAATGTGCTTTCAAGCAACCCCCGTAAAG
+GCGTTTACTATCTGGAAATGATCATCAAAGAATTCCCCTTGTCGTTGCACGACCTCATGC
+ATCGGTAGCCAGAACGCGTCTGCTGCATCATCAGAGCCGCCCATAATACGAGGTAATGAA
+CCATCGTTATTAGGTTCGAGCTTGATATATTGTGCTACAGTCGGTTTTGAGAAGTACACC
+GAACGTTTCGGATGATCGAACAGCATCGAATTACGGATAGAACCACGAATAACCTTTTCT
+GGTACTTTAATTCGTACTTCTTCCAGCAATTCACGGATCGCACAATCAAGGAACGTTTCG
+TTACCGTTTTTGTGTCCACCCGGAAGCGCTAACGCATCTTTACCAGGCGCAAACTTACGA
+CGGATTACTAACACGTGGTTATTACATACGACCACTGAATCAGCCGTGCAACAGTTCAGA
+GAATCCGGATACGGATATTTTTTGAACTTGTCAATCTCTCGTTGCCAGTGTGCATCTTCA
+TGGGACAAACGCTGGAATTCTTTTGTTTGTGTCCATTCATCGATAAAGGAAACCGTAGTG
+CTAGGCGCATATTTTAACAAATCTTCGTCCCAGCCTTCATGGTGTTCCCAGATAATTTTG
+CGTAAATTGGTCGAGGACAGATCCTGGTCTCCAACCTTCACAGATTCAACCGGAATATGA
+TTCCATCCGAATGCTTTAAGCCAGTAAGAATCTTTGTCTTTTTCGTACCCGACGATCGCA
+ATTCGGTCATTTCGAGTTTCATCGATTGCCATACGAACACAGGATTTCCATTTTTCCTCG
+TTATAGAGATAATCCGGAATGTGAGCGAATTTGATTCTGGCTGCATCTTCAACATCAAGT
+TTGCAGATAGACCAGCGAGTGATCATTGCTTGACGCTGTTTAGCGGTCAATGGGTTTAAT
+GTGTTCGGATATGCATAAGCAGAACCGATCAGAATGTAAACCGTATCAGCAACAGCAAGG
+GCTTCCCTTACCATTTTCTCATGACCATAGTGAAAAGGTTGAAAACGTCCAATTACTACA
+GCTTTATCATATTTGTGTTTCATAACGTGCTCCACGTTTAAAGGTTAATCATAAAACAGA
+CGCAATTATTAAAACACCAAACAATCCACCAATGAAACCAAAGAATAGTGAAATGAGTAT
+TGTCAATACGATCTGTTTTATGTTCATTATAGTATTCTCGTTTTAGATGTCAAGCCCCCA
+AAGAGGGGGCTTTAAAACATTATTTACGAGAATCGAAAATCACTTTACCCGCATAATCCG
+AACCCATTACAGTTTGAGGTACGCCACCTTTATAGCGGGTAGAGTAGTTCATCTGTACAT
+CCAGTTCTTTCCAGCGGATCATTTCCGGTGTAATGGTGCGTTGCAGGGCGGCGTTGGCTT
+CTGCTTCTTTCTTCGCTGCATACAGACGGGCATCAGCATCACGTTCGTTAGCGATTGCAG
+CGTTTTCACGCGCCTGGCGATCGGCTTCCGCTTGTTTTACTGCTTGTAATGAAGTCTGTT
+CTACTTTTTGCAGTTCAGCTTTAGCAGCGTTAACCTGTTCTTCGCGGATCTTCGTGTTAG
+TTACCTGTTCCATGATAACTTCCGGCAGGGTGATATCCTGCAAGAATACCTGTTTCACAG
+TGTAACCGTAAGGCCGTGCATAATCTTCTACTTCCTGCTGAATTGCGATTTGCAGTTGGT
+TTTGGATCTTCGCATCAAACAGGTCTTGCGCTTTTGGTACGGATTTACCAAATTCGCGAA
+CAGTAGAAAGCAGTTTTTCAGTTACATACTTATCCAGTGCCTGATCCTGATTACCCGCGT
+TGATACGGTTGATCGGTGCTTTGCTACCGTCGAATTGCAGCATTACGGTCATATCCACAG
+TGGATTTAAATTTATCCTGGGACGGAACCTGTAATTTGTCGAACTTCATCGCGATGTCTT
+TGGTGCTGAACGTATCAAACGTTGCCAGCGGGTTTACAATGTGGAAACCAGGCAGTACGG
+GTTTCGGTGATACTTTACCCATGAAGGTTTCAGTTTTAACCGTACCGTCTTGCACAATGG
+TATACATGTTAGGCACTAACCACAGTGCTGCGACTACGCCCAGAGCGATCAGAGAGGTTT
+TCTTCGGGTTGTTCACGATAGTGTTTAAGTTCATCATAATTTCCATAAGTTGTTGTTCAA
+TTCGATAGTTATTCTATCATCACATTTCACGCTGTCAAACTATTTTTAAGAAAGTTTTGT
+CAGCTTGTAGATTGTTTGATAGCACAAGCCCTTAATCTCGTCCAGGATGTTCTTCAAAGA
+ACTATCTACTGATTCGTAGATCTCGTTTGCTTCGTTGGCTATTTTACGGAGATACGCCAC
+CGTGTCAAGCACATTTTCGGTTTTTAGCACAGGTTTGTATCTTCCCGTGATTCCTATGTG
+GATTTCGGTGAATTTATCAACCAAATCCTGCATATCTTCGTAAAAACCCTCATATGCTTT
+ATGTTGTGAGTATGAACCTGTTGCAAAATGTGCGCTATGCATATAGGTAACGGACATAAG
+GCACATGCCAATAAAGGCATCTATCTTGCTTGAGTTCTCAGATTCTGTAATTTGTTTAAA
+TGATTGCATGATGATCCCTTTATGAACGATGGATACTTGCAAACTCATACGCGACCCTAA
+TCCCTAGCTTTGCGCATTCGGATTCAGATCGGCATTGTTTTTGGCGCCATTTTCGTTCCA
+TGTAGTTGTAGAATAGTTCGCTTGTATTTACGCTGGGAGGGATCGTTGTGATGTATACTT
+GAAGGGCCGCATTGATATAATCGTCAAATTCTTTCTGAACCGGACGGTCGGCGGCGTGTG
+TTGTGGGTGTCATCATCAACAATCCGAACAGCACAGCCATTGATATGCGTTTAATGTTCA
+TAACAATTACTCTTTTACTCATAGACCCACTATAGGTCTACTCCTGTATATATTTATAGC
+AAAAACGAGGCCGAAGCCTCGTTATAATATTTTTGCTGTAAAGTCAATCAAGTAATGTCA
+TACCAACACAAACTTCTTTCGAAAGCGCGTATTTTGTTCACGTTTTCTACGTTTTCATCC
+CAACCGATCACACCAGCTTTCATACGTTTCAGTTCCTGACGTAAACGGGTACGTACTTTT
+GAATCAATTTTCTTTACTGCAATAGAAAGCATTGCGTTCAGATCGCCATGAGCTTTGTTA
+CCGTCGCGACACAAATTATTATCAAATCGAATGTATGCACATCCTGATTTGTGTTTCCAG
+TTGGTTGAGTACCAACGTAACCCATCCGGATCAATACCATGTTGAGCATAATAACGAGAA
+TACTCTTTTACTTCTTCGATCTTTTCGTTAGATGAACGGTCACGAAGAGGATTGTATTTC
+TTACGGTAAGTGCGACTCATAATGATCTCCTTTTGTTTATGCTTCCACTGTATCAGGGTT
+GTTCTTTAGTTGCAAGTAGTGTTTTCGACAAAGTGAAACATATTTGTCTTCTGCCCCGAT
+CTCAATCTGGTCGCCATTAGCAACAAATTTGCCATTTGCATCAATACGGGCAACGGTAGT
+TGCTTTCTTTCCACAATAACAAACCCCTCGCAACTCCCTGATCTCATCAGCCAGCGCCAG
+CAACATATAAGAACCTTCGAACAAGTTCAACTGAAAATCGGTTCTTAGTCCATAAGTCAT
+TACGGGTATATCTAATTCGTCAACAACCCGACACAGATCCATGACATTTTTCCTGGAAAG
+GAATTGCGCTTCATCCACAAACACGCAAGAAACCAGATTCGGGCTGTCTCTATAAAAATG
+ATTGTTGTGAACATCATAATACAAGTCCATATCAGGCGTGATCATAGTGCATGTTGCTTC
+CAACCCAATGCGCGAAGAGATACTCTGTTTACCTTCTCGCGTATCAATTGCTGGTTTGTA
+CATCAGGATCCGCATACCGCGTTCCTGGTAGTTGTATGCATCAGTGAGTAAACGAGCACT
+CTTGCCAGCATTCATTGATGCATAATGAAAATACAGTTTAGCCATTTATCCTCTCAACAA
+AATCTGGGGTATTCTGGAATTTTCCTTCCCCTTCATGGTTTTTGCATGTTTTGTTTGAAC
+AGTAGATCCACCAATCCCACTCATCATAAGGGGGTTTGGTAATGTTCATTACGCAAATTA
+AAGGGAAATGACAATCCCGACAACGAACTTTTTCTATAATGTGTGCGTTAGCCAATTGAA
+AACCATCCTTTACCCATGAGTTTTTCATTATGTCGCGCAAGATACTCTTTGATTTCTGGC
+ATCCGGATCGCAGTGTCATACTCTTCTTTCGTCATGGTATGATTTGCGCAACCCATACAC
+CCGCACACCTGCGCGTTACACCAACGGAGTGTTCCATATGTCGCAATCACCTTCATTGCT
+TTAGCTTTGATTTTGTCAGTCATGATTATAACCACTCATTTCGTTATCTTGTGCTTGATG
+TATATCAAGATACCACATATTGATTTTACTTTTCAGTTCGTCCATTTCCTTACTCAGACA
+ATTGTCAACGATACATAGAACATTAACAGTTTCTTTACGCTGCATAATGTTGATGTTATT
+CGCTTTCATCGCTTGCGCCAATGCATTACAGGTTTTAACCAGTGCGGCGCGTTGTCCTTT
+GATTACGGTGATCCGTTTGTTCGCTTTCTTAATCTCCCGACCTGCTTTGATAGGATCCAT
+CATGATTAATTCGCCTTACGAGGATCGAAATGAACGACAATGATCGGGTAATCACCAGTC
+ACCTCATTAATAATGCGCTTAATGAGTTCCCAGTCGCCCCCAGCGAGGCCAGCACCGATT
+AAAGGTGTGATGATAGGCTTTCCAGTCTTAACGGCGTCAGCAAGCCCTACAGCCTGTTTA
+AAAGCATTGCCGATTGCGTCATAATCGACACGCGGCCCAGGTGTCCAGAAATCATATTGA
+GTATATGCATTGAAAACAATGTTGCCTTTTTCGCCAATGTAAACAGAACAAGTTCCGAGC
+TTATCACGGGAACCTTTTAACGTATTGGCATCAACTTGAAATGCACCAGGAATACGATCG
+CGGATTTCGCGAGCAATACCAGCGCCCATATTGCAATAGCAGTTGCATCCGTGGATCAAA
+TGGCCTTCACCGTTCAGATACATATTGACAGCATTACCTTTCACTTCTTTAATGATCATT
+TTTATTTTTCCGATATAGTAGGGCCACAACAAGGCCCATCAAAATCACAAGGATCCACAA
+TACAGTGAATTGAACCCCTACGCTCATTTTCTCGCTTTCCGTTCACGGCGGCGATCTTCT
+TGATGACACATATATAAAACACCACCAAAAATTATAAAACCGATAACAACGCCTATAAAG
+TATCCAGCACTAAACATAGTCATCATCCCCGCAATAGTAACAAGGCCCAGTGCTCTCATG
+CTTACCAGCATTGTACGCCAAGAACACCACAACCGCCGCCATAATAATAAAAATCCAGAT
+AGCCATTAGTAAAGTCCTATGCCAGCATTGAATTCGTCAACCAAATAAGTACGGAACTTT
+TCGCACCGTTCCTTATTTGGCGCTTGTTTGCATAGATTCATCATTGGTTCAGACTGCAAA
+AACTCTTTTTGTTTCAGCAACTTACCGCGTTTATACAGGTGAGCATTTTCCTCTCCCCAC
+ATATAAGCAACATCTAACTGTTCTGCGATCACTTGCTTACATACTGCGACATCTTTGATA
+TCACGATTGTTGCATAACTCATCCAGGCGAGCATCACCCGCGTGAGCAAATCCAGCAACC
+AGAGTTAAAAGCAGTGCTAACTTTTTCATGATGATTCCTTATTCATCCTCTTCGATAGGG
+GTATAATAATGCGCATTGCAGATATACGCAAGAACTTTTTTCAGAGACATATCCGAGAAC
+GTCGGATCCTGATTTCGTCTCATCCCACTACCAGTTTCAACAGCCCAACGTTTGTTAGCT
+GGATTGTATGTCAGCCAGTAACAATCCCATTCAGACAGAGTATGTTCGAACAGATCGAAA
+CGCTTACGCCCATTTGCTTGCGGCCTGACAAAAGGTTCAACCATTTCTAAAGCGGTTAAA
+ACTCGATTAAGGTTTGAACCGTCTTCATCCATCGCGATCCGCAAACAGTATTGGTTAATG
+TCCGGATCCATACCATCGATACCCAGACCGATAGATTCGAAAAATTTTGTTGCCGCGTGA
+TAAGACACACTGGAAGAACGATATTCCAACATCACGGGGATCTTTTCCCCGTCCTTGACG
+TTGTTAATGATATCCTGATCGATGAGTTCAATCAGGTCTCTTTTCTCTTTAATCAACGTG
+GAAATTTCTTCTTGCAGTGGGGCTATCTGTGCATGAAGTTCTTTTATCCGTTGATCAATT
+ACGGTCACTTCGAACGCTAAGTTTCTCATTGTACCCATTCCCCGTTTTTGTCAATGTACA
+TGATCCAATCAGCAACCGCCCAATGGGAAGTATTGCCTTTCGGAGTCGCCACGATGTAGG
+AACCAGCTTTAAACAGTACGCGTTTAGTTTCGTTCAGGATCAGGTCGCTCATAATGTATT
+CCTCATTTAACCAAAGTGAATCGTGATTCATAAGCATCGTTCGGGCGCTCATACACAGTA
+TCCGAACTTGTAATGACAGTGTACACGGTTTCTTTCACAAGATCCATGATTTTCTGTGAT
+TCTCCCCAGACATTGATACTAAAATACATCCCATTTTTAGGAATAGGATTGTATTCCATA
+TCATAATACATATCCATGAGTTCACAAATGAACAGGCGGCGCTGTTCGTTATCATATGTG
+AAATAAATGTTAAAACAATCGAGAGATTTACTCAAAGTAATCTCTTTGATAACGATGTTG
+TCTTGTTTGCTAAAATGTTCGCGGATTGCTTGCACACAACGCAGCAGGTTAGGGTAATCA
+TATTTTTGTGAAACAATGACTTGATGTGAAACGCTCATAATGTATTCCTCTCAATTAGAT
+GCATCCATAATAAAAAAGCCCCTGACCGAAGTCAAGGGCTTTTTGTCAAATGATTTGTTT
+TTCTTCTAACAGCTTCGCGGTTGTATTAACCATACGAGCATAATCACGGGCTTCTTTCTT
+TGTATACTTGAAACCAGCGTTATAGCTCGCCAGCGCCTTTTTCAAGTCGCCTTTGTGGTA
+ATCAAGCCAGTACTCCAGTTCATAGATCGCATACTTCGATCCACCTTGAAGAGTTTCGAG
+CTTTTTGATTACTACGCGTTTAGGATATGACTTATCCATTCGTGCGCTGGCGCTCCTTGC
+GGTAACTTGCCAGCATCCATAAGCGTGATGGCCTTTTTTACCTTTACCGACATTCTCACA
+TGCGCGAGACTCGATCCAGACAATAGCCGCTAAATGATAACCTAAACGTTTAGCCTTATC
+TTTTTCTACAGGTTTTGCAGTCTTCAAATCATAGTTGTGTCCAACTCGATAAGCATACTC
+CAGAACCTCTTTCTGCTTCGGTGTGATATTATCCAAATCCTTGATGTAGGATGGAGAATT
+TTTGTTTGCCGGAGGCTTCACAGTAGCCTTTTGTAAAGGCAATTGATGAGTAGGCAAATC
+CGCAATGAAATCCCCTAGCGGATCCGTCGCAGCGTTGCCAGAAAAAGAGCACAAGAAAAT
+GCTGGCAGCAATTATAATTTTCTTCATTTTAATACCTATGTTGCAAAAAGAAGGGCAATA
+ATACACCCTATTTTATATTTATGCAACTATTTTAGATAGTTTTCGCGTCACGTAGTTTAT
+CAGCGATAAACTCAGCAATGTTATAATTTGAAATAGCCTTGTTAGGATCGTATAGCGCAA
+TGATTTCATCTAACGATACCATAACGGCATGTTTAAAGTAGACGCTCCAGCTAGTAGTAA
+GGATCTCACTGTTGTCAAATCCACAATCAGGGCTGAACAATGCGCGGTATTTGTACCCAC
+TGTATTTCGTCAGCCGATTCGTGCTGTGCGCATCACTGGTGATCAGAAAAGTCCCCTGGT
+GAGTTTCAACAACGAAAAAGTATCCGAGGCGTTCTTTGTTGTCCAGCATCTTTTCAAACT
+TGCGATCGGTTTCTTCGCGAACAATACGAGAAGTCAGCATTTCCAACACTTTATCGTATT
+CGGGCCAATCATTCTCGATCACGATTGCATCAAACGGTTTCTTACCATTAATCCCGCGCC
+CGATTTCGATTTTCGTGCAAATTTCGTTGAACGTTTTCAAATCTTCTGGCGTCAGTTCTT
+TAAGATCGCTCAATTTTGCTACATAATAACGTTTTTCTAGTTTCATTTATGGAAACCTCA
+ATTCAAAAATAATTTCACAGAGTTACCACATTTGGGACATGTGATAAATTTTTTCACGAC
+ATAATCAGCAGCAGAGAAAAATCCATTGTAAATCGCTTCTCTCTTTTGCTGTATATCAGA
+TAGTTCATATTCTAACCCACTTTTACAGCAACTGCAAACAGTAATTAGTTTTGGGCTATA
+GATGACAGTAATCATATACACCTCACAAAAAAGGGGGCTTTCGCCCCCATCATTAGAAAT
+TGTCTTCGACAAACGCCGCGAGACGGGAACGATACACTGTATCAAGAATGATATGGCTTG
+AGTGTTCGTATTCTTTCAGCTTTTCAACAGCCCATACAAACCCGTTGTTAACGGCAGTGT
+TTCTAGGGTTGTCGATCTGCTTAATGTTCCCGCATAGTATCAGAAGTGTGTTCTCTCCGC
+AACGAGAAATAATAGATTTAATTTCGTGGTTGCTAAGGTTTTGACATTCATCAACAATCA
+GCACAGAACCTTTGCCCGGATCCGGATGTCCGATACTGCGACCACGGAAGTAATACAGGC
+TAGGGAATTGCACCACCCCTTTTTCAATCAAACCTTCAATGTATTTTTCAGATTCCGGAT
+TATCCTTAAACAGAATGTTCAGGCTAGTAATACAAGGTTCGATAGAAGGCCGGAGTTTTT
+CGCCCAATGTACCAGGAAGGAAGCCAATTTCACTTGATAACGGGCTATCTGACTTCACAT
+ACATCAAGTTAGCGTAATGTCCACTATTAACCAGGTGCATAGCACCGGAAACAGCAAGCA
+TTGTTTTACCAGAACCAGCGCCGCCCATAATGGTAGCAACATCGATTTCATTGCTCATAA
+TGGATTCAACGAAAGCCGCTTGCAGAGAATCACGGGGCTGGATAGCTTTCATGAGTTTGC
+GTTTCATAGCCTGTTCGTGCTTAACAGGTAAGACATTCAAGCAAATCTCATCAGCAGTCA
+CCACACGCCCGACTAACTCACCATTTGAGGTAATGTACTGGTTAGGATAAAAATCTTCGT
+CAGGAAGCGAACTGTAAGTGATTTGGGCTACATTATCCGTATATCCCAACACTTCCACGG
+TATCCCAGAAATCAGGGATCTCTACGTAACCGGAATACAATACATCGCTATCTTTTAACG
+TATCGTCGCCAGTATACTGTTCTACCTTACACCCACGGGACATTGCGATCAGCAACATCA
+TAATATCGCGAGTAACTAAGGTTGCATCCTGTTGCATACAAGTTTCAATGATTCTTTCGT
+CTTGCTTGTCAAGAGCAAACGTTTTGTTTCCGACATAATCAACCACTTTAAGGGTGATAG
+TGTCAGACAGTGCTGGGGTTGTCAGGTTTAAAGGAATACCTGATTTCGTAATCGCATCAT
+ATGACTGACCGAAAATAACTTTTGACAGAAGCCGGATCGCCAATCGTGCTTCGTGCGCTG
+TTCGTTCTTTCGTTTTCAGGTGATCTAATTCACCCATAGTAGCAGAGGTAATAATGATTT
+CTGTACCAGGTTGAGTGAATGAATAGATTGAATAGGGGTTACTAATCAAAACATTGGTGT
+CTAATACGTATTTTGACATACATTAACCTTATGTGGTTTCGTTAAAAAATGCACCGAAAA
+CCTCTTTTGCTTTCCGGTTATAAACGGATTTTGCTTCTTCTGGAGTGTTATAGTACCCCA
+AAAATTTTCTTTTTCCATCTATGTTTATCTGCGCTTTGTACTTCCCATTGGCTTTATGAT
+AAGAAACACCTTTCAACCCTGTACTACTGTTTGAGTTACATTTCTTTTTCATCGCATTTT
+GCTGGTTCGTCGCTTTCTGTAAATTTCTTGCTGTATCTCCATTCTCAACACCATATACAT
+GATCTACGATAGGAGGAAGATAACCATTCTCAACGTAAAACACTATTCGGTGTCGCAAAT
+ACATAGAACCTTTAAAATGAATTTGGGAATACTCGTTTTTGCTTCCGGCTTCACTTCCAG
+GAGACATAGGGCCGCGCTGAACTTTCCAATACACTTTACCTGTAGATGTATCAACATCTA
+CAAAATTCAGAAGAGATTCGATCCCTTGAATCTCTTCATGTATGGTTCTTGATGAATAGC
+CATGACTTTTCATTACATACCCAGCGAAATTACGTGAATATATGCTAATGGATGTTTCTT
+TTGTACACAATGCATGAGTGTATTATACACAATGTCCATGCGTTCATTGCGCGTAAGATC
+ACACTCATCAAAAATAAGGTTTATTGCCTGGTGCTCTATTCGACGTCCACGGAAATGATT
+AAGAATTGCCCCTTTACTGGTCAATACATCACATCCGGTAGCACCATTTAGCTGTTTGGC
+GTCTTGTGCTGCATTTAACGTATGCGCTACGTAAATGTTAAGGGAACTATGGGAACGTTT
+CATAAAATCAAACGCGCCTTTAGTCTTTTGCGTTTCTCTGCCCAGATCCAGCCTGGTTTC
+GAATACCATAAAATCGTTAGGGCCGTAATTATGCGTTGGTTCTTCCAACTCTCGCATAAG
+ATGCATCTTACGACATTCTTCAATTGTCTTTACATAAAATTCACTATTCATGTTTTACCT
+TTAAGGGGCCAAAGCCCCTTTGTTACGCTAATTCCACATGCGGGGCATCAATGAATTTTG
+TTTCGATCGGAAGGTTCGGATCATTTTTCCAGTTGATACCAAAACGCAGTTTAACACCCA
+GTTCATCACCTGCTTGTTTAACAGCATTCAGGACAGGCAACCACACTTTAGGGTTTGTTT
+GCCAGCCTTGAGGCAACACGCTAGGATACAGATCCACAGCATCACCCGTGATGTGTTTTG
+AGTTCATTGTTTGAGATACACCCTTACGGACGTTCTCGCGCTGTTGTTCTACAGTACGCA
+GACCTTCACGTACACCAAAATCAACAGGAGACAGTTGCAGAGCACGTTCTACGACTTTCA
+CCAGTTGAGGTTTAACACCTTTAAGGTTGTTAAGGCTTTTTTGACTGAATTTAAACATAA
+ATCACCTCTTGTAAAAATACCCTGTTTGGGTACACAGGGTATTTATGGTTTAAGAGGTTC
+GATAATTAATAATCGTAAAGATCACCGAAGCATTCTTCAAATTCACGTTTACGTTTCATC
+TGTTCTTCTTTTCGCTCTTTCATATCAGGAGGAAGACGGTCTTCATTGACTTCATCAATG
+TAAGCCTGTGCATCCTCTTTGGTCAGGAAGAAAGCATGGAAGTTATATCCGTTGCGCCCA
+TTCATACTACGATCGTCAAGAGAGAATTCTGTGTGACATTCCCAGTCTTTGTACAGGGTG
+ATGCATTTAGCAAACAGCCCAATACTGCGATGCATATAAGGGAAGCCAGTAACAATCATT
+TTGCTACCCATTTCCGCCTTTTCGCCATTCACACAAAATACTTCATACATGATCGCGCCT
+GGTTTAACATCTTTCTTAACAGCACGTTTTTCAAAAGCACTTTTCATAATATATTCCTCT
+CAATTGGTGTAACTACAGACTACTGGTTTATTTTCTGGATGTCAACAAGGTTTATCGTTT
+TTTGACGGAAAAGTTAGAGTGAACAAACGATCGTGAAGGTTGTCTATCCGTTCACAAGCC
+TGTTTCAGTATGATTTTATCACCATCATTTGTTGTTTCAATGCATCCAAGTTCATCGGCG
+TCAATGTTCACTACATCGCTCATCAATGAAGCAAACACGTTAGCATCAGGATGTAACAGT
+TCTTCTATTTCGGCCTTCATGCCGTCGTGTTCAGAAAGGATATCAATAATATCGCGGGTT
+AAATCTCCCTGGTACGGGAACCCTGTTTCTAAATGGTTAATGATCCTTTGTGCTTTCGTA
+ATCATAATTTTACCTACAAAAAAGCCCCTTTCGGGGCTAGTTAATTAGAGTTCACAGCAA
+CGGCACACACCGTATTTTGTAAATGGAGCATCACCGCTAACGTAGGCCCAGAAATCACAT
+GCTTCTTCGGCAGTATCGAAGATTGCAGCATCATAGAACCCGTGGGCTTCGTTACCGTTC
+TCATCGATGAAAACCGGAGTCCAGATATTAGGATTGAAGCAATCGTCAACAACAACCCAA
+CCTTCTTTAGCTTTCATTGCTTCTTTGTTGGCTTCGATGTGAGCTAAGATTTCGTTCATG
+ATGTCCATTTTTCTCTCCTAAAGTGCGTTTCGTTTCGACATGGCTATAGTCTCATAACCC
+CGTATCTACGTCAACACTTATTTGAAGCGAATTGTGCTATTTTTGAAAAATAGTCCAGAG
+CACACAGCACCTTCAATTTTCACCCCTGTAGGGCTTTTAGCAACGAACCCTGTTGCGTAG
+GTGTCTTTCTCATCACATGCGAACCAGGCGTGGCCTGTGTACGTGATATCGCTAAACCCG
+TTAGCAGTCAGAATACGTTCGGCTTCTTTCTCATCGGTGCATCCGGATTGTGCTAAAACG
+ACAATAACTACTAACACCAAAGCAATAATATATTTCATGTTAAACTCTTTTTAAGTTGGT
+TTTACTGGCTTCAATCCAGTACACGGGATCAGAATAGTTACCGCACATACCCAGTAACAC
+AGTTGTACATCCTAAATGATCGGAAGGTCTCAATCCATCAGGATGAAAAGGCAATTCGTT
+AACACCAATACTGGTAGCAAAAAGAGCACCTCCAGTACTGTAAAATGTTTTGATATGATC
+GTATGCATCATCAGGCCACTGAAAACGATAAGTTTTATTGTCAATGGTTACTGTATACAT
+ATCATATTCCGTAAACAACGGATCTTTTCCTTGTGTTGCCCCATACAGAGCGCCGCGCCA
+TTCAACCAGATTTGCTTCAATGTCGCTTACACAAATTTCGTTACCCATACGCAAATCATG
+AAGGATCCCTTCAATGGTACGAATGGCCCCACTAAGTTCATTAGTTAACATAGAGTTTCC
+CTTAAATCGGTTTAATGGTTTTCAGGTGTAGTTTAGCATAAAAAGAACCAAATGAGTTAC
+CATTATGATCAAATTTATAGTTTTCACTCTTCCAGTATTTCCCCGATTTCATCAGGGGAA
+CACGCTTCTTACCTGCTGTTATCGTTTCAACCATTCCGGTATGAGTAAATGTCATGATAT
+ACCCTCTTCTTTCAGCACTTCCCAGATCAGTTTATCAAGGTGCATCAGGTTCCACATAAC
+CGAATCATAAGAACCCAGTGAGCGGGAGTAAATCACTCCCCATGAACGATAACTTTTCTG
+GAATGCTTCTGCACTATCTACATCATACGGCATATCATCACCGGATGCAATCAAAAGTTT
+AAGGATCATCAGACTGTTCAGAAGTTTTGAACTAGCGTCTTGTGCTTGTACTTTTGCACA
+ATAATTTTCAATAATCGCTTTTGCCTTTGGTTCGGTGATGCGTCCATTTTTGCATCGCTC
+TTTGTACACATACATAAGTTCATCGATTATTTCTTGCATATAACGCCTCCCGTTCTACTG
+CTGATAACCCGCGAATGTAGTTCTGTGATTCTCTATGCGCATCTGCTACAGCGCGTCCTG
+CTACAGCGCGTCCTGCTCGTTCCGACGCCAGTATATAAGTAACAACTTCATTACGAATGT
+GCCATAGGTAATCCATCATTACAAGATCTTCTTCTGTATGAAAACCTTTAATGTCACACT
+CGCAGCAAATAGCGTCTCTTTCCGATAGTGCCAGTTGCGCGGATTGCGCGTTGATTGGCA
+TCATACTGTACTTGTCGATCAAACTATCCAACGTTCGCGGTTTCACAATACCAACTGTTA
+CAGGAACAGGACGAAGAGTAGGTTTATCCGAATAAATCATAGTATTCCTCTTCATCAAGT
+CTAGATGTCAGTTTAGCGATAAAGTCGAAAATGTGTTGTGAACCATCTTCAACATAATGA
+CGGTATGCAAGCAAAGTTGATACGTGACACATATCGACCGATTCAACTTTGATGCTTGAT
+GCGATCATTGTATCATCATTTCCATATCCGTCAATATCACGGAGTACCATTTCTTCAGTA
+GGGAAACGCTGAAGGAGTGACGCTTCCCGATCTGATACCAGAGCAACTAAGCGATTATGT
+CGCGTGTTGTACGATAATATTTTCATTTCAATTCCACCGCGTAAACATCAGGTTCAGGGG
+CTTTGTGTACGCGCATATCTTTACCGCATACCGCATAAGCCGGACAGTTACGACAACCGT
+TATGATCCTTATTACCGATCAGTTCATTACGGAACTGTTTGGTTTTCGGATGTTCCCAGA
+TATCCTTAATGAAATCGTTCGCTTCCAGGACATTCAAACCTTCTTCCCAACCACCTTCAA
+CCCAGCGTTCGGTAAACGAGCAAGGGAAGAACTGACCACGTTCGTTGATGTAAGAGCTAA
+ACATCGTCGCTTCACAGTCTTCGGCGTATTGCTTGTACTGTTCGAAGTTCGGGTGTCCCT
+CCATCGCTTCAACGAAAGCGGGGGCTGAACAGCTATCGAATCCAAATCCTACACCAGAAT
+CGAGGCAATATTCAACAAGTTTTTTATACTGTTCGCGGGTAACGGTGTCCCAGTTCTTAC
+CGCGTCCCTTTTGTTTCAGTCCCAGGAACACGATCGCGTTTACTTGTTTCAGGCGCGGAT
+CATTCTTCACGGCATCAACCACGTTAAACGCGTCATCATAGGTTTTCGAGCTAACCATGA
+AATGCAGGTTGATTTGCTGTTGTCCGGCTTCTGTCAGGTTCGCTACGGAGTCGAAAGCGA
+CATCAAAGCCAGCGTGTTTATAAACAGATACCGCAACAGCCCCAGCAACCGCCGCTAAAC
+GCGCTGCAACGTCTTTTGATACATCAGCAATGGTAAGGTTCGGTACAATGCCTTTAGAAC
+GCGCATAGGCCATCATATCGAACATATCAGGGTTTGTTTGCCCCTGTGCATCAGCACCGA
+GTGCGCATTGAGTCAGCCAGGGCATTTTGTCGATGATTTTTTTGAAGTTGGCAAGATCCA
+TGTTGAACCCGTTCGGGTTATTGGACTTGTAGCAGAACCCGCAGAGTTTACCCGCTGGCC
+CGTTGCATTTAGTTGTGATCTCGATATCGAGAATAAAAGGAAAATGACTATAAATAGGAT
+CGTCAGCAGGAGTTTTTCCCCAAGTCATCATATGACCTGTTTTCATATCAAAATTAAAAT
+TAACCTCTTCGGAACGATAGATTTTCTTTCCTTTCGCTTCCAGTAGAAGTCCAACAGGCG
+TTTTGATATGTTTGGCGTTTACTTTAACGTGTCTCATAGGAACCTCATAATGTATTACGT
+TTACAGAATCACAAATGTTATAGAGAACAAGCACTATTATGGATCAAGAAAACCTAAAAA
+GTCAATGCTTGCTTCCGACGATTTAGGGAAACACTATTTCAGTAGTTCCCGTGATAGTCA
+TTTCATCCAAGATCAGAAGGAAAATCCAGGACACTACAAATATAAAGTAATCGTATCTGG
+GTTGTCAAGGGAAAAGGCGATGAAACTTGAGAAAAGGTTACACGAAATCTATAAGGTGGA
+CAAGAACCCACATTTTTATAACAAACACATACACAACAGTGTTGATTTTTCATGTACACC
+AGAAACAGGAAAGAAGATTTCGCAAACACACCAGAAATATGCAGCAAAGAAAATTTCAGA
+ATCACATAAAAGGCGATTCAAGGAAGGTATAGCATCACATAAAGGAGAGAACAACCCACG
+ATACAACGATCATCGGTCTTATAAAGAGATACACGGAGAAGAAAAAGCGGATACTATACG
+CAAAGCACAATCTGAATCAAGAAGAGGAAAAGGTAATTCCCGCGCGGTTACGTGGAAATT
+TACTTCCCCTAATGGAGAAGAATTTTTAGTTGAAGGAGAATGTAAAAAGTTTTGCAAAGA
+CAGAAATATTTCCATGCGTAAACTGAAAACCTATCTGGGTGAAGTCATCACAACATGCGA
+TAAACCCTACGATATCTCTAAGAATACCGTAGGATGGAAATTAGAAAAGATTAGTTGAAT
+CTTCTTTTACGTTCGTCAGCCAGTTCTTTTTTGTACAGTTTAATGTACTTCCCGTTAAGG
+GTGCGAAGCTGTTGGAAAACCTTGTTACACAAAGCACGTTTCGCTTTGTATTCCGGCGTA
+TTACGGATTGATTCGACCGTCATACCCATTTCGTTTTTAGGGTACGCGCTCAACTCCCTG
+CCGATCTCTCTGTGCCAGTTGCTTAACTGATCACGCTGTGCTTTGTACTCTTCAAAAGTT
+AACATAACAATCTCCGGTTTCGTTTCTATGTGTGTAAGGTATCATTACCCTACACACAAC
+GCAAGCGATTTTTATTTTCCGTAAAGAACACAATATTCTTTATATTTTTCACGGGCTTTT
+TCTTCATTACTAAAGGAAACTCCCATTCCAAAATCAGAACCTTCGAACGTAACATCCCAC
+GATTCATACCCATCTTCCGAATAATAGGAAAGTGTTATTTTACGATCTTCAAGAACAAGT
+TGTTCAACAACAATATCAATTTCAGTAGTCATAGTTCATTTCCATAATCTTTTGCTGCAT
+CTTCGGGGGTTGCGTCCAGTCGGTAAAGCTCAACGGCTAACGGACTGGGTTTGATTTCGC
+GGTTCAGGATCTCACTGATACCGCGAAGGAATTCGATATAAGGACGGAATCTCATTTGAT
+ACGTACCGCGTTAAAAGCCTGGTTGCGCAGTTCATAAGCCTGTTCAAGCTGTTCTGTAGT
+GAACAGAGGACTATCGGTGTTAGTGGTGAAACTGCAAATGGTTTTGTTGTCGGCGTTAAC
+TTCTTCAACAACGATTTCATAACCCCAGATCCCGCTGTACTCACATTTCACGTTACGGTA
+CTTGATGTAAACCGCAGCAACATCTTCTTTTTTGTAGTTCCGGCTTTTGTAGATGATTTC
+CATGATTTCCTCCTTCGTTTCGATGTGTGTACAATAACAGATCAGGGTTATCGAGTTTTA
+GCAATTTGTGCTAATTATGCCATTTTCTTAGCGATTTTCCAGGAGGCTTTGAACGCCGGA
+ACGTCTTCAATATCAATCCAGAAACCAGATCCGAAACCATCACTATAGCAAGGGCAACCG
+TCGCAGTAGTTTTCCCAGGTCATCACTTCACCACCAACAGAAGCACCAGTTTCCATAGCA
+CGTAATGCATCTTCAACTTTTTCCAGTTTTTCGGCGTTGTCGTCGTAAATGACAAAGTAC
+CATTTACCGTTGTATTCGTTACCCAGTTTGATTGATTCGCGAACAAGTTTCATGATAATT
+TCCTTTTGTCTGTTTCGTTTCTATGTGTGTAATATAACAAAACCCCTCACCATAGGCAAG
+GGGTTTTGCAAAAAATTATCGTTTGATTGGGGTATTATCTATAACCCTTTGAATTTCCGA
+ACGCATCGTAGAATACTGACACAATTCGGTAAGCGCCCGATCCAGGTGCATCATAGCATA
+AGAAAACTCTTTTCCGCATTTGTCACATCGAGCGTATAAATGTAAATGGATGCGCCCGAT
+CCCATCTACCTGACTATATTTCTGGAATATGTAAGGATCTGCACCTCGATAGCCAGTTGC
+TTGATGCTTACACTCTCGTTTGAACCATGACATTAATAATATCCTTGTACGTTGAAGCGA
+TCACATAACAATTTTCTTGTTTGGTTAGTATCGCTTTGGATAGAATGCAACATAGCGCTG
+AACATGTTTAGGTTATTTTGCATCATTTCCGCGCTCATGAGAACTTCCATACGCGCACGT
+AAGCGTTTATTTTCTTCTTCCAACTCAACCATACGGTCATATGCTTTTATGCGCTCTAAG
+GGCATATCAGGGCGCTCTTTGAGTACGCGAGCACGTTCAACCTCACAAGCATGATTTGCT
+TTCCAGTGGTTCGATTCCGCTTCAAATTTATTAAGGCGGCGGATCTCTTCAACCAGCTTT
+TTGATCATGTGTGGATCCATCATGTCGATGAATTTCATCAAGCAATTGGATTTTGTTTGG
+TTGTCAGCAACAGACCAAGACGAATTATACGTAACCGTAAACGTGCGGCCCATTTCATCA
+ACAACCCCGATCTTGTTATCATCGGTGATTGTAGCCGCCCATTTCTCCCTCATGGCTGTA
+CAGGTTCCGCTGGCGACACTATGCAACTTGTTTAATGTTGCGTCATCAAACACAATTTCA
+TCACTCATGTATGCCTCACATAGATTTCAAAATACGCAGAAGTGCGTTAGTAAAGATATC
+AGGAACACAACCACCAAACAACTTATGATTCATCAGCGCTAATTTCATGCTGTGATTTTC
+AGTATATCGCCCGTTATGGATCCCCCAGGCAACGACATTACCAGGTTCATGAATAACTAA
+GTTAGTGAGAGTAACGGTCATGCGCTCTTTATCATTGATAGAGAATGAATAGCGATAACC
+GGATCCGATGTCGCCGTAAAGGTTAAGGTCTTTCAATTTCCCTTGCTCATGCAAGCGTTT
+CATATGAACTGCACATGCATGATTAATAGTCATTTCGTCATCCCTAGCCCAGTCATCAAT
+ACCAGAGGTATAACGAATATTGAAGTAGTTAGTCAGTTCATTTGATACGCTCATTAGAAA
+CCTCACTTTTATAAAATTCTTTACCAGACCCATTACAGCTACTGCATTTGGGGGAACGGT
+TGTTATCATACCGCCCCGAACCGTTACATGCAACACATTTCCTTAATTTCCAGCCATACA
+CGAACCTCATGTAATAATCGGTTCGTGCGGCCTTGCGTTCATGGAAATTCATGCTTTGTA
+AACCTGAACCAACCACATTTCGATGTTAGGCGCGTAAGTAACGTTTACCTTATGCATAGT
+GCGGTATTTGTAAGCGGCTTTGTACGCATCGAGTTCAGTCGGAACACAGAAAGAGAAACC
+GTTATCATAGCGTTCTGCGTTAGAAACTTCACAACCAACTACAGCGGCAATGTTTTTATT
+CATGTTCATGATATTTTCCTTTCTCTGTTTCGTTTCGATGTGTGTAATATAACAAAGCCC
+CTGCACTAATGCAAGGGCTTTTTGATTATTTTGGTAATTTTTCGATTGTTGCTTTCAACT
+CATTGATTTTATTAAAGAGTTCATCGCTATATTTCATCAACTCACTACGGCGTTTTTCGG
+CCCACTTGATCAGGAATTCATGAGAATCTACACCATACGTGTAACCTTCTGCACTCAGTT
+GAATACGAGCACGGGAACCATAATCAACAGAACTTTGTTCAATGAGAAACTTAACCGCAT
+CAAGCAGGGCTAAATCTTCATGACTTACCATGATTCCTTCTGCCTTTGGAAGATCCACAA
+CTTCATCCTGAATGAGTTCACGACGGGTTGTTTCTTCCAGTGTTTCATGATTCTGGATCA
+TCGTTTCGACCGGATCCTTTGCCACGGCTGGTTTGTTTTCACCTACTTCTTCCAAAAACA
+TCAACATCCATCCAGGAATTTTAGTCCAGAAATAACTTTGTACTTCACTGGTGCATGAAT
+TTCCCAGAATGTGGATCGCGTTACCATGCATATCAACTTTATTGATATAGATAACGTTCT
+GCTGTTCCTGTCGGTTGCTACCATAAGAAAGGAAGCGGCGTAACGATGTGTTATGACCAT
+ACTTCCCTAAATCGATTTCAGCCAGGCAATCAATGATCCCACGGTTAGAAACCTTGTAAC
+GCTTACCCTGTTTGAAAAATAACGATTCTTCCAGGTGAGTAGGGGTAAACTCTTCATAAA
+GAACATAGAATTCTTTAGGAATTTTGCGCTGAACCAGGCTCAGTTTACAATTATTAGAAG
+GAACAATAACAGCGTGAATGTTTCCTTCTGCGTCACACATAGCTTGCATTACTTGCGGAT
+AGTAAAGATGGTCTTTCTTGCAAGTATAGCTATGGATACGACTCTGCCGTTTTTTGAAGT
+ACCATTTACCAGTTTCAAAAGGCGCTGTTGTAAAATTCATTTTGCATTCTCATACATAGT
+TAAAATTGCTTGCATATGTTCCGGTGATTGTGGAACCCCTGCAAAGTTCACTTTCAAAAA
+GAAATTCAACCGATCTTTTATGTTGCACTCATCGAGTCCAAGCGCTGGTAATGAAATGTT
+TTCAAAAGCACGTTGTTCATGTCTTTCCATTTCACCCCAAAACAAACGGGAACCGTTAGG
+CATCGGTATTCCAATTTCATTGTTCCAGAATTTCATGATAGTTGTCAAGCGTTGTTTTCC
+GTCGATGACTTCTACCCATCGAGATTCGTTGAATTCACTATCAACCGCGATCGCGATGAT
+ACCGCAAGGAAACCCAGTAATCAAAGTCTTCATGAAAGCATCTTGCTCTTTCTGCTTCCA
+CACGTAGGGCCGCTGATAGGACGGATTCAGATCCAGATCGTTGTTCTTGAACCAGTGAAT
+GTAACTACCAACCATGATCGCATGATCGCGACTTTGGAAAGTTTTTAACTCACGAATACG
+GTTTCTTACAATTTCGTCTGTCATTATAAAATCACCATCCAGTATATAATCGTAATCATA
+ACCGCTACAGTGAAACACATTGCAGCGTACACCCGCGCATTATGAACCTGTGTTTTCAAT
+TCTGCGATCTCTTGATCCTTTTCGCTTTCAAACTCTTCGCGAGTACCATAATACCCAGGA
+TCGTTAGCAGTTGCCAATCTAACCGCATCTTTTTCAACCAGCGTTGCATAACCGCTTTTT
+ATTTGTGTCGCCCCGTACCATCCACCCCGATCATTGTTAATGATCAGATGGTCGCCTTTT
+TCGTTATGCTTTGATTCACCAACGACAATAACCCGCTTACCATTCATAATATGATCCTCA
+AAGGGGCCGAAGCCCCTATTTTGCGTTCTTCTGTAGATAATCTAACAGATTTCCGCTTTG
+ATGTAAATCCAAAACTTTAGAAAACTTCTCTGCGTTTCTTTCGTTTGTGAGTTCGTCGAA
+ATGCCATACACCATCATCAGCTATTAACGCGCCAGGTGATGAACCTGTTTCTACATCACG
+GGAAAGCGCAAGCCCCAGAGGGTGTAAGATTTCGCGGTTAATGCGCCAAACAAGGCCCAT
+TTCAGATAGAGTATTAAAATCGACGTATTTCATATTATGCCTTTGGTTTCACACCGTAGG
+CCAACATACCAAAACGATGATCATTATCTGCATCTTTAAACAGAACTTCGTTACCATCAA
+TGCAGATGACCTTTGCTTCCGGATCGATGTATGGAAGCAACCACAAAGGGATCAGGCGTA
+GGCCGCTATGTTCATCCCAGCGACTGAAATTGAGTTCTTCCAGTTCATCAAGGGAAAGCT
+CATTAGGATCGATATAACGGAACCATTTGGTATTTTTGAGGCGGTCGGGGAAGTTTACAA
+TTTCTTCATAGCCGAATTCAGCACTCCATGAAGAGTAAATAGTGACTTCGGATGCTTTGG
+TTAAAACAGCATCGCGAATTGATTTGCAGATATCGATTAAAGTCAGTTGATTTTCCATGA
+TATATTTCTCATCTTGCTAAAATTTTAGGCAGTAGTTGCCCCATCGTTTTACGTGCATGT
+GACGGAATCTGTGAGATCGGGACATATTTAAAATCATCCATTTCACGTATAGTCCGTCCG
+TTCTTAACGAAAGTTGATGCACAATAGCATTCTTCCGCTACTGGGTAATCTTGCCCTACA
+TAGAGGAATAAAGCAAGGTTTTTTGTTTTCGTGTAATCGAGAACACCCAGGCTAACCAAT
+TCCTCCGCGAACACTTCAAATCCTGTTTCTTCGAAGCATTCGCGGATCGCCGCGTCAATA
+TGAGTTTCGCCCTTTTCAACATGCCCCTTCGGAATATCCCAATGGGGCGTTTCAGTGGCA
+TGGCCCATCAACACGGCACCATCTTTAACAAAGATAATACCCGCTGATAGTTCCATTTAT
+TCACCCGCAAAAGCGTTATCAAATGCTTCAAGTGCGTTGTTAGCGCGAGCACTGGCTTTT
+GTCACACCAGCCTGGAGATTTTCAAAGAAAGTATGTTTCCACACTTCGCGGCGACTGGAT
+TCATGTTCCAGACTGTTTTTGTGATCACCGCGAATCTGTTCTTCCATGTCATAACGGTAC
+AGATCGAGTTCTGCGTTTAATTTCTGCTCTAATGCCTGTGCAAATACATGTTCAATATTC
+ATTTTGTATAGCCTATTTCAGATTTAAGGTTTTCGAGGGTGGAGTGATAAACAACATTCC
+CTTCGTGTCGAGTATACCATACTTTTCCGTTCTGGTTACACTCATTCATTACATTTTCAT
+CTAAACCAGGGATCGGCTTCATGCTGGGAGAAAACGTGATAGACATCATTTGTTCTGCAC
+TATCAGCAAACCCACAAGGGAAAACAGATCCAGTTGGTTTATCAAGATACATCAACTCTA
+CTTTAGCCATAGATTTCTTCGAAATCCTCACAATCAGGCAAATACGTTTCACAGAAGGTG
+CAAAGCGTAAAGAATGCAGGTTGACGAATACCAGGATTATCCGGTAGATACATCCAGAAG
+GTGTTAGCAAACACGATGAATGTTTTCAGGTTTTCGGTGGTGATTTCGCTAACACCATCA
+TACCCGGATTGATTGATCGCGCGTTGCAGTGGCACCTCATACTGTTCGCAATAGTCGGCA
+TAATGATCGCTTGTTACAAGGCCATTAGCCATTTTAATCAAATCGACGATTTTCATGATT
+TTACATATTCCACTTTAACAGGTTTTGCAACAAATTTATCTTTGGTGCGCCCATGACCAT
+TACACAGGTCACATTCTTTGTTGAAATCTTTCATATCTTCGACCCATCCAGAATCTGGCA
+ACCCAGACGGATATGCGTTATAACGAATGGTTTCATAACCTTTTCCGTTGCATTTCGGGC
+AAACATGAGGACGTTCTTTTTTAGCAGACTCTGCCAGTTCGCGAAGGGTGGTAGAACTAC
+CATAAGCCCGACACATGTTTTCAAAGTCTTTTAAAGTCATTCTATAAACATCAATGACGT
+TATATTTTTTGCCGGATGGTTTAGCCATAATATATTTCTCACTTAAAGAATTTTTTGATG
+AAAGAGATAGCAAGGCCGATACCAAAGAAAATTAAGTAACCTTTTCCGTCACCGTGCGCC
+AAAACATAGAGTGAGCTGCCGTATGCGATGAGTTCTGCGATGTTCATTAAGTTTCTCATG
+ATATCCTCCTTTTTCTATATTAAGTATCTTACCATAATATAAACCAAAGTCAACAACAAA
+GTTTTATCAACCCACTTATCACCAGTCATTAGTAATCCCCTACAGGTTGAGACGCCGCAA
+CACTCAGGATCTTGAAAGTGCAATTGTTCCATTCACAATAAGTTTTTGCGCAATGAACAC
+TTCCTTTCATAACAAACCCGTTTGAGAAAATTAACCAGTAAAGTTTCATGATAGCCTCCT
+TTGTTTCGACAAGGCCAATATAACAAAGCCCCTGCACGAATGCAAGGGCTTTTTTCAGTT
+TTTCAACATCCAAAGTTGCGGAGGACAATCTTTAGAAGCGATTAGACGATCCAGGCGGGA
+CATAACCCGACGATAACCGTCGTATTCAAAATTAATTTTTGGTGGAACGTAGTTGACCTG
+GATTGTTTTTCTGTTAGCTAAAGAAACATACTCAGGGATCACCGTTCGCAACCGTATAGC
+GATCACTGGCTTCTCTTCGCCTTCGTTAAAGAACATTTGAACAGTTATAGGACAAGCAAA
+GATTTTACCATTTACCCGACGATAAACAATAACTTCCTGTGTCCCTTCTGTTTTGGCCTT
+CACAGCGTAGGTTAGAACATAACACGAATAATGATTTGCTAGACTCATCATGATATCGCG
+ATAAGTTTCAATATCTTTTTTAATCGATACTGAACGGTCTTTAAAGCGATCTGCAATGTG
+GTCAGCAGTAGCCGCTACCTTGATTGTATACCAGTCACCTAACGCGCTAGTAAACGCCTC
+GCTAACTTCTTTTCGTACACTGTTAACAAGATACATTAAACGTGTTCTGTTCATATAATC
+CTCACTGATTTTTGAAGTATTCGATCTGACGCAAACGCTTTTCAGCGGCGGCTTTCGAAT
+CGTATTCACCAAGTTCTTTTGTGCGATCGTGATTCAAAACAACCCACTTATCGCCACGCT
+GTTCAATGTGTTCTGTAATATCTTTTAACGACTTATCCAGATCCAGTGATTCAGCCTCTT
+CACAGATAATAGTCAAATCCACGGGCAGTGTCAACAACCTTTTTACTCCGCTGATATCAT
+CAAGCATCGAATCGTATGCAAGGGTTACGTGCGGTTTGTAATCCGGATAATCGTATGTTG
+CGCCAGCATCAATAGAATCTTTGAAACGGCTATGCAGGTATTCAGATTCCAGGATCCCTA
+CGATAGTGCTACCGTATTTTGTGTCCCACTTTTCAACATCAACCAGTTTAGCAGGTTCTG
+TGATGTCCTGTTGCGGGAACAAATCAACCGTTTTCCGGCTGTATACGATCGTTGTATGCA
+TCTTTTCGGCTGAAACAGCATTCTTTGTGATACCTAATGTCTTTTGAACATTTTTCAAAG
+CCTCACATGAAGCCTGATCGAATTTAGCACACATGTAGATACCAGGATCTACAACAGGTT
+TTGTGATTTCAAGAAATGATTTCATAAAACACCCCAATAAAAAAGGGGCCGAAGCCCCTT
+TGTAATAAATTTGTTTTTACGCTTCTTCGCCAAAGGCGGCTTCATCTTCCGCGCCTTTTT
+CGACTTCAACGGAAGGGATCAGAGCGGATACCGCGCCAATCACTGCTTCTGGGGTTACTG
+GCTGGCTTGCGTCAATACCCAGTACCGAACACAGGTCGGACAGAAGTTGACGATGAACAG
+AGAGTTCACTTTCTTTTTGCGCGATAACTTCGTTCAGATCGAATGCGCGGCCTTTCAGTA
+CCAGTACTTCATTTTGCAGTTTTTGAATATCAGACATTTTATTACCCATTGTTAAAATTT
+AAAAGTATCGAGCACTTTGCTCTTTAGTTGTTTCAAAGTACCTTCGTTAGTGATGATACT
+ATCTCCAGGTTGAGGTGTCAAACCTTTTTCCGTGGAATGTTCATCAACAATTCCGGTATC
+CTTTACAATAAACACAAACTTAGCACCTAAGCGTTTTAGGTATTTGTATTCGTGTTCTTG
+ACGACAGTCAGTGACCAGAAGATGGTTGTATTCGTCACCAGTATATTTATTGACGAATCT
+TTCCAACGTGTAACGAACCCAAACCGTGTTATCATACTTGCATACGATATCAGTTCCAAA
+CACTTGCATCAAGCGTCTGATACTCCAGGGAGTATCGTTACTCATAATCAGGTTATCAAT
+ATCATCAGGACTATAAACAATATTGTATCCACGTTCTTTGAGGATTTCAAGCCCGATTTT
+GAAAATATTTAGAACATCTTCATTAGACATCACAAGAGGTTTCTCTCGATCGCCTTTGTA
+AAAAATAGCATCCGGATCAGAATATTGTCCTTCAATCATATTGCGAATGTATGGTTTATC
+GTAACCATATCGCTGCATTGCTATTCTTAGCGTTCTTTTGATACCAAATGCCAGTGCTTC
+ACACTGAACATCATTGTACGCCTCTTGAATAAATTTAGCAACCGTATCTTTACCAGTTCG
+CTTTTTTCCACTAATCACATAAATCATTAGCTCATTCTCTTTTGAGAAGTGACTACTTTT
+CCGTCAATTTCAACTTCCATATGAAGGAAGCCAAAAGTTGCCATACACGTAACCGCTTCA
+TCACTATCGTTAGTATAACCCAATTCAACCTCACCCAAGTTTGTTGGGAAGGCACCATAA
+AATCTAAATGTGGCGATCGTTTTCATCTGGGAGTTATCCAGGATATGCACAGCGAATGAT
+TGCTTAGGATCATCCCACGCAACAGAGTTAAACTCATTGTAATCGTTTGTGCTCAACATC
+CATATGTAAATCCCAAGATACGATCTCATTTCCTCATCGACTACAAAGCGGATCATCAAA
+GGATCAAACTCAAAAGCCGAACCAGGTACTTTACCTCGAACCATCATATTTGCAGGAATA
+TCAACTGCTGGGAGGTTCATTGATGGTAGTGTAACCCCTTGAACTTGTAAAGTCAAACCT
+TTCATGTAACTGTTATCAGGAATATCAACCCGAAAGTTTGTAGGTGAGATTTGGTTTAAA
+ATCATTTCTGTAGACATAGGATCTCCTTTCCTCTATTTAGCGGGGAACGGGATCAAAGCG
+GCCTGACGGGGTAATATAAAAATTTGAAGAAAATGCTTGACCTTTTAAAATCTTTGATCT
+ATAATAATTATTAATTAAAATTTTATCAAAAAGATCTAACAAGATCAAGTAAAATTTAAT
+AAATAATTTATCAAAAATTTTTAGATCTGATCTTGAATTCATAAATTTTATGATCTATAA
+TATATTAATATTTTATTTTATCATAAATTTTTATGAAGATCAATACTTAGATCTAATAAA
+TTTTATGCTTTTTCTGAAAACTTTTCCTTTACCCCGTCACTAAATACTGGTACTATGTTC
+CCATATTGGAAATCAGGAAAAACAAAATGACTCACTTGAAAAAATTCAAAGAATTTCTGA
+CCGAAGGTAAAACCCTCGCTCGTACCGTAGCACGTGGTCAACGCGCTAAAACTTCCGATA
+AACATTCAATCGGTTTTCTTCACTTCAAACATGGTTCTGATTTCGAAGTTTTAGCACCGG
+ATTCTCACGATCTGGCATACTTCGGTAAAAACATTGTACGTTTGAAAGGTATGACTACTG
+GTAAAGTTCAAGCGGCTTATGTCGATTGGGCTAAAGGTACTGTTTCTTTCTACAGTGGCA
+ATCCGGATGATGATCTGGATTTCGACAAACCAGAAAAATTCAAAGCTGCTACTCTGTATG
+AAGAGGCGGAAGAAAATCTGGATCTGTATAACCAGTTAGCAGAAGATTTCGAAATCGAGA
+TCCCTATGGATGAAGCTCTGGTGAAAGGTAAAGTTTACAAACTCCCAAGCAACGATATGC
+GTCTTCTGTACACTGGGCGTTCTAAAACTAAAGCAAGCGGTGAATATGCAGTGTTTACCG
+TAGTTGATGCTTCCGGCAAACCTCGCCTAGTATCTGGTAAAAAATTCACCCAAGAATATA
+AAGGCGATATGGTTTCTAAACTGGTTCTGGCTGAATCCGAAGATCTGAATGAAGCGTCTA
+AAGGCATTCGCGAAAAAGTTATTGCTGTGATGGTGAAACGCGGGTTTAACGAAAAAGATG
+CAGAAAAGATGGTTGACAAAAACCTGAAAGATGCTATGAAAGTTAGACCTGGTGCGACCC
+CTGGCAAACTTGCAGAAATAGTTAGCACCCTGTAAAAATAAAGCCCCTTCCTTTCGGTTG
+GGGCTTCTGTATATGGCACCTGTATGAAAAAATATGGCAATGATGGAAGCATCAATGATG
+AAATTGCTGGAATCGTTGATTTGCTAAAACATGTAAGAGTTGAACCCAAAGAGGGTAAAA
+TCTATTGGACTAATCCTATAGGAAAGAAAATGAAACCTGGACAAGAAGCGGGTTCATACA
+AAGGCGACTATTGGATTATATGCTTCAAGTATGCAAAATATAGGAGACATCGAATAATTT
+TCTATTATCAACACGGCTACTTACCTCAGATAGTAGATCATAAAGATGGAATTGACGCAG
+GGGATTCTATAGATAATCTTCGTGCTGCTGATGCAAAAGGAAACCAGCGAAACCGATTAG
+GGGCGCAAAAGAATAGTAAAAGTGGTGTAAAGGGAGTGCGAGAAAAAAGAGGTAAATGGG
+AAGCAAACATTAGATATGAAGGCAAAACGATTTATATTGGTACATATGAAAATATAGAAG
+ATGCGAAACTAGCATATGATACCAAAGCAGTTGAATTGTTTGGAGAATTTGCAAAATAAA
+AGCCCCGAAAGGGGCTTTTTAGTATCTGTTCCAGACTTTCTTCGCGCTGTAAGGCTTGCC
+CTTTGAAACAAACGCTTGTGTAGGCAACCAAACTGATTTAGCCCAGTCTTTTGGGGCAAT
+CTCTGCTAATGGTGATTTGAGGTGTGATGGTAGATATGCTTTGATCATTTCTGTTGCGCC
+TCGCATACCTTTCACGTTACCCCAGTTAATTTTAAGCACGGTCTTGTTAGAGAGGCGTTT
+AGTGGATCCGTACCCTCGCTTCAATAACTCTTCTAAAAACTCCTGTCGTGCTCTGGGTGG
+CGCATAGTGCAAGTTCAAACCATAGAACACTAAGTTACCCGCTTTCGATCTTCCGGATCC
+TAAGAAAATGATCAGTGGAAATCTATCCCAATACGGCAGGGTGTCTTTATATTTTGCATC
+ATATGCAAACGTGTACAGGCGACCCGTTGCTGGTTTTGCCACACGGTGTGTTTTGATACT
+GGTTTTGATGAAATTACCAAACCATTCTGTTGAATCTTTCTGTCGCTTTGCCGCCGATAC
+ACCAACAGTGATCTTTTTCAGACTATTACGGAAATCGTTGATGATCTCGATCCCGTGTTT
+TTTACGGTAGTCATTACGTTTTTTACGGGCTTCTGTCTCTGCGGAACGTCGTTCAATCTC
+ATCATCAATCTGTTTTTTGTAACGATGCATTGACTTTGTGAACGTTGCGTAGTTTAATCC
+CTCAGAATCGGCAAAACGTTTAGCAGAAACACCTTTCGTTTTTGCCTTACGGAATTTGAT
+CCCCAGTTCAACCCAATCACTCAATTTGCGTTTGGGTGGTGCTTTGGGTTTATCCTCTTC
+CGCGATGATCTCAAACTCAAAAATAAAACTCATGTTTCCCTCCAGGGATTACTGACCTCG
+CCACCCAAAAACTTTTTTGAGTGATTCTTCTGTTACGATTTTGAACTGCCAGCCTTTTTG
+ACGGCATAGCTCATTTGCGGCTTTCCACTTATCAATATTAACTGTATAGGTGTAAAGAGC
+ATCAATAAATTTCTTTTTATTGTGTACGTTGTTGTTTACTGGCTTCGGTGGAGGCATGGT
+TTCTTTAAGGGGCTTAACCTCCCAAAGATATGTAGTACCATTTTCCATTTCCACATAGAA
+ATCCATGTAATAGCGTCTTCTCTTACCGTCTGCATTGCAGAAATACGGGATCACTATACA
+TTCAGAATTCCAACGTTTTACGTGTGGGTTTTTATCCAGCCACTTCATAACGTAGCGCTC
+CCACGATGACCTATACGTAATCTTTCGCGGATCGCCTTTATACTTCTGTATGTTTTCGGG
+TACAAACGACCCTTTATACGTCTGTCTTCCAGCCATTGCGTAAATCCTAAATAGAATAAT
+ATAACGTTTAGATAGGGGAACTTATCGTGCTATTTTCATACTTCCCGCCTGTTGATTACA
+AAGGCACCCAGACAACTGATATTTTCCGAGACTATCGATTTTATTTTAATCGTGTGATTG
+GAAAATATAAAACCCGTAGTTACCAGATAACAGGCACACTACGACCTGAACAACTTGCAG
+AATCATTATATGGAAACCAGCAATACTACTGGATCCTGTTGATGCTTAACTCTGTTTATG
+ACCCTTTCTATGGTTGGATCTCCGATCAGGAAGCCGCGTATCAGTGCGCTATACAGCGTT
+ATTCTGAGGTTGGCGGTGAACAGGTTCTGTATCATGTAGATGAAAACAACAACAAGTATT
+ATAACCTTGTCGAAGACCCCAATAACCCTGGTCATTGGTATGACAAAGGCGACAAACCAA
+TGCTGTATTTACAGTATCAAGGTGTATTAGCTCCTGTAGATATTTATGAAGATGCAGTGT
+TGCAAAATGAAGCAAAACGAACAATAAAAATCATTAGTCCGTCTGACATCCAGGCGTTTC
+TGAATGATTTTATTAAAGAAATGGAAAAGGCTAACTCATGAAATTAGGCGGAAATTTACA
+CTCCCCTTTCTTTGATGGGGTGGTTGAAAACGTTGATGATCCTCGCGGGTTGGGCCGTGT
+TCAAGTCCGTGTATTTGGACAACACCCAGCCCAAAAACAAAAATCCGATGCGATCGGTGT
+TCCTGTTGAAGATTTACCCTGGATGATGCCTATTCAGGATATTAGAAGCGCTGCGATCTC
+TGGTGTGGGCTTCTCTCCAACTGGTATCACTCGCGGATCCTTTGTTGTTGGTTATTGGCG
+TGACAAATGGCACCAAGATGGTATGATAATCGGTACTGTCGCTGGTGAATATGTCGAACA
+ACCAGACACACAGAAAGGTTTTTGCGATCCTATGGGTGAATACCCTCGCTATGTTGGTAA
+CGATGTTAACTCCCTTGCTTTAGGTGGTTTGAAAGGCAAAGGATCATCAAGTGTCATCAT
+TCGTGATTCAAACACAAGCATAGCAGTAAACCCAGACGATCGCCCACTGGATGAGATACC
+AGAAGATAACCGCCCTGATACGGGTGGATTTACTATCGAAAAGATGCTCAAGCAGGATGA
+GGGGATCCGCACACGCTGGTATACAGACAGTGAAGGATATCCGACAATTGGGATCGGGCA
+TTTGCTTATCCGCGAAAAGACTCGCGACACTGCAAAAATTAACGCTGCGATCAGTAAAGC
+GGTAGGTCGAGAAGTAACAAACGGGACAATCACGGCAGAAGAGGTTTCAACCTTATTTGC
+TCAAGATTTAGCCAAAGTAAGATCTGATATTCAGAGAACCGCTAACGTCCGTGAAGTGTA
+TGTGAACCTAAACCGTCCTCGTCAAATGGCGATCGAAAACATGTCGTTTCAAATGGGCGT
+CGGTGGTGTTGCTAAATTCACCAATACCCTAAAAGCGATGAAAAATGAAGATTGGCAAGC
+GGCTTATAATGGTCTTCGCAATTCACTGTGGGCTAGTCAAACTCCAGGCCGTTCTTCTCG
+CGTGTCTAAAATCGTCCTCACGGGCAACCTTGAATCATATGGGGTGCAAGTACCAGATCC
+GGAAGGGCGCTCTCTGAGTGCTGCTTACGCTGCGTATAACGGTGCTACATTGTCGGCTAC
+TAGTCCGGAAGATCCGTTTACTCCTGGTGATACCCGTGTGATGTTTGAAGAACCAGCATC
+ATCTTATAATGCGGAATATCCGTATAACATGGTGTTTGAATCGAGATCCGGACACATTCA
+GGAATTCGATGATACCCCAGGATACGAACGATATAACCGTGTTCACCCAGCAGGGAGTTA
+CGAAGAAATTCGCCCGGATGGAACCCGCGTTGTTAAAATCGTAGGGGATGATTATCAAAT
+TGTGATGCAGGGCCGGAAACTCAATGTTAAAGGCAACTTGCAGGTAGTTATTGAAGGCGA
+CGCATTCATTTACAACATGGGTAACGTTCAACAAACGGTTGATGGTAACGTAACTGAGTT
+TGTTCGTGGCAACGTTCAACAAACTGTTGAAGGTGAGTACGTTGGCCTGATTAAAGGTAA
+CGCTGAACTAACTGTAAACAAAGATGCAACAGTTAACGTTGATCAGAATCTTACCGCAAA
+TGTGAAACAGAATGCAACCGTAGCTGTAACAGAAGACGCAACGATCACTGCAAAAAATGC
+GAAAATGGAGATTGAAGAAACGATGGATATCGGTGCTAAAGATATCAATATCAAAGCAAC
+GAATAACACGTTTATTGATTCTGGCGCATTAACAAAAATCACTGGCGGCACCGTCCAAGT
+GGGGTAATTAAATGATTATGGATTATGAATCAATAATTGATGGAATTATGCAAAATTATC
+AGCATCCTTGTGATGCTGAGATCCCCGCTGGCTATTATCGGCGGGTTATCTGGCAAGGGC
+ATACAGAAAATTATCCGGCTGTTGGGGTTGAGTGGGATACCGAGATAATCAAAATCGGTA
+CTCATCTTTATACTCAAGAACCGTTCGGACATAGAAGCACGGATCTACCTGTTGTCAATT
+CACCGGGAACAGATCCAAATACCGGACAACCAACAGGGATCCTTGTTCCGAAGATTGGCT
+ATTATTTCAACACTCAAGCAGAGATTGATGCTTACATTACATCCATCGGTGCAACTAAAA
+TCAATGGTGGTAATGATTGGTACGGCGCGGATCTGTCAAAATCAAACCTATACAAAAACC
+CTGGCGAACTGGCTATGTATAAGGTTGAAAACAGTGGCGGGTATCTTTCCGGAACAAACC
+CTGTATGTGATGCTCGCATACGTCAGGCGTATAATCAGGACACTGGCGCATTCACCAATA
+TTGATTATTATTGGAATGGTAATCGTATAGCATATATGAAGCATGACGAAACAGGGGCGC
+ACCAGTGCAAATATACGGGTATGCAGGTTAACACCAACGCAGATACAAGCATTCCTCCTG
+TTCCTCCTGCAATGCCTTCCACTTATGGGGCATTACCGAGTGAATTAAGCCGTGCTGATA
+TTTCGTGCATTCCGGCAACTGTTGGTTTCGCATATACAAATATCAGTGATGCTATGTTAC
+AGGCATGGAACGAAACCCGTAATACGTTCAAGCTACAGTTTAACATGTTAACGGGTGCTG
+TACAGAATGGATTCGGGATCGCGACGATGTTTGATGGTTTATCCGTATCGATGGAAGAAG
+TAATGGCGGGGGCGCTCGCATTGTCACAGCAAGCATGGCAAACTGCTATGAAAGTTTTCA
+GACAAGTGATTAGCGCTGCATTTAACATTATCGGTGGTGCGTGGGGATTGATTAATCAGT
+TCTTGCCTCAAGTAACCATCTTAGGTGTTGCGATCAACATTTACGATCTGGTGTTTGGTG
+ATAATTCTGTTCAGACTTTGAAAGATGCATTTAATGCAATCATCAAATCCGGACAACAAA
+CATATGAAACCGTCATAAACGCAATATACGGGGCCATAGGAAGCGCATACAATTACTCTG
+TGGAATATGTCAAAGCTGGCGCTCGCGACCTTGTGGATGCGTGTAGCGCGTTATTTGATT
+GGTGTTTAACGATGTTCCAAAACGGTTGCGTTGCATTAATCGACTTATACGGTCGGATCA
+TGCAAACATGGGCTATCCCTCCGGAAGTTCCAAACCCGTTATGGTCTGCGGTGCTGGCTA
+TCCGTAACATCATGATGCAAATCAAACCACTTGATATAATTCTGGGCGGTAACTTCCCTG
+GATTTACTGCAATGGATTTATATCAACAAGCACAGGAAAAAGTCAAGGCTTTTGTTGATG
+AGTCATACGAACAGATCCGAGGGCTTTATGAACAAGGGCAGGAACTTTACAAAACGTTAA
+AAAATCAGATTTTCGAACGTGATTCAATTCAGAGAAAATTCAACCAGTACTTAAACTGGA
+TGTGGGGCGCTGTAACAGACGAAGCAACAGCGGCTTATCAATCTGCATTGGATGCTGCAA
+ACGCTGCTGTAGCTGCAACACAGGCCGCGTATGACGCTATACAGGAACAGATTGGATCTC
+TACAAGATGCAATGAAAGATACATACAGCATGGCGATGGAAGAATTAAAGAAATTGCCTT
+TGATGAGTACAATAAACGAGTTTTTAGGATTCTGTGGTGTCGCATTTGACGATCTTCTCA
+AGTCATATGAAAATGCGATTACTGGTGCTCAGTCTCTGTACAAAAATTTCATTGATAGTT
+CTCGCTCGTTTAAAGATCACTGCAAAGTAATCTATAACCAAATTTGTACGTTGGCGTTGA
+GTAAAGTCACACAATATGTGAATAAATTGCTGTCTCTCATAGGATTAGCAATCAACTTTG
+GTTCGATTAGTGTATGTGTTCCAGTACTGAAATACTAAATAGTCGAATGATCAAGAGGAA
+TTTATAATAATGGCTACTGCTAAGACTAAGACTGTCAAAAAACAGATTAACCAAATCCCC
+GATATCTTTATCGGGGGTACTTTCGAAGAAATTAAAACAGATCTGATTGATTGGCTGGGT
+GGACAAGAAGAGTTTAAGGATTACGATTTTTCCGGCTCGCGAATGAACGTACTGATCGAC
+CTTCTGTCGTATGCTACTCTTTATATTCAGCAGATGGGTAACACGGCTCTATTTGAATCG
+TTTATTCGCACGGCTGCATTGCGTAGTTCTGTTGTACAGTCTGCTCAAGAACTGGGATAT
+ATGCCAGATTCGCGCACGGCTGCAAGCACAGCAGTAATGATTACGGCTGCTAACCCACTG
+ACCCCAACATCGATCCGTATCCCGCGCGGTACAAAATTCATCGGTACTGTAAAGAATACA
+GACAGTTATTCTTTTGTTGTATCAGATGACGTTGTTATCGTTCGTGATAGTAATAACAAC
+TATACATCAATGCTGAACCTGGTGCAAGGCCGTTTAGTTCGTACTGAACTAATTTATGAC
+GGTTCAAGTATCCTGATCCGAGATCCAAACATTGACCGTAGTCAGGTACGTTTAACTGTA
+AACGGCGCACAATGGGAAGACTGGACAAACGAAAGCATTGTAAACGCAACAGGCGCAAGC
+ACGATTTACTACATGCGTGAAACTGTTGATGGACATACCGAAGTTTATTTCGGTGAAGGT
+GAAGCAAGTCAACAAGTGGCGGGTGGTGCATTAACCGCTGAATATATCGGGGGCTTGAAA
+CCTGCTAATGGATCGACTATCGTTATTGAATACCTGTCAACCGATGGGGAAGCGGCTAAC
+GGTGCAAAAGATTTTATCTATGTCGATACATTAACCAATATTAGCATCACTAACATCGAA
+GAAAACCCGACTAAATCCCCTGATTATGTCGGTGCTGATGGTGGTGGTGATCCAGAAGAT
+ATCGAGCGTATTCGAGAACTGGCCCCTGTTATGCGTGAAACACAACGCCGTTGTGTAACT
+GCATCGGATTATGAATCTTTCCTGTCTCACAGATTTGGTTCTATCATCCAGGCGGTACAG
+TGCTTTACTGATAACGAAAAACCTGGTTATGCTTTCATTTCTGTTAAACCAAAGTCAGGT
+TTGCGCCTAACATCGGTACAGAAAGAAGATATGCAAACGTATCTTTCGAAATATAACCTC
+GCGACGATCACCCCATCGATTATGGATCCTAACTATCTGTATATTGTGCAATCTGTCAAA
+GTAACGTATGATATCAGTAAGTTGACGGAATCAGAGGAATGGTTACGCGGTCAGGTTATT
+TCGTCGATCGACTCTTACTATACTAACAACGTTGAAATTTTCAACAAATCTTTCAGTGTA
+TCTAAGATGTTGACTTATGTCGATCAGTCTGATACTTCTATTATCGGTTCGGAAGCAGAT
+ATTAAATTGCTCCGTGAAATTGACAACTATTACAGCGCCCCTATGTCTGGGATCCATTTC
+TTGAACCAGGTGGAATCTAAATCAATCATTTCCAGTACGTTCAAGTTCACCAACGAAGAA
+GACGAAAGTTATGATGTTCGTTATGCTTCTACGGAAATGGATCAGGATGGTAACGCAAAA
+ATTGTAATAGGCCCGTTCAAGGATGGGGATATTTCGATCGCTGCTTATACAGGCGATGAC
+TTTGAAAAATTAACAGATGCAGGAACCCGTAATAAATATTACGAAGTTGGATCGGTTTCT
+CATTACACCGATTTCATTAGCTTTGACCTGGGCGTTCTGAACGTATCCGCCGATAGTTTC
+AGCGCTGCTTATATCGAGCTAACTGCAAAACCTCTCGAAGAAACCATTTTTACTCGCGAT
+GGTTCGTTGATCGTGTTTGAAAATGACCTGCGTCCTCAATATACCACATTGACTATGAAT
+CCTATCAGTCAATAATCTTTAACCCCTGTCTTCGGATAGGGGTTTTTCTTTTTATAAATA
+CGTGATATACATAACCGCAAATTTGGAGAAATATAATGATTAAAGCGCCTTCGATTACGA
+GTTTGCGCGTTGATAAACTGGCTGCTAACTTCGTTTACCTTAAATGGGATGATGTTGGCA
+TGGATTTCTATTATGTGGTTGAATTGGCCCGTAGCCGTGATATGGACGGAACTATTATTC
+CAGACGAAGAGTTAATCTGGACGCAGTTGGGTTATAGCTACGAAAACGAATGGTTTAGCG
+ATCAGGTTGCCCCAAATACACGTTATAAATTCCGTATTCAAACAACTCATGAAGGGTTTG
+AACCTTCTGATTGGGTGATCAGCGATGAATTATGGACGTTTGATGAGAACGCCTACGCAT
+ATACAACCATGCGTGAATTCACCCCTGCTGATTCGTTTATCAATGAAAAATTCGCCAAAA
+ACAATCGTGATTACGTCGATTTTAACGATGATGTTATTATGGCTTCTCTGATGGTTGAGG
+ATTTTGTATACTCTCCCCTGTATTCTGATGTAAGCCAGATCAGCGATAAGATCCTGAAAC
+AAGAAAGCTACCATGAAATTCAAGATCACATCGAACACGTTTGTAATGATATAGATCGCA
+CGTTCCTGGTATACTCAAACGGATTGCTTTACCTGTTTGAACGTTTTCAGAATATGGCTA
+AAGTGTCAAATGACAAAGGCCAAACGTGGTATTACTACAAAGCATTAAACGATCGTGTAG
+GCAATCCGGTTTCCCGTACCATTGCTTATCAGAGCACTAACACTACGTATGTGTTAGGAT
+ACGATCGCATATTTTACGGGCGCACGTCAACAGATATTCGTTGGTCTTCTGATGAAGTTC
+GTTTTTCTTCTGATGATGTAACTTTTGCGAAGCTGGGGAACCAGTCAGGGTTAGATTTTG
+ATGTTGACTCATACAACACGTATGCGCGTCTACCGGGCGGAGTGTCGAAGTATGCCGAAG
+CTATGGCTTGTTCTAGTGATTGGCTCTATGTGGCTGCTAAGAACGTTATGCGCCGTATTG
+CGTTACGTAACACACCAATTGATACTGATCCTGGTTCGCCGACCTTTGGTGAACGTATTT
+TTGATGAAGTTTCATATACTATCGTACCAGGAAATGATAAAATTGTTGTTAAAAAAATGG
+ATGTGCTGAATGATCGTCTGTACGTTCTGGTAACTGGTGAAGTTAAAACGGCGATGATGG
+ATCCAACTGTCAAAGCTAACGTGATCCCATCAAACGATGCTGGCGTTTATCTGTGGGATG
+AGAATGCAAAGACGTTTACCCGTGTTTATGGTAAAACCGAAGATGAACGTTTTTATATCA
+CTCATGAATATACCAATATGTCAACCAATGGCGATGAAGTTTACATTTCTGTTGGTAACT
+ACAAATATCCAGGCACTTTGCCAGATCCAGATCTGGTTGAAAAGTATCCGGAAGATGTGC
+ATTCAGCGGTGAAATACGATCTTGTTCCTGGTTATACTGCGAGCATTTCGATTAACTTTG
+CTACAGTTCGAGCAAATCAGAACGATCCTACTGTTTGGAACTTTGGGCCGCAAGAGTACT
+ACAATGAAGCAAACTTTAGCTGGCATTTCCGCGATAAGGTTAGCACATGGATCACCAATG
+ATAACCGTCCTCTGGTGGTTTATCCGGAAACCCTGTATACTCTGGTTACTGATAGCGCGT
+CTCCTGCGTCAACGATTCGTGTAAACCATGAAGTTTGGGACAAAGGAACAGTTACTATCT
+ACTTGAATAATATCAAATTTACTGGTTTTACGAAGTACACAAACGGTGTTCTGTTGTATC
+GCTCAGGTGGTAGGATAATTGGATTCTATGAACTGTCATACCGCGCAAGGGATGAACTTA
+CTATTTTCTGGAAACCTGATAACACTTTAATGGTGGCAAGTCTGGTTAATCAGGAACGTG
+AAAACCCATACACGCCGGATATTGAACCTGGACTAATAGATCCTGATCTGAGTCACATGA
+TTACTCGTTTTGCTCCGCAAAGCTATCTGGACAACCAACAGTTCGAAAAATTTGGTGAAT
+ACTATCTGCAATATATTTCGTTGGGTAGCAACAGTTACTATAACAAATTGCTGAACCTCA
+TCCGGAACAAATATCCGAGAGAGAAAAACAACGTTGAATATTTGTGGTCTGAAATTAACC
+GCCGTAACATTTACCTGGATAAAACCAAACGTGAGGCAGTGGTTAGATTTTTTGAATCAC
+GTGCAAGCGATTTCTATTCAACAAAAGGGATTGAGGCAAGTTATACGTTCCTGTTTAAAT
+TGCTGTATAACGAAGATGTTTCCGTTGAGATCGAAAGCTCCAACAGTCTCGAATATGATA
+TTTTGGTTAGTTCAACAAATATCAGTCAGGATATCGTAGGCCGGACGATCTATACACCAA
+CTGGACGCGCTAACGTTACATACATCGAACGTGAATATGAAAATGGTCAATTGCGTTGGT
+CAATGACTCTGCATAATGCTCAAGGTAACTTTATCGAAGGGCAGGTTGTCAAGTCAGAAA
+AAACCAATTTCACCGGAATGGTAATTCGTGGTGTTCGTGGTAAACAAATGGCTAACAACT
+CGATCGACTATATAAACCGTGGACGTTCTTACTACGTGATGAAAATTCGTTCAAATCTAC
+CGACTTCCCGTTATAAGGATGACGTATTGAGGTTTGTTCATCCGGTAGGATTCGGCTTTA
+TGGGTATCACGATGTTAACAGTATTCATCAACTCTGGTTTGTCAATGACTCATAACGAGA
+CAATCATTGATATTCTGAGAAACTACCGTTTCGATAGTGGTTATCCTAAGTTCTGGCCTG
+ATCGCATTGCGAGCATGGACGGTAACGGAAACCAACAATTCGACCTGGTTACTGGTGAAC
+CTCTGTACACCGCACACCCGCGAGCGGGGGAACCTTTTGATGTACCTCCGGAATATGACG
+TTGAAGAAAAACCGCTTAACGGTGTTCTTCCTTCTGCGCGACGGTTCGATCAAAGTCCGT
+TGTTCGATTGCTCAGGCGTTAAATATTCACAGTTCCGTAATTTGGTGGATAGACGACTGA
+AAGATGATGCAGGAAACCCACGTGATCCAAATCCTCCATCACAGATTAAGGTAGGAAATT
+AAATGGCACAACAAAACTTGTATCGGTCGGTAATTACTGCAAAATTCCGAACCGAAAACT
+TGATGAACTTCAAAGATATGATCGGCGATGCCGCCGATCTAAACACGATTTATATGTCTA
+TTGGGCGAACTGAATCATGGGCGGATAACGAATCCGACCCTAACTTTGCCCCGCCATATC
+CAAATGATAGCACCGATGGTGTTAGTGATATGTGGACGCATATGATCGGGGCTACTAAAG
+TTCCTGGTGATATGATAGATGCAATTTTACCACGTAAAGACTGGGGTGATACTCGCTATC
+CAAACCCGAAAATCTTTTACTTTAACGATATTGTTGTTGTAAACACCGCGCCTTATAACC
+GTACTGATCCGGGTAAAGGTTGGATGGTTTATCGTGTAGTTGATGTTCCTGATATCGGTT
+CTTGCTCCATTTCGAGCATTACCGGAAAACTTGAATGTATCAGGATCGGCGGTATCTGGA
+GTCCGTCTCATGAATCGAGTGAACCTCCACGCGGAGAAGCTAACGGGATCGACATGGGCG
+ACGGCTATAAATGGGAATACCTCTACACAATCCCGCCAGATGTCGTGATCAACCGCTGTA
+CGAACGAACATATCGTAGTTCCTTTCCCTGGCGAACTGGAAGAGGATCCGGTACGTTGGG
+GTTATGATAACGTGATTCAATGGTATCCAGGACAATACGATCTAGTGTATCGGTTAAAGG
+TGAATTCAATGCGTTTTCGTGCGTACATGGATTCTCTTTTCTTCCCGCAATCTACGCTCC
+CTGGTAACAAAGGGTTCCGTCAGATAAGTATTATTGTAAACCCGTTGATTAAAAAGGCAA
+GCCCGACCGAACCTGAAAAGAAAGCAACTGGTGATTACTATAATGCTAACGCGCTTGAAC
+CTGATTCCGGACGTATGATTTACATGGAAAACAGACAACCTATTATTCGCTCCCTTGATC
+AGACTGAGGAAGTGAGTATTGTATTCGAATTCTAAGGAAAAACAATGGCTTACCAAACAG
+CAAAAAAACTAATTGATGTCGGTGAAATCGGCAACCCATCAACAGGCGACCCGCTTTATG
+ATGGTGGTGTTAAACTGAACGAAATGATCACCAACGTTTATAATGCGTTTGGTGATGTGC
+GTATGCTGTCTGCAAACGAAGGTGTCGGTAACATGGTGATCCATGCTACCGGATACTATC
+AGAAACTACCACGCACTTACTATTCAAGCACACCGATCGAACTGGGTTCCCTGCATGACA
+TAGATACTTCAACAGGTTCGATTACCGTTGTTCTTCCTTCTGGTAAGGTTGGCGAAGGTT
+GCTACTTCATAAATAGTACGGGTAGTGTCTCTGTTGATCGTCCTATCGCGTTTCGTCCTC
+AAGTTGGGGATACTATCGCGGGGGTTGCAGACCAGTTGTATATCACGTCACCTTACACCT
+TTGTAAAAATCTGGTGTACCAAAAAAGAAGGTGCGGTAACAAAATGGGATTATTCTGTAG
+AATCTATGTTCGGTTCTAAAACGATGCCTGTTGACACTACGGCGCTTGTACTGAAAGCAA
+ACCCGACTGCTATTCCTATGTTCGGATATAGCGAATTTAGCGGGGCTAAGGTGCTTGTAT
+ACGCAGAAAACTTAGCTGGTACAGTTACCAAAATGGCAGAAGTTTTAATGACCGTGGATC
+GTGTACACAAAACGATTTATTCAACGGAATATGCTATTTTGAAAAACAGTGAAGATGAAA
+TGTTTACATTAAACTTTACTGTCGGTGCTGGTGATGTTGTATACGCTAACGTGCAAGCGA
+TCAAAGAAGATCGAATTAAATTCACGATTAAAGCAATAGATACGATTAAATCAGGGATCG
+CGTCATGAAACAAGAAATTTTAATAGGTCAGATTGTAGACGATGGTACAGGCGATTACCT
+GCGTCGAGGTGGTCAAAAGACTAACAACAACTTTACAGAATTGTATAACATGCTGGGGGA
+TGGTGAGATCCCCCATCCAGCAGGTGCCTGGAAAACTTTTGCGGGTACGACGCTATCACC
+AAAATTTGGTGAATCATGGGCGTTGAATACCAGTGCAAACAAAATCACCGTAAACCTCCC
+GAAAGGCGGCGTAGGCGATTATAACAAGGTTATTCGTCTGCGTGATGTGTGGTCGCGTTG
+GGCTACCAACAACGTTAGACTGATCCCCGCAACTGGTGATACTATCAAAGGTTCCCCAAC
+TCCTAAAGATCTGTTTAAAGATTTTATGGATGTGGAATTGGTGTATTGTTCTCCGGGCCG
+TTGGGAATACGTCGAAAACAAACAGATTGACAAAATCACAACTTCGGATCTGGCAACAGT
+AGCAAAAGAAACGTATATTGCTACTCAGGGACAAACTGACTTCCCTAACGTATTCGGTGT
+TGGTAATGAATACAACCTGCAATCGTTCGAAGTTTACTATCGCGGTAACTTGCTGTTCAT
+CGATGAGAAAGACGGATTCAATGCTGATAACTCAGACTATGGATCGATTGGCTCTGCTCC
+TGGTGAACTGGTTGCACTTGATGGTAATTCAGTACGTCTTAAAAACCCGTGTAACGCTGG
+TGACACGCTTCAATTTGTTACCTATCTAGATGGGTTAGCAACATGGCGTTCGAGCTATGA
+AGCGTATGTGATGCGCATGTATCAGACTGGTGATACTTCTCTGGAAACCGTTCCTGGTGA
+ACAGTGGGTAGGTGATCTGGCAACCAAAAAAGAGTTTACACCTGCTGAATTTGGTGTTAA
+CCCTCGCGTGTTGATTAACCCTAACTCGTTTGAACTGCTTCTCAACGGTAAACAACTGGT
+TAAAGGCGGTGACGCTGACTATCCGGCGTTTTCCTGTGAAGGTGCGGAAGGTGTTGATGA
+AAGTACGTGTGTTGGTAACTCTGGTGTATGGGTTCCGTCAGGACAGGATTATAGTTTAGT
+ATTCACTGATTCTGTAGTGACTTCAATCAAGTTTGCTCAGAAACTGGAATCCGGCGACGT
+TGTAACGATCCGTTGGTTTAACAATGATATTGGTACTCTGATGGATTGGGAAGGAACTGG
+CGGTATTAAAGAAAAAGCTGATAAGGTTTATCTCAATAACGAAGAAGAAGTTATATTGAC
+GAACCGTATCGAATATACCGATTATAATAACCCTTCTCAGAAAACAATGCGTAATACAGG
+GGAAACCTATCAGGGGCGTATTCTGGATATTCAGGCTATGTTTGATATTATCCACCCGAT
+CGGAACCATCTATGAAAACGCACACAACCCGGCAAACCCTGCTGATTATATGGGATTTGG
+TGGTTGGAAACGTTACGCAGAAGGTTATTTCCTGGCTGGCTGGACATCAAATGCAACGGA
+TCCTGATTTCGCATTAAACAATAATGATTTAGATAGTGGTGGTCAACCGAGTCATACGGC
+AGGTGGTACTGGTGGCGATCGTGGTACAGAAATCAAAATCATCAACGTTCCTGAACTTGT
+ATCAAAAGATAAAGTTCTTATTGCTGATGAAAATGGTGCTGTGATCATTGGTGGTTGTCA
+GTTAGATCCTGATGCTTCTGGCCCTGGATACACTAAATACCGTGAGGATACATTGAAAGT
+GAATCATGGTAACACATTACCTGATAAAATCAAAACTATTCCACCGTATATGACTGCACA
+TCGCTGGATAAGGGTTGCATAATGGCTTACAAAAATATTTCAAAAACAAGGGAGGGCGCT
+CGCGTCCTCTCTAAAGAAGCAGATTACTTACAGTATGATACTTATGGTAAGTTGCCTCTG
+ATCGGCGGTAAACGTTCGATCGGCGAACCAAACATTGACCAAACAAAACGCGGTGTTCTG
+TATGGAAACGTACAATCCGCAATTGATGACCTGTATACGCTTATCGAGCAAATCCCGATT
+AACGGCGTTGTTACCATGACTGAGGATGCCCCTCCAATCGCTGTACAGCAGGTTGAGAGT
+GTTTCTTTTGATGGTATTGTACAGAACATCGATTCAGACCAAGAACAGGCTGTAGTTCAC
+GTGTACGGATTTCCTTTCATCTTTGATAATGGGACTAACGCCGCAACTGTTTGTGAAACG
+GCATACAACAAATTTACTGAATTTGTTGCAGCGGAAAAATATTTCGCAGAAGTTAACCGT
+AAAGGTGTTGATGGTACGATCCTAGAATGTCGATTTATTGATAGTGTTCCGCACCCGGCA
+ACAAATATCTCAGAAAACGGTATTCGTCAAATCGGAACTATCGACGTAGCCGCAAAAAGT
+GGCTATGGTTCATGGGTTAAGTTGGGTTCTGGTTTCTTACCTGATGTTACTCCGCAAGTA
+ACCGTGTATTACTTCAAACGAATTGCATAAGGATAACACATGAGTAACAATACAATCAAC
+CACGTAAGTGATAAATCCATTTACGTGACATTTGACCCAACAGGTACTGATTGGCCTGAT
+ACCATAACCAACGTACAAGATGCGTTGGAAAAAATAGGTAGTTGGGCGCGTACTGATACT
+GGGCTTCCTATCGCAACAACTTCTGTTCGTGGTATTGCTCAGATCGCAACCGAAGCTGAT
+ATTGACGCTGGCACGGATAACAATAAGATTGTTACTCCGAAACTGTTAGCGTATCGTATG
+CAGAACCCTAAAGCATCACAAACTGTATGGGGTTATACGAAGTATTCGACTGATGCGGAA
+TCTACAACCTTAACTAACGATGCATCGTCTATTACTCCGCGATCTCTGAACTATGTGTTC
+AATAACCGTAAAGGTACAGAATCGGTTTGGGGTTCTTCTAAAATTGCCACCACTGCACAG
+GCGGTTGCTGGTACAGATAACACTGTAACTATGACTCCGCTTAAAGTCAAGCAAGCGATC
+GCGTCCCTGGTTCCGGTTCAGTCAAGCGCGACCGAAAGCTCGCAAGGTTTGGTACAACTG
+GCAACAGTTGCACAGGTTCAGGCTGGTACGATCCGTGAAGGGTATGCAATTTCACCTTAT
+ACGTTTATTCGTTTAACTGCAACTGAAAGCAACCTGGGCGTTATTCGTATCGCATCACAG
+GCAGAAGCAAACGCGGGTACTGATGACACCAAAGCGATTACTGCGAAAAAATTAATCAAT
+ACCCGTGCAACTGGATCTCAGTTCGGTGTTGTCAAATTAGCAACAACTGTTGGTTATGTG
+GCAAACACTGCACTTTCTTCAAACGCTGCTGTATTACCTAGTGATCGAAATGCGGTAATT
+AACGGTTCTCTTTATGAGAATAGCGCAATATATAACAACAAATATCAGACGTGGACAGAT
+CTTGATTGGCATTTCCCAGTAGGTGCTATTGTCATGACTGGTTTTCAGACTGACCACGGT
+AGTTTGTATATTTGTGATGGTCGCTCACTGAATAAAAATAACTATCCGTTACTTTTTGAG
+CGTATAGGTTATACATTTGGTGGTGGCGGTGATTGGTTTAACCTTCCAGATTGTCGAGGC
+GTTGCAGTACGTGGTCATGACCGTGGGCGTGGACTAAACCCTAATCGTGGGTATGGTACA
+TATGAAGGCGATATGTTGGGCTGGCATGAACACCCATTACAGCTTATCTACCAGAACGGC
+GGTAATATTCCTAAATGGCAAGCAGTTTACGAACTGAAAAGCGCCGAAAAGAATGACCAA
+AGCGCTCGCGTATTTGATGCTTCTATAACTAAAGCCACTGGTGTGGGTGGGGAAGAAACC
+CGCATGAAAAACATCGCATTAAACTACGTAATTCGTACTCAATAGAGGTTATTAAATGAT
+CATCGACAAATTAAACCCGTTGCCGAAGATCCCGTTTGTTGATGGCGTCCCAGATGACGC
+CACGACTCAAACGAAGATTATTTGGATCAAAAACGGTGAAACTCTGGACGGTTCGCCAGA
+TAAAGTGTCAAACACTGGTAGTCTTAACCGAACTGGTGTAAACATCCAGCAGAACGCGGT
+TCAGTTAGAACAAAATACCATCACCCATAATGATAAAATCAACGAAGTAATCGATCAGGT
+TAACTTGATTACTGAAAACATTGATGCTATTGGTGATGAGAGCGTAATCAAAAAAGTTAA
+CCAGTTGGATCAGGATGTTCGGGCATTAACTTTATCTAACACCCAAACACAGAACAAGGT
+AGCACAGTTAACCCTTTCTGTAAATGCTCAAAACGATGAAATTGGTGAATACGATCCAGA
+AAAAGATCCTAAACACCGCACAATTCGTAATGATATCATTTACATTAAGAAAGAAGTTGG
+TTCATATCCTGGATTTAACGTTGATGGTGATGTTGACCCCTCTTCTACTGGTACTGGCCT
+TAAATACCGCGTACTGAGTAACCAACGTGCTATTTCTATGCAGGAAACTCGCATAACCAA
+ACTGGAAGATGATTGGGCGCTTTCCGAAGTAGGACAACTGACAGAAGAGGTAAAAGAACT
+TCGTGCTGAAATGGGTGATTCTGGTCTTGCCACAACCCGATCAATCTATGCGCGAATCAA
+GATCCTTGAGGATGGTTCTATTGTAATGCAAAATGAACTTGATGCGATTAATAGTTATAT
+CGGTCGCACGTCAGGTTCAACCAGTTCCATTAACGATCGTGTGAACAGTCTGGAAAACTC
+CGTTAGTTCTCTGGCTACACAAATCAATGATCCGGTAACTGGTATCACTGCACAAATTGC
+AACCATTAACGGTCAAATCGGTACGGCTTCTGCTCAGGGTAGTATCCGTTATGATATTGC
+GGAAACTAAACGCAGATTGATGGATATGGAAATGATTCTGGGTGAATCCGGCGATGATGG
+ATTGCAGGGACAAGTTGCGATCTTAACTGGTGACGTTGGTGAAGATTCAGATCCTACCAG
+TATCAAAGGCCGTTTGAGTGTTGTTGAGGGTGAATTGCGCACCAACACTAGCGCACTCTG
+GGAACTGCAAGGCATTGTAGGTAACTCTTCTAGTGGCCTCGTTGCAACTAGCCAGCAGAT
+TAACAAAGAAATCTATGGTGATGGTGTTAGTTCCGATCCTGTTACTCGCGCTGGTTTGAA
+AAAGACAACCCGCAACCTGTTCACTCAGGTAGGCGATAACGCAGAAGGTAACGAAACTGG
+CATTTATGCACTGATTGCCGACCTTAATAAACGTGTTGAGGATTTAGAAGCGTTGAACAT
+TGCACAGGCACTTGCAGATCGCGTAACTATCGAAGATCTGAATGCTAAACTGGCTCTGTA
+CATCAAAGAAGCTGACGCTGATCTCCGTTATGAGAGCAAAAACCCGCCTCTGTCATTCGG
+TACTAACCTAACTGGTGATACTGAATACACTACTGGCGATCCATTGTCTCTAAGCGTAAC
+TATGACTGGTGGCGTTTCTCCGCTGTCTTATCAGTGGACGAAGAACGGCGTAAATGTTGG
+TACTAATGCTAACACATTTACCATTGATTCGCTACAGCCTTCTGATTCCGGAACCTACAA
+AGTAACGGTAACTGATGCAAGCCATAAAGTCATCGTTTCTGATGAACTGGCGATCACTGT
+CGCTTAACGATTAACAAGGGGCTTCGGCCCCTTTTGAGGATCTTTATGATTACGAACAAC
+CCAGCACAATTAAAAGATGAAATTCTGCGCCGCTTAGGTGCTCCGATCGTCAAAATCGAA
+GTGACAACAGATCAGGTTTATGACTGCATTCAACGAGCATTAGACCTATATGCAGAATAT
+CATTACAATGGATCTAACAAAGGGTATATCATTCTTACCCTGGGGCCGGATAACCCGAAA
+AATATTTTCGATCTGAGTAAAGAACACATTTTCGCAATTACTAAAGTATTGCGTACTAAC
+ATGGGTTCCCTTGTATCGATGGATGGTACTGCGGTTTATCCGTGGTTTACTGATTTCCTG
+ATGGGCCTTACTGGTGGTTCTCTGGGCGGTGGTGGTTGTGCATCACGTACCTACGGAATG
+AACGCATACGGCGCGGATATGGGCTATTTTACCCAGATGATGAGCTATCAGCGGTCAATG
+CAAGATCTCCTGTCTCCGCTTCCGGATTACTGGTATAACGACGACACAGGACAGTTTGCA
+GTATACGGAACCGTTAAAGATGGTGATATTGTTGTTATCGAAGCAATGATCAGATCCTTT
+GTTGATGTACCCAGTATGGTCGGTAACGTCTCTGGATACGCTACAGCGGGTTCTGATGGC
+GAAGATAAGCCAACTATAGCAGATATATACAATAACCCCTACAAAGCTGTCTCAGGCGGT
+GTGAAGGCTGGTCAAGGTACAAGCGTTCAGGGTTCATCCTCTGCGTATAACAACCGTTGG
+GTGAAAGATTACGCAACTGCTCTTGTTAAAGAGGTAAACGGTCAGGTGCTGGCTAAGTTT
+CAGGGTATGCAATTACCTGGTGGTGTTGCTCCGGATGGAACCCGACTGATTCAGGAAGCT
+ATGCAAGAAAAAGAAAACCTCCGTCAAGAACTTCTGTTACTGTCTGATGCACTTCCAGTG
+TTGATGATGTAAGGAGGAAAAATGCAAAATTGGGATGAAAGTCTGTTTGCACAGTTAGAA
+GATGGTTCCGGCGTCGATCGGAACCTAAGACAAGAAGTAACAAACCCGTATGTTAACTGG
+TACAAGTATAACCCTACTCAACAGTTGCATGATTCACTAACAGCCGAAGCAATTCAAATG
+AAATCTCCGGATATGTATTACGTCCGTCGAGAATTTGTTAATATTGATAAAATTTTGGGC
+GAAGACCGTGAATCGAAGTTTACAAAATCGTGGAAAATTGCAGCATACATCGATTCGTAT
+GCAAACTACGAAGGGCAGAGAGACTTTTACAGTAAATTCGGTATGATGTCAAACGACGAA
+ATGACACTTGTGATCAATCCTCGTTTATTTGCACATCAAACTGATGGCGGGATCCCTGTT
+CTGGGAGATTTGATTTATTTCCCTATGGATAACAGCCTGTTTGAAATTACATGGATTGAG
+TTTGACCCGTTCTTCCAGTTCGGCGATCGTCCTCAACGTAAAATCAACCTCGTTAAATTT
+ATCTATACTGGTGAAGAATTGGATCCTAAACTGCAACGAAATGAAGGGATTAACCTTGCC
+CCCGATGCCGATCTGGATCTCGAACCTATTCGAAATCTTGATGGGTTGGCGGATACCAAT
+ATTGAACAATACGAAGAAGATCAAGCCTTTGAAGATGAAGGCGATGAATTCATTGAATCG
+TTTGATGTTGTTAACGGGCGCGGATCACCGTTCGCACAGTTCCCATAAATATAACCAGGG
+GAAACCCTATACATGTAGGGTATAGGAGAAATCTTATACCCGCTTTAACCCATACAGGAA
+AAATAAAATGTTTGGATTTTGGTATAATAGTTCGCTGCGAAATTATATTGTCTTGATGGG
+TTGTCTTTTCAATCACGTGCAAGTTAAACGCGTTCGCGGCGAACAAGAAAAATTTATCAA
+GGTTCCGATTACCTACGCATCAAAAGAAAAATTCCTGGCATCCATGAACAAGCTGAACTA
+TGCATACAGTCAGGAAAATGTTGCTAAAACGGAAACAATTTTACCACGTATGAATCTATC
+CCTCGTTGATTTGCAGTATAACGCAATTCGTAAAACGGGGATCGCGGTAAACCAAAAAAT
+GACGCAGTTACGCGCACCTGGAAAAACAGTAACGCAGTTTAATCCTGCTCCGTATCGTCT
+CATGTTCGAACTGGGAGTGTATACCCGTTACGAAGATGATGTGTTTCAAATTATCGAACA
+AATACTGCCATACTTCCAGCCGCATTTCAACTGTCGTATTACAGAATTACATAAAAACGA
+CATTAAAATAGACCGAGATATTAAAATATCTCTGCAATCTGTTTCCCCTGATACCACGTT
+TGAAGGTGATACAACGACACGGCGACACATTGAATGGTCTTTAATGTTTGAATTACAGGG
+CTACCTGTATCCGCCTGTTAACGAGATTAAAGGCGAGATCAGAACAGTATACACGGATTT
+CTTTTCCAATATGAACCCGTTGGACAAAGACAATTTTGAATCCGTTGATGCTCAGGTGGA
+TCCGGTTGATATGCCTATACAGGATTACACGGGAGAAGAATACGTTCAAACGTATGCTAA
+TGATATCCCAATTCCTAGCGGTGATCAACCTCCTAAACCGAGGGGCCAATAATGGAAGAA
+TTTAGCGTAAAACAATTACTTGATCTTGAAAATCTCCCTGGTGCTGAAACTGGGGAAGAA
+ATGGTTGTATATGAAAAACTCGAACTCGTTGATGTCGAGTCACACCCAGCAGATCGAAAA
+CCTGATTTAGAGGAAGACTATGCACTTGCGCGTAAAACCGCGCATTACATGAATCAGATG
+ATCATGGATATGGCACAAATTGCCTTGCATAACGCTAAAAACTCTGAATCTCCGAGACAC
+GTTGAAGTTTTTACAACCCTGATGAATCAGTTAAACAATTCTAACCAGGGATTGATGAAA
+ATTCATAAAGAAATGCGAGAAATTACCGAAGAAAAAACCACAACTACCCCGCTTCCTGAA
+CAAAAGGATAAAGGGGTTAATATCGAAAACGCAACTGTTTTTGTTGGTTCTCCTACAGAG
+TTGATGGCTATGAAAGGTAGTTCTTACGACGCAAAAGATGCGATTGCCGGGGAATGTGAG
+GAAGTATGACCGAACCAGTAATGAATCCAGAAAAAGAATCAGATCATCCTTTGAATATGA
+TGCACCCTAAATACCTGAAACGAAAAATCGAAGACGGGATGGAATGGGTACAAAGTAACC
+ATGATGGGAAATGGTATCCAAAGACGTTTAAAGATTACCTTAAAATTAACGGTATCGAAA
+AAGTAACGTTACAGGCAAAGGATAAGAAAAATTTCGCCACCTTTAAAGACAAAGGGAATA
+AGCGAAGCCGTTACATGGGGATCCCAAACCTTAAACGTGCGTATGTCCAAACTCAATGGA
+CAAATGAAATGGTTACAGAGTGGGTTAAATGTCGTGACGATATTATCTACTTTGCGGAAA
+CATATTGCGCAATCACCCACATTGACTATGGTACTATAAAGGTTAAACTGCGTGATTACC
+AGCGAGATATGCTAAAAGAAATGGTATCAAACCGTTTCTTTATTGCAAAACTTAGCCGTC
+AGTTAGGTAAATCTACTTGTACGGCGATCTTCTTTGCACATTTCGTTTGCTTTAACAACG
+ATAAAGACGTTGGTATTTTGGCGCATAAATTGTCGATGGCTAGTGAAGTTTTGGATCGTG
+TGAAACAGGCTATTGAACTGCTCCCCGATTTCTTACAACCTGGTATCGTAGAATGGAACA
+AAGGTTCTATCGAACTTGATAACGGCTGCTCCATTGGGGCATTTGCAAGTTCTCCAGACT
+CCGTTCGTGGTAACTCCTTTGCATTGGTTTATCTTGATGAAGCCGCGTTTATTCAACAGT
+GGGAAGATGTCTGGTTAGCGTTAAAACCAATTATTTCTTCTGGTAGGAAATCAAAAATAT
+TTTTGACAACTACTCCTAACGGAATGAACTATTTCTACGATCTGTGGAACGCTTCTCTGG
+AAGGAAAATCCGGTTTCACTACATACGAATCCAATTGGACTTCGGTCAAAGAACGTTTAT
+ATAACGATAAAACCGATGAATTCGATGATGGTTATTCGTGGTCTGCTAATGATATTGGGG
+CAGGTAGTCGAGAGGCATTTGCACAGGAACACGAAGGCGCATTTAACGGAAGTAACGGAA
+CTCTTATTTCCGGCTGGAAACTTTCTAAAATGTCATGGATTGATATTGAAGAAACCGAAA
+GTAATTTTTATCAGTATAAAGCACCAGAAGAGGGGCATAAATATATTGCGGTACTTGATC
+CAGCCGAAGGGCGTGGTCAGGACTATCACGCGATGCATATTATAGATATTACATCTATGC
+CGTTTGAACAGGTTGCTGTATACCATTCAAACAAAACATCGCACCTTATTTTGCCTGATG
+TCCTGTTACGTTATCTTATGATGTACAACGAAGCATGGGTTTATATCGAGCTAAATAGCA
+CAGGTCACTCAGTGGCTAAATCTTTGTTTTCTGAGTTGGATTACGATAACGTTATTTGTG
+ATAGCTATAGCGATTTGGGGATGAAACAGAGTAAACGATCGAAAGCGATTGGCTGCTCAA
+CCCTAAAAGACTTGATAGAGAAAGATAAACTCATCATAAATAACAAAAAGACAATACTTG
+AATTTCGTACTTTCTCAGAAAAAGGTGTTTCGTGGGCTGCGGAAGAAGGTTTCCATGACG
+ATCTCGTTATGGCGCTGGTTTGCTTTGCATGGCTAACAACACAAATGAAATTCGCAGAAT
+TTTGCGAGAAAGACGATTTGCGGTTGGCAAATGAGGTATTCGCACGTGAGCGCGAACTGC
+TTTATGAAGATATGTTATGTCCTGTTATCGTAACGAGTGGCGACGAAACAATATCTGTCG
+GCCAACACGGTATTTCGTTTATATAAATTTAGAGGAAACTTAATAATGGCTTTAATCTCT
+CCAGGCATTGAAACTAAAGAAACATCGGTACAATCTACCGTTGTTCGAAATTCAACTGGT
+CGTGCTGCTATTGTTGGTAAATTTTCATGGGGGCCAGCTTACCAGATCCGTCAGATTTCT
+AACGAAGTCGAACTGGTAAACTATTTTGGCTCCCCAGACAATGACACCGCTGATTATTTC
+ATGAACGCTGTAAACTTTTTACAGTTCGGTCAGGATCTGCGTGTTGTTCGTGTCGTCGAT
+AAAGAAGCCGCAAAAAACGCAACCGCGATCTATAATCAGATCAAAACCACGATCACCGCT
+GCTGGTTCTAACTATGCAGTAGACGATCAAATCAAAGTTAAACACAATAACGTTGTTATT
+GAAGAAGATGGCGTTGTTACCAGTGTTGATGATCAGGGTAAAATCCTGTCTGTGTTCATT
+CCGAGCACTAAGATCATCGCACACGCTAAACAGGTTGGTGTATATCCGGATCTGTCTAGT
+GGCTGGACTACAGAAATCGTTTCCAGTTCTTCTGGTGTTTCTGCTACGATTACAATCGAC
+GGCGTAGAAGTTGATCCGGGTATTACTCTGCTCAACCTTGACACCGCAAAAGAAACTATT
+CAGGCAACTGCTTTCCAGGAACTTTGCACCAAATACCAGCTACCGTCTGTTATTGCAATT
+TATCCTGGCGAAATGGGTAGCACCGTAACGGTTGAAATTCTGTCTAAAGCTGCATACGAT
+TCTTCGGCTGTCATTAAGTCTTATCCTTCTGGTAAGTCTGGTAAAAACAGCGGTCGCAGT
+TCGATGAACTTTGGCCCTCAGAATGATAACCAATACGCGTTTATCGTTCGCCGTGGTGGT
+ATTATCCAAGAAACGTTTATCGTGTCAACCGCTAAGGGTGATAAAGATATCTACGGTTCA
+ACGATCTACATGGATGATTTCTTTGCAAACGGTGGTTCGCAGTATCTGTATGGTACGTCC
+CTAAACTGGCCTGTCGGATTCTCCGGCGTTCTGGAACTGGGCGGCGGTACTTCTGCAAAC
+TCCACTGTAGGCGCTGATGAACTCATGGCTGGTTGGGATATGTTCGCAGATCGTGAATCT
+CTGCATGTTCCTCTGCTGATTGCTGGTGCTTGTGCTGGCGAAACTGCCGAAATTTCGTCT
+ACTGTACAGAAACACGCTGTGTCTATCGGTGAAACCCGTTCAGATTGCGTTGTATTCGTT
+TCTCCGCCGCGTTCTGCTCTGGTTAATATCCCACTGGCTCAGGCCGTTGATAACCTCGTA
+GAATGGCGTACAGGCTACAAAATCGGTAATACTACCCCAGTTGATAACAACATGAACGTA
+AGTTCAAGTTATGCGTTCATCGACGGTAACTATAAGTTCCAGTATGATAAATACAACGAT
+GTTAACCGTTGGATCCCGCTCGCGGGTGATATGGCTGGCCTCTGTGTTTATACCGATCAG
+GTATCGCAACCGTGGATGTCTCCGGCTGGCTACAACCGTGGTCAACTGCGTAACTGCATC
+AAACTGGCTATCGAACCGACTAACGCGCATCGCGATTCTATGTACCAGGTACAGATTAAC
+GCGGTTACTGGTTTCTCTGGTGGTGCTGGATACATTCTGTACGGTGATAAAACCGCAACG
+ACTGTTCCAAGCCCGTTTGACCGTATCAACGTTCGTCGCTTGTTCAACATGATCAAGAAA
+GACATTGGCGATAACGCAAAATATAAACTGTTTGAGAATAACGATGATTTCACTCGTTCT
+TCCTTCCGTATGGATGCAGGACAGTATATGTCTAACGTTCGCGCTCTGGGCGGTGTATAC
+GATTACCGTGTGGTTTGTGACACTACGAACAACACGCCGGATGTTATTGATCGCAATGAG
+TTTATTGCATCAATCTACGTCAAACCAGCACGTTCTATCAACTACATCACACTGAACTTC
+GTAGCAACCTCAACTGGTGCGGATTTCGATGAGTTGATTGGTTCAACGTCAGTATAACAT
+GTAAGGGGCTGAAAAGCCCCTATAAATACACATAGAGGTTAGAAAATGCTTACTGATATT
+GTACGCGCCTTTGAATCCGGTGATTTCGCACGTCCGAACCTGTTCGAAGTAGAGATCCCG
+TACCTGGGCAAAAACTTTAAATTAAAATGTAAAGCCGCTACTATGCCAGCGTCTACCGTT
+GAAAAAGTTCCGGTAGGTTACATGAACCGCAAAATTAACGTTGCTGGTGACCGTACCTAT
+GATGACTGGACAATCACGGTATATAACGACGATGCACACACAACCCGTGATGCAATCGTA
+GCATGGTCAAACATGCTGCATGGTATGGGTGAAGACATTACAGGGGATATCCCTGCAAAC
+TACAAAAAAACCGCTACGGTTAAACAGAAAAACCGTAACGACGAAGTAACCGCCGAACAT
+ACCATTTATGGCCTGTTCCCGACCAACGTTGGTGAGGTTACTTTAGACTGGGATAGCAAC
+AACGAAGTGAGCACTTTTGAGTGTACTTTCGCGCTAGACTGGTGGGTTTAAACGCTATAA
+ATACAGGGGTAGCAATACCCCTTATCATTATTTTTCGGAGTTGTAAATGAACTTTTTTGG
+ATTAGACAATGTGTTAGGGTTTTTCAAAAATTTCGCCAAACAGGATGAAATGGAATTTGA
+AGCCCAATTAAAAGATGATACAGGTTCGATTGCGCCTCCGAAAAATAACGATGGGGCGCA
+CGAAATCGAAACGGACTTATCAAACCAGCGTTATTCTTCTGTGTTCCAACAGTTCTATTC
+CGGACAGGATCCGCGAATTCAGAACAAAACACAGCTAATAAATACATACCGTGGTATCAT
+GACATACCCGGAAGTGGAAAACGCTGTTTCTGAAATCATTAACGAAGCGATTGTTAATGA
+ACAAGGGAAAGATATTGTTACGATGGATCTTACTAAAACGAATTTTAGTAAAAATATCCA
+AGATAAGATCATGGAAGAACTCGATACCGTAATGAATATTCACGATTTCGATAACCGAGG
+CTCTCGTTTATTCCGTGATTGGTATGTTGATTCGCGTATCTATTTCCATAAAATCATGCA
+CAAAAATGAAGCTGACGGCATCAAAGAATTGCGCCAGTTAGATCCCCGTTGCATGGAACT
+GATCCGAGAATCGGTTACAGAAACCCTACCCGGTGGGGTTAAAATTTTCCGTGGCTATCG
+TGAATACTTCGTATACACTGCACCGAAAAACGGTTATAGCTACAACGGACAGATTTATAG
+TCACAATGACAAGGTAAAAATTCCTCGCTCTGCGATTGTTTACGCTCATAGCGGCCTTGA
+AGATTGCGACAACAACATTATAGGCTACCTGCACCGCGCGGTCAAGCCAGCTAACCAGTT
+GCGTTTGCTGGAAGATGCTATGGTGATTTACCGTATTACCCGTGCGCCCGAACGTCGTGT
+GTTCTATATCGACGTAGGTCAGATGGGTGGCCCTAAAGCTACACAGTACGTAAATAACAT
+TGCACAGGGCTTAAAAAACCGTGTTGTATATGACGCGAGCACTGGTAAAGTTAAGAATCA
+GCAAAATAACCTGTCAATGACAGAGGACTATTGGCTGATGCGTCGTGATGGTAAAGCAGT
+TACCGAAGTTTCAACGCTTCCTGGTGGCACTGCCTTCTCTGATATCGACGATGTTAAGTG
+GTTTAACCGTAAGCTGTATGAAGCGTTACGTATTCCGTTAAGCCGTATGCCTCGCGATGA
+TGGCGGTATCCAGTTGGGTAACGATGGCGGTATTACCCGCGACGAATTGAACTTTAGCAA
+ATTTATTCGCGAATTGCAAATTCAATTCAACCCTGTTCTTGCGGATCCGTTAAAAACTAA
+CTTGATCGCGAAGAAAATCATTACAGAAGATGAATGGGATGAAAACGTAAGTAAGATTGC
+TTTTGTATATCAGCAAGATTCTTACTATTCCGAAATCAAAGATATTGAGATTTTGGAACG
+CCGTTTAAACCTGATGGGCCAACTTGAAGGGGTGGTCGGCAAATATATCTCCCATAAATA
+CGTAATGAAAGAAGTTCTCCGGATGTCTGATGAGGAAATTCAAAGCGAAGCCAAACAGAT
+AGAAGAAGAATCAAAAGAAGAACGTTTTAAAAATCCAGAAGCGGAAGAGGAAAACTTTTG
+ATGAAAGAATTTATCGAAGCAATCAAAAGCGGTAATCTGGTGGAAGCTAAAAAAACTTTT
+TACTCCATCATGGAAGACCGCACAGAAGCGCTTCGTCACGAATTGCGCGTTGAACTTGCC
+GAAGCTGTACGCATCGAAGGCGAAGAAGACAAAGAAAAAGACGACGAAGGCGCTGATAAA
+GATGACGAAAAGGGCGATAAAAAGCCAGCCGAGGATGATAAATCCGATAAAGATGATGAG
+TGAGGTGTGTAATGCAACTTGACATCGAAATCACCGCCGAAGATCTCCATGAACATTTAG
+ACGAAGCGAAAGCTCGTGTAGATATTCTGGGTATCGATGAAGGCACGGTTAAAATCATCG
+AAAATTTGGCGGTCACCGAACCAAATTTAGCCCTTGCTATGATGGCGGTTGTTGAAGGTT
+TAACACTTGATGAGGTAATTGTCAAGCATGTTGATTCCCGTGGCAACGTAGAACGCCTCA
+AAGACAGGAAAACCCGTGAGCGTAATGCGTATCAGACGACCGGATTAACTAAATCCCAAC
+GTCGCCAGATCGCGCGTCGTGCTCTCAAAACAAAACGTGCTAACCCGTCAATTGCTACTC
+GCGCACAACGTAAGCGCAAGAAAGCATTGCGTAAACGTGCTGCACTGGGGCTATAAATAT
+GAATGAATCCCAAATCAACGAAAACGGCGATATGCTTTTAATCGAAGAATGGGGTTTACC
+TTGCGGTGACGTTTCAGAATCTATTTTAGAATCTGTTGGGGAATCAAAAGACGGTAAATT
+ACGGATCGAAGGTATTTTCCTTCAAGCCGAAAAGGTTAACCGTAACCGTCGTTTGTATCC
+TAAAAACGTACTTGAAGAAGCAGTTAACGATTATATTAGAACTCAAGTTAACACCCGTCA
+AGCATTAGGTGAAATGAATCACCCTCCGCGTCCGAATGTGGATCCGCGAAATGCTTGCAT
+CCTGATTGAAAAATTGTGGTGGAAGGGTAACGATGTTTGGGGCCGCGCTGTTGTTGTTGA
+AGGCGACGGTGGTGATGGTGACAAACTGGCGGCGTTGATTCGTGCTGGTTGGGTTCCTGG
+TGTTTCTTCCCGTGGATTAGGTAAGCTCTCCGATTCCGGCAAAGGCTACGGCGTTGTACA
+AAAGGGCTTTAAATTAGCTGTAGGCGTTGATGTCGTCTGGGGGCCAAGCGCACCTGATGC
+ATATGTTAAGCCTATAGTGGAAAATCAGCAAAGCAAACCGCTTGTTGAGAATAATAATGC
+TGATGACGCTTTTCGGGAATTGTCCGAGCGTTTGAAAGGTCTATAAATACATTAAACAAA
+ACAACAGGAAAATCAAAAATGCTTAAAGAACAACTGCTGGCGGAAGCCCAGAACCTGGAT
+ACTCCGGTCGAGTTAGACAGCATTTTCGAATCAGTTGAACTTTCTGATGACGTGAAAGCG
+ACATTCACCACTGTATTCGAACAAGCTGTAAAAGCTGGCGCTGCAAAACTCGCTGAATCC
+CACATTACCCAGATCGCGGAACGTTCCGACGAACTGGTCGAAGCTCAGGTAACTGAACGT
+GCCGCTGAAATCGAAACTAAGCTGTACGAAGATGCTGATAAATATTTTGCGCACATTTCC
+GAAGAATGGCTGAAAGAAAACAAAGAAGCCGTTTCCCGTGACATCAAAGCCGATCTGTTT
+GAATCCCTGATCATGGGCCTCAAAGAAGTTCTGGTTGAACATAACGTTGTCATTCCGGAA
+GAACAGGTTGATGTAGTCGCCGAACTGGAAGACGAACTGACTGAGAATCAGCAGGAAGTT
+AAAACCCTGTTTGAAGCGAATCAGGAACTGACCAAAGAAATTTCAGAAATGAAACGCAAT
+GCAGTAGTTTCAGAGAAAACTAAAGGTTTGACCGAATCTCAGGTCGAAAAAGTAGAATCT
+CTGATTGAAGGGCTGGAATATTCCGCAACCTTCGAAAATAAACTCAGCGCAATTGTTGAA
+ATGGTAGCAACCAAAGCTGAAAAACCCGTTGACGAGTCTGTAAATACTCCGCAAACGAAA
+GATAACTTTGTTCCGGTAGTAGAAAGTGTTCCGGCAGAGAAATCCAAGATCAATAAATAT
+GTACAAGCGGCAAAAGCCCTTTCTTAATTTCAAAAGGTAAGAAACAATGTCTAAGAAAAA
+CGAATTGATGGAAAAATGGAACGATCTTCTGGAGTCTCAGGAAGGCTTACCGGATATCGC
+TACCAAATCCAAAAAACAACTGATTGCTGCCATTATGGAAGCACAGGAAAAAGACGCAGA
+AGTTGATCCGGTTTACCGCGACGAGAAAATCGTTGAATCCTTCGGTGGTTTCCTGGCGGA
+AGCTGAAATTGCTGGTGACCACGGTTACGACGCAACCAAAATCGCTTCTGGTAACTCAAG
+CGGTGCTATCACCAACATCGGCCCTGCTGTAATCGGTATGGTTCGCCGTGCGATTCCTAA
+CCTGATCGCGTTCGATATCTGCGGTGTTCAGCCTATGACTGGCCCTACTGGTCAGGTGTT
+CGCTCTCCGCGCAGTGTACGGCAAAGATCCGCTGGCTTCCGGTGCTAAAGAAGCATTCCA
+TCCGATGTTCTCTCCGGATAGCATGTACTCCGGTCAGGGCGCGGCTCCGAGCAACGGCTT
+TACCGAACTGGCTTCCGGTACTGCGATCGCTGACGGTGCTATCGTGTTCCACGATTTCGG
+TGAAACTGGTCGTGTGTTCCTCCAGAACGTTTCTGGCTCTCCGGTTACTGTAACTGGTTC
+TACCGACGATGCTCTGGATGCTGCTGTTATCGCCGAACAGGAAAAAGGTACTCTGGCTGA
+AATTTCTTACGGTATGGCTACCAGTGTAGCAGAACTGCAAGAACAGTTCAACGGTTCTAC
+TGGCAACCCGTGGAACGAAATGGGCTTCCGTATCGATAAGCAGGTTATCGAAGCACGTAG
+CCGCCAACTGAAAGCACAGTACTCTGTAGAACTGGCTCAGGATCTCCGCGCTGTTCACGG
+TATGGACGCTGACGCCGAACTGTCTGCTATTCTGGCAACCGAAATCATGCTGGAAATCAA
+CCGCGAAATCGTTGATATGATCAACTATACCGCACAGGTTGGTAAAACTGGTTTCACTCA
+GACCGTTGGCTCTAAAGCTGGTGCGTTTGACTTCCAGGATCCGATTGATGTTCGTGGCGC
+TCGTTGGGCTGGTGAAAGCTACAAAGCTCTGCTGATTCAGATCGACAAAGAAGCAAACGA
+AATCGCACGTCAAACTGGTCGTGGTGCTGGTAACTTCATCATCGCTTCCCGTAACGTGGT
+TTCCGCTCTGGCTCGTATCGATAGCGGTATCACTCCGGCAGGTCAAGGTCTCCAGAAGAC
+TCTGAACGTTGACACCACTAAAGCAGTATTCGCTGGTGTTCTGGGTGGCGTGTATAAAGT
+ATACATCGACCAGTATGCACGTGGTGATTACTTCACCGTGGGTTACAAAGGCGATAACGA
+AATGGATGCTGGTATCTACTACGCTCCGTATGTTGCGCTGACCCCGCTGCGTGGTTCTGA
+TCCGAAGAACTTCCAGCCAGTAATGGGCTTCAAAACTCGTTACGGTGTAGGTATCAACCC
+GTTTGCGAACTCTCGCTCTCAGGCTCCGTCCGACCGTATCACTTCTGGTATGATTACCAA
+AGAAATGTTCGGTAAAAACGCATACTTCCGTCGCGTGTATGTGAAGGGACTTTGATCCTA
+ATTCGTTGAAAAACAACGACTTTTTAAAGGGAACCTTCGGGTTCCCTTTTTGTTTATATA
+AATATTGAAAACATTCGAGGCTATATTATGAAACATATCATTTATAAGATAACAAACACA
+ATCAATAACAAAATATATGTTGGTGCTCACTCAACCGAAGATATCAACGATTCATACATG
+GGTTCCGGTATTGCAATCAAAAAAGCGCAAAAGAAATACGGTATGAAACATTTCATAAAA
+GAAATACTTCATGTATTTGATACCCGTGAAGAAATGTATGAGAAGGAGAGGGAAATAGTT
+GATATTGAATTCATAAATCGACCAGATACGTATAATGCTGGTATTGGCGGTAAAGGTGCT
+CCAATGGCGTTGATTGGATGGAGTGATGAACAACGCAAGCTGATTTCTGAAAATACTTCG
+AAAGTTATGCAATCTCCAGAAATGCGCGAACGTCTTTCAAAAATCAAAAAGGGAAGAAAG
+CAATCCCAAGAATCCAACAGGAAGCGCTCAGAGACGTTAAAAGCTAAATATATGAATGGA
+CGTATAGACAGAGAGTATAAACCTCTCACAGAAGCGCACAAGGCGAAATTAGGCCGTTCT
+GTATCGATAGATGGAGTTGTATACTCATCCGGATCGGAGGCGGCAAAATCCCTTAGTATG
+TCCCACTCTGGTTTAAAATATCGGATTAATAGCGACAAATACCCTACCTGGAAATTTGTT
+GCATAAATACCATTATACACTTTACGCAGGAACATAAAATGAGTGAAAAATTTTACACAA
+TTAACAAGCTGGTGCGTCAGTCACAGCTACCGCCTGGCCTGTCTAAAAAGGTTCTTGATG
+AGGCAACCGGAACAGAAACAATTAACGTAGCTAATACCCGTCCGGATCTGGTATCTCTTA
+CCCGTGCGGTAAACAACCTGATCTACGGTGAACTTGTAGCAATTCAGGAAACTAATTTGC
+CTACCGCAACCCTGTTCGGTGTGCGTTATCGTAACCCTAAAGGCGATATGACGTTTTCCA
+GCGCTGCTACCTATTCCGGTAAGTATGCAAGCCGTGATAACATTCCAGTTGGTGCGGTTG
+GTACTGCCTATACCAAAGGCCAAGTTTTTAAACACCCGACAAGCGATGTCGTATACGAAG
+CAACTGATAGCGTAACTCTCGCAGGTGCTGATATTGATGAAGCAATTATGGTCGCAGTAT
+TCAGCAATAAATTACGCCTGGCAAGCGAAGCCGCGCCAACAAGTCAGTATGAAACCAGCG
+AAGATATTAGCACAACTTCTTTCGAAATGGATCGTTGGAATATCAACGTTCGTTCCCGTA
+AATTCAAAACTGAAATGACCGTGGAACTTATGCAGGATCTGGAAGCAAACCAATTCAACG
+CAGAAAATGTGATTGAAGATGTTCTGGGTACTGTTGCCAGCGAAGAAGTAAACAAAGATA
+TCATCCAGACTCTGATCAACGTATCACATCGTTACAACGTTGATGGTGTGGTAACAAATG
+GCATTTTCGATGCTACAACCGCATACACTGCAAAGGATGCTCCGGCTTTAGGTCGTTTCC
+TGTATCAATTAGTGTGTGAAATGGGGCAGGAAATGAATAGAACGACTTCATTTGAAGCTA
+CCTATGTCCTGGCCTCTTCTCGCGTTGTAAGCGTTCTGTCTGCGTCTGGTTGGATGCATG
+AAACTGATGAAACCCACCCGTTAGCAACAGGTCGACTTAAAAACGGTTACTATGTCTATA
+CTGACACCAATACACCGTTTGATTACCTGCTGACTGGTTGCAAGTACGATCTGGGTGAAA
+TGGATCATGTTGGCTCTCTGTTCTATACGCCATACACAGAAGCTGATCAGGCAGGTTCGA
+TCAAGATTTCTGTTGATCCTCAATCCTTACAGCCTAAAGTTGCTATTCTGATGCGCTACG
+GTTTATCGGTTAACCCGTATACCACTGCTGCTAATGAAAGACTTGTGAAAGGTGATGACT
+GGGTAAACCTCTCAGGCAAATCTAAAATGAGTCAGATTGTTGGTATCAAACTTCCTAAAC
+TGGGTTGATAGTATAACCCAACTGGGATAATATTCAATAGGTGGAGTAGGGAAACTTACT
+CCACCTTTTAATAATTGTTATAATTAATATTAAATTAGATCTTGAATTTATAAATGATTT
+ATGATAAAATTTATTAATTATAATTATTATAGATCAAATAATTTTTGAAATCAAGTAAAA
+ATAAATTTGATTTTATTAATTAGATCATGTATAATTATTCTTTTAATAATATATTATATT
+AGATCAAATAAAATTTGACTACAAATTAATATAGTATATTATAGATCAACTGGGTAAATT
+GGTGAGTATGTTATGAGTTTGAAATTAGAAGATCTGCAAAATGAACTTGAGAAGGATATG
+CTGATAGATCCCCTCAAGTTGCAATCAGAATCAGCGGATATCCCGAAGATTTGGGCTAAA
+TGGCTTCGATACCATTCAAACGCTAAGAAAAAATTGATCCAACTTCATGCGAAAAAAGAA
+GCTGATGTGAAGGATCGTATGTTGTACTACACCGGAAGGCATGACAAAGAAATGTGCGAA
+GTGGTGTATACTGGGACTACTGAAATTAAAATCGCGATCGCTGGGGATCCGAAAATTGTA
+GAAACCAACAAGCTGATCCAGTATTATGACATGGTGGTAGATTTCACCAGCAAAGCACTG
+GATATCGTCAAAAACAAAGGATACTCTATCAAAAACATGTTAGAGATCCGTAAATTAGAA
+AGTGGTGCATAATGTCTACTGAAAATGAAAAATGTGTAGTGTGCAAGTGTCCGGTTCCTT
+CTACTGGTTTTGTGACTGAATCTGGGCGCGTGTGTAGTACTATCTGTGCTGACTACATCG
+CAGAAAAAACAAAAAACGGCGAGATCAACGAATCCGATGATCTGAATGAAGTTCAAATGT
+TGCTGTAGGAGGATCTTATGATTGGATACGGTGAAGGAATTACAGATCGTGATGAACATC
+CTGATTTTTAGTGCATAAATACTAGCGTACCCGAAAGGGGCTTGATAAAAGAATGCTGGA
+TGATAGGCGTACTCTTTTGCGCCGTCCGATGGAGTTTACCTTCGGCGGGGTGATTGATAA
+TATACCTTCGATCAAGGGCATGTGAATAGAATAGCCAGAATAGTACAGCACTGGCGTTAA
+GCAAATGTACAAAAGCCCCTTCCTTTCGGTTGGGGCTTCTTTTTAGAACTTTTCTTCTTC
+TCCGCTTTCGAGTTCGGCCTTTAATTCTTCGGCTCGACCTTTCAGCGCATCGCGCATAGA
+AATATCGTCTGACGGCGCAACATCAACTTCTTTTACACGATTTTTGTAATATTTTTCAAG
+CTCTTTAAGGCCGTCCATAGTACGGCAAGAGGCGACCTTGCTCATGAAATCATCAATAGC
+CGCCTCATAAAGTCGAAAATCGTTGAAACTCTTCATTTTGACCTCTAAATTTCGATTTGT
+TTGATCACGTAGTCAAACTTTTCTTCATTGTAAATGCGTACTCGTTCGATTGCGTGTTTC
+ATACCATAGTTTTTGTATGAATATTTATTTTTAGCATTTTTGGACTTTGCCAGCGTTGCT
+AAGTTATCAACCAAATCCCAAACAGTAGCAAGAGATTTAGAATCATGTTTACGCAGTACG
+CGCCCAATTGACTGTTTGACTATAACAGCAGATTTGCAAGGATGTCCGAAGATGATGTGA
+TGCAGGTTCTTGACAGAAATACCTGTACTCAGTACACCAATAGAACCGATTACGATCAGC
+CCCTTCGTTGATTCCGCGATCCGTTTCATTTCGTTTCGCTCATCAATCCCCGTTTCCCCA
+GAAATGTATACAACGTTGTCATATACCTTTTTGAGTTGCTCATACAGCCATTTACCATGT
+TTGATCTGATTGAACATCACAAACACGTTTTCATCTTTTTCCCTTGCCAGTTTCAACGCC
+AGCTTACAGATCCATGCGTTACGCCTGGTATGCGATGTTATATACTTGATTTCGCTTTGG
+TAATCGGCCCCCTTCATTTTCTTAATCTCATCCTCTTTGTATCTCATGAAGATGGTATTA
+ATTCGAAGGTTGGTAACTTGACCTTCCTGCATCAATCGATTTGTATCAACTGGCTTGAAG
+ATTTGACCAAAAGCGCCAATGTATTGCATCATGTTTGCTTTGCCTTCTTTCAGAGAACCA
+GAAAGGCCAAACTTGAAAATACACTGATCCATTGTGTTGATGATCTTCTGTATGCTTTGT
+CCTGTTGATTTGTGGCATTCATCCACCATCAAACACATGAACTGTTGAAACCACTCAGGA
+GGCATTTTAACAGCCGATTGCCACGTAGACACGTAGATCAATGCATTACTGTTTTTAGCA
+GTTCCTGAACGTATTCCAAGCATTGCCTCGCGAGGTAAAAGGCGATAGTTGACAATATCA
+CCGATCATCTGATCAACAAGGGCGGTTGTTGGGACAATGATTAGTACTTTGCCTGTGTAA
+TTTTCCAGACACCAACGAGATATCAACCCCTGGATAAGAGATTTACCCGCTGACGTTGGG
+AGGTTAAGCACAGCACGGCGGTTTTTAATCGCATGGAACACCGATTGTTTTTGATACCAA
+TACGGATCAATCTGCTTGTTTCCGTCGTATACTGGGTGTTCTTCTAACCACTTGTCAAAA
+TCTGGCTGGGTAATTTCTTCTGTTTCGTGGATCTTAGGATCCATCCAGATAGAATACCCG
+CGAGACTCCGCGAATTTTGTTACAAGATAGGCTAAACCGTAGGGCAGTTTCCCGTTATAG
+TCCATCAAGTATATGTAGCCGTTCCATCCACCATATTTGTATTTTGCCTGGTACTGATAA
+CCTGGCGGCTGGAAGCTGAAATAGTCGCGCAATTCATAGACTATGTTAGCCTCTGCCTGA
+ATCTGCACATGACTAGTGTTAAGGAATTTGACTTCGATATCCACTATGTGTATCCTATAT
+ACGGTTTATATGAATATTTATAGGCTAAATAATGATAAACATTGGAGAACTACAATGAGT
+ATTGATTACGAAAAGGTTGAAGGTTTCAAAGCCTTAGAACAAAAAGAAGCCAAATTACAG
+CTTGCTGCCTACGCGCAAGAAACGTTTGATGTCAAACTGAACCGCCAGAAGTCATTCGAA
+AATATGCTTGCTGATCTGGAATCTGCCGTACCAGCAGAAAAGCCGGAACTGTTGATCGAC
+TCCCCCGATCCTGAAATTGTTACATACGAAGGTGAACAATCCGTTCCTGATGTTGTTATT
+GATGTGACTAACGATTTCATGGATTACGTTAAAGAGGTTGCTCCGGAAATCGCAGACCAG
+ATTGAAATTGTTCCTGACGCTCTACAAGCTCCTACAAGCGATTCTGAGACGGTTTCTGAT
+GAACTGGCATGGATGGAAGGGTTTACCCCGTCTATCATCATGATGGGCCGCTCTGTTTCG
+AATACTGGCTTTTATACGTGTCCGTATTGGATCTATGATTGGATGAAACAAAATCCGGAT
+TGGTACAAGCACCCTGACAGTTGTCCTCATTATTCAGCGCGTCAAACCCTCAAGTCGCTG
+GCATGGTACATGCATCGTGATGGGATGGTTACTGTAAGGGAAACCCGAAACAGCCAGTTC
+TACACGTTCAAAAAATAATTTTAAAAAGTAGTTGACCTTGCCCTGCTATTCGAGTATATT
+TGTATTCGAAGGCGGGGGAATGGCTCTCGCAGTGAAGAAGGAAATACAAAATGAACATGA
+TGAAAAATGCTTACTACCCAGTTCTGTTTGTTTGGACTAATGGTGAAGTTAAGAAAATCG
+TCAATTCTAAAGCTCCTTATTACACTGTAGGTGAAGCACTTCGCCACGCTGCGGAAGCAA
+ATTATCCTGTTCATGCCGAACCTGGTTATGCTCGTTGGAACGGTTCTAAATGGGTTGCTG
+ATACCTGGGACAACTACGAAGAAGAAAGAATGGAGTGTGATCCTGATTACGTATCTCGTC
+AAATGGAAGCTCATATGATTGCAGATCGTAGACTGGATAATGAAGCTCGCGGATTTTATT
+GATTAACAAGGGGCTACGGCCCCTTTTCTTTTAGGTGAAATATGAACTTAAATCACGAAT
+GTTTAAAAGATTTGAGCGATGGTAACGAGATTGGTAACGTTATTTTTCTTGATATCGATG
+GCGTTCTAAATAATATGCGGTGCATGAAATTTGGTGAACATATGGACATCGAATGCGCAC
+GACACTTACGCCGGATAGTGAATCACGCTAATTGTGATATCGTCATTTCCTCTACGTGGA
+GAATCGGCAACAGTACCCATAATCTACGTGAAATATTTTATCCGTGGGGATTGTATCGGA
+TCATTGGTAAAACTTGCACTAACTTCCCTCATAGCACTGGAATGCGTGGTGATGAAATCA
+AGGCATGGATCGATACTTTCGGATGTAAAAACTATCTCATTCTTGATGATGACACCGATA
+TGCTTTCTTCACAAAAAGATCATTTTATTAACACTGATGGGTTTGTTGGGTTGACCGAAG
+AACAATCCACTTATGCGATCCGTAACATTTTCGGGGTTACTACTCCGTTTTGTCCTGAAT
+GCAATGGGTATGGACGTGTTAACGGCTACGACAAATGCGGAACGTGTAACGGTAAAATAC
+TCCGGCTATAAATACCAATAAACATAAGAGGTTAAATTTATGGCAATTCCTTCTGTAACA
+ATTAGCGCCAACAAAAACGAACTTTTGATTGGCGAAACTTTGACCTTAGAGGTTGAAACT
+ACTGAACTAGATCCGGGTGATGTGTTTCTGGCCTATCGTTGGCAAAAAGATGGTGTAGAT
+ATTCCAGGCGCAACCGCCGATACTTACACAACTACGGTTGACGGTACAACTGCTGGTGAT
+TATACCCTGATCTTAAAACACGGTGCTGATGAAGAATCAGCAACAGAAACCACGTCAGAT
+ACAATCACCGTGACAACTTATTCTGATGATCTCGTTTCTAAATGGACGGTTCACCCGATT
+CCGTGGCGTGATACCAGCTTTACCCCGATCGGTTATTGGGTACTTGATGAAATTCTGTAT
+CAGAAAGCACAGGGTAAAGATTGGAAAACTGATTATGCTGATTACAAGTATAGTGAGGAA
+GTACAAACGATCCTGAAAGCGTTCATGGAAAACGGTGAATGTGAGATCCAGGATTCACGA
+AACGGCTATATTCATAAAATGAGTGAAATCTAAGAGGCTTTAAATGGCAACTGAAAAATG
+GACTACGGTTCATCCTATTCCGTGGAGAAATACCAGTTTTACATATCTTCCATACTGGCT
+ATACGATATTATCGTTGATGCTTTTGAGAAAGGCGACGACTGGCGCGATTATGCGGAAGA
+AAAATATAAATTAGAGTTTGATACTCTGAAAGAGGCGTTTGAAGATTATGGTGATATTCA
+TGTAATCGAATCTCGTAATGGTAAACTGGTTAGTCTGTTGTCATTGACTCCTGCTCCTGA
+ACCAGATCCTGACCAATAAAATAAGGCAAACAATGAATACACTTCTTTTTGATTTCGACG
+ACACTTTAGCAGAATTTTCTCAGACTTTTTATGATAAGTTCGGTGTACGTCCGGAAGGAA
+CGCCAAAAGAACGATATGACGAAATGGCAGCTTCTTTGGTGCGTACTGATTTTTATAAAA
+ACCTTCCCCGTATTCAGGCTGGGATTGACCTCCTTCAATGGAGTTTCCAACGCCGAATCG
+GTGATCCTGCTACTTTGCTGCTTCGCGCGGAAGCGGTCAGCCCTCTTTGGGTTATGAAAG
+AAAAACTGAACTATACTGATAAGATTTGCGCTGAACTGGGGATCTCTCGTCTCGATTTTA
+GTCGCATTGACTATCCGAAACAGTTCGCAGAACATGCCTATCGTGGTGTTCTGATTTCCC
+GCAACCAGAAACATCTTGAAATCTGGAACAATTCTCATCTAGCTAATAAAGTTCCAGGTA
+TTTTCCTTGCGGAAACCCTGGAAGAAAATATTCAGCTAGTCACGGAAGCGCTTGCAAAGG
+CTAATCAATAACAAAAAAGGGAACCGCAATGGTTCCCTTTTTTTACAATCTTTTTAATTC
+ATCAAGCGCTGTTTTCTTATCACCAACAAAGAGGATTGCTTTACCTCCTGCTTTTCTGAA
+AGGCAACACCGCTTTTGCCCGATCGTCAAACAGAATTCCTTTACCAGCGAATGCTGCTTT
+TTCATGGCTACTTTTAACGTAGTGGAATTCTGGAACGTAACCCAATACTTTTTGTAATGC
+TTTACGTTTTTGTTCGGCAACACCGTCAGAATTGAATTTACCGACACTGGTTAGTATTGC
+TACATCGCCAAGTGTTCTTAAATGATGGAATAATTCAAATCCTTCTTTGATTGGTTCCAG
+ATTTTCGTAGAAATCAGTTTTGGCAATTTTTGCTTTGCACTTTTTCAACTCATCTTCTGT
+CATCATCGAGGGTTCGCCATACATTGGCACAAATGAACCTTCCCAGTCGAACAATACACC
+ATCCATATCAAAGAAAAACTTATTCATATCAATTCCTCAGTTTGTGTATGCATACTATAA
+TGTTTAATCATTAATGTCAACCCCAAGTGTCAGTTTTCGGTGCGTATGCTGCAACTTTAG
+CCACAATTTCCTTATCCAGTTCAGCTACAGATTTCTGAGGCTTACCACGGGCTTTAACTT
+TGATGTAGTTTGACTTAACAACAAACATCCCTTTGTTACCTGATTTCTTGATCTCGCTAT
+CAACACCAACTTTGTTAAAGCTGATCCAAATGTCGCCGTCCATATACTGTTTAAGAGAAT
+CACCCATGTTCAGGATCTTCGCCATAGTAAGGGCCGCGCCTTCGTGGGTATCCATGAGAA
+TTTCTTTAGGAACTACACGATCGCGTTTCTGGTTCTGCTGCATAGCAATATGCACATCGT
+TCATAACCCATACGATATGTACGTTTTCTTTTTTGTATCCCAGCGTTTCGACATCACGCG
+CGATGCTTGCCAGCTTGCTCATGCCTTTTAACGTTACGTCAAAGATGAGGTTAGGTTTAC
+GATCTTCTGGTGCTGCCATAATACCAGAATAAACACGGTTTTGGTTTTTGTTGGAAATGT
+TGAAAACGTCGGCGATCACATGATGGAGGGTAGATACGTTTTCTGGGTTTTTGAGGTTCA
+TTGTTTTGACATCATGACCCGTTTGTTTCTTGATCTCTGCTGCGAGTTTATCGCTACCCA
+TTACAAGTTTTTTCAGGGCGTCAACGTCCAGTGTAATACCTTCGATGCCTAGCAGTTTTT
+CCAGTGTGAATCCTTTACCGGAACCAGCACCGCCAGCCAGAATAACAACCTGACCAAACT
+TAGGATAAGCACGGCCCCCGAAGGTGATCAGCGCTTCGGTTAAGGTGCTTTCTGTGAATT
+GTTTAAATGACTTCATGTAAAATTCTCCAGTTTATTTTCTATTATTTATTGACATGCTTT
+CTGACAGTGGTGTATGGTTATGGTGTTCGACGGATAGGCCGGAAGAACTTTAAACCATAA
+GGTATATGATATGAAAATTGATTTACATCGCTTCATTGCAGAATTTTCCCGCGACCGCGA
+CATGGACTCTTTCAACTACTACTCCCGTGAAATTGAAGATCGTTTTGCGGCTCATGTTGG
+GTTCCGTCGCCACCATACTCCTAAAATGCGCCCTGACCACGATCCGAAGTATAGCCCTAT
+CACATGGCAAGCCCCGATCAATGGTTACGTTGAAGGGATCCGGATCATGACTTTTAACGC
+GATGTATGGAAACGCTTTGATCCATATTGCACGTGAGAAAAAGGCAGAATTCCCTAACGG
+CTGGCGTATTGATGAAGTGATTCAAACCCTTATGCAGTTACGACGTGAATACAAAGCTGG
+TATGTGTCTGCGTAATGAACAGTATCCGATGTATAAAACGTATGCCTATATCTCTAAGCA
+TCTAATTAATTCCATGTTTTACATCGTTGGTAATCATGGTTCCGCTATAGATATCGGTTC
+TTATGAAATCGTGGCTTATGCTCGCGAACAAGGAAAGGCCGCTGCACTGAAAATCATTGA
+ATCTGGTGCTATCATTCTTAACCATCGCATTGATACTATTGCTTACTATGGCGATCAGGT
+TGAGGTTGAAGGCGTACACCATGAACGATTCAACAAAGCCGTATTTGCTAAAAATGGTTA
+TGCTTATGGTAATGACATTATAACTTCTGCTATTCCTTTCGTTCGTCTAACTGTTGAAGG
+ATTTGGAGAAAGGTTGCCTTATAAACTGTCAGAAGCTCAAATGTGTGCGGCTGCTGAAAG
+AATCGCCAAAAAGCGGAAAATGTATACCGATGAATACCTGGCGTATGTCAACAAGACAAA
+AGAAGATGTAGATCGAGAAATTTCTTGCATGGATTTGTGCCTTTGATATAATGTAAGCAT
+CTTTTAAAGGGAGGATGCATGAAAACGATACATTGCAGAAATGAAAACGTTGTTTACTAT
+CACGGTTCGTGTACTGCTGCTGGTATTGAAAGCATGTTATTGCCTCCCTGTGATTCTGAT
+ACTCTGTCTGAAAAAGGCAGGAAGAAAAATTTAGACCGTGTTTTCTTTACCGCTGATATC
+GGGTTAGCTCGTATATACGCTGGAAGGGCCGCGCGTTCTATAGGTGGGGATCCTGTTCTG
+TACAGGGTTGTGTGTCCGGTTGATGTTGTATGCATGAACGAAGACAAAGGCGCGAGCGTT
+TACCATGCAGCATGGGCTTTTTGTGAGGAATTATGAATGATAAAGTGTTGGCGTATCTCG
+TTTTCTTGCTGGGATATCGCTTAGAAGTGATGGGCGCGTATTCATCAATTTATGGTGATT
+TAACGGCTATCTGGATGGTCGGGTTAGGGGTTGCTTTTACATTCCTTTCCTTTGCAATTG
+TTAATGAATCGGAAAAGGATATTGTATGAAACTATATCATGTGATCTACTCTGGTGTTTT
+AGGCATTGACAAACAAATGTTAGTTGATGTAATGTGTAAAAAACTCGATGAACGAATTGG
+AACTCGATACAAAAATCATGTATCGGAAAGTATTTTCATCAACGTTGACCATCCAAATGA
+CATGGAAGAAATGGTTAATACTCTTGATGATCAGCAGATCCCGTTTGTTGACAATTTCAA
+CATGAGCGCTGGAGTGTATACGGTAGTAACTTTTGTTCTAAAAAATGTTGACAGCCGAAA
+CGATAGCGTGTTGAATGTAGTTGCAAAAATCGATTCTACCAAAGGAAAATAATATGAAAA
+TTGTACACCGTAGCATTTCCGAACTGTCTCAAGCTGAAAAAGTGCAAATTCATTTCAAAT
+TCAATGATTTGCGTAAAGGTTATGCCGAAATTGCCCGTGAACATGGGTTAGATAACGGCG
+ATATTTACCAGGTAGTACAGGAAATTGAACGTATCCGCGCGTTCCGTTCTGCAAATCTCC
+CTGTTAAAAATGCAATGCGCCGTGAAGCGATCGAAATCCATCGTAAGCGTGTGTACAATT
+TAGAACGTGCTAAACGTCCGATGAAGAAAGAAAAGAAACCTCGTCCGTTTAAACGTGAAC
+ATCTTAACACCTCTATGGCGCTGGCGTTTCAAGATGCGGGGATTATCTAATGCGTAAATC
+TGCGATGGATCGTTGGGCTAGTATTGCTACTTCAAACGTAAAACCAAATCAAGCCGCACC
+TGATGTAGAAGCGGTTCGTAAAGCAAAAGAACCTGAGATCGTGGCCCTTAGCCCTGAACT
+CATCGAGCATCGCCGTCGTGCGTCTGCTATTGAACTGGATCTGCGTATTGCGCGTTCATA
+TAATCTCAAGCATGAACACGCCGCAAAGAACAACCATTCTTTTGACCTTACTCTGGAAGA
+TTGGAAAGTGTTGATGACAACTGAACGTTGTCAGTATTCCGGCAAGATGTTTAGCAATAA
+ACCAGGTAGCCCATATGCCCGTACAATGGAACGTATTAATCCACGTCTGGGATATACACA
+AGAAAATACAATAGCGGTTATCAACGCCGCTAATGCCGAAAAATCACAGCTTGATGCATT
+CGTTAAGGGTGATGTCATTCTGGATGAAGTAAAAGTGAAGTTGCTGCGTAAAGCACTTTA
+TCAAGTTGAAAAACGTGTGAAAATGAAAGGTTAAATTATGTTTAAGAAATATTCTTCTCT
+GACTAACCATTATGAAGGTAAGTTCATCAATGGTGTAATTATGAACGGGCTTACTGGCGG
+TGTGTGGGTTGCACGTGAAAAGATCCACGGTGCTAACTTTAGCTTTATCACCGATGACGG
+TAATATCGTTACCCCCGCAAAGCGTACTGATGTTGTTAAGCCAGCCGAAGATTTTTATGG
+CTGTTCAGCAGTAGTTGCAAAGTATTCCCCAGGGATCCGTAAGATGTGGGAAACCCTCAA
+AAAGACCGGAACTTATGATGATTTGGTTATTCAAGTCTACGGTGAATTTGCGGGGCGTGG
+TGTACAGAAAGATGTTGATTACGGCGAAAAAGATTTCTACGTATTCGATATCCGCGTAAA
+TGGTGAATTCCTTCCGGATAACCTGTGCTCGCTGATCTCTCGATCTCATGGCCTGAAAAT
+GGCCCCGCTGTTGGGATACGGTACTTTTGAAGAGATCAAAGAACTGCCGATCACGTTTGA
+ATCTGTTGTGAATAAAGCAAATAGCGGCATTGGTAGCGATAATACAGTATATGGTGAATT
+CGTATATCCTATCATGGAAGTTGAAGAGGGCAACATTGCAGAAGGTTTTGTAATGAAACC
+TGTTTCACCTGCTTTTATGCCAAACGGTGAACGCGTTGCAATCAAATGCAAAACAACCAA
+ATTCACTGAGAAGAAAGCGAAGAAAGCAACCCGCTTTAATGCTCCGGTTTCACTGTCAGA
+AAAAGACAAAAACCAACTCGATGAGTTTGTTTGTTACCTTACAGAGAACCGTGTGAAAAA
+CGTTCTTTCGAAACTGGATCTGGCTTCGATCACTGCGAAAGATTTCGGTCGCATTATGGG
+CTTAACGGTTCAGGATGCTATTGAAGAAATCAGCCGTAATCATGGGCCTTTCCTCGAACA
+GTTCGAAGACCCAGCAATGGCTAAAAAGTTGTTTGTAACCGAAGCCCAAAATATGATTCG
+CCCTGTATGGGGCAAAATCCTGAACCATGAATTTTAATCAGATTCTGGTTGATGCAAAAG
+CGGCTTCCCTGATCGGTAGCCGTAAACCTCCTGAACGTATCGCAAACATTGCTGTTAAAA
+TCGGACGTGCTTTGAACGAACGCGGGATCAGGGCTTATTCTGGCGGCGCTCCTGGTATGG
+ATAGTCACTTTCTGTTTGACTATAGTCCGGATAACAGATGTATAATCCTTCCTGAGAACG
+GGTTTAACGGCCTTTTCTCAAACGGAAAGGATATCATCGACTTTCGAGATTTAAACACAC
+AGAAAGCCGCTGACGAAGCCAGAAAGGTAGCAGGTAACTTCGATACACAGAATGAATACG
+TTCAAAGAAGGTATGCGCGAAACACGATTCAAGTTCTTCGTGAAAATCTTGACAATCCAA
+CTGATTTTGTTTTATTTTGGGCGGAAGAACGTGAAGGATGTGTTAAAGGTGGAACCGCGA
+TCGCTGTAAGATTGGCTAGGTTGTACAAGGTTCCATGTTTCAATCTCTTCAAAGAAAGTG
+TATTGAACGATGTGTGTGATACGTTAGGGATCAATATCAAACCCCCAACGTTGGATTTTT
+TATGGTAATTGAACATGCGCCCTTACTTCGTGAAACATACGAAAGATGGGCTGTTAATAA
+CGCAATAGGTGAAAATATGATTCATGTACGTAGTATCGGTGCTGACGGCGAAACTCCGGT
+TCCAGTAGAAGGCCGATCCCCCACTCTCGCAGAACGAGCAAGAGAAATTATAAACGATCA
+GAATGCTAAGATGATCGAACATGCGCGGGATACAATCACAAAAGGTGTTCTGAAACACGC
+GACTCAACAAAACCTTATCTATGATATGAAGCACGATATCGGCTCTTGTCTGGGTATTGA
+ATGTACTCGCTATGCATTCCAACGCGTTTCTGAATGGTTGGAAGAAGAAGGGCTAAAATT
+CGATACAGAAGAAAAACGCAACGCCGCTAAGATCACAAATTCTCTGGCTAGTAAGTACAA
+TCAAACGTATCGAAACCAGGAAGAACGCGAAGTGTTCGGTTTCAAAATTCCTGAAAGGAA
+AACAGATCGCCGTGTAAGTGAATTCACTTTTTACATTAGTTGGTAAAAAGGTGTTGACGG
+GGGTTGGTTATAGTAGTATTCTAACTCCCGTAGACAAGACACTAACTCAGAAGGATAAAC
+ATCATGGAAATCGTAATGAAAGCAACTTATGCTGGATATTGCCTGGAAGCAAAAGGTGTT
+GCTAACAATGGCAAAGGCTTACGGGCCAATGTTGAAGCAATGCTGGATGAATTACATGCA
+ATGTACGAATACGACAACGTAGCGGGTAGCGTTCTTATCCAGGCGTTGGAAGTTGATGGT
+GTTGATTGTGTTGGTTGGTGGGATGCTTACATTGACTACAACGATAACCGGGTTTACCTG
+TTGAGCAACAAAGATTATTTCTAAGGAACCACTATGAGCGATGAAGCTGAGGCTTTAGAA
+GATTGGGCTGATTTTGATGACGAAGAAGACGGGGAATATTTCTGCGTTAACAGTGGTGCT
+TACAAAGACCGTTTAGAACTTCGTGAACTTTTATCCGGTTCCTCTCAAATATCAGGATCC
+AAACGAAAAAGTAGTAAACAAAAAGTTCAATATAGTGATGGTTCTGTACGTGATGAAACT
+GTTGTTGCTGAATTTCGTGGTCGGGTTATCACAAAAGAACGACAAATTGATGTAAAGAAC
+TTGTATGAAGTGGCTAAGGCTGCTAAAATAGGTTCTGTGATTGTTTGCCCTGTGTGCAAA
+GAAAAACACACAAAGACAACGTATCACAAAGTTTTCTGTTCGAATGGCAGAAAAACCAGT
+AAGGATTGTAAGTCTAAATATCACAATACAATCCATCCCGAACGACTGGATCGGGTATTT
+TAAAATAAACTTAAAACGTGGAGTACGTTTATGAACAACAAAACTTTCGAAGAACTGAAC
+AGCATTATCACTTCCGTAGATTCCTATAAGGTTTCTCACTGGTCGCAATATCCAACTGGC
+TCCGAAGAGGCGCTGTTTTATATTGAATCTCGTGGTGGTAAATTTGATCAAGTAGTTACG
+GCTGGCTGTAACCGCCTTGCGCAAATCCTATCACGTCCGGTGACTATGGAAAACGTGGAT
+TTTGCTAATCGGTTGTACAAAATGCACTTTGGGCGCGAAATCTTCAACTACAAAGGTTGG
+AAAGAAATTGCAGAACTGGGTTACATCCCTCTTGAATTCAGAGCGATTCCGGAAGGAACC
+CCAGTAGCGGTTAAAAATCCGGTTGCAACTTTCCATGCTGGGAAAAATGCGCTGTGGTTA
+GCAGGACACGTAGAAACCCTGGCGATCAGGGGAGTATGGTTCCCTTCAACCGTAGCAACT
+CTATCCCGTGAATGTAAAAAAGTGTTGAAGAAATATCTCAAGAAAACCTCCGATCTCGAA
+GGTGAAGCATTTGATATGGTGTTACGTACCCGTTTGCATGACTTCGGCGCACGTGGAACC
+TCTTCTGCTGAATCTGCTGGTATTGGTGGCCTCGCGCACCTGTATAACTTCCTCGGTACT
+GATACCGTAGAAGCGCTGATTATGGCTATCTCTCTGTTTGAAGATTGTCAGAAAGCGTTT
+GATGATGGTGAAATGGCGGCTGGTATTTCAATTCCTGCTCGCGAACATTCCACTACCGTT
+TCTTACGGCAAAGAAAACGAAGACCTTGCGTACAAAAACAGTATTGAGATCTTCGGAGAA
+GGGATGTATGCATGTGTGTATGATTCCTGGGATTTTAAAGCGGCGGTTCGCCGTATCGCA
+GAATATAAAGATTCTATTCTTTCTAAGGGCGGTACTCTGGTAGTTCGTCCGGATTCTGGT
+GATATGGTAGACAATATCATGTACGCTCTTGAAGAACTGGGCCGTATCTTTGGCTATACA
+GTGAACTCAAAAGGGTATAAAGTACTACACCCAGCAGTAAGGATCATTCAAGGCGATGAA
+ATTCATGGCCCTGAAACAATCAATCGGGTGTTGAACTGGATGGAGTCTAACCGTTGGGCG
+TCTGAAAACATCGCGTTTGGTATGGGCGGAGGATTGCTTCAAGAAGTTACCCGCGACACT
+CAAAAATATGCGATGAAAATGTGCGCAATCAAAATTAACGGTGTGTGGACTGGTGTGTAT
+AAATGTCCAAAAGGCGCTGAATGGAAAAAGAGTAAAAAAGGGTTGTTGATGACTATCACT
+GATGGCGTTAACTTTAAAACCATTGATACTCTGGAACAGAAAGTGCCGGAAGGCTGGAAA
+GATGCTATGATCACATACTATGTCAACGGAAAGATTACTTCCCGTGACACTTTAGAGGAA
+ATTAGGAACCGTGCCGGGATTTAGTATCCGCAAAAACAACAAAGGAACCGTGATTTTCTA
+TGACAACATTCCCCTTGTAGCTCGCAAGGGGCTTTTTGCTAAAATCGCTGGGTATTCCTT
+TAAACTGGAAGAAGTCAACGACGAAACACTAAAAGAGATCGTAAGAATTGCCTTACAATT
+AAGAGGTAAGAAAGACGAACAGAAAGCTATTGACATGATCAATAAATTGGGTGAAACTCA
+ATGCTTTATAGTGAATCGTGGTTACAAGTACGATACCATTGCAAAATTTGAAAAAGGGCT
+TTGTGAATTATGAGTTATTATGGTGTGATCCCATACACAGGAAACAAGCAATCGCTATTA
+CCTGAACTATTCAAGCTGTTCCCCGAAAGAAGTTCATACATGCGTTTCATTGATTGTTTT
+TGCGGTGGCCTTAGTGTGTCGCTAAACGTCCCTAAACCCGTTCTAAGCAACGATTATGAT
+AAGACGCTGATTGATATGTATGAGCGTCTTAAAACGCTTCCTGACCTGTCTCCGGTGCGA
+GAATTGATTGCATCGAAGGGGCTGGGGAAAGACAATAAAGAAGAGTATCTGAAATTCCGT
+GATGAATACAACCAGAACAAAGATCCTTTATGGCTCTATGTCCTGATCCTGCATTCATTC
+AGCAACGTTAACCGGACAAACGACAAAGGCGATTTTAACGCTGCTGTAGGAAAACGAACC
+CTCAACTTTATGACAGAAAAACGTTTCGAACATTTCAAAAAGAATGTGACAGGAATTGAA
+TTTCGTTCTGGTTCATACTCTGATATTGAAATCAACGATAACGATTTTGTTTATTGCGAT
+CCTCCGTATCTGATCACTGATGCGGTGTATAACAAATTCTGGAACGCAGATCACGAACGC
+GAGTTATATGCTTTCCTTGACTCCCTGCATGAGCGGGGTATCAAGTTTGGTTTATCAAAC
+GTGACACATCATGCAGGAAAGCAAAATGATATCCTGATCGAGTGGATGCAAAAATATAAT
+GTGCATAACCTCGATAAAAAGTATCTGTTAGGCCAGCATACTGATTCTTACGAACAAAAT
+AAAACGCAAGAAGTCTACGTGTGTAACTACCAGAAACGCGACGTAAATACATACCCTGAA
+ACACTGGATGACTTAATGTAAGGTAACATATGTTTAAGATTTTTGGTTATATCCCTTCTG
+TTTATAATTGCGCTCCATGCCTGAATTCAAAGCGTTTGCTGGATGCGAAAAAACACCCAT
+ACGAATTCGTATCTGTTGCGGATTCCGTGGAAGACGGTAAGCCTGTGCTGAACGAAGCGG
+TGATCGATGAACTCGAAGCCCTGGTTGGTACGCGCCGGATGACTATGCCTCAGATTTTCC
+ATGACGGTAAACATGTAGGCGGGTTTGACCAACTTCGTGAGTATGTCCGCACCCTGTAAT
+AAATAATGACACCTTACTGAATGGTGTTATTATGCTGACGAAACGAATTACCAAAAAAGA
+CTACCCCACGATCAAACAAGCTCTCTTTGAAAAACAAGGGGGCTGTTGTGCTCTGTGCAA
+GCGCCCTTTAGAGGGTGAGATCGAAAAACATCACCTCGACCATGACCATGCTTTAGACGG
+CGAAAACGCCGGACGTGTGCGCGGCCTACTGTGTAACCTATGTAACGGTACAGAAGGTAT
+TGTGAAGCACAAATTCAACCGATCCGGTCTTGTGTCCCGTGATGTTGACTACATCCACTG
+GTTAGAAAACCTGCTTGCATATCTGAAACAAGATTATTCCGAAAACCGTATTCATGACAA
+ATTCATACCAGATAAGGTAAAATGGTTTTCAAGACTTACCAAACCTGATATGATTGCCGA
+AATGGTTTCTATGGGCTTCGAGTACGCCGACAAAGACGAACGCAAAGCCTTAACCGCAAA
+ATATAGAAAGCAATTAATGAAGGCAACGAAATGAAATATCTAAACGCTCGATTATCAACG
+CAACAGAAGAAAAAGCTGATGATGTTGATATCCTCCACTGACAAAAAGATCATATCTCTA
+CATGATTGGATGCTTGGAAGGGGTGACTCTGATTTGTGTTATGTCAAACCGAAAGACCGA
+ACGATGTTTGATGATCGCGGTCGCACATTGACTAATTTTTCTCCTATCACCGTTATTGAT
+ATGTGGGAACTCCTTGAGATTGTAGGACGGGATATACCTGTTGACGGGGTTGAACTGATC
+AAATATCTTAACGAGATTGGACACAATTTAGATATTATCCATAAGGCAACGAAATGAAAG
+TAGAAAAACGCGACGGCAAAACCGTCGATTTCGATCAAGAAAAAATTCGCAATGCTGTGT
+ATAAAGCTGGCGGGACTATGACGGATGCTGACTCCGCGATCATGCTTGTGTTGCGTAGTC
+AGATCCGCAACGGTAAAGCAATGAAGATTTCACAAATTCAAGAACTTGTTGAAGAATCTT
+TAATGAAGACAAATCCGACTGTTGCCCGTGCATATATCGAATATCGTCATGATCGTGATA
+TCGCCCGTGAACAAAACGGAAAATTATTCCGTGATATCAAGGGTTTGATGACTCTTAGTA
+ACAAAGAATTAACCAACGAAAACGCAAACAAAGATTCTCGCGTATTCCCGACTAAACGCG
+ATCTTCTGGCTGGTATCGTTTCTAAACATATGGCGCGTAACCATATTCTACCGAAACATA
+TTGTTGCGGCGCATGATTCCGGTGATATTCATTATCACGATCTGGATTACAGCCCGTTCA
+CGCCATACACAAACTGCTGTCTGGTGGATTTGAAAGGTATGCTGGCTAATGGCTTCAAGA
+TGGGTAACGCAGACATCGAACCCCCGAAATCAATCGGTGTTGCGACGGCTCTCATGGCAC
+AGATCACCGCACAGATTGCTTCTCACCAGTACGGCGGAACTACCTTTGCTAACGTCGATT
+TAGTATTGGCTCCTTATGTGGAGAAGACATTCGCTAAACATGTACGTGATGCTCGCAAAT
+ATCAAGTAGCATTAGTAAAAGATTATGCTATTTCAAAAACAGAAAAAGACGTATTTGATG
+CTTTCCAATCGTATGAATACGAAGTTAACACGCTGCATACTGCCAACGGACAAACACCTT
+TCGTTACTATTACTTTCGGTACTGGTACGGGAATGTTTGAACGCATGATCCAGAAAGCGA
+TTCTGAAAAACCGTATTCGTGGACTGGGTAAAAAGGGCATTACCCCTGTATTCCCGAAAC
+TGGTTATGTTTATGGAAAAAGGAATTAACCTTGATCCAGAGGATCAAAACTATGACATCA
+AACAACTTGCCCTGGAATGTTCTTCAAAGCGTATGTATCCGGATATTATTAGCGCGGCTA
+ATAACCGTCGTATTACTGGTTCTAGCGTTCCTGTATCTCCTATGGGTTGTCGTAGTTTCC
+TTAGCGTGTGGAATGATGAGCACGGTAATGAAATTCTTGATGGACGTAATAACCTGGGCG
+TTGTGACGATCAACCTTCCTCGTATTGCGATTGAAGCCGAAGCACAGGAAGATGAAGACG
+CGCATGATGCATTTTGGCGTATCCTTGATGAACGTCTGGAACTGTGTTTTGAAGCCCTGA
+TGACTCGTATTGATAGTCTCAGAGGTGTTAAAGCCAGTGTAGCCCCGATCCTTTATACAG
+AAGGTGCGTTTGGTGTACGGTTGAAACCCGATGATGAAATTCTGGAACTGTTCAAAAATG
+GGCGTAGTTCTATCAGTCTGGGATACATCGGATTGCATGAAACTCTGATGCTTTTCGGAT
+CTGGACAACACCCATTCGACCGGATCGGTTCTCAGAACATGGGTAGACTGATTCTGGAAT
+ATCTACGCGCTGCGACCGAAGCATGGAAAAAGAAAACCGGATTTGGGTTTAGTCTGTATT
+CAACCCCTGCTGAATCTCTATGTCATCGTTTCTGCAAACTGGACTATGAGAAATTCGGAA
+GTATCAAAGGGATCACAGATAAAGGCTGGTACACTAACAGTTTTCATCTGGACGTTGACC
+GCAAGGTAACACCGTTCGAGAAAATCGACTATGAAGCCGATTATCATTACATTGCAACTG
+CTGGACATATCAGCTATGTAGAATTCCCTGATATGAAAAACAACCTGGAAGCCCTTGAAA
+AAGTCTGGGATTATGCAATGGATAAACTGGACTACTTCGGAACTAACCTTCCGGTTGATA
+AATGCTTTGAGTGTGGCTCTGATGATGAATTTAAACCAACAGAAGACGGTTTTCATTGTA
+CCCATTGTGGGAACCATGATCCGGAAAAAATGAGCGTCACGCGCCGTACATGCGGCTATT
+TGGGTGCTCCCGCTGTCCGTGGGTTCAACGAAGGTAAGAACAAAGAAATGATGCATCGCA
+CTAAGCATCAAAATTAATCAAAAAGCCCTTGACTTCGGTTGAGGGCTTTTGTTATATTAG
+GCCTATCGAAAAAGGAGACAGATTATGAAACTGACTAAGAAAATGACCGATGTAGTAGCA
+TGTGCGTTTGCATTAGGCTACAAAGTTGAAAATCATCCAACTCGCGTTGAAGTCATCAAC
+CCTATCAAGGGCCGTCCTGGTTTGGTTCTGTGTGAAGACGGCACAGCATATCGTAATGAT
+GTCTCTTTAGAACTGGCAACTACTATCCGCACCGCAAAACAAATGAAAGATGTTCTCATT
+AGCGGCGCAAAATTGAGGGATTTATGATGTATTGGACAAAAGATAAATTTGTTTTTCGTG
+ATGATACGTGCTTTGGGACTGCATACCGAAACTTAGCTATTCGTGGCGGTTCGTTTTCGG
+CTAATGATTTGTCTAAGGTAGTATTCCCTATTAAAGTTACTGAGTATGACGTATTCGGTG
+TTAAAGGGTTTACTGATTACTTTGGTACAAAGTTTGAATCAGAATCTTACATTTTCACTA
+ATAGCGATCGTGAATTATTCAAAAAACACGTTGTTGTTAAAGAGAAACCGTTATTACCAA
+AAGAAGATGAAGCAAAGGAAATCTATGATCTCCTGAACATGCTTGATAATCTTGGTACTT
+GTCATCTGTTCGGGAAACGCGCCCGTAAAGCGAAAGATGTTCTCAATCTGTTACGCTCTC
+GCCGGAATTACCTGATCCGGGAAGCAGAACGTAATCTGAAAAATTCAGAAAAACAGGTCG
+ATGTTCATAAATCCACTCTTGCGAAATTAAAGTCTTTGTGATGTTTCCGTTATACGCTAA
+AGTGCGTCGAAATGTCGGTGATTCGTATCAGGAATGGAGTGAATGGCTACGCGAAACAAA
+GTCATTCTACATTTCAAAAGCAACTGATATGAAAGGCCGTAACATTCGCTATCGTAAACC
+CAGTGGTAAGCGAGTGAATGGGATAGATTACATTGTTCTTGATTCGATTCGGGATGATAT
+ACGATAATTTAACTTTGAGGCAATATTATGATTTTCAACAAAACAAATTCACGTAATTTG
+AACTATCTACGCTGTGAACTGGAAGCTAACGAAATTGAACTGTTTTTCTGTGGGGCTACA
+GATCCGGAACACAAATTGCATTGGGTATCAGGTGAGATTGTAAGCCTAACCGATCAGATT
+GTCGAAGAGGCTACCCGCCGCAATGCAATCGTTAAAATTGGTGCTATTGATGTGAACTAC
+GAAGGACATCCTTCATTTTTCATTCAATATTATCCATAAAAGTATTGACCTGTATATCTG
+AATGTAGTAACATCCTTCTTGTCAACTAAGGAGGATGTTATGAAAATCAAAAACACTGCT
+ACTGAAACTCTTTGCAACGAAATTGCAGAAATGTACTGGAGTAAAGGTCACTTAGAGGCT
+ATGAAAGAGTTTCAAAAGTGGTGTGATACCCAAAAGTTAGCTAAATGGGAATACATCGTT
+ATTGTTGAACGGATCAAAGAACTGATCCTCGTGAAGAAAGGTAATAAATAACCATGTAAA
+TCAACATGGAACCCAATATGAACTATCAAAAAATATACGATTCTCTCATATCGAAATATA
+GGGGAGAACCTCCAATATCTTACAGACACAAGAAATCAGGTTACGAGATTCATCACATAT
+ACCCAAAATCAATGGGTGGATCTGATGAACCAGATAACTTAGTATATCTTACACCAAAAC
+AGCATTATACTGCACATCATCTTCTGTCTAAAATATATGGCGGTACTATGCATAACGCAT
+TTTGGATTATGTCATTTTCTCGTGGGTTTCCCATCACAGCAAGGCAGTATAAAACTGCAA
+AAGAGAATAAAATTCTCAATCAAACTGGAAGAAAGCATTCTCCTGAAACTATAGAAAAAA
+TGATAAAATCCAGACAAGGAAGAACGTATTCTATTGAATCGCGTAGAAAAATGAGTGAAT
+CACATAAAGGATATTCTCATAGTGAAGAAACAAAAGAGAAAACACGAAAAAGTTGTTTAG
+TTTCTAAAGCTAGATTTGTGAAAGTTGCTATCGGGACGAATATCAAAGATCCGTCAATTG
+TTATCCGGCTGTGCGGAAAAACTGATATACGCAATCACGGATTCAGTCAAGGTAAGGTTC
+ATTCTTGCTGTCGCGGTGAAATAAAAAGTTATAAAGGCTATACATGGAGATTTGAATGAA
+TTATATTAGAATTTATAACATGGATGTGGTCAACGGAAAAGGGATCCGTGTTGTTTTGTT
+TGTGGCCGGATGCAATCATAAGTGTGATGGGTGCTATAATCGCAGTTCATGGAATCCTTG
+CAACGGAACACCGTACACGGAAGAGACAGAAAACCATCTGATTTCTCTGTTGAGTAATCC
+GCATGTTGATGGACTTACATTAACTGGCGGCGATCCGCTTTACCGTGACAACTATCCTAC
+TATCCTAAAACTGCTTGAGCGCGTTTCTAAGGAACTTCCAAAGAAAAACGTATGGTTATG
+GACAGGATATACCCTGGAGGCTTTACAGGCCGACCCAGAACGTTCTAAGCTACTTCCTTA
+CATTGATGTTCTGATTGATGGTAAGTATGAAAAAGATTTACCAACTAAAAAGCCGTTTCG
+CGGTTCAGATAATCAACGTATGATCGAATTCGCTAAAAAATCGATAGAAATTAAAAATAT
+TTCTTGACCTAATGTGTAACTATGGTAATCTTACCACATCGTAAATGACGATTAACTTTA
+ATTGAGAGATAATATCATGATCCTGAATTTCAAAACCCGTAAAGAAGCGCGTAACTACTG
+CTGGAAGTGGAACATTCCCCTGAAAACCATCCGTAATACAGGGCGCGGTTCTTGCCCGTG
+GACAGTTCAAGCAAATGAACTGAAAACGTTCGTAGTTGGTAAAACTTACAAACTGGTTGA
+CCGTGAAGGGTTTACTACCAATTCACACGGCGGATCTAACACCGCAAACACTATCCAGGC
+GACACAGATCGAAAAATTCCTGAATAACGAGGTAAAAATTATCTCGAAAACCAATTCAGA
+TACTTTCAAAATCGATCATACTCCGGAAATGACTTTTAGCTCTCTGCGTTCGTGGGAAGC
+TCGTTATTTCGTCGAAGTTGGCGCGGCTCCAGCTAAGAAAAAGAAAGCCAACCCGAAAAA
+AGCCAACGTTACGGCTCCGGTTGCGCCTGTTGCACCAGCAACCGCAGATCTTGATCAAAT
+GCTTGATGGTGGTTCGGCAATGTCGGTTGAACTGGATCCTACTAAATTTGTTGAAGGCCG
+TTCGTATGTTCTGGTTAAACCGCAGCAATTTAAAAATCGTTGTGGCGCTAACCACGGGAT
+CAAATCATATACCGATGAACACAGTAATGGTGTATACACCGTTTACCATACGACTTCGCT
+CGGTCATCATCAATTGAGCAAAACGGTAGAAACCATTGATTCCCAGACCGGAAACGGAAA
+CGTTGGTTACTATCTGCTTGATTCTGAACGTTCGTTCTTCCGTGAACTGGCGACCGGAAC
+TGTTGATGAACCTGTTAGCGTTTCCGGTAATAGCGCTATCGCTATCAATGTAGACGAAGC
+GGCTAAGAAAGAAGAAATCGCAAAAGCAATGACACAGCTTGAAGAAGCGGTTAAAGCCCA
+TGATGACGCGCTTCAAAATCTGCGTACTGCTTCCGACCTGGTTCGCAAAGCTGCTCGAAA
+AGTAGCAGAAGTAAGCAAGTAAATTAAACTGGGTGCTCCGGCACCCTTTTTTATGAGGTG
+ACACATGGAATTATTAGAAGGTAAATCTTATACCCTGAACATCGACGCTAAAGAATTTGC
+AGAAAAAACCTGGCGAAATGCTTTAGCTGAATTGATCAAAAACAACGGCTATATTACAAT
+CGATCGTATTGCGATTGGGGATACTGAGGACATTGCTTATGTTCTGCAAGATGATTTCGA
+ATATGAGATCCCTAGCCATATCTGGAAATACTTCAAACCATATGATTTACCGGAAGAAGA
+ACCGAAGATTGCTACTAAAGAAGAAATCGCCGCGCCTGATTTAAATTTCGTATCTTCCGA
+TCCTAAAATGTGGATGACTGTAAAACCTGTTCAACAAGATATCAATGATCTGCGATTTGA
+TTATCCTTTTGTCAAGCGGATCACTTCGATTTCTGTACTACCAGCGCCGACTGATTCACA
+GGCACTTGAATTTGCATTACAGCATGTTTTCGGTGATAATAAGCTGTACGCGATTGACAA
+GGAAGCTGCTATTGATGAACAGAAAAAGGAAATCATCAACCTTCTTTCTCTGCATCAACA
+ACTTGAAGCGGTGGAATTGATTGAGCGTATGCTTTCTGATACAAAGAAAGATATCATTAG
+CAAAATCACTCCGGCACGAAGGAAAGCAATTGATGAAAATCGAGATTTACGGTATTCCCG
+AATCGCTTCATAAATGTTACGGCTGTATTGAAGCTCGGAAATTACTTGATGAGCATGGAT
+TAGAATACGAATTTTATTCTGTTCTAAAGCCAGCAAATAACAGTGTGGGGTTTGATTACG
+ATCGACCCCGCATTGAAGAGTTAGCGAAACGTGTTCGTAGTCGAAGCATGGCATTTACTT
+ACCCTCGGATCTTTGTAGATGGTAATTTTATTGGCGGTTATATGCAATTGAAAGAGTATT
+TGGGTGAAGCATGAATAAAGAATACATTCGCAAAGTAGCAAACGCTATTCACGCAACAAC
+GATTGATTTTCTGGAAGGGTTTGATCATATTATCCACCCTGAAACGCTGGATAGTTGGGA
+AGCCAAACTGTTTAAAAGTATCAATGAACAGTTTCCGGAAAAGGTTAAGCGCTGGTTTAT
+CAGACAGGAAATCGTAGCAACGATCCTTAATGAACGTGGTGTTGAGGCGTTCGGTGTAAC
+CCCTCTATATAAACGAAACCAGATTACAGACGAAACAATCAAGAAATATAAAAAGATGGT
+TCGGAAGTAATAAATAATCAGTTAAATGGCCTTCGGGCCATTTTTTGTATATAAATATTG
+GTATTGAATACAATATAGGAAAAAAGATAATGGTAGCTAAATCATTCCGCGCACGAAGTG
+GCCTTGATGCTGCTGGTGAAAAAGTTATCAACGTTGGGAAGGCTGATCGTAATACGCTGA
+GTGACGGCGTTAACGTTGACTTTTTCAATGAATTTAACGGAATCCAGCAGTATGACCCGA
+CTCGTGGTTATTCTCAAGACATGGCGATCATTTATGCGCGTCGTATCTGGTACGCAAAAC
+AGAATATTGCTTCCCCTGCTGGGGCTTTCGACGAATCCAAATGGATCGCAACTCGTAATG
+ACCCGAAATGGGTTTATAGTAACGTAACCACTCCAGACGGTAGCATTATTGAATCTGGTA
+GTTACATTATGGCTGATGGACGCTTTACTGAACTTCTGTACCTGCTGCCGGACAACCCGA
+CAGAGGGCGACGTAATCACGTTTAAAGATTGTGGTGGTTTAGTAGGTGTGAACAGTATCC
+TTGTTAAGTCTAACACCCGTCAGATCCGTTTACGTACTGTACAATCGGCACAGTATCGAC
+TGACCCACCCGTACATGATCGCAACGTTTATCTATAACGGTAACGTATGGCGTGTTGCTG
+AAACTCTGGATAACCGCGATTCTGAGATCGTGAACGCAACCGGAACAGGTTCATTCCAGT
+TACAATCTGGTATGACAGTTTTCCGTAACAGTGCTACGGGTAAAATCACTCTCCAGTTGC
+CGAAATATGCAAATGATGGTGATGTGATCACAACCTATGACGCTGATAAAATGAACTCTA
+TCAACGTAGCCGTTTTGCAGATTTATCCAGGTAGTGGACACACTATTTCTGACGGTGCAA
+TTACTGGTGTTACTTCGGTAACTAGCCAGAAATCTGGCTTTGGTATGTTCATCTTTGATG
+CACAGAATAGCCAATGGAAAGTATATGATGCTGATAATCGTGTTCGTCTGCGTCGTATCT
+ATAGTGATTTAAACACAGTTCCTAACGATTACGTTTTTGTTACTGCAAACCCTTCTGGGA
+CTATACCAAACGTTACAGTTACCCTTCCAACTGATGTTGCTGATGGTGATCGCGTTTACG
+TATCCCTTTATATGATGGGTAAAAACCAGAACTGTACAATCAAAGTTAAAGATGGTACAA
+CGGACAAGATCCGCACCAACAAAAATATGATGCAGTTCCCGCAGCGCAAAGACTATCCGC
+CTGATGATTGGTTTAGTGTAACTTCATTAGCATTTAATGCTGCTAGTGATTACCTCCCGT
+ATATCGAGTTTTCTTACATGAAAGCTACGAAAGAATGGGTTGTTGCTAATTATCGTCCGA
+TCGTTGAACGTGTTGACGCAACTAACAGATCGCGTACTGGTGTTATTGCTCTGGCTGCAC
+AGGCAGAAGTAAACAAAAACTTGGAAGACAACCCGAACGACGAAACTGCTATTACTCCGA
+TGACGTTAGCAAATAAAACTGCTACAGAAACCCGTCGTGGTATTGCACGGTTAGCAACAA
+CTGCTGAGGTTAACAAACTTTCAACCGATACCTATCTGGATGATGTGATTGTTACCCCTA
+AGAAGCTGAACGAAAGAACAGCAACTGAAACCCGTCGTGGACTGGCAGAAATCGCAACTC
+AGGCAGAAACCAACGGAAGCACCGATGATATTACTATTGTAACCCCGAAAAAGTTGCATA
+ACCGTATTGCATCGCCGACCTTGACTGGTATCCTTGCCCTTGTTGCTACTGGTGGTGATC
+CTAACACCAACACGGATCGTTCTCAGGCTGGTACTGGGGTTTATGACCATTCAGATTATC
+AGAAAGCGGTAACGCCTAAAACTCTTCGTGAGTATAAAGCGACTCAGTTACAATCTGGTG
+TTGTATGGCTGGCTTCTGAAACCGAAGTTATTAACGGTACTGTTGCAAGTTCAAACGTTC
+CGACCGTTGTTACTCCGGAAATGCTGCACAAGAAAACCTCTACTGATGGTCGTATTGGTT
+TGATCGAGATTGCTACCCAGACAGAAACCAACGCAGGGACTGATTACACGCGAGCGGTAA
+CGCCTAAAACGCTTAATGATCGTGCTGCAACGGAAACGCTGACAGGTATCATTGCAATTG
+CAACCACTGCCGAAGTATCAGCAGGTACTGTAACGAATAAAGCGATCGTACCGTCTAAAC
+TGAAAGGTTATCTGGACGATACAAGCCATATTACTGTTGCTACTGCTGATGGGTTAACTC
+AATCTGGTACTATTTGGACTACGGTTAACATCGGTATTCAATCAGCAACTGAAACTCAAC
+GTGGTACTTTACGCGTTGCTACGCAGTCTGAGACGAACGCAGGGACATTAGATACAGTAT
+TTGTCACCCCTAAGAAGTTACACGCTAAGAAAGCGACTGAGAGCGCAGAAGGTATCATTC
+AGGTGGCTACGGCTGCTGAAACTACCGCTGGCACCGTTGCAAACAAGGCTGTTTCTCCTA
+AGAACTTGAAAAATACAATTCAGGTTGATACTTCATGGCAAGCTACCGATCTGGTACGTG
+GTACTGTGAAGCTGTCTAAGGGGCTTGGTACTTGGTCTGGTAATGATGTGGCTGGTTCTA
+CTCTTCCGGATGATGGTTATGCCGCTGTAGGTGTTGCTGTTTCTCCGTATGAACTGAACT
+TAACACTGAAACACTATCTACCGATCGGTGCTAAAGCGGTTGATGCTGATAAGCTGGATA
+ATCTGGATTCTTCCCAGTTCATTCGTCGTGATATTGATCAGACGGTTAACGGGGCATTGA
+CTCTAACGAAAGAAACCACTGTACAGGCTAACATTAACTCAACCGCCGACGCGAGTTTCC
+GGGTAATGAATGTTAGTGGAGATCTGAACGTTGGTGATGGCTCATCGATGGGTAAACTTC
+GTTTGAATGGCGGTTCATCTAACGACTGGTCAATTCAAGCAAGTTCATCCTCTGGGCGTA
+TTGCAATGATCTCAACGGGTAACACTGGCACAGTTCATCTTTCTGTGTATAATGATACTC
+GCGGCGTTGTAGCTAACGTTAAATTCCAGGCTCCTGAAATTCAGGCGATTGGCAAAGTGA
+CTCTGGGTAATGATACAGTGATCACGGCTGCTGGTTCTGTTCTCTCTATGGGTACGAACA
+ACAAGACAACTAAGATCCTAACTTCGGACGCTGGTAACATTTTGGCAGAAGAATCAGGGA
+ACTCTTATAAAGTCTTTACTGAGAAGAACGCGCAAACCTTGCTGAATCCTACGTATGTAC
+GTAAAGCAGGTGATACGATGTCTGGGCGCTTGACGGTAAGCAACAGTTCAATTATCATTG
+CAGGTCAAGCGGCTTGGTCAACGCTGGATGCAGTAACAGAAGCATCCAGGGGCAACTGGA
+CGGCTGAGATCACAGCATCGGCACAGTACAACTTGCTTCCTGGTTATGCGGTTCCGGTTC
+TTGAACCAGATCCTATTAATCCAGAAATCATGATTGTGACCCGTTATACCTATGTTAAAG
+CACCGGGTACTTTAACGCAGTTTGGTAACGGAACTGCATTCACTTATCAGATTTGGGCAC
+CTCGTCCGACCTCTGGTACTGGTGTTAATGCGCTGGCGCAATCCTTCTGGATCCGTCAAA
+TGAACCCGATCACGGGTAAATTTGATGAGTGGGGCCGCATGTATACCAGCAACAACCCGC
+CTACTGCTGGTGAGATTGGTGCAACGTCTGCTGTTGGTACTACGGTTAAAAACATGACTG
+TTACCGATTGGATCAAAGTTGGTAATGTTAAGATTTACCCAGATCCGGTTACTCAGACAG
+TTAAATTTGAGTGGGTGGCATAATGTCAAACTTAATGGCGGGGTTCGGCCCCGATTTTGT
+AGAAACGCAAATTCTATCGGAAACAAACAGCGTAACTTACAGAATAACCGCAAAGGCAAC
+ACATCCCAATGCGGTTCCTAATCAGTATGAGTTTACACTAAATCAAAAGGCGGTAGGGAC
+ACCGCCTAGTGTTGGGATCAACGTATGGAGAATTAACAATGCTGTAGTTGATCCAATTAA
+AACCTTCACATTATCGAATGATAATTCAGCAACTGCAAACAAAGCGTTTGTTGAATATAT
+GGATGCTCAACCTTCTGGGCTGTATTTGATAATGACTAACGGTGAATACAAAACAAGCCA
+AATCGTTGATGATTGGTTTGCTAAAAACAGATCCGTTATGTGGCAAGGCGCTGATTTCGC
+TCAGAGATTCCCAAATTCTGCATATGTTGCATTGTATGGGGCTTCAAAATCTCGTATACT
+GATTGAATCGTTTTACGCGAACGATGGAGTTTTAAAAGAAGATTCACGCGCATCAATCGA
+TCTTGTCTATAATAACGTTGGTGATGTTGGGCGAACTGGTGTACCTTTCCGATCTGTTGA
+AGATACGGAAGAATACAATTCAACCAATGGGTCTGAATATAAAGTATATCCTGTTGCAAA
+CCCAGTGATCTCTAAACTGGCTGATTATGGTATGGCTCCTGGATTAGCTATGATGATTGC
+TGGTGATTTTTACGCCAGCAAAGCATTATTGGATGCTGGATCAACAACAAGGGTTACTGT
+TCGATGGTTTACGGGTACTGCTCAAACTTCATCATCGGTGATTGAAGTTCCTGCAAATAA
+ACCTGATGAGTGGTTACGATTTGAACAGTTCTATACGATCCCTAGTGGTTGTGATGGATT
+TAACGTTGCTGTATCTCGTTATCCTAAACCCGCTACGGATAGTTTATCTGCGATCCGTAA
+CTTTGTGATGGTTCAGGTATCTGCTGCCGAAGCTGATCAAAACTTTGCTGCACAGTTTGG
+GGTTAACGGTATCAGAATGAACAACATGATCGATGGTGGAACACCGTATATATTTGAATT
+GCCGAATACTAAGGTTTATCCTGGTGGCGATTATTCTGCTTCCGAATTCCGTGAAGTTGA
+TGCATAAACAAAGGCCCGGATCATCGGGCCTTATAAATATGTAAAAAGGGGTTATTATGG
+CAGATTTAAAAGCTGGTTCTACAGTCGGGGGTTTACCTATTTGGCACTCCGGCACATTTC
+CGCTGGTTCCGGTTGGTAATACTCTAACCTATCGCGGATATAAGGTTTATACTGAAAACG
+ATAAACCGCAAGCATCAAATAACGACTTCGTTTCTAAAGCAAGCGGTGGTCAATATTTGG
+GTGTAGTTGCCTTTAAACAGGGGCTACAAATTAAAGCTACTTTCACAGGCGGAAGTGACC
+AGAACGGTTTATATTCTGGTGATGGTGATGGCGCGACATTATCAAAAGCCAACATTGATC
+TTGTATCATGGTATGGTATTGGTATTCGTTCATCTTCCGGTACTAATGGTCGCGTATTAG
+TCATCAACGCTCGAAATGGTGATTTAAACACTCAGGGTAATATTACGGTTGAAAAGCAAA
+TCAGTATTACAACCGCTAACCCTACTGACGCAAGTCATGCAACACGAAAAAGTTATGTTG
+ATGGACAGATAAATAATGTCACAACAAATGCTAATAGCAGGGTATTACGCGCTGGCGATA
+CAATGACAGGGCTGTTAACTGCCCCGCAATTCGCGAGCACAGGCGCGGCTTCCCGTCCCG
+AACACGTACCACGGCTCGACCAGGTAATTACTAAAGGGACTATCATAGATTTTGGATCTT
+ATTAAGGTGAAACATGGCTGATTTAGAAAAAATTCAATTCCTACGTAGCACAGTTGCGGG
+GAAAACACCTACTACAAGTCAGCTTGCAGATGGTGAACTGGCGATCAACATGGCTGATTA
+TGCCATTTACACGAAAAATGGTTCTTCGATCGTTCAGTTAGCGGGTAAAGGTATCCCAGA
+AACAAATACCAAAAAATTAACAGTTGATGGGCCTAGTGCTCTTAATGATACCGTTACCGT
+AGCGGAAGGTAAAACTATTACTTTCACCAACGAGAATTTAAGTGGTGAAATAACTCGTCA
+TATCGTCGGTAAATGTGCCAGCAATGATGGATGGTACATCGGCTCCGGTGGTACAAGCAA
+TAACGGCATTCTTGAAATCGGTACTATTGACGATGGTACTGAAACAATCCAGTTTGTACA
+ACGCGGTGCAGGTAACGTAGAAGCCAGAAAATTAGTCTTACTTGATAGCTCTGGTAATAC
+TACTCTTCCTGGGGATTTAAGATTATCCACTAATAAAACCGTTAAAATTAGTAATGGAAG
+CACTCTTACGTTAGAAATGGGCGTAGGTGCTAATGATGTATACATTAAAAACCTGAGAGG
+TGCAGGGGTTCTTCAATTAACTAATGATAGTAACCTGACGTTCAGAAATTCCCAGGTTTA
+TTATGCTATGAGTGGAAGAGGCCCTGGTAAAGATGGTACTCTTCTGACTAATGTAGAAAA
+CGAGCGCCAACTTAAGCAAGATAATTTCCCTATATCTACAGGCACCGAAGCTCGGTGGAC
+TAAAGTTGCTCTTTTAAAAGATCCTGGATCAAACCAGAGTCGCCTGCAACTGATGGTGAC
+TAACGGCGGTAACTATGGTTCTACGCGTGGATCTATCGACTTTATCGATTGTAGCGCTAG
+AAACTTTCCATCCACTTTAACAAGCGCTAATATTCGTAATCATCTACAGGTTCGTCGAAT
+CGGTGATCCTGGAATTGATAACACTAACCAAATGCGTTATAGTCTGGTTCGTACCTCTGA
+GGGTTTAGAACTGTGGTTTACTCAACGCGCATTCATTAGTAGTGTTAAAGTTGCTCTGCT
+GTCTATTGCTGGTGATACTGAGTATTATCTGCCTACTGGTTACACAACTTCTGCAACTGC
+TCCGGAAGGTTTAGTTGAGAGTGTGGCTATTCGTATCTATGACGAAATTAATAAACCTAA
+CCTTGACAATGGTACTGATGGTATTCTGTCTATTGCTAAAGGTGGTACAGGCGCAAGTAC
+AGCGGATGCTGCTCGTACAAACTTAGGGTTGGGTACTGCTGCAACCCGCGATGTCGGCGA
+AGGTGCTGGTAATGTTTTAGAAAATGGCGCTTATGGCTTAGGCGGTAATGGTGGTAAATC
+CATCAACGACATTATCTCTAATGCGGATATGTTGACCCGCTTAAAATCATACGGCGGTAC
+TTTCTGGCGTGGTGTTGCTAAATCTGGTGTTAGCGTTCAAAATGGTCTTTATAGTCATGG
+CTCTGGTATTTTTATGAATGCTGGTGATACCATGTCAGCCATTAATATCGACTATGCTAG
+TGCTAAAGTTCGTGTATACGCGGCTAACAACGCGGCTCTTGCCGCAGGAGATGTCAAATA
+CAACGAACTTTACGGTACAGCAAATAAACCGTCTAAGGCCGACGTAGGGCTTGGTAATCT
+GACAAACGACATTCAGGTTAAAAAAGCTGGCGACACCATGACTGGTGATTTAGCTGCACC
+TAACCTCCATGCTTCTGGGCCGGGAACCGCATCGGTGTATGTTAATGCAGGAAGCGGAAA
+TGCTCATGTATGGTTTAGAACAAACGCCAATGAACGCGGTGTAATTTGGGCAACTCCAAA
+TACTACGGACTTAGGACAAATTAACATTCGTGCAAAAACTACTGAAGGTGTTTCTGCTGG
+TGATTTTAGCTTCCGTTCTGATGGCCGCCTTGATGTTCCTGTAGCAGTTAAAGTTGGTGG
+AGCAGCAATACTAACCAAAGACGGGAATATTACCTCTGGCTCGATGTTTGGTGGCAACCT
+TAATAACTATCTGAACACCATTAAAAATGATATCACTGCTGGCGATAATAAGCAAGTAAG
+CAAGACTGGCGACACCATGACCGGTAACTTGACTATTAACGCTAACTTAAAAGTTGAAAA
+TCCTAGTGGGACGTTTGTTGATTTAGGTTCAGAGAACTCGGACAAGTACAGTAGATTAAC
+CCTTGCTCGTAAAGTTGGTAGCGGTGCTACCGTAGCAATGCTTAAAATTACTCCTGAAGG
+ATACGTGCAATTTGGTTATCAAACTGCGGTTTCTAATCCAGCTCCTAGTAAATATATTCT
+AGTTAAATCTAGCGGCCTTGAGGTAGAAGGGGACTTGGTTTTTAACCAGACATATCGTGG
+TGCTGAAGACGCAGTTGATATTACTGATAAGACTAATGACCTTAACAACATGGTTATTAA
+AGGCAGTGATTTAGGTACTCGTCTATTATACAAGTGTACTTCTACTGGTGGTGGTTCTAA
+TATATCGAACAAACCTACCTCTGACGGCAACTTTGTTCTTGAAGTTCTATCTTTGCGTAA
+AATTTCTGATACCGATTGGACATGTAAGCAGACCTTTACTACAAAGAACGGTGATGTTGA
+AGGCACATATGTTCGATACTGCCAAAACGGTACATGGTCTGCATGGAAAGAGGTTGTTGC
+TGGTGTTCAACCAATTAATTTAGGTGGTACTGGAGCAACTTCTGTAGCTGCTGCTCGTAA
+TAACCTCGGTGTTGGTGAAGGACAGAGCGTTAAGTTCGGCGGATTAGTTGTTGATGGAAA
+CATCAACGTTGCTTCTGGTAATTTTGTTATTGCAGGCCAAGCTCCTACTGATAACTCGCA
+TCTGACCAACAAGAAATATGTTGATGATAAGGTTGCTTCTGCTATTAGTAATGCTGGCGA
+CACGTATCTTCCGTTAGCAGGTGGTACTGTAACTGGGCGGTTAACAATTACAGGCGATCA
+GTTAAAGACTACATCGCTCTGGGTTACTGGAGATGCTGCTGTTAACGGTGTTTTAACTGT
+TGATGGAAGGGCTAGATTTAATCAAGAGTTCATTGTATCAACTTCGGTTAACGTCCAGAA
+CACTGGTAACAGTCATTTGGTCTTCCGTAAAGCTGATGGTACAGAAAAAGGACTTATTTG
+GGCTGATGACCCTGGTAACGTTAGTATAAGAGCAGGTGGTGGAAGTGGCCCTACTTGGAA
+CTTTTGGGAATCAGGATCTTGTCAATTCCCAGGTGCTATTAGTAACTTTAATGGTGTTAA
+TAGTACTACTAATTACCCTGGCGGCGGTATTGGCGCGTATTTAAATACAGCGGGCCTAAC
+AAGTAGATTTAGTAATGGTGCTTATGTTTCCTTATACTTCCAAGAATATGTAGGAAGCTA
+TCACCAAGCTATTCTTAATGTTAACGGCTATGGGCAAGATAACAGCTTTTATTTCCGGGC
+TGGTGGTGATTTCATATGTACCCGTAATGGTTCATTCGATAACGTCGAGATTCGTTCTGA
+CCGTAGAGCCAAATCGGATATCAAAGTTATTGAAAATGCTTTGGAAAAAGTAGAAAAACT
+AACCGGTAATACTTATGAGCTTCACAACACATCCGGTGGTACTACTCGTTCTGCGGGTTT
+AATCGCGCAGGAAGTTCAAGAAGTTCTTCCGGAAGCAGTTACTCAGGATATTGAAGCAGA
+CGGGGGTTTATTGCGTCTGAATTACAACTCAGTAATTGCACTTCTCGTTGAATCTGTTAA
+AGAGCTTTCTGCTGAGGTTAAAGAGCTTAAATCTCAACTGAAATAATGTAAGGGGCTTCG
+GCCCCTTTTAGGAGAAATAACTATGGCAGTAACAGGGCCGTGGGTCGGAAGTTCGGCAAA
+GGCTGAAACTGGCGAAGCATGGATGGTGCAAGCTGGGGCCAAATTAAGAATAGGGACACC
+GTTTTGGATGTCTAATATGATTGGACAAAGCGTATTCCATTTAATTTTCAGAATTAACTA
+TGCACAAGGTTCTTCTGGCGATCCATCTAGATATAGAGGATTCTTTAAAAGAGGGTTATC
+AGTAAATATAGGAGACTCAGCAAACCAGCCAACATTAAATGCATTTCCTGGTGGTGAAGT
+AGGGTCTTTAGTAGCCATTACAAATATTAAAGGGGATCCTTATTGTTTGTCTATTTTAAA
+TGGGGCTGATCGACGAGTTAAAGTGTCTATATTTAATGCATCTGGCGGAGACCAGTATGA
+TGTTTATTTCAGTAGAACTACTATGAGTGACGGTTGGAGAAGATATAGATGCGAAAACGC
+TGGTGGCCTCAATGGGTATTTTGAAGCTAGAATGGATAATCAGTTCGGTGCTTTATTAGA
+ATATGTTTGATAGATAAACCAACAAACTCACCTCATACTATTAAATATATTAAAAGGCTA
+CCATATAGGTAGCCTTTTTGTTGCATCCTAAATATACCTATAGTAACCTAAGAAGAGTCT
+TATAAAATGGCTGAGAGAAATCCCGTAGATAAACTAGCCTTATTTGATCGGGTAATATCG
+TTTGTGATGGGTGTGAAAACATGGAAACAATTGCTGATAAAAATAATTCTAATAATGGTT
+ATGTTTCTTATGGTAGTAACTTGGTACAAATGGACTGATATATTCCCGATGATAAAAGGT
+GCCCTTGTAGTCGATACAAGGGCTATCGAAATGGAAAGAACAGAAAAGTTTAATCAATCC
+GCGTTGGAACAGTTGAGCATAGTTCATCTTACTTCCAACGCGGATTTTTCGGCGGTACTG
+GCATTCAGACCAAAGAACATAAACTATTTTGTTGACATTGTAGAATATCAGGGAAAATTA
+CCATCCCAAATCGATCCTAAAAACCTCGGTGGTTATCCGATCGATAAAACATCCGAAGAA
+TACACGAATCATATAAATGGCTTGTACTATTCATCAACTACAGCAAGTTCCTACCTACCG
+ACACGTGATTTTGTGCCAGTAGCTTATACTTTTAGTTGCCCTTATTTCAATCTTGATAAC
+TACTATTCTGGATCGGTTTTGATGGAATGGTATGCAAAGCGGCCTGATATACCAGATATG
+AAGATAAACATCATATGTGGACAGGCCGCGCGCATTTTAGGTCGAGCGAGGTGATTAACG
+TAATGCTGGTGTTAAATTGTGTGATCTTCCAATAGCCCGTTTGATTGCTTTAAAGAAGTT
+CATCACCGGGCTATTTTTCTCGTAAATATCCCAAACTTTCAATTTGTCCCACGGATCCGG
+AACATAATCTTCATTCCTTGCCGAAACCCCCAACGTAACCCTCCTGTATCCAGCGCTGTC
+GTGATAATACACGAAGAATGGCCTACCTATTGGCGCAACCTTACAACCTCTCTTAGCGGC
+TCTCATAGCCTCATCGAACGTCATGGATTCCCCCAAAAATTTCTATGCATGAATGGTCGA
+ATTCCGATAGTTTCACTCAAAATGAATATCGGATGATCTAGCTCATCGTGGTTTTCTTCG
+TCAATGACGATATCCCAATCAGTAGCCTTTTGTTCTTCTACCGTGGCAATGAATACCTGG
+TTTACTTCACACTTGCGGTGTGTACGTCTGATGATTGTATCCCCCTCACGAAACACAATC
+ATATCAGGATTGGTAGTGCGGTACGCGGTTTTACCCGCGCACACTTCATTAAGCATATCT
+TCGTATGTCATTATAAAACCTTTACACGTTGAACGATGGTTTGTTTAACGTCTTTGTATT
+CTCCGTGCTCTTTAACGGTTGCTTTGAAAGTGATTTCATCACCTTCGTTTGCAATGTTAT
+TACCGAAGTAAACAACAACATTACCATCAACATTAATTTTGGTCATGAATCTTTCTACAG
+AAGTGTAGTAAGAAACTTGAGTATATCCCAGTGAAATCACTTTCTCAACGGTTCCGGTCA
+TTTCCAGACGTTGTTTGATTTCACCGATGTGGTTAGCTTTAGAAATGCGTTCCTGGCGCT
+CTTGTTCCCACTGTTCGCGGATTTCTTCGCGTTTGGCGATATAATCCTTTTCCAGTGCAA
+CACCCATGCAGTAAGCGCACACAGCATCGAATACAGGGCTGTTTTTGTTGTCTTCTTTAG
+ACTGGTCAGCCCACCAAAGAACAGTAAACATTGGCATTTCTGCAATTACTTCGCCTTTAC
+GCTTGCCAATCGGCATGATCCCTTTTTCCAGCAGTTCCAGTTTTTCAGTATCGAACACTG
+ACAGTTTACCGCGACGTTCGAACAGATCGAAATCTGCAAAGCCCTGGAATATCATTTTGA
+AAGTATCAGTTTCAGTTAAACGGGCTGAAACACGGTCGAAATACTCACGCGCTTTCGCTT
+CCGCTTTCTCCGGATCGGTAGATAAGTTGCAGATATAGTTATCAGAAGTATAACCGCCGC
+CTCTACGCTCAACACGCAAGGTATACATTGCATTTTTACGACCAGAAGAAATGAAGTAAG
+TGGTAGTAACTACGGTTGCGTTAGTCATGGTATTTCTCCTTAAAGGGTATCTCGTTTCGA
+TATGGCTAATATAGCAAAAGCCCCTGACCGAAGTCAAGGGCTTTTTCATCATTCATTCGA
+ATCTTTCATTGTTTTATGAAGATGAATATCAAAAATTTTCCAGTACGCCTTTCCGCGAGG
+ATAAATTTTTGCTTTGTCAATATCGTTGTTGCTTCCCCATGTGTTGTTTGGGCCACGACA
+TCGATTTTTTATATAATCTGTATGCCAGAATAAGCGCTGAACCGATGATTCCGTACCTAA
+TGGATCTTCTTTACTGAACAGAATTTGTATACTCATAAGAAGAACCCAGTGCGAACAATC
+AGATCGATTTTCTTTTCTGGTTCAAACGGTGATTTGCTATCGATGTTACACTGATAGAAC
+ATACCAACATACTTTTCAGGAATGTTGGATTCACGCGCCCATTTCAGGTTATCATCGGTA
+TTCGGCCCCAGCATGAGGTTAACAACATCAACAGCATAATCCTGTTCTTTGGTGTTGCCG
+GAACCGTTTACATAATGCCCGTGGGCGGTTTTGAGGATCTCAATTACTTCGCTATCGTCA
+GTTTCGACTTTGTAAAGCGTTGTATTTTCAGGAATTTCTTCAAGAATGATCAAAGCGGTT
+TTCATCACACTTACCTTTGTGTTTCTGTTTACGTTTTGCTTCTTTAAATGCTCGCTTGCG
+ATCGCGGTGAGTAGAAGCGCGGTTGAAATCATGTTTCGCTACCAAATTATTCATATAAGC
+CCCTTAAAGAAAAATATTTAGGGGCTTTCGCCCCTGTATTAATCCAGCAATTTGCGGATC
+TTGTCTGCGATACGTCCGGCGCGGGTTGCACTTGCAGTATGATCGCTTTCTTTTGAAGCC
+AGTTCCGCCAGCTTACGCTGATGTTCTTCTTCTGCTGCTTGACGATCTGCTGCAACCTGT
+GCAACCTGCTCATTATCGTGAGCAATACGCGCTTCCAGTTCAGACAGGGTTTTGTCGAAA
+GTTGCTACGATTTCATCTACAGAACGAATTTTATTAAACAGTTTCATAATTTATCTCAAT
+TGGTTAGTTTTAATCAGTATACATCAATATGGTTGAAATTCAAAATCATAAATGTCATTC
+AGTGCGCGGTTCCACTCGGTGTAGTTTTCACCAGCACCATAACGCATTTGAATAGCACTT
+TCGAACGTTGATCCGTTGAGGTTCGGGAAACCGAACAGGTTTTTGATTTTGTCATGTGCT
+ACATAATACAGAGAAGCACTTTCCAGCATCGCAACCATCGCAGACGGTTCGTGTTCGCGG
+CGCTTGATACGTAACAGAGTACGACTAGCACCAGTTTTACGGCGTTGATTTGGTGCTACG
+TAGAAACGGAATACTACGCGCCCTGTTTTATCATCAACTACCAGGTAAAACCCGTTTTCT
+TTCAGATCCACGCCTTCGAATTTCTTGAAGGTTCCGCGTTTCATGTCACCAATTTTAATT
+GCATATTTGTGAATGTCAAGTCTTGTCAGAATTCTTTTCATATTTTTTAGATACCAGTTT
+GCCTAATTTTGTAATTTCGCCTGTTTTTACGTTAACAAACAAGGCGATGCTCAGAAATGG
+GATGCTAATCACTACGCTGATCAATGTAAACAGAAAACGTATCACAAAAAGAACAGCACG
+TTCAAGATATCGTTGCATCCACGCGATTCCTAAACAACTATACCCTACTATAAAGGTGGT
+TGCAACATAAAATGCACCAAATCCTTTACGAAATACGTAACCTTTCCCGGATTCTATCCG
+GTCGTCGGCCCACATTTCACGGGCAGTTTTCAGAATAGATTCACCACTAGCGCGAGTTTC
+GTTAGCCGAAGGCATGTTTTTAAATTTCATGATAGTCTCCTATGCGCCCAGAACTCTCCA
+GGCGCGGTTGTTTAG
diff -r 3aac15f277c5 -r 843ea2c82e9a test-data/ConvGlim_In.out
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/ConvGlim_In.out	Mon Jun 05 02:40:30 2023 +0000
@@ -0,0 +1,259 @@
+>Miro
+orf00001      900        1  -1     9.03
+orf00002     3161      900  -3     8.16
+orf00003     3408     3172  -1     2.33
+orf00004     4020     3412  -1     6.61
+orf00005     5324     4038  -3     7.54
+orf00007     7222     5324  -2     8.91
+orf00009     7403     7290  -3    11.40
+orf00010     7894     7454  -2     6.54
+orf00011     8384     7917  -3     8.53
+orf00012     8733     8488  -1     3.78
+orf00013     9359     8763  -3     5.35
+orf00015     9728     9399  -3    10.83
+orf00016    10012     9788  -2    10.71
+orf00017    10349    10086  -3    12.41
+orf00018    10707    10438  -1     7.65
+orf00020    10961    10737  -3     2.85
+orf00021    11441    11178  -3    10.54
+orf00022    11701    11456  -2     2.48
+orf00023    12117    11728  -1     9.11
+orf00025    12707    12399  -3     6.00
+orf00026    14003    12732  -3    11.58
+orf00027    14347    14057  -2     3.72
+orf00028    15065    14529  -3    13.22
+orf00029    16098    15073  -1     7.69
+orf00030    16362    16102  -1     2.28
+orf00031    16564    16418  -2     4.66
+orf00032    17121    16633  -1    10.98
+orf00033    17813    17127  -3     3.24
+orf00034    18201    17839  -1     5.40
+orf00035    18464    18228  -3     5.21
+orf00037    18810    18556  -1    12.10
+orf00039    19014    18889  -1     5.45
+orf00040    20638    19202  -2    11.95
+orf00042    20968    20648  -2     9.61
+orf00044    22163    21006  -3    12.67
+orf00045    24937    22238  -2    10.44
+orf00046    25298    24984  -3     4.08
+orf00047    25597    25310  -2     3.41
+orf00048    26028    25666  -1     8.33
+orf00049    26595    26032  -1     9.85
+orf00050    27596    26598  -3    10.29
+orf00051    28320    27655  -1    13.49
+orf00052    28616    28347  -3     9.40
+orf00053    29643    28672  -1    15.00
+orf00055    30270    29659  -1     4.93
+orf00056    30560    30315  -3     8.17
+orf00057    30827    30564  -3    14.14
+orf00058    31754    30837  -3    10.56
+orf00059    32076    32603  +3     9.83
+orf00060    32693    32815  +2     5.52
+orf00061    32841    33134  +3     5.04
+orf00062    33186    34217  +3     9.85
+orf00063    34267    34491  +1     1.56
+orf00064    34514    36172  +2     8.89
+orf00065    36172    36363  +1     4.57
+orf00066    36437    38146  +2    12.99
+orf00067    38230    38496  +1     2.01
+orf00068    38595    38723  +3     8.05
+orf00069    38795    38977  +2     9.33
+orf00070    38992    39552  +1    10.38
+orf00071    39554    40429  +2    10.15
+orf00072    40469    42721  +2    13.23
+orf00073    42758    43933  +2     8.98
+orf00075    44229    44594  +3     6.09
+orf00076    44623    45732  +1     7.78
+orf00077    45939    46265  +3     3.96
+orf00078    46357    46569  +1     7.30
+orf00079    46662    46883  +3     1.89
+orf00080    46919    47035  +2     4.09
+orf00081    47044    47916  +1     7.65
+orf00082    47969    48256  +2     6.67
+orf00083    48280    48504  +1    12.14
+orf00086    48720    49277  +3     6.24
+orf00087    49281    49634  +3    13.23
+orf00088    49645    49896  +1     8.41
+orf00089    50212    50493  +1     5.34
+orf00090    50503    50922  +1     8.63
+orf00092    50958    51530  +3     7.72
+orf00093    51541    51903  +1    10.81
+orf00094    51903    52172  +3     6.98
+orf00095    52298    52591  +2    10.52
+orf00096    52615    52833  +1     2.29
+orf00098    52985    53137  +2     9.37
+orf00100    53221    53661  +1     6.06
+orf00101    53685    53921  +3     6.18
+orf00102    53923    54144  +1     3.66
+orf00103    54225    54755  +3    10.26
+orf00104    54826    56265  +1    11.52
+orf00105    56342    56911  +2    12.15
+orf00107    57009    57203  +3     7.65
+orf00108    57206    57382  +2     7.01
+orf00110    57624    57914  +3     9.59
+orf00111    57925    58236  +1     5.34
+orf00113    59706    58597  -1     7.23
+orf00114    59749    60351  +1     9.61
+orf00115    60354    62126  +3    12.46
+orf00116    62137    63210  +1    10.82
+orf00117    63217    64083  +1     9.84
+orf00118    64112    64855  +2    10.31
+orf00119    65089    65406  +1     7.18
+orf00120    65407    65799  +1     6.70
+orf00121    66289    65834  -2     8.06
+orf00122    66521    66297  -3     8.51
+orf00123    66879    66523  -1     4.66
+orf00124    67163    66879  -3     7.34
+orf00126    67649    67179  -3    11.39
+orf00127    68451    67801  -1    10.72
+orf00129    70706    68490  -3    12.35
+orf00130    71034    70714  -1     3.87
+orf00131    71549    71034  -3     9.65
+orf00132    71861    71577  -3     9.13
+orf00133    72028    71861  -2     0.68
+orf00134    72346    72068  -2    10.79
+orf00135    73280    72390  -3     5.99
+orf00136    73570    73313  -2     7.40
+orf00137    73800    73570  -1     4.66
+orf00138    74819    73812  -3    11.95
+orf00140    75196    74819  -2    10.84
+orf00142    76022    75417  -3    10.73
+orf00143    76225    76025  -2     6.91
+orf00144    76488    76294  -1     9.45
+orf00145    77723    76662  -3     8.89
+orf00146    78826    77900  -2    10.96
+orf00147    79308    78886  -1     4.79
+orf00149    80060    79668  -3    10.70
+orf00150    80655    80077  -1     6.79
+orf00151    80809    80678  -2     2.76
+orf00152    80975    80868  -3     7.86
+orf00153    81363    81076  -1     6.64
+orf00154    81839    81366  -3    11.56
+orf00155    82091    81924  -3     2.45
+orf00157    82469    82146  -3     4.85
+orf00158    83048    82479  -3     8.40
+orf00159    83212    83066  -2     9.96
+orf00160    83618    83223  -3     8.64
+orf00162    84327    83686  -1     8.87
+orf00163    84946    84392  -2     5.58
+orf00164    86539    85193  -2     9.66
+orf00165    87073    86549  -2     2.90
+orf00166    87531    87073  -1     1.11
+orf00167    87958    87563  -2    12.65
+orf00168    88427    88026  -3    11.96
+orf00169    88805    88482  -3     4.50
+orf00170    89108    88845  -3    10.14
+orf00171    89438    89178  -3     5.26
+orf00172    89871    89440  -1     8.22
+orf00173    90034    89882  -2     4.07
+orf00174    90375    90052  -1     7.07
+orf00175    90706    90380  -2     3.57
+orf00176    90950    90744  -3     5.45
+orf00177    92197    91043  -2     7.41
+orf00178    92210    92938  +2     2.93
+orf00181    93452    93252  -3     8.40
+orf00183    93843    93592  -1    10.52
+orf00184    94193    93915  -3    12.53
+orf00185    94533    94276  -1     0.52
+orf00186    95108    94533  -3     9.31
+orf00187    95514    95116  -1     9.29
+orf00189    95889    95689  -1     9.04
+orf00190    96760    95966  -2     8.81
+orf00192    97404    96877  -1     4.63
+orf00193    97727    97404  -3     6.99
+orf00194    98013    97756  -1     4.97
+orf00195    98398    98015  -2     9.84
+orf00196    98816    98409  -3     7.35
+orf00197    98987    98817  -3    12.25
+orf00198    99292    99059  -2     8.24
+orf00199    99572    99303  -3     7.18
+orf00200    99928    99593  -2    11.12
+orf00201   100067    99939  -3     1.66
+orf00202   100309   100169  -2     1.85
+orf00204   100896   100375  -1     3.55
+orf00205   101545   100922  -2     8.90
+orf00206   101869   101597  -2    10.05
+orf00207   102567   101872  -1     8.24
+orf00208   103097   102567  -3     7.10
+orf00210   103446   104255  +3    11.77
+orf00211   104304   104819  +3     2.67
+orf00212   105693   104839  -1     8.49
+orf00213   106176   105709  -1     6.32
+orf00214   106227   106781  +3     8.96
+orf00215   106820   108547  +2    12.05
+orf00216   108552   110618  +3     9.07
+orf00217   110650   112575  +1    10.62
+orf00218   112656   115742  +3     9.94
+orf00219   115743   116735  +3     6.50
+orf00220   116745   117608  +3    10.54
+orf00221   117710   119422  +2    13.92
+orf00222   119422   120090  +1    11.52
+orf00223   120100   121485  +1    10.64
+orf00224   121496   123247  +2    13.64
+orf00225   123286   124212  +1    11.65
+orf00226   124222   124968  +1    11.32
+orf00228   125117   125872  +2     8.26
+orf00229   125872   126369  +1    12.43
+orf00230   126381   128186  +3     4.39
+orf00231   128206   130197  +1    10.39
+orf00232   130246   130731  +1    11.81
+orf00233   130787   132361  +2    11.27
+orf00234   132361   132603  +1    14.40
+orf00235   132612   133016  +3     8.20
+orf00237   133019   133666  +2    10.48
+orf00238   133699   134487  +1    14.45
+orf00239   134507   136075  +2    16.79
+orf00241   136168   136806  +1     2.92
+orf00242   136839   138128  +3    11.97
+orf00243   138433   138852  +1    11.57
+orf00244   138852   139028  +3     7.61
+orf00245   139536   139303  -1     7.73
+orf00246   141044   139545  -3     5.03
+orf00247   141115   141738  +1    12.04
+orf00248   141831   142142  +3     8.21
+orf00249   142182   142751  +3     5.11
+orf00250   142780   143313  +1    13.11
+orf00251   143324   143599  +2     8.94
+orf00252   143613   144131  +3     5.20
+orf00253   144627   144163  -1    10.43
+orf00254   145516   144677  -2     9.89
+orf00255   145631   146506  +2    10.48
+orf00256   146539   146856  +1     3.43
+orf00257   146910   147029  +3     4.35
+orf00258   147041   147352  +2     5.34
+orf00259   147354   147710  +3    12.94
+orf00260   147710   148234  +2    11.54
+orf00261   148238   149257  +2    13.08
+orf00262   149352   149828  +3     6.02
+orf00263   149897   150346  +2     9.80
+orf00264   150424   150684  +1    11.24
+orf00266   150694   151143  +1     3.86
+orf00267   151171   152604  +1     9.12
+orf00268   152630   152893  +2     3.24
+orf00269   152905   153741  +1     9.17
+orf00270   153750   154019  +3     4.63
+orf00271   154052   154534  +2     7.42
+orf00273   154854   156977  +3     8.76
+orf00274   157045   157287  +1     7.59
+orf00275   157287   157781  +3     9.71
+orf00276   157781   157987  +2     4.81
+orf00277   158008   158259  +1     5.46
+orf00278   158320   158511  +1     7.99
+orf00279   158652   159179  +3     3.87
+orf00280   159200   159667  +2     8.79
+orf00281   159737   160702  +2     9.94
+orf00282   160745   161413  +2     8.59
+orf00284   161651   161950  +2    10.21
+orf00285   162030   165803  +3     8.87
+orf00286   165815   166927  +2     6.42
+orf00287   166977   167645  +3     7.19
+orf00288   167654   171466  +2     9.03
+orf00289   171503   172030  +2     3.11
+orf00290   172147   172794  +1     2.92
+orf00291   172953   172795  -1     3.49
+orf00292   173351   173061  -3     1.18
+orf00293   174148   173351  -2    13.25
+orf00295   174872   174453  -3    12.21
+orf00298   175187   174939  -3    13.40
+orf00299   175604   175224  -3    13.18
+orf00300   176010   175636  -1     6.19
diff -r 3aac15f277c5 -r 843ea2c82e9a test-data/ConvGlim_Out.gff3
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/ConvGlim_Out.gff3	Mon Jun 05 02:40:30 2023 +0000
@@ -0,0 +1,517 @@
+##gff-version 3
+Miro	Glimmer3	gene	1	900	.	-	.	source=Glimmer3;ID=Miro.orf00001;
+Miro	Glimmer3	CDS	1	900	.	-	0	source=Glimmer3;ID=Miro.cds_orf00001;Parent=Miro.orf00001;
+Miro	Glimmer3	gene	900	3161	.	-	.	source=Glimmer3;ID=Miro.orf00002;
+Miro	Glimmer3	CDS	900	3161	.	-	0	source=Glimmer3;ID=Miro.cds_orf00002;Parent=Miro.orf00002;
+Miro	Glimmer3	gene	3172	3408	.	-	.	source=Glimmer3;ID=Miro.orf00003;
+Miro	Glimmer3	CDS	3172	3408	.	-	0	source=Glimmer3;ID=Miro.cds_orf00003;Parent=Miro.orf00003;
+Miro	Glimmer3	gene	3412	4020	.	-	.	source=Glimmer3;ID=Miro.orf00004;
+Miro	Glimmer3	CDS	3412	4020	.	-	0	source=Glimmer3;ID=Miro.cds_orf00004;Parent=Miro.orf00004;
+Miro	Glimmer3	gene	4038	5324	.	-	.	source=Glimmer3;ID=Miro.orf00005;
+Miro	Glimmer3	CDS	4038	5324	.	-	0	source=Glimmer3;ID=Miro.cds_orf00005;Parent=Miro.orf00005;
+Miro	Glimmer3	gene	5324	7222	.	-	.	source=Glimmer3;ID=Miro.orf00007;
+Miro	Glimmer3	CDS	5324	7222	.	-	0	source=Glimmer3;ID=Miro.cds_orf00007;Parent=Miro.orf00007;
+Miro	Glimmer3	gene	7290	7403	.	-	.	source=Glimmer3;ID=Miro.orf00009;
+Miro	Glimmer3	CDS	7290	7403	.	-	0	source=Glimmer3;ID=Miro.cds_orf00009;Parent=Miro.orf00009;
+Miro	Glimmer3	gene	7454	7894	.	-	.	source=Glimmer3;ID=Miro.orf00010;
+Miro	Glimmer3	CDS	7454	7894	.	-	0	source=Glimmer3;ID=Miro.cds_orf00010;Parent=Miro.orf00010;
+Miro	Glimmer3	gene	7917	8384	.	-	.	source=Glimmer3;ID=Miro.orf00011;
+Miro	Glimmer3	CDS	7917	8384	.	-	0	source=Glimmer3;ID=Miro.cds_orf00011;Parent=Miro.orf00011;
+Miro	Glimmer3	gene	8488	8733	.	-	.	source=Glimmer3;ID=Miro.orf00012;
+Miro	Glimmer3	CDS	8488	8733	.	-	0	source=Glimmer3;ID=Miro.cds_orf00012;Parent=Miro.orf00012;
+Miro	Glimmer3	gene	8763	9359	.	-	.	source=Glimmer3;ID=Miro.orf00013;
+Miro	Glimmer3	CDS	8763	9359	.	-	0	source=Glimmer3;ID=Miro.cds_orf00013;Parent=Miro.orf00013;
+Miro	Glimmer3	gene	9399	9728	.	-	.	source=Glimmer3;ID=Miro.orf00015;
+Miro	Glimmer3	CDS	9399	9728	.	-	0	source=Glimmer3;ID=Miro.cds_orf00015;Parent=Miro.orf00015;
+Miro	Glimmer3	gene	9788	10012	.	-	.	source=Glimmer3;ID=Miro.orf00016;
+Miro	Glimmer3	CDS	9788	10012	.	-	0	source=Glimmer3;ID=Miro.cds_orf00016;Parent=Miro.orf00016;
+Miro	Glimmer3	gene	10086	10349	.	-	.	source=Glimmer3;ID=Miro.orf00017;
+Miro	Glimmer3	CDS	10086	10349	.	-	0	source=Glimmer3;ID=Miro.cds_orf00017;Parent=Miro.orf00017;
+Miro	Glimmer3	gene	10438	10707	.	-	.	source=Glimmer3;ID=Miro.orf00018;
+Miro	Glimmer3	CDS	10438	10707	.	-	0	source=Glimmer3;ID=Miro.cds_orf00018;Parent=Miro.orf00018;
+Miro	Glimmer3	gene	10737	10961	.	-	.	source=Glimmer3;ID=Miro.orf00020;
+Miro	Glimmer3	CDS	10737	10961	.	-	0	source=Glimmer3;ID=Miro.cds_orf00020;Parent=Miro.orf00020;
+Miro	Glimmer3	gene	11178	11441	.	-	.	source=Glimmer3;ID=Miro.orf00021;
+Miro	Glimmer3	CDS	11178	11441	.	-	0	source=Glimmer3;ID=Miro.cds_orf00021;Parent=Miro.orf00021;
+Miro	Glimmer3	gene	11456	11701	.	-	.	source=Glimmer3;ID=Miro.orf00022;
+Miro	Glimmer3	CDS	11456	11701	.	-	0	source=Glimmer3;ID=Miro.cds_orf00022;Parent=Miro.orf00022;
+Miro	Glimmer3	gene	11728	12117	.	-	.	source=Glimmer3;ID=Miro.orf00023;
+Miro	Glimmer3	CDS	11728	12117	.	-	0	source=Glimmer3;ID=Miro.cds_orf00023;Parent=Miro.orf00023;
+Miro	Glimmer3	gene	12399	12707	.	-	.	source=Glimmer3;ID=Miro.orf00025;
+Miro	Glimmer3	CDS	12399	12707	.	-	0	source=Glimmer3;ID=Miro.cds_orf00025;Parent=Miro.orf00025;
+Miro	Glimmer3	gene	12732	14003	.	-	.	source=Glimmer3;ID=Miro.orf00026;
+Miro	Glimmer3	CDS	12732	14003	.	-	0	source=Glimmer3;ID=Miro.cds_orf00026;Parent=Miro.orf00026;
+Miro	Glimmer3	gene	14057	14347	.	-	.	source=Glimmer3;ID=Miro.orf00027;
+Miro	Glimmer3	CDS	14057	14347	.	-	0	source=Glimmer3;ID=Miro.cds_orf00027;Parent=Miro.orf00027;
+Miro	Glimmer3	gene	14529	15065	.	-	.	source=Glimmer3;ID=Miro.orf00028;
+Miro	Glimmer3	CDS	14529	15065	.	-	0	source=Glimmer3;ID=Miro.cds_orf00028;Parent=Miro.orf00028;
+Miro	Glimmer3	gene	15073	16098	.	-	.	source=Glimmer3;ID=Miro.orf00029;
+Miro	Glimmer3	CDS	15073	16098	.	-	0	source=Glimmer3;ID=Miro.cds_orf00029;Parent=Miro.orf00029;
+Miro	Glimmer3	gene	16102	16362	.	-	.	source=Glimmer3;ID=Miro.orf00030;
+Miro	Glimmer3	CDS	16102	16362	.	-	0	source=Glimmer3;ID=Miro.cds_orf00030;Parent=Miro.orf00030;
+Miro	Glimmer3	gene	16418	16564	.	-	.	source=Glimmer3;ID=Miro.orf00031;
+Miro	Glimmer3	CDS	16418	16564	.	-	0	source=Glimmer3;ID=Miro.cds_orf00031;Parent=Miro.orf00031;
+Miro	Glimmer3	gene	16633	17121	.	-	.	source=Glimmer3;ID=Miro.orf00032;
+Miro	Glimmer3	CDS	16633	17121	.	-	0	source=Glimmer3;ID=Miro.cds_orf00032;Parent=Miro.orf00032;
+Miro	Glimmer3	gene	17127	17813	.	-	.	source=Glimmer3;ID=Miro.orf00033;
+Miro	Glimmer3	CDS	17127	17813	.	-	0	source=Glimmer3;ID=Miro.cds_orf00033;Parent=Miro.orf00033;
+Miro	Glimmer3	gene	17839	18201	.	-	.	source=Glimmer3;ID=Miro.orf00034;
+Miro	Glimmer3	CDS	17839	18201	.	-	0	source=Glimmer3;ID=Miro.cds_orf00034;Parent=Miro.orf00034;
+Miro	Glimmer3	gene	18228	18464	.	-	.	source=Glimmer3;ID=Miro.orf00035;
+Miro	Glimmer3	CDS	18228	18464	.	-	0	source=Glimmer3;ID=Miro.cds_orf00035;Parent=Miro.orf00035;
+Miro	Glimmer3	gene	18556	18810	.	-	.	source=Glimmer3;ID=Miro.orf00037;
+Miro	Glimmer3	CDS	18556	18810	.	-	0	source=Glimmer3;ID=Miro.cds_orf00037;Parent=Miro.orf00037;
+Miro	Glimmer3	gene	18889	19014	.	-	.	source=Glimmer3;ID=Miro.orf00039;
+Miro	Glimmer3	CDS	18889	19014	.	-	0	source=Glimmer3;ID=Miro.cds_orf00039;Parent=Miro.orf00039;
+Miro	Glimmer3	gene	19202	20638	.	-	.	source=Glimmer3;ID=Miro.orf00040;
+Miro	Glimmer3	CDS	19202	20638	.	-	0	source=Glimmer3;ID=Miro.cds_orf00040;Parent=Miro.orf00040;
+Miro	Glimmer3	gene	20648	20968	.	-	.	source=Glimmer3;ID=Miro.orf00042;
+Miro	Glimmer3	CDS	20648	20968	.	-	0	source=Glimmer3;ID=Miro.cds_orf00042;Parent=Miro.orf00042;
+Miro	Glimmer3	gene	21006	22163	.	-	.	source=Glimmer3;ID=Miro.orf00044;
+Miro	Glimmer3	CDS	21006	22163	.	-	0	source=Glimmer3;ID=Miro.cds_orf00044;Parent=Miro.orf00044;
+Miro	Glimmer3	gene	22238	24937	.	-	.	source=Glimmer3;ID=Miro.orf00045;
+Miro	Glimmer3	CDS	22238	24937	.	-	0	source=Glimmer3;ID=Miro.cds_orf00045;Parent=Miro.orf00045;
+Miro	Glimmer3	gene	24984	25298	.	-	.	source=Glimmer3;ID=Miro.orf00046;
+Miro	Glimmer3	CDS	24984	25298	.	-	0	source=Glimmer3;ID=Miro.cds_orf00046;Parent=Miro.orf00046;
+Miro	Glimmer3	gene	25310	25597	.	-	.	source=Glimmer3;ID=Miro.orf00047;
+Miro	Glimmer3	CDS	25310	25597	.	-	0	source=Glimmer3;ID=Miro.cds_orf00047;Parent=Miro.orf00047;
+Miro	Glimmer3	gene	25666	26028	.	-	.	source=Glimmer3;ID=Miro.orf00048;
+Miro	Glimmer3	CDS	25666	26028	.	-	0	source=Glimmer3;ID=Miro.cds_orf00048;Parent=Miro.orf00048;
+Miro	Glimmer3	gene	26032	26595	.	-	.	source=Glimmer3;ID=Miro.orf00049;
+Miro	Glimmer3	CDS	26032	26595	.	-	0	source=Glimmer3;ID=Miro.cds_orf00049;Parent=Miro.orf00049;
+Miro	Glimmer3	gene	26598	27596	.	-	.	source=Glimmer3;ID=Miro.orf00050;
+Miro	Glimmer3	CDS	26598	27596	.	-	0	source=Glimmer3;ID=Miro.cds_orf00050;Parent=Miro.orf00050;
+Miro	Glimmer3	gene	27655	28320	.	-	.	source=Glimmer3;ID=Miro.orf00051;
+Miro	Glimmer3	CDS	27655	28320	.	-	0	source=Glimmer3;ID=Miro.cds_orf00051;Parent=Miro.orf00051;
+Miro	Glimmer3	gene	28347	28616	.	-	.	source=Glimmer3;ID=Miro.orf00052;
+Miro	Glimmer3	CDS	28347	28616	.	-	0	source=Glimmer3;ID=Miro.cds_orf00052;Parent=Miro.orf00052;
+Miro	Glimmer3	gene	28672	29643	.	-	.	source=Glimmer3;ID=Miro.orf00053;
+Miro	Glimmer3	CDS	28672	29643	.	-	0	source=Glimmer3;ID=Miro.cds_orf00053;Parent=Miro.orf00053;
+Miro	Glimmer3	gene	29659	30270	.	-	.	source=Glimmer3;ID=Miro.orf00055;
+Miro	Glimmer3	CDS	29659	30270	.	-	0	source=Glimmer3;ID=Miro.cds_orf00055;Parent=Miro.orf00055;
+Miro	Glimmer3	gene	30315	30560	.	-	.	source=Glimmer3;ID=Miro.orf00056;
+Miro	Glimmer3	CDS	30315	30560	.	-	0	source=Glimmer3;ID=Miro.cds_orf00056;Parent=Miro.orf00056;
+Miro	Glimmer3	gene	30564	30827	.	-	.	source=Glimmer3;ID=Miro.orf00057;
+Miro	Glimmer3	CDS	30564	30827	.	-	0	source=Glimmer3;ID=Miro.cds_orf00057;Parent=Miro.orf00057;
+Miro	Glimmer3	gene	30837	31754	.	-	.	source=Glimmer3;ID=Miro.orf00058;
+Miro	Glimmer3	CDS	30837	31754	.	-	0	source=Glimmer3;ID=Miro.cds_orf00058;Parent=Miro.orf00058;
+Miro	Glimmer3	gene	32076	32603	.	+	.	source=Glimmer3;ID=Miro.orf00059;
+Miro	Glimmer3	CDS	32076	32603	.	+	0	source=Glimmer3;ID=Miro.cds_orf00059;Parent=Miro.orf00059;
+Miro	Glimmer3	gene	32693	32815	.	+	.	source=Glimmer3;ID=Miro.orf00060;
+Miro	Glimmer3	CDS	32693	32815	.	+	0	source=Glimmer3;ID=Miro.cds_orf00060;Parent=Miro.orf00060;
+Miro	Glimmer3	gene	32841	33134	.	+	.	source=Glimmer3;ID=Miro.orf00061;
+Miro	Glimmer3	CDS	32841	33134	.	+	0	source=Glimmer3;ID=Miro.cds_orf00061;Parent=Miro.orf00061;
+Miro	Glimmer3	gene	33186	34217	.	+	.	source=Glimmer3;ID=Miro.orf00062;
+Miro	Glimmer3	CDS	33186	34217	.	+	0	source=Glimmer3;ID=Miro.cds_orf00062;Parent=Miro.orf00062;
+Miro	Glimmer3	gene	34267	34491	.	+	.	source=Glimmer3;ID=Miro.orf00063;
+Miro	Glimmer3	CDS	34267	34491	.	+	0	source=Glimmer3;ID=Miro.cds_orf00063;Parent=Miro.orf00063;
+Miro	Glimmer3	gene	34514	36172	.	+	.	source=Glimmer3;ID=Miro.orf00064;
+Miro	Glimmer3	CDS	34514	36172	.	+	0	source=Glimmer3;ID=Miro.cds_orf00064;Parent=Miro.orf00064;
+Miro	Glimmer3	gene	36172	36363	.	+	.	source=Glimmer3;ID=Miro.orf00065;
+Miro	Glimmer3	CDS	36172	36363	.	+	0	source=Glimmer3;ID=Miro.cds_orf00065;Parent=Miro.orf00065;
+Miro	Glimmer3	gene	36437	38146	.	+	.	source=Glimmer3;ID=Miro.orf00066;
+Miro	Glimmer3	CDS	36437	38146	.	+	0	source=Glimmer3;ID=Miro.cds_orf00066;Parent=Miro.orf00066;
+Miro	Glimmer3	gene	38230	38496	.	+	.	source=Glimmer3;ID=Miro.orf00067;
+Miro	Glimmer3	CDS	38230	38496	.	+	0	source=Glimmer3;ID=Miro.cds_orf00067;Parent=Miro.orf00067;
+Miro	Glimmer3	gene	38595	38723	.	+	.	source=Glimmer3;ID=Miro.orf00068;
+Miro	Glimmer3	CDS	38595	38723	.	+	0	source=Glimmer3;ID=Miro.cds_orf00068;Parent=Miro.orf00068;
+Miro	Glimmer3	gene	38795	38977	.	+	.	source=Glimmer3;ID=Miro.orf00069;
+Miro	Glimmer3	CDS	38795	38977	.	+	0	source=Glimmer3;ID=Miro.cds_orf00069;Parent=Miro.orf00069;
+Miro	Glimmer3	gene	38992	39552	.	+	.	source=Glimmer3;ID=Miro.orf00070;
+Miro	Glimmer3	CDS	38992	39552	.	+	0	source=Glimmer3;ID=Miro.cds_orf00070;Parent=Miro.orf00070;
+Miro	Glimmer3	gene	39554	40429	.	+	.	source=Glimmer3;ID=Miro.orf00071;
+Miro	Glimmer3	CDS	39554	40429	.	+	0	source=Glimmer3;ID=Miro.cds_orf00071;Parent=Miro.orf00071;
+Miro	Glimmer3	gene	40469	42721	.	+	.	source=Glimmer3;ID=Miro.orf00072;
+Miro	Glimmer3	CDS	40469	42721	.	+	0	source=Glimmer3;ID=Miro.cds_orf00072;Parent=Miro.orf00072;
+Miro	Glimmer3	gene	42758	43933	.	+	.	source=Glimmer3;ID=Miro.orf00073;
+Miro	Glimmer3	CDS	42758	43933	.	+	0	source=Glimmer3;ID=Miro.cds_orf00073;Parent=Miro.orf00073;
+Miro	Glimmer3	gene	44229	44594	.	+	.	source=Glimmer3;ID=Miro.orf00075;
+Miro	Glimmer3	CDS	44229	44594	.	+	0	source=Glimmer3;ID=Miro.cds_orf00075;Parent=Miro.orf00075;
+Miro	Glimmer3	gene	44623	45732	.	+	.	source=Glimmer3;ID=Miro.orf00076;
+Miro	Glimmer3	CDS	44623	45732	.	+	0	source=Glimmer3;ID=Miro.cds_orf00076;Parent=Miro.orf00076;
+Miro	Glimmer3	gene	45939	46265	.	+	.	source=Glimmer3;ID=Miro.orf00077;
+Miro	Glimmer3	CDS	45939	46265	.	+	0	source=Glimmer3;ID=Miro.cds_orf00077;Parent=Miro.orf00077;
+Miro	Glimmer3	gene	46357	46569	.	+	.	source=Glimmer3;ID=Miro.orf00078;
+Miro	Glimmer3	CDS	46357	46569	.	+	0	source=Glimmer3;ID=Miro.cds_orf00078;Parent=Miro.orf00078;
+Miro	Glimmer3	gene	46662	46883	.	+	.	source=Glimmer3;ID=Miro.orf00079;
+Miro	Glimmer3	CDS	46662	46883	.	+	0	source=Glimmer3;ID=Miro.cds_orf00079;Parent=Miro.orf00079;
+Miro	Glimmer3	gene	46919	47035	.	+	.	source=Glimmer3;ID=Miro.orf00080;
+Miro	Glimmer3	CDS	46919	47035	.	+	0	source=Glimmer3;ID=Miro.cds_orf00080;Parent=Miro.orf00080;
+Miro	Glimmer3	gene	47044	47916	.	+	.	source=Glimmer3;ID=Miro.orf00081;
+Miro	Glimmer3	CDS	47044	47916	.	+	0	source=Glimmer3;ID=Miro.cds_orf00081;Parent=Miro.orf00081;
+Miro	Glimmer3	gene	47969	48256	.	+	.	source=Glimmer3;ID=Miro.orf00082;
+Miro	Glimmer3	CDS	47969	48256	.	+	0	source=Glimmer3;ID=Miro.cds_orf00082;Parent=Miro.orf00082;
+Miro	Glimmer3	gene	48280	48504	.	+	.	source=Glimmer3;ID=Miro.orf00083;
+Miro	Glimmer3	CDS	48280	48504	.	+	0	source=Glimmer3;ID=Miro.cds_orf00083;Parent=Miro.orf00083;
+Miro	Glimmer3	gene	48720	49277	.	+	.	source=Glimmer3;ID=Miro.orf00086;
+Miro	Glimmer3	CDS	48720	49277	.	+	0	source=Glimmer3;ID=Miro.cds_orf00086;Parent=Miro.orf00086;
+Miro	Glimmer3	gene	49281	49634	.	+	.	source=Glimmer3;ID=Miro.orf00087;
+Miro	Glimmer3	CDS	49281	49634	.	+	0	source=Glimmer3;ID=Miro.cds_orf00087;Parent=Miro.orf00087;
+Miro	Glimmer3	gene	49645	49896	.	+	.	source=Glimmer3;ID=Miro.orf00088;
+Miro	Glimmer3	CDS	49645	49896	.	+	0	source=Glimmer3;ID=Miro.cds_orf00088;Parent=Miro.orf00088;
+Miro	Glimmer3	gene	50212	50493	.	+	.	source=Glimmer3;ID=Miro.orf00089;
+Miro	Glimmer3	CDS	50212	50493	.	+	0	source=Glimmer3;ID=Miro.cds_orf00089;Parent=Miro.orf00089;
+Miro	Glimmer3	gene	50503	50922	.	+	.	source=Glimmer3;ID=Miro.orf00090;
+Miro	Glimmer3	CDS	50503	50922	.	+	0	source=Glimmer3;ID=Miro.cds_orf00090;Parent=Miro.orf00090;
+Miro	Glimmer3	gene	50958	51530	.	+	.	source=Glimmer3;ID=Miro.orf00092;
+Miro	Glimmer3	CDS	50958	51530	.	+	0	source=Glimmer3;ID=Miro.cds_orf00092;Parent=Miro.orf00092;
+Miro	Glimmer3	gene	51541	51903	.	+	.	source=Glimmer3;ID=Miro.orf00093;
+Miro	Glimmer3	CDS	51541	51903	.	+	0	source=Glimmer3;ID=Miro.cds_orf00093;Parent=Miro.orf00093;
+Miro	Glimmer3	gene	51903	52172	.	+	.	source=Glimmer3;ID=Miro.orf00094;
+Miro	Glimmer3	CDS	51903	52172	.	+	0	source=Glimmer3;ID=Miro.cds_orf00094;Parent=Miro.orf00094;
+Miro	Glimmer3	gene	52298	52591	.	+	.	source=Glimmer3;ID=Miro.orf00095;
+Miro	Glimmer3	CDS	52298	52591	.	+	0	source=Glimmer3;ID=Miro.cds_orf00095;Parent=Miro.orf00095;
+Miro	Glimmer3	gene	52615	52833	.	+	.	source=Glimmer3;ID=Miro.orf00096;
+Miro	Glimmer3	CDS	52615	52833	.	+	0	source=Glimmer3;ID=Miro.cds_orf00096;Parent=Miro.orf00096;
+Miro	Glimmer3	gene	52985	53137	.	+	.	source=Glimmer3;ID=Miro.orf00098;
+Miro	Glimmer3	CDS	52985	53137	.	+	0	source=Glimmer3;ID=Miro.cds_orf00098;Parent=Miro.orf00098;
+Miro	Glimmer3	gene	53221	53661	.	+	.	source=Glimmer3;ID=Miro.orf00100;
+Miro	Glimmer3	CDS	53221	53661	.	+	0	source=Glimmer3;ID=Miro.cds_orf00100;Parent=Miro.orf00100;
+Miro	Glimmer3	gene	53685	53921	.	+	.	source=Glimmer3;ID=Miro.orf00101;
+Miro	Glimmer3	CDS	53685	53921	.	+	0	source=Glimmer3;ID=Miro.cds_orf00101;Parent=Miro.orf00101;
+Miro	Glimmer3	gene	53923	54144	.	+	.	source=Glimmer3;ID=Miro.orf00102;
+Miro	Glimmer3	CDS	53923	54144	.	+	0	source=Glimmer3;ID=Miro.cds_orf00102;Parent=Miro.orf00102;
+Miro	Glimmer3	gene	54225	54755	.	+	.	source=Glimmer3;ID=Miro.orf00103;
+Miro	Glimmer3	CDS	54225	54755	.	+	0	source=Glimmer3;ID=Miro.cds_orf00103;Parent=Miro.orf00103;
+Miro	Glimmer3	gene	54826	56265	.	+	.	source=Glimmer3;ID=Miro.orf00104;
+Miro	Glimmer3	CDS	54826	56265	.	+	0	source=Glimmer3;ID=Miro.cds_orf00104;Parent=Miro.orf00104;
+Miro	Glimmer3	gene	56342	56911	.	+	.	source=Glimmer3;ID=Miro.orf00105;
+Miro	Glimmer3	CDS	56342	56911	.	+	0	source=Glimmer3;ID=Miro.cds_orf00105;Parent=Miro.orf00105;
+Miro	Glimmer3	gene	57009	57203	.	+	.	source=Glimmer3;ID=Miro.orf00107;
+Miro	Glimmer3	CDS	57009	57203	.	+	0	source=Glimmer3;ID=Miro.cds_orf00107;Parent=Miro.orf00107;
+Miro	Glimmer3	gene	57206	57382	.	+	.	source=Glimmer3;ID=Miro.orf00108;
+Miro	Glimmer3	CDS	57206	57382	.	+	0	source=Glimmer3;ID=Miro.cds_orf00108;Parent=Miro.orf00108;
+Miro	Glimmer3	gene	57624	57914	.	+	.	source=Glimmer3;ID=Miro.orf00110;
+Miro	Glimmer3	CDS	57624	57914	.	+	0	source=Glimmer3;ID=Miro.cds_orf00110;Parent=Miro.orf00110;
+Miro	Glimmer3	gene	57925	58236	.	+	.	source=Glimmer3;ID=Miro.orf00111;
+Miro	Glimmer3	CDS	57925	58236	.	+	0	source=Glimmer3;ID=Miro.cds_orf00111;Parent=Miro.orf00111;
+Miro	Glimmer3	gene	58597	59706	.	-	.	source=Glimmer3;ID=Miro.orf00113;
+Miro	Glimmer3	CDS	58597	59706	.	-	0	source=Glimmer3;ID=Miro.cds_orf00113;Parent=Miro.orf00113;
+Miro	Glimmer3	gene	59749	60351	.	+	.	source=Glimmer3;ID=Miro.orf00114;
+Miro	Glimmer3	CDS	59749	60351	.	+	0	source=Glimmer3;ID=Miro.cds_orf00114;Parent=Miro.orf00114;
+Miro	Glimmer3	gene	60354	62126	.	+	.	source=Glimmer3;ID=Miro.orf00115;
+Miro	Glimmer3	CDS	60354	62126	.	+	0	source=Glimmer3;ID=Miro.cds_orf00115;Parent=Miro.orf00115;
+Miro	Glimmer3	gene	62137	63210	.	+	.	source=Glimmer3;ID=Miro.orf00116;
+Miro	Glimmer3	CDS	62137	63210	.	+	0	source=Glimmer3;ID=Miro.cds_orf00116;Parent=Miro.orf00116;
+Miro	Glimmer3	gene	63217	64083	.	+	.	source=Glimmer3;ID=Miro.orf00117;
+Miro	Glimmer3	CDS	63217	64083	.	+	0	source=Glimmer3;ID=Miro.cds_orf00117;Parent=Miro.orf00117;
+Miro	Glimmer3	gene	64112	64855	.	+	.	source=Glimmer3;ID=Miro.orf00118;
+Miro	Glimmer3	CDS	64112	64855	.	+	0	source=Glimmer3;ID=Miro.cds_orf00118;Parent=Miro.orf00118;
+Miro	Glimmer3	gene	65089	65406	.	+	.	source=Glimmer3;ID=Miro.orf00119;
+Miro	Glimmer3	CDS	65089	65406	.	+	0	source=Glimmer3;ID=Miro.cds_orf00119;Parent=Miro.orf00119;
+Miro	Glimmer3	gene	65407	65799	.	+	.	source=Glimmer3;ID=Miro.orf00120;
+Miro	Glimmer3	CDS	65407	65799	.	+	0	source=Glimmer3;ID=Miro.cds_orf00120;Parent=Miro.orf00120;
+Miro	Glimmer3	gene	65834	66289	.	-	.	source=Glimmer3;ID=Miro.orf00121;
+Miro	Glimmer3	CDS	65834	66289	.	-	0	source=Glimmer3;ID=Miro.cds_orf00121;Parent=Miro.orf00121;
+Miro	Glimmer3	gene	66297	66521	.	-	.	source=Glimmer3;ID=Miro.orf00122;
+Miro	Glimmer3	CDS	66297	66521	.	-	0	source=Glimmer3;ID=Miro.cds_orf00122;Parent=Miro.orf00122;
+Miro	Glimmer3	gene	66523	66879	.	-	.	source=Glimmer3;ID=Miro.orf00123;
+Miro	Glimmer3	CDS	66523	66879	.	-	0	source=Glimmer3;ID=Miro.cds_orf00123;Parent=Miro.orf00123;
+Miro	Glimmer3	gene	66879	67163	.	-	.	source=Glimmer3;ID=Miro.orf00124;
+Miro	Glimmer3	CDS	66879	67163	.	-	0	source=Glimmer3;ID=Miro.cds_orf00124;Parent=Miro.orf00124;
+Miro	Glimmer3	gene	67179	67649	.	-	.	source=Glimmer3;ID=Miro.orf00126;
+Miro	Glimmer3	CDS	67179	67649	.	-	0	source=Glimmer3;ID=Miro.cds_orf00126;Parent=Miro.orf00126;
+Miro	Glimmer3	gene	67801	68451	.	-	.	source=Glimmer3;ID=Miro.orf00127;
+Miro	Glimmer3	CDS	67801	68451	.	-	0	source=Glimmer3;ID=Miro.cds_orf00127;Parent=Miro.orf00127;
+Miro	Glimmer3	gene	68490	70706	.	-	.	source=Glimmer3;ID=Miro.orf00129;
+Miro	Glimmer3	CDS	68490	70706	.	-	0	source=Glimmer3;ID=Miro.cds_orf00129;Parent=Miro.orf00129;
+Miro	Glimmer3	gene	70714	71034	.	-	.	source=Glimmer3;ID=Miro.orf00130;
+Miro	Glimmer3	CDS	70714	71034	.	-	0	source=Glimmer3;ID=Miro.cds_orf00130;Parent=Miro.orf00130;
+Miro	Glimmer3	gene	71034	71549	.	-	.	source=Glimmer3;ID=Miro.orf00131;
+Miro	Glimmer3	CDS	71034	71549	.	-	0	source=Glimmer3;ID=Miro.cds_orf00131;Parent=Miro.orf00131;
+Miro	Glimmer3	gene	71577	71861	.	-	.	source=Glimmer3;ID=Miro.orf00132;
+Miro	Glimmer3	CDS	71577	71861	.	-	0	source=Glimmer3;ID=Miro.cds_orf00132;Parent=Miro.orf00132;
+Miro	Glimmer3	gene	71861	72028	.	-	.	source=Glimmer3;ID=Miro.orf00133;
+Miro	Glimmer3	CDS	71861	72028	.	-	0	source=Glimmer3;ID=Miro.cds_orf00133;Parent=Miro.orf00133;
+Miro	Glimmer3	gene	72068	72346	.	-	.	source=Glimmer3;ID=Miro.orf00134;
+Miro	Glimmer3	CDS	72068	72346	.	-	0	source=Glimmer3;ID=Miro.cds_orf00134;Parent=Miro.orf00134;
+Miro	Glimmer3	gene	72390	73280	.	-	.	source=Glimmer3;ID=Miro.orf00135;
+Miro	Glimmer3	CDS	72390	73280	.	-	0	source=Glimmer3;ID=Miro.cds_orf00135;Parent=Miro.orf00135;
+Miro	Glimmer3	gene	73313	73570	.	-	.	source=Glimmer3;ID=Miro.orf00136;
+Miro	Glimmer3	CDS	73313	73570	.	-	0	source=Glimmer3;ID=Miro.cds_orf00136;Parent=Miro.orf00136;
+Miro	Glimmer3	gene	73570	73800	.	-	.	source=Glimmer3;ID=Miro.orf00137;
+Miro	Glimmer3	CDS	73570	73800	.	-	0	source=Glimmer3;ID=Miro.cds_orf00137;Parent=Miro.orf00137;
+Miro	Glimmer3	gene	73812	74819	.	-	.	source=Glimmer3;ID=Miro.orf00138;
+Miro	Glimmer3	CDS	73812	74819	.	-	0	source=Glimmer3;ID=Miro.cds_orf00138;Parent=Miro.orf00138;
+Miro	Glimmer3	gene	74819	75196	.	-	.	source=Glimmer3;ID=Miro.orf00140;
+Miro	Glimmer3	CDS	74819	75196	.	-	0	source=Glimmer3;ID=Miro.cds_orf00140;Parent=Miro.orf00140;
+Miro	Glimmer3	gene	75417	76022	.	-	.	source=Glimmer3;ID=Miro.orf00142;
+Miro	Glimmer3	CDS	75417	76022	.	-	0	source=Glimmer3;ID=Miro.cds_orf00142;Parent=Miro.orf00142;
+Miro	Glimmer3	gene	76025	76225	.	-	.	source=Glimmer3;ID=Miro.orf00143;
+Miro	Glimmer3	CDS	76025	76225	.	-	0	source=Glimmer3;ID=Miro.cds_orf00143;Parent=Miro.orf00143;
+Miro	Glimmer3	gene	76294	76488	.	-	.	source=Glimmer3;ID=Miro.orf00144;
+Miro	Glimmer3	CDS	76294	76488	.	-	0	source=Glimmer3;ID=Miro.cds_orf00144;Parent=Miro.orf00144;
+Miro	Glimmer3	gene	76662	77723	.	-	.	source=Glimmer3;ID=Miro.orf00145;
+Miro	Glimmer3	CDS	76662	77723	.	-	0	source=Glimmer3;ID=Miro.cds_orf00145;Parent=Miro.orf00145;
+Miro	Glimmer3	gene	77900	78826	.	-	.	source=Glimmer3;ID=Miro.orf00146;
+Miro	Glimmer3	CDS	77900	78826	.	-	0	source=Glimmer3;ID=Miro.cds_orf00146;Parent=Miro.orf00146;
+Miro	Glimmer3	gene	78886	79308	.	-	.	source=Glimmer3;ID=Miro.orf00147;
+Miro	Glimmer3	CDS	78886	79308	.	-	0	source=Glimmer3;ID=Miro.cds_orf00147;Parent=Miro.orf00147;
+Miro	Glimmer3	gene	79668	80060	.	-	.	source=Glimmer3;ID=Miro.orf00149;
+Miro	Glimmer3	CDS	79668	80060	.	-	0	source=Glimmer3;ID=Miro.cds_orf00149;Parent=Miro.orf00149;
+Miro	Glimmer3	gene	80077	80655	.	-	.	source=Glimmer3;ID=Miro.orf00150;
+Miro	Glimmer3	CDS	80077	80655	.	-	0	source=Glimmer3;ID=Miro.cds_orf00150;Parent=Miro.orf00150;
+Miro	Glimmer3	gene	80678	80809	.	-	.	source=Glimmer3;ID=Miro.orf00151;
+Miro	Glimmer3	CDS	80678	80809	.	-	0	source=Glimmer3;ID=Miro.cds_orf00151;Parent=Miro.orf00151;
+Miro	Glimmer3	gene	80868	80975	.	-	.	source=Glimmer3;ID=Miro.orf00152;
+Miro	Glimmer3	CDS	80868	80975	.	-	0	source=Glimmer3;ID=Miro.cds_orf00152;Parent=Miro.orf00152;
+Miro	Glimmer3	gene	81076	81363	.	-	.	source=Glimmer3;ID=Miro.orf00153;
+Miro	Glimmer3	CDS	81076	81363	.	-	0	source=Glimmer3;ID=Miro.cds_orf00153;Parent=Miro.orf00153;
+Miro	Glimmer3	gene	81366	81839	.	-	.	source=Glimmer3;ID=Miro.orf00154;
+Miro	Glimmer3	CDS	81366	81839	.	-	0	source=Glimmer3;ID=Miro.cds_orf00154;Parent=Miro.orf00154;
+Miro	Glimmer3	gene	81924	82091	.	-	.	source=Glimmer3;ID=Miro.orf00155;
+Miro	Glimmer3	CDS	81924	82091	.	-	0	source=Glimmer3;ID=Miro.cds_orf00155;Parent=Miro.orf00155;
+Miro	Glimmer3	gene	82146	82469	.	-	.	source=Glimmer3;ID=Miro.orf00157;
+Miro	Glimmer3	CDS	82146	82469	.	-	0	source=Glimmer3;ID=Miro.cds_orf00157;Parent=Miro.orf00157;
+Miro	Glimmer3	gene	82479	83048	.	-	.	source=Glimmer3;ID=Miro.orf00158;
+Miro	Glimmer3	CDS	82479	83048	.	-	0	source=Glimmer3;ID=Miro.cds_orf00158;Parent=Miro.orf00158;
+Miro	Glimmer3	gene	83066	83212	.	-	.	source=Glimmer3;ID=Miro.orf00159;
+Miro	Glimmer3	CDS	83066	83212	.	-	0	source=Glimmer3;ID=Miro.cds_orf00159;Parent=Miro.orf00159;
+Miro	Glimmer3	gene	83223	83618	.	-	.	source=Glimmer3;ID=Miro.orf00160;
+Miro	Glimmer3	CDS	83223	83618	.	-	0	source=Glimmer3;ID=Miro.cds_orf00160;Parent=Miro.orf00160;
+Miro	Glimmer3	gene	83686	84327	.	-	.	source=Glimmer3;ID=Miro.orf00162;
+Miro	Glimmer3	CDS	83686	84327	.	-	0	source=Glimmer3;ID=Miro.cds_orf00162;Parent=Miro.orf00162;
+Miro	Glimmer3	gene	84392	84946	.	-	.	source=Glimmer3;ID=Miro.orf00163;
+Miro	Glimmer3	CDS	84392	84946	.	-	0	source=Glimmer3;ID=Miro.cds_orf00163;Parent=Miro.orf00163;
+Miro	Glimmer3	gene	85193	86539	.	-	.	source=Glimmer3;ID=Miro.orf00164;
+Miro	Glimmer3	CDS	85193	86539	.	-	0	source=Glimmer3;ID=Miro.cds_orf00164;Parent=Miro.orf00164;
+Miro	Glimmer3	gene	86549	87073	.	-	.	source=Glimmer3;ID=Miro.orf00165;
+Miro	Glimmer3	CDS	86549	87073	.	-	0	source=Glimmer3;ID=Miro.cds_orf00165;Parent=Miro.orf00165;
+Miro	Glimmer3	gene	87073	87531	.	-	.	source=Glimmer3;ID=Miro.orf00166;
+Miro	Glimmer3	CDS	87073	87531	.	-	0	source=Glimmer3;ID=Miro.cds_orf00166;Parent=Miro.orf00166;
+Miro	Glimmer3	gene	87563	87958	.	-	.	source=Glimmer3;ID=Miro.orf00167;
+Miro	Glimmer3	CDS	87563	87958	.	-	0	source=Glimmer3;ID=Miro.cds_orf00167;Parent=Miro.orf00167;
+Miro	Glimmer3	gene	88026	88427	.	-	.	source=Glimmer3;ID=Miro.orf00168;
+Miro	Glimmer3	CDS	88026	88427	.	-	0	source=Glimmer3;ID=Miro.cds_orf00168;Parent=Miro.orf00168;
+Miro	Glimmer3	gene	88482	88805	.	-	.	source=Glimmer3;ID=Miro.orf00169;
+Miro	Glimmer3	CDS	88482	88805	.	-	0	source=Glimmer3;ID=Miro.cds_orf00169;Parent=Miro.orf00169;
+Miro	Glimmer3	gene	88845	89108	.	-	.	source=Glimmer3;ID=Miro.orf00170;
+Miro	Glimmer3	CDS	88845	89108	.	-	0	source=Glimmer3;ID=Miro.cds_orf00170;Parent=Miro.orf00170;
+Miro	Glimmer3	gene	89178	89438	.	-	.	source=Glimmer3;ID=Miro.orf00171;
+Miro	Glimmer3	CDS	89178	89438	.	-	0	source=Glimmer3;ID=Miro.cds_orf00171;Parent=Miro.orf00171;
+Miro	Glimmer3	gene	89440	89871	.	-	.	source=Glimmer3;ID=Miro.orf00172;
+Miro	Glimmer3	CDS	89440	89871	.	-	0	source=Glimmer3;ID=Miro.cds_orf00172;Parent=Miro.orf00172;
+Miro	Glimmer3	gene	89882	90034	.	-	.	source=Glimmer3;ID=Miro.orf00173;
+Miro	Glimmer3	CDS	89882	90034	.	-	0	source=Glimmer3;ID=Miro.cds_orf00173;Parent=Miro.orf00173;
+Miro	Glimmer3	gene	90052	90375	.	-	.	source=Glimmer3;ID=Miro.orf00174;
+Miro	Glimmer3	CDS	90052	90375	.	-	0	source=Glimmer3;ID=Miro.cds_orf00174;Parent=Miro.orf00174;
+Miro	Glimmer3	gene	90380	90706	.	-	.	source=Glimmer3;ID=Miro.orf00175;
+Miro	Glimmer3	CDS	90380	90706	.	-	0	source=Glimmer3;ID=Miro.cds_orf00175;Parent=Miro.orf00175;
+Miro	Glimmer3	gene	90744	90950	.	-	.	source=Glimmer3;ID=Miro.orf00176;
+Miro	Glimmer3	CDS	90744	90950	.	-	0	source=Glimmer3;ID=Miro.cds_orf00176;Parent=Miro.orf00176;
+Miro	Glimmer3	gene	91043	92197	.	-	.	source=Glimmer3;ID=Miro.orf00177;
+Miro	Glimmer3	CDS	91043	92197	.	-	0	source=Glimmer3;ID=Miro.cds_orf00177;Parent=Miro.orf00177;
+Miro	Glimmer3	gene	92210	92938	.	+	.	source=Glimmer3;ID=Miro.orf00178;
+Miro	Glimmer3	CDS	92210	92938	.	+	0	source=Glimmer3;ID=Miro.cds_orf00178;Parent=Miro.orf00178;
+Miro	Glimmer3	gene	93252	93452	.	-	.	source=Glimmer3;ID=Miro.orf00181;
+Miro	Glimmer3	CDS	93252	93452	.	-	0	source=Glimmer3;ID=Miro.cds_orf00181;Parent=Miro.orf00181;
+Miro	Glimmer3	gene	93592	93843	.	-	.	source=Glimmer3;ID=Miro.orf00183;
+Miro	Glimmer3	CDS	93592	93843	.	-	0	source=Glimmer3;ID=Miro.cds_orf00183;Parent=Miro.orf00183;
+Miro	Glimmer3	gene	93915	94193	.	-	.	source=Glimmer3;ID=Miro.orf00184;
+Miro	Glimmer3	CDS	93915	94193	.	-	0	source=Glimmer3;ID=Miro.cds_orf00184;Parent=Miro.orf00184;
+Miro	Glimmer3	gene	94276	94533	.	-	.	source=Glimmer3;ID=Miro.orf00185;
+Miro	Glimmer3	CDS	94276	94533	.	-	0	source=Glimmer3;ID=Miro.cds_orf00185;Parent=Miro.orf00185;
+Miro	Glimmer3	gene	94533	95108	.	-	.	source=Glimmer3;ID=Miro.orf00186;
+Miro	Glimmer3	CDS	94533	95108	.	-	0	source=Glimmer3;ID=Miro.cds_orf00186;Parent=Miro.orf00186;
+Miro	Glimmer3	gene	95116	95514	.	-	.	source=Glimmer3;ID=Miro.orf00187;
+Miro	Glimmer3	CDS	95116	95514	.	-	0	source=Glimmer3;ID=Miro.cds_orf00187;Parent=Miro.orf00187;
+Miro	Glimmer3	gene	95689	95889	.	-	.	source=Glimmer3;ID=Miro.orf00189;
+Miro	Glimmer3	CDS	95689	95889	.	-	0	source=Glimmer3;ID=Miro.cds_orf00189;Parent=Miro.orf00189;
+Miro	Glimmer3	gene	95966	96760	.	-	.	source=Glimmer3;ID=Miro.orf00190;
+Miro	Glimmer3	CDS	95966	96760	.	-	0	source=Glimmer3;ID=Miro.cds_orf00190;Parent=Miro.orf00190;
+Miro	Glimmer3	gene	96877	97404	.	-	.	source=Glimmer3;ID=Miro.orf00192;
+Miro	Glimmer3	CDS	96877	97404	.	-	0	source=Glimmer3;ID=Miro.cds_orf00192;Parent=Miro.orf00192;
+Miro	Glimmer3	gene	97404	97727	.	-	.	source=Glimmer3;ID=Miro.orf00193;
+Miro	Glimmer3	CDS	97404	97727	.	-	0	source=Glimmer3;ID=Miro.cds_orf00193;Parent=Miro.orf00193;
+Miro	Glimmer3	gene	97756	98013	.	-	.	source=Glimmer3;ID=Miro.orf00194;
+Miro	Glimmer3	CDS	97756	98013	.	-	0	source=Glimmer3;ID=Miro.cds_orf00194;Parent=Miro.orf00194;
+Miro	Glimmer3	gene	98015	98398	.	-	.	source=Glimmer3;ID=Miro.orf00195;
+Miro	Glimmer3	CDS	98015	98398	.	-	0	source=Glimmer3;ID=Miro.cds_orf00195;Parent=Miro.orf00195;
+Miro	Glimmer3	gene	98409	98816	.	-	.	source=Glimmer3;ID=Miro.orf00196;
+Miro	Glimmer3	CDS	98409	98816	.	-	0	source=Glimmer3;ID=Miro.cds_orf00196;Parent=Miro.orf00196;
+Miro	Glimmer3	gene	98817	98987	.	-	.	source=Glimmer3;ID=Miro.orf00197;
+Miro	Glimmer3	CDS	98817	98987	.	-	0	source=Glimmer3;ID=Miro.cds_orf00197;Parent=Miro.orf00197;
+Miro	Glimmer3	gene	99059	99292	.	-	.	source=Glimmer3;ID=Miro.orf00198;
+Miro	Glimmer3	CDS	99059	99292	.	-	0	source=Glimmer3;ID=Miro.cds_orf00198;Parent=Miro.orf00198;
+Miro	Glimmer3	gene	99303	99572	.	-	.	source=Glimmer3;ID=Miro.orf00199;
+Miro	Glimmer3	CDS	99303	99572	.	-	0	source=Glimmer3;ID=Miro.cds_orf00199;Parent=Miro.orf00199;
+Miro	Glimmer3	gene	99593	99928	.	-	.	source=Glimmer3;ID=Miro.orf00200;
+Miro	Glimmer3	CDS	99593	99928	.	-	0	source=Glimmer3;ID=Miro.cds_orf00200;Parent=Miro.orf00200;
+Miro	Glimmer3	gene	99939	100067	.	-	.	source=Glimmer3;ID=Miro.orf00201;
+Miro	Glimmer3	CDS	99939	100067	.	-	0	source=Glimmer3;ID=Miro.cds_orf00201;Parent=Miro.orf00201;
+Miro	Glimmer3	gene	100169	100309	.	-	.	source=Glimmer3;ID=Miro.orf00202;
+Miro	Glimmer3	CDS	100169	100309	.	-	0	source=Glimmer3;ID=Miro.cds_orf00202;Parent=Miro.orf00202;
+Miro	Glimmer3	gene	100375	100896	.	-	.	source=Glimmer3;ID=Miro.orf00204;
+Miro	Glimmer3	CDS	100375	100896	.	-	0	source=Glimmer3;ID=Miro.cds_orf00204;Parent=Miro.orf00204;
+Miro	Glimmer3	gene	100922	101545	.	-	.	source=Glimmer3;ID=Miro.orf00205;
+Miro	Glimmer3	CDS	100922	101545	.	-	0	source=Glimmer3;ID=Miro.cds_orf00205;Parent=Miro.orf00205;
+Miro	Glimmer3	gene	101597	101869	.	-	.	source=Glimmer3;ID=Miro.orf00206;
+Miro	Glimmer3	CDS	101597	101869	.	-	0	source=Glimmer3;ID=Miro.cds_orf00206;Parent=Miro.orf00206;
+Miro	Glimmer3	gene	101872	102567	.	-	.	source=Glimmer3;ID=Miro.orf00207;
+Miro	Glimmer3	CDS	101872	102567	.	-	0	source=Glimmer3;ID=Miro.cds_orf00207;Parent=Miro.orf00207;
+Miro	Glimmer3	gene	102567	103097	.	-	.	source=Glimmer3;ID=Miro.orf00208;
+Miro	Glimmer3	CDS	102567	103097	.	-	0	source=Glimmer3;ID=Miro.cds_orf00208;Parent=Miro.orf00208;
+Miro	Glimmer3	gene	103446	104255	.	+	.	source=Glimmer3;ID=Miro.orf00210;
+Miro	Glimmer3	CDS	103446	104255	.	+	0	source=Glimmer3;ID=Miro.cds_orf00210;Parent=Miro.orf00210;
+Miro	Glimmer3	gene	104304	104819	.	+	.	source=Glimmer3;ID=Miro.orf00211;
+Miro	Glimmer3	CDS	104304	104819	.	+	0	source=Glimmer3;ID=Miro.cds_orf00211;Parent=Miro.orf00211;
+Miro	Glimmer3	gene	104839	105693	.	-	.	source=Glimmer3;ID=Miro.orf00212;
+Miro	Glimmer3	CDS	104839	105693	.	-	0	source=Glimmer3;ID=Miro.cds_orf00212;Parent=Miro.orf00212;
+Miro	Glimmer3	gene	105709	106176	.	-	.	source=Glimmer3;ID=Miro.orf00213;
+Miro	Glimmer3	CDS	105709	106176	.	-	0	source=Glimmer3;ID=Miro.cds_orf00213;Parent=Miro.orf00213;
+Miro	Glimmer3	gene	106227	106781	.	+	.	source=Glimmer3;ID=Miro.orf00214;
+Miro	Glimmer3	CDS	106227	106781	.	+	0	source=Glimmer3;ID=Miro.cds_orf00214;Parent=Miro.orf00214;
+Miro	Glimmer3	gene	106820	108547	.	+	.	source=Glimmer3;ID=Miro.orf00215;
+Miro	Glimmer3	CDS	106820	108547	.	+	0	source=Glimmer3;ID=Miro.cds_orf00215;Parent=Miro.orf00215;
+Miro	Glimmer3	gene	108552	110618	.	+	.	source=Glimmer3;ID=Miro.orf00216;
+Miro	Glimmer3	CDS	108552	110618	.	+	0	source=Glimmer3;ID=Miro.cds_orf00216;Parent=Miro.orf00216;
+Miro	Glimmer3	gene	110650	112575	.	+	.	source=Glimmer3;ID=Miro.orf00217;
+Miro	Glimmer3	CDS	110650	112575	.	+	0	source=Glimmer3;ID=Miro.cds_orf00217;Parent=Miro.orf00217;
+Miro	Glimmer3	gene	112656	115742	.	+	.	source=Glimmer3;ID=Miro.orf00218;
+Miro	Glimmer3	CDS	112656	115742	.	+	0	source=Glimmer3;ID=Miro.cds_orf00218;Parent=Miro.orf00218;
+Miro	Glimmer3	gene	115743	116735	.	+	.	source=Glimmer3;ID=Miro.orf00219;
+Miro	Glimmer3	CDS	115743	116735	.	+	0	source=Glimmer3;ID=Miro.cds_orf00219;Parent=Miro.orf00219;
+Miro	Glimmer3	gene	116745	117608	.	+	.	source=Glimmer3;ID=Miro.orf00220;
+Miro	Glimmer3	CDS	116745	117608	.	+	0	source=Glimmer3;ID=Miro.cds_orf00220;Parent=Miro.orf00220;
+Miro	Glimmer3	gene	117710	119422	.	+	.	source=Glimmer3;ID=Miro.orf00221;
+Miro	Glimmer3	CDS	117710	119422	.	+	0	source=Glimmer3;ID=Miro.cds_orf00221;Parent=Miro.orf00221;
+Miro	Glimmer3	gene	119422	120090	.	+	.	source=Glimmer3;ID=Miro.orf00222;
+Miro	Glimmer3	CDS	119422	120090	.	+	0	source=Glimmer3;ID=Miro.cds_orf00222;Parent=Miro.orf00222;
+Miro	Glimmer3	gene	120100	121485	.	+	.	source=Glimmer3;ID=Miro.orf00223;
+Miro	Glimmer3	CDS	120100	121485	.	+	0	source=Glimmer3;ID=Miro.cds_orf00223;Parent=Miro.orf00223;
+Miro	Glimmer3	gene	121496	123247	.	+	.	source=Glimmer3;ID=Miro.orf00224;
+Miro	Glimmer3	CDS	121496	123247	.	+	0	source=Glimmer3;ID=Miro.cds_orf00224;Parent=Miro.orf00224;
+Miro	Glimmer3	gene	123286	124212	.	+	.	source=Glimmer3;ID=Miro.orf00225;
+Miro	Glimmer3	CDS	123286	124212	.	+	0	source=Glimmer3;ID=Miro.cds_orf00225;Parent=Miro.orf00225;
+Miro	Glimmer3	gene	124222	124968	.	+	.	source=Glimmer3;ID=Miro.orf00226;
+Miro	Glimmer3	CDS	124222	124968	.	+	0	source=Glimmer3;ID=Miro.cds_orf00226;Parent=Miro.orf00226;
+Miro	Glimmer3	gene	125117	125872	.	+	.	source=Glimmer3;ID=Miro.orf00228;
+Miro	Glimmer3	CDS	125117	125872	.	+	0	source=Glimmer3;ID=Miro.cds_orf00228;Parent=Miro.orf00228;
+Miro	Glimmer3	gene	125872	126369	.	+	.	source=Glimmer3;ID=Miro.orf00229;
+Miro	Glimmer3	CDS	125872	126369	.	+	0	source=Glimmer3;ID=Miro.cds_orf00229;Parent=Miro.orf00229;
+Miro	Glimmer3	gene	126381	128186	.	+	.	source=Glimmer3;ID=Miro.orf00230;
+Miro	Glimmer3	CDS	126381	128186	.	+	0	source=Glimmer3;ID=Miro.cds_orf00230;Parent=Miro.orf00230;
+Miro	Glimmer3	gene	128206	130197	.	+	.	source=Glimmer3;ID=Miro.orf00231;
+Miro	Glimmer3	CDS	128206	130197	.	+	0	source=Glimmer3;ID=Miro.cds_orf00231;Parent=Miro.orf00231;
+Miro	Glimmer3	gene	130246	130731	.	+	.	source=Glimmer3;ID=Miro.orf00232;
+Miro	Glimmer3	CDS	130246	130731	.	+	0	source=Glimmer3;ID=Miro.cds_orf00232;Parent=Miro.orf00232;
+Miro	Glimmer3	gene	130787	132361	.	+	.	source=Glimmer3;ID=Miro.orf00233;
+Miro	Glimmer3	CDS	130787	132361	.	+	0	source=Glimmer3;ID=Miro.cds_orf00233;Parent=Miro.orf00233;
+Miro	Glimmer3	gene	132361	132603	.	+	.	source=Glimmer3;ID=Miro.orf00234;
+Miro	Glimmer3	CDS	132361	132603	.	+	0	source=Glimmer3;ID=Miro.cds_orf00234;Parent=Miro.orf00234;
+Miro	Glimmer3	gene	132612	133016	.	+	.	source=Glimmer3;ID=Miro.orf00235;
+Miro	Glimmer3	CDS	132612	133016	.	+	0	source=Glimmer3;ID=Miro.cds_orf00235;Parent=Miro.orf00235;
+Miro	Glimmer3	gene	133019	133666	.	+	.	source=Glimmer3;ID=Miro.orf00237;
+Miro	Glimmer3	CDS	133019	133666	.	+	0	source=Glimmer3;ID=Miro.cds_orf00237;Parent=Miro.orf00237;
+Miro	Glimmer3	gene	133699	134487	.	+	.	source=Glimmer3;ID=Miro.orf00238;
+Miro	Glimmer3	CDS	133699	134487	.	+	0	source=Glimmer3;ID=Miro.cds_orf00238;Parent=Miro.orf00238;
+Miro	Glimmer3	gene	134507	136075	.	+	.	source=Glimmer3;ID=Miro.orf00239;
+Miro	Glimmer3	CDS	134507	136075	.	+	0	source=Glimmer3;ID=Miro.cds_orf00239;Parent=Miro.orf00239;
+Miro	Glimmer3	gene	136168	136806	.	+	.	source=Glimmer3;ID=Miro.orf00241;
+Miro	Glimmer3	CDS	136168	136806	.	+	0	source=Glimmer3;ID=Miro.cds_orf00241;Parent=Miro.orf00241;
+Miro	Glimmer3	gene	136839	138128	.	+	.	source=Glimmer3;ID=Miro.orf00242;
+Miro	Glimmer3	CDS	136839	138128	.	+	0	source=Glimmer3;ID=Miro.cds_orf00242;Parent=Miro.orf00242;
+Miro	Glimmer3	gene	138433	138852	.	+	.	source=Glimmer3;ID=Miro.orf00243;
+Miro	Glimmer3	CDS	138433	138852	.	+	0	source=Glimmer3;ID=Miro.cds_orf00243;Parent=Miro.orf00243;
+Miro	Glimmer3	gene	138852	139028	.	+	.	source=Glimmer3;ID=Miro.orf00244;
+Miro	Glimmer3	CDS	138852	139028	.	+	0	source=Glimmer3;ID=Miro.cds_orf00244;Parent=Miro.orf00244;
+Miro	Glimmer3	gene	139303	139536	.	-	.	source=Glimmer3;ID=Miro.orf00245;
+Miro	Glimmer3	CDS	139303	139536	.	-	0	source=Glimmer3;ID=Miro.cds_orf00245;Parent=Miro.orf00245;
+Miro	Glimmer3	gene	139545	141044	.	-	.	source=Glimmer3;ID=Miro.orf00246;
+Miro	Glimmer3	CDS	139545	141044	.	-	0	source=Glimmer3;ID=Miro.cds_orf00246;Parent=Miro.orf00246;
+Miro	Glimmer3	gene	141115	141738	.	+	.	source=Glimmer3;ID=Miro.orf00247;
+Miro	Glimmer3	CDS	141115	141738	.	+	0	source=Glimmer3;ID=Miro.cds_orf00247;Parent=Miro.orf00247;
+Miro	Glimmer3	gene	141831	142142	.	+	.	source=Glimmer3;ID=Miro.orf00248;
+Miro	Glimmer3	CDS	141831	142142	.	+	0	source=Glimmer3;ID=Miro.cds_orf00248;Parent=Miro.orf00248;
+Miro	Glimmer3	gene	142182	142751	.	+	.	source=Glimmer3;ID=Miro.orf00249;
+Miro	Glimmer3	CDS	142182	142751	.	+	0	source=Glimmer3;ID=Miro.cds_orf00249;Parent=Miro.orf00249;
+Miro	Glimmer3	gene	142780	143313	.	+	.	source=Glimmer3;ID=Miro.orf00250;
+Miro	Glimmer3	CDS	142780	143313	.	+	0	source=Glimmer3;ID=Miro.cds_orf00250;Parent=Miro.orf00250;
+Miro	Glimmer3	gene	143324	143599	.	+	.	source=Glimmer3;ID=Miro.orf00251;
+Miro	Glimmer3	CDS	143324	143599	.	+	0	source=Glimmer3;ID=Miro.cds_orf00251;Parent=Miro.orf00251;
+Miro	Glimmer3	gene	143613	144131	.	+	.	source=Glimmer3;ID=Miro.orf00252;
+Miro	Glimmer3	CDS	143613	144131	.	+	0	source=Glimmer3;ID=Miro.cds_orf00252;Parent=Miro.orf00252;
+Miro	Glimmer3	gene	144163	144627	.	-	.	source=Glimmer3;ID=Miro.orf00253;
+Miro	Glimmer3	CDS	144163	144627	.	-	0	source=Glimmer3;ID=Miro.cds_orf00253;Parent=Miro.orf00253;
+Miro	Glimmer3	gene	144677	145516	.	-	.	source=Glimmer3;ID=Miro.orf00254;
+Miro	Glimmer3	CDS	144677	145516	.	-	0	source=Glimmer3;ID=Miro.cds_orf00254;Parent=Miro.orf00254;
+Miro	Glimmer3	gene	145631	146506	.	+	.	source=Glimmer3;ID=Miro.orf00255;
+Miro	Glimmer3	CDS	145631	146506	.	+	0	source=Glimmer3;ID=Miro.cds_orf00255;Parent=Miro.orf00255;
+Miro	Glimmer3	gene	146539	146856	.	+	.	source=Glimmer3;ID=Miro.orf00256;
+Miro	Glimmer3	CDS	146539	146856	.	+	0	source=Glimmer3;ID=Miro.cds_orf00256;Parent=Miro.orf00256;
+Miro	Glimmer3	gene	146910	147029	.	+	.	source=Glimmer3;ID=Miro.orf00257;
+Miro	Glimmer3	CDS	146910	147029	.	+	0	source=Glimmer3;ID=Miro.cds_orf00257;Parent=Miro.orf00257;
+Miro	Glimmer3	gene	147041	147352	.	+	.	source=Glimmer3;ID=Miro.orf00258;
+Miro	Glimmer3	CDS	147041	147352	.	+	0	source=Glimmer3;ID=Miro.cds_orf00258;Parent=Miro.orf00258;
+Miro	Glimmer3	gene	147354	147710	.	+	.	source=Glimmer3;ID=Miro.orf00259;
+Miro	Glimmer3	CDS	147354	147710	.	+	0	source=Glimmer3;ID=Miro.cds_orf00259;Parent=Miro.orf00259;
+Miro	Glimmer3	gene	147710	148234	.	+	.	source=Glimmer3;ID=Miro.orf00260;
+Miro	Glimmer3	CDS	147710	148234	.	+	0	source=Glimmer3;ID=Miro.cds_orf00260;Parent=Miro.orf00260;
+Miro	Glimmer3	gene	148238	149257	.	+	.	source=Glimmer3;ID=Miro.orf00261;
+Miro	Glimmer3	CDS	148238	149257	.	+	0	source=Glimmer3;ID=Miro.cds_orf00261;Parent=Miro.orf00261;
+Miro	Glimmer3	gene	149352	149828	.	+	.	source=Glimmer3;ID=Miro.orf00262;
+Miro	Glimmer3	CDS	149352	149828	.	+	0	source=Glimmer3;ID=Miro.cds_orf00262;Parent=Miro.orf00262;
+Miro	Glimmer3	gene	149897	150346	.	+	.	source=Glimmer3;ID=Miro.orf00263;
+Miro	Glimmer3	CDS	149897	150346	.	+	0	source=Glimmer3;ID=Miro.cds_orf00263;Parent=Miro.orf00263;
+Miro	Glimmer3	gene	150424	150684	.	+	.	source=Glimmer3;ID=Miro.orf00264;
+Miro	Glimmer3	CDS	150424	150684	.	+	0	source=Glimmer3;ID=Miro.cds_orf00264;Parent=Miro.orf00264;
+Miro	Glimmer3	gene	150694	151143	.	+	.	source=Glimmer3;ID=Miro.orf00266;
+Miro	Glimmer3	CDS	150694	151143	.	+	0	source=Glimmer3;ID=Miro.cds_orf00266;Parent=Miro.orf00266;
+Miro	Glimmer3	gene	151171	152604	.	+	.	source=Glimmer3;ID=Miro.orf00267;
+Miro	Glimmer3	CDS	151171	152604	.	+	0	source=Glimmer3;ID=Miro.cds_orf00267;Parent=Miro.orf00267;
+Miro	Glimmer3	gene	152630	152893	.	+	.	source=Glimmer3;ID=Miro.orf00268;
+Miro	Glimmer3	CDS	152630	152893	.	+	0	source=Glimmer3;ID=Miro.cds_orf00268;Parent=Miro.orf00268;
+Miro	Glimmer3	gene	152905	153741	.	+	.	source=Glimmer3;ID=Miro.orf00269;
+Miro	Glimmer3	CDS	152905	153741	.	+	0	source=Glimmer3;ID=Miro.cds_orf00269;Parent=Miro.orf00269;
+Miro	Glimmer3	gene	153750	154019	.	+	.	source=Glimmer3;ID=Miro.orf00270;
+Miro	Glimmer3	CDS	153750	154019	.	+	0	source=Glimmer3;ID=Miro.cds_orf00270;Parent=Miro.orf00270;
+Miro	Glimmer3	gene	154052	154534	.	+	.	source=Glimmer3;ID=Miro.orf00271;
+Miro	Glimmer3	CDS	154052	154534	.	+	0	source=Glimmer3;ID=Miro.cds_orf00271;Parent=Miro.orf00271;
+Miro	Glimmer3	gene	154854	156977	.	+	.	source=Glimmer3;ID=Miro.orf00273;
+Miro	Glimmer3	CDS	154854	156977	.	+	0	source=Glimmer3;ID=Miro.cds_orf00273;Parent=Miro.orf00273;
+Miro	Glimmer3	gene	157045	157287	.	+	.	source=Glimmer3;ID=Miro.orf00274;
+Miro	Glimmer3	CDS	157045	157287	.	+	0	source=Glimmer3;ID=Miro.cds_orf00274;Parent=Miro.orf00274;
+Miro	Glimmer3	gene	157287	157781	.	+	.	source=Glimmer3;ID=Miro.orf00275;
+Miro	Glimmer3	CDS	157287	157781	.	+	0	source=Glimmer3;ID=Miro.cds_orf00275;Parent=Miro.orf00275;
+Miro	Glimmer3	gene	157781	157987	.	+	.	source=Glimmer3;ID=Miro.orf00276;
+Miro	Glimmer3	CDS	157781	157987	.	+	0	source=Glimmer3;ID=Miro.cds_orf00276;Parent=Miro.orf00276;
+Miro	Glimmer3	gene	158008	158259	.	+	.	source=Glimmer3;ID=Miro.orf00277;
+Miro	Glimmer3	CDS	158008	158259	.	+	0	source=Glimmer3;ID=Miro.cds_orf00277;Parent=Miro.orf00277;
+Miro	Glimmer3	gene	158320	158511	.	+	.	source=Glimmer3;ID=Miro.orf00278;
+Miro	Glimmer3	CDS	158320	158511	.	+	0	source=Glimmer3;ID=Miro.cds_orf00278;Parent=Miro.orf00278;
+Miro	Glimmer3	gene	158652	159179	.	+	.	source=Glimmer3;ID=Miro.orf00279;
+Miro	Glimmer3	CDS	158652	159179	.	+	0	source=Glimmer3;ID=Miro.cds_orf00279;Parent=Miro.orf00279;
+Miro	Glimmer3	gene	159200	159667	.	+	.	source=Glimmer3;ID=Miro.orf00280;
+Miro	Glimmer3	CDS	159200	159667	.	+	0	source=Glimmer3;ID=Miro.cds_orf00280;Parent=Miro.orf00280;
+Miro	Glimmer3	gene	159737	160702	.	+	.	source=Glimmer3;ID=Miro.orf00281;
+Miro	Glimmer3	CDS	159737	160702	.	+	0	source=Glimmer3;ID=Miro.cds_orf00281;Parent=Miro.orf00281;
+Miro	Glimmer3	gene	160745	161413	.	+	.	source=Glimmer3;ID=Miro.orf00282;
+Miro	Glimmer3	CDS	160745	161413	.	+	0	source=Glimmer3;ID=Miro.cds_orf00282;Parent=Miro.orf00282;
+Miro	Glimmer3	gene	161651	161950	.	+	.	source=Glimmer3;ID=Miro.orf00284;
+Miro	Glimmer3	CDS	161651	161950	.	+	0	source=Glimmer3;ID=Miro.cds_orf00284;Parent=Miro.orf00284;
+Miro	Glimmer3	gene	162030	165803	.	+	.	source=Glimmer3;ID=Miro.orf00285;
+Miro	Glimmer3	CDS	162030	165803	.	+	0	source=Glimmer3;ID=Miro.cds_orf00285;Parent=Miro.orf00285;
+Miro	Glimmer3	gene	165815	166927	.	+	.	source=Glimmer3;ID=Miro.orf00286;
+Miro	Glimmer3	CDS	165815	166927	.	+	0	source=Glimmer3;ID=Miro.cds_orf00286;Parent=Miro.orf00286;
+Miro	Glimmer3	gene	166977	167645	.	+	.	source=Glimmer3;ID=Miro.orf00287;
+Miro	Glimmer3	CDS	166977	167645	.	+	0	source=Glimmer3;ID=Miro.cds_orf00287;Parent=Miro.orf00287;
+Miro	Glimmer3	gene	167654	171466	.	+	.	source=Glimmer3;ID=Miro.orf00288;
+Miro	Glimmer3	CDS	167654	171466	.	+	0	source=Glimmer3;ID=Miro.cds_orf00288;Parent=Miro.orf00288;
+Miro	Glimmer3	gene	171503	172030	.	+	.	source=Glimmer3;ID=Miro.orf00289;
+Miro	Glimmer3	CDS	171503	172030	.	+	0	source=Glimmer3;ID=Miro.cds_orf00289;Parent=Miro.orf00289;
+Miro	Glimmer3	gene	172147	172794	.	+	.	source=Glimmer3;ID=Miro.orf00290;
+Miro	Glimmer3	CDS	172147	172794	.	+	0	source=Glimmer3;ID=Miro.cds_orf00290;Parent=Miro.orf00290;
+Miro	Glimmer3	gene	172795	172953	.	-	.	source=Glimmer3;ID=Miro.orf00291;
+Miro	Glimmer3	CDS	172795	172953	.	-	0	source=Glimmer3;ID=Miro.cds_orf00291;Parent=Miro.orf00291;
+Miro	Glimmer3	gene	173061	173351	.	-	.	source=Glimmer3;ID=Miro.orf00292;
+Miro	Glimmer3	CDS	173061	173351	.	-	0	source=Glimmer3;ID=Miro.cds_orf00292;Parent=Miro.orf00292;
+Miro	Glimmer3	gene	173351	174148	.	-	.	source=Glimmer3;ID=Miro.orf00293;
+Miro	Glimmer3	CDS	173351	174148	.	-	0	source=Glimmer3;ID=Miro.cds_orf00293;Parent=Miro.orf00293;
+Miro	Glimmer3	gene	174453	174872	.	-	.	source=Glimmer3;ID=Miro.orf00295;
+Miro	Glimmer3	CDS	174453	174872	.	-	0	source=Glimmer3;ID=Miro.cds_orf00295;Parent=Miro.orf00295;
+Miro	Glimmer3	gene	174939	175187	.	-	.	source=Glimmer3;ID=Miro.orf00298;
+Miro	Glimmer3	CDS	174939	175187	.	-	0	source=Glimmer3;ID=Miro.cds_orf00298;Parent=Miro.orf00298;
+Miro	Glimmer3	gene	175224	175604	.	-	.	source=Glimmer3;ID=Miro.orf00299;
+Miro	Glimmer3	CDS	175224	175604	.	-	0	source=Glimmer3;ID=Miro.cds_orf00299;Parent=Miro.orf00299;
+Miro	Glimmer3	gene	175636	176010	.	-	.	source=Glimmer3;ID=Miro.orf00300;
+Miro	Glimmer3	CDS	175636	176010	.	-	0	source=Glimmer3;ID=Miro.cds_orf00300;Parent=Miro.orf00300;