rescur

tmp/00-assembly/draft_assembly.fasta

@@ -1,321 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTCTCCCTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGC
-ATCTGTCTCGGCTTCTGGCCTTCCTCTCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCAC
-AGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTC
-AACAGCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCC
-CCTTCTACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCCAGCCCCTGC
-TAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTGG
-GTCCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGT
-GGCTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGG
-CGGCGGGGGCTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGGCC
-CGGCAGGCGGCGGCGGCGCCTGCAGCATGGGTCCTTGACCGGCTCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCG
-GTCCTGGCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGCACCAGCGCTGCGGGGGTAATCCGGGTGCCGGCACACAGGCC
-GCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTTGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCG
-TCAACAACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGACGCC
-TGCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCGCGC
-TCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTT
-GAAGAGTTCTCCAGCCCTGCACCTCTCTTGTCTCCTCGAGGGACCCCTGCTCGGAGGAGCTCTCCCTGCACCCTCTCCGG
-ATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTGGCCTGGGAATC
-TTAGAGAAAGGGGTGCAACGTGAACAGTTTCTTCCTGTCCTGGCTGCTGTTCTAGGACCCAGGAAGCGAGCCCCAGGATC
-AGACACAAGAAAAGAACAGGTTCCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCAGCTCCGGTGCCCGTGG
-TGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTCCGGAGAGCAGGCT
-TCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCC
-TACCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACAATGCACCGGTAGGCTGGTGATCGGTGGCGGAGACTACTCCCGG
-GACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCCTGGCTCCCTC
-TGCTCTCGTTTCCACTCTGGGCACCAACCTGCCCTTGGCGCTGGACCCCCTTCCCCGTTCTCACTTTCTGCTCCCCTTAG
-GGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAAATTGAGCCCAGGTTAGCCAGCCGAT
-CTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCCGGTTCAAGGGCCCA
-ACAGTGGAAGGGGGGTTTACATAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACC
-CCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGACTCTGGGGCCA
-CGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGCCCTCCCTAGA
-GGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGC
-CAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAGGTACTCGGT
-TTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGCCTTGTTTTG
-CTCTGTGTCCTGTGTGCTTGTCCTGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGT
-TGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGTCGGCCTCTTACTCTGAGC
-CTGAGGCTGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGA
-GGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGA
-GGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGGGGTTCAGCTGCTG
-CGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTTCCTGCCTCTGCCGTCTGTCTGTC
-TCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGA
-AGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAGTACCTGGCC
-TCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAACCGGCGGAC
-AAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCCTCAGGCAGCTCTCGGTTCATTGGCCTC
-TCGTGGGGTGCACAGACTCTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTGCGGGGAGC
-TGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGGCTTTCTGG
-TTGGCACACTCTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGC
-AGTCCAGGCTCCAGGGATCTGTGAGTCCTGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTGCTCTGTCCT
-GGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGCGGAGAGGGTCTGTGGCCCCAGAC
-CGCGGCCCTGCTACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCATCT
-GTGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGTGAGAAAGAGA
-ATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTGTTTTGTTTTTTCACATTTACGCT
-CACGGACGTGAAGCGTCCCCAACACTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCT
-GGCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGGGGTAGCGCGG
-GAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTCTGGCTTCCTTTTTTCTG
-AACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCACAACAT
-TTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCTAGCTCGGGGGT
-TGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGGAGGAGAGGCAGCCTGGCAGGCCTCCCAGAGA
-GAGGGGCACAGAGAAAGAAAGAGGCAGGCAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGAATAGGGA
-CCCCGCTCAGGAAAGGAGAAAAACAGGCAGCCTGCAGAAAGTCTTATTTATGTATAATAAAGAAAAAGCAATGGATGACT
-GAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGGAGAGAAAACTGAGAGA
-TAAGACACAAAGCCTAAGAGAAACATCCAGGCCGTTTGAAATGCAGGGGATAAGGGAAGATGAAAGACGGAAAGATACAC
-AGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAGTAGGCCCTTGCAGGCTTCGCATGGCTTCATCG
-ATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGACAGACGTTTGATCTCAGT
-TGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTGGGTC
-CAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAGTCTGAGAAGACATTCGCAGAGAGAGGGAGGAAAG
-AGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCGGGACTTGTGGGTAGGTGAGGGCCCTCTGGC
-TTGGAATGGCACCTGGTCTCCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTTGTGAGGC
-CTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTTTCCCATCGCTCCTCCTCTGG
-GATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAAGAAGGGAACGCGTTATAGGG
-GCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGAGTTGGGCA
-CACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGCAGACTGCGGAGGAACGGGAGG
-CCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGCCGCTGCCC
-GCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCGACCAAAAT
-CACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGGGACCCCAGGCCCACTCAGGGG
-TCACTGAGGCCTGAAGACCGAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAGGAGGGGAACACTGCCCTCTA
-CATGGCCCCCAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGACACGCGC
-CCCCCTCCCAGAGTTGTACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTTCATTTTATTTTAATTTTTAACGTG
-GGATTCAGAGAAAGGGGCACAAGGGAGGTAAGGGAGGAGGAGCTTTCCTGGGTCCCCAGGGCTGTCATCTGAATTTGCCT
-GGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCACTGTCC
-CTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGAGGGTCACAGTGTTTACACTT
-TGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGGGCCCTGATGGAGAACCTCTGCTAGGGCAGT
-GCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGCTCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAAGAGGAC
-CACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAAAAGCTATAGACACTCAATGC
-TAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTGCCCAAGATCATGGGAGCCCA
-CCTCTTTCATCAGCGTGACCTGAATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCTGCCCCA
-CTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTTGGAATGGGGGTATTTACCCA
-ATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGTAGGCAGAAGGGATTTGCCTT
-TTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGGGAAGGC
-ATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATATGGTTTGGCTGTCTCCCCACC
-AAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTGGGAAGTAATTGAATCATGGG
-GGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATTCCCCTG
-CACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGCCATGATTGTGAGGCCTCCCC
-AGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGGGTATGTCTTTATTAGCAATG
-TGAGAACAGACTAATACAGTGAGCTCTGGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGTAGGAGG
-GCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCAGGGAGAGTTGCTGGAGGTTA
-TCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTGAGCAGG
-TCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGAACATTC
-AGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCAGACTCAAATAGACACATAAGAAAGCATCTTATA
-GGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAGCTCAGAGTCACTGCAATCT
-TATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCTAAAATGATATGTCTCAGA
-AATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAATGGCAATAAGTAAACGAAAT
-AAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTTGTGCCTTCTCTCCAAGCTC
-GTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTTATAAAG
-AAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACATCTGGTGAGGGTTTTCTTGT
-TCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAGGAAATTGGGCCAAACTCAT
-CCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGCAGAGCC
-TTCATGACCTCATCACCTTTTCTCAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATTTCAACATGAGTTTTGA
-AGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATGCATTATGCTATTATGC
-ACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGTGAACCCCGACTGTCCTCCTAATTTGCAGCTTAAGAGTC
-ATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTGCCTGTGCACCCTGGCGTG
-TCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATTAGCTCCCTAAACCTAGGA
-AGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAAGCGTGAGTTAAGAGTCCATCAG
-TGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTATTCAGGGCATCAGAATGC
-TGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATTCATTTAACCTGAGACTT
-TATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGAATTCAT
-TAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCAACAGTTAAACCTAAGAA
-GATATATATGAAAAATAACTAATATTTCAGTATGTTCAGATACTAACTTTTCATTGCTTCTCACTCTGGAATTAGAAAAG
-TATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAAACAAAA
-CCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCACTTTACACATATTGCCCTC
-AAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGTCACATG
-GCCCCAACCTACCCAAGAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAGGAGATT
-CTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATGGAAGGGGAGGGAAGGAAGC
-AGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAAGATGAG
-ATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATTGGAAAC
-GATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAGGGCTAAGCACCAGCAGCTGG
-GGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGGAGGCTCTTCTCAGCACTCCACAGTGCGCATGACAGTGTCT
-TCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATCAATTGC
-TGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTAAAGGACCTTCTTTATCCCT
-AGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAACAAAACAAAATGTTCCGCAA
-AATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTACTGTCTTTGCTGAGCTCACTATAAATCATGGATATCTGTCTCT
-CTTTGAACTGTTCCTGCTGTACCATGGGCCAGGACCCTTCACAGCCTCTTCAAGGTTGACTTCCTATGAGCATCGTGGAA
-CATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTTACACTG
-GGAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGGATGTTGA
-AGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTCTAACCACATGCTTTTTGTGGAGGCAA
-TAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTTTCACAACTACTCTATGCAGAAGCACT
-ATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATAAATGGG
-GGAATTAGTATTTTAACCCGGGTCTACTACAAGTCTTGCTTATAATTACCATGTTATACAGCTTGTCAATCAATATCCAG
-GGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAATCCCTC
-ATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGCTGGAACTCCCCC
-CCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCCCATTAAAAAAATGACATGCAAATTCGTGAG
-GCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGGGCAACT
-TATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTTGGAGGAGAGA
-CAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCCCTACCAGCATTGAGTAGGGGACAGCTCGTT
-TCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCAAGGAAGCTGAACTGTCTACACAGTCTCTGG
-CATCCTCTATGTTCAATTATCTGGTGAGAACGGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACAAACCGCTCCT
-TTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCTGGGGAATGGGGCTAGAAGGAAGTTTTGTGC
-CATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCCATCCAC
-CAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCCTGACAGCTCA
-GCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCACTCCACGTGGTTTTAGCAATTAGACCTTTAT
-TAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGTGGGTGG
-CAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACCTGGATTTTGT
-GGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCTCCTCATTAAAGTAAGCATCTTCTCCCCCTA
-ATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTTTCTCCC
-CAAGTGGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCTTGGGCCAGG
-CCGGACTTGACGAGAAAACAGAAGTAATCCATCTAATCCAATTGCCTTTCCAGTGAAACAGAGCACCGTTTCCCCAGGCA
-TCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCACTTAAA
-TCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTCAAGCAG
-ACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTTCCTCATGTTGCTCCAGGGAAAGAAG
-GGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTCCAATGC
-TACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGGTTAAAT
-TGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGTAGCTTATCTGGAGATGGAGTCTGTA
-CGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGGAGAAAT
-TTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATGCCAAGG
-AAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGCTGACACTTCGAGTTCAGACTTTTAGC
-TTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTAGCCAAT
-GAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTAGAAGTAA
-GAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGCTGATATATACATATATATAGTATATA
-TGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATATATGTATATAGTATTATACATGCTG
-AGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGCATGATC
-TCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTCCCGAGTAGCTGGGATTACAGGCAC
-CTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTGAACTCC
-TGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCTCAAATA
-TTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTAACTTCTCTTCTCATAACTGTCAAC
-CATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAACTCCATATCCATTTATCCATCTGTT
-CTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAATGATAC
-GTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGCACAGTATTCCACCATGGGCATGTG
-CAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATGCATCTG
-AGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTACACAGA
-ATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTGTTAGGGATGTCAAACATTTTCCAT
-AATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAAAATGTT
-TTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGATTGTGG
-TGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTCAACCCCCTCCCACCCTTTTCCCCA
-AGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGCGTACAA
-TGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGCCATTAA
-TTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTGCTTGATGGGCATTTGGGCTGGTTC
-CATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTTCCTCTG
-GGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACTGTTTTC
-CATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTCCCTACATCCACGCCAACATCTTTT
-TTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGATTTATATTTCCCTGATCATTAGTGA
-TGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTATAATGCT
-TCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATGCAACAAATTCCAAAAAATTGTTTG
-TCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTGGTAAAT
-GGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGTGAGGTA
-ATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCCAAACATAAACCCAGATCTTCCTAT
-TGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCAATGAAGCATTAATATCTACATTTA
-ACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAACTTTTT
-CATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTACATTAATACATAGATAAATTTAGG
-TGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGTAAAACT
-GTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAGGAAAAA
-TAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCAAAATAAGGACATCATCAGGCAAGC
-AAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAGAAGGCA
-CAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGATCCCAAA
-ACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTAGGCAAAGAGAGCATGTGATTCAAG
-AAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCTTCATGT
-CAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGAAAAATA
-AAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAAATAAGTGGAAACGCTCCCTTACAG
-CAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGCTTCTCA
-AAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGAGGCAGA
-AGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGCACTCCAGCCTGGGCCACAGAGTGA
-GACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAGAGCAGC
-GGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAGACAACG
-GAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTCCAAGATTGTAGACTTTTAAGAATG
-TAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATATTTTAA
-TACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTTTAATAA
-CTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTTTGGATGACCACATACTTGGCCACA
-AAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAAATAAAT
-TACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAGTAGAAA
-TCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGAAATTTTGGAGATGTAGCTAAAGCA
-ATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAGCAATAC
-GTAACTGAAAGTTGAGTGTATACATACC

tmp/00-assembly/draft_assembly.fasta.fai

@@ -1 +0,0 @@
-disjointig_1	25548	14	80	81

tmp/10-consensus/consensus.fasta

@@ -1,428 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTA
-ACACCAGCACCTGGCACATGGCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATAC
-CACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAGCAGTGGCCTTCCCCGCACCC
-GCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTT
-CCTCGCCGCAGTCCAGTTGATCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCC
-AGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCGGGGAGAGAGGCCGCCTCGGG
-CCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCC
-GACCTAATTCAATTAGCTGGGCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACT
-CCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGCATATGGATGCGGTTCCTCCC
-CCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGG
-TTGCTTTTGAGCTCCCTGTGGCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTT
-TGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTGTGGAAGTGAGCGTGCCTGTA
-AGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGT
-GGGATGTGTAGGATGTGTTTGTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGA
-GCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTTCCTGTGCAAGGTGAGTGGGC
-ATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTC
-AGGACACCATGGGGAACATGTTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGG
-TCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCCCGCCTTGCTTTTCTGGTGGA
-GGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTC
-CCAGCACAGTCCAGCCCTGGCTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCC
-TAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGGTGACCCTAGCACGTAGGAGG
-GACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACG
-CCCAGCAGAGGCGAGGAATTGAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCG
-TCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTTTACTGTGCACAGGCAAAGTG
-AGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACA
-GCAGGCTGGTGCTCTCTTGGCTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCT
-TCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAGCCAAGGGAGACACGAAGGAT
-GAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGA
-GCAGGGCCCTGGGGGTCTGTCCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCC
-CTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATGGGAGATTCCCTAATCAAGGC
-CACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGG
-CCAACAGCTTCCTTTAGGGTCAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGG
-TGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCTGGGCTCTGATTGAGAGGAAT
-GGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCAC
-TGATGGGAAAATGTGTGCCTGTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAG
-AATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCCCCCCAACCCCGAGGACTCAT
-TGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAA
-GTCACCAGGTGATCCTGCCTTCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGA
-CAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAATGCAGACCCCATTGGCCCCGC
-CATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCAC
-TTCTCTGACAATTCCATCGGAATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGC
-TCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCACAGGCACTCACTACAGAGGA
-ACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTT
-CCTCCAACACTCTTCCCAACATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACA
-GTGCCTGATACATACTAGATGCTCTATAATTATTCATTGAATACATTGTTAAAATTATTT
-CTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTT
-CCACACATATCCGTAAGCTAAAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGG
-AAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGGCTGAGCCCGTCCTTTCCCTC
-CTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAAC
-CAGAGAGAAGGAGTCTGCAACTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAG
-CCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATAGAAAGCAGTGTTTGCGTCTG
-GTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGC
-TCTGTGAGTCCCTGCTTTCTTCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGAC
-AATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAATATAAACTTGTGTGAGTCTCC
-TCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGG
-TAAGGAAGGGACAGAGAGGGTCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCT
-GGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAGGGTAAAAGTTGGGAGTATCC
-CCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCT
-GCTGGATTTTAATGAGAAGAGCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGA
-CTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTCCTCCCAGGTACCCTGGACAA
-CTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATT
-ATTTTATTTTATTTTATTTTATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTC
-AACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAGGTAAAACTGTGGTGAGACTA
-AAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTG
-TCTATGGAACTTGGAGCAAGTTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTT
-AGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCAATTATAGCACATCTCAGGCT
-CAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCT
-ATAATATTCAGCTCCTTTTAAAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTA
-TGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATCACTCCAAAAGGAATTCTGTA
-TCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATA
-ATGTGGCCTTTGTGCTTGGCTTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATG
-TTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTATGGCTAAATAATATTCCATGT
-GTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAA
-AAATTGGGACATTTCTATTAACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCAT
-GATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAATTTATTTTCTGCTTTAGTTCC
-CTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGC
-GAGGGAGCGAGAGCCCTCTCATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTT
-TGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAGTGGCGCGATCTCAGCTCACT
-GCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTT
-CACCGTGTTAGCCAGGATGGTCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTC
-CCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAGCCACTCTGCTCTAGTGTTTA
-CAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAG
-GCTAACCCACAAAAGCAAGTTGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGC
-TATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAGGGAGAATACTCATCTCGAAG
-GATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTT
-TTGTTCACTGCTATGTCCCCCATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTAC
-TCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTATTCACCCAAGATGACCATAT
-TTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAAT
-AAGACTTGATGGGAGAGAATGTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAG
-GGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAGAACCAAGAAATAGATATCCC
-AAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTC
-TGAGCCAGACAGCCACTGGCAAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCC
-TGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAAGCCCCTATGGCTCCCTCCCA
-AGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTG
-TCAGAATGCCTCTTTCGAACCCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAA
-ACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAGACCCAAACCAACCCTCTTGA
-CTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAG
-AAGGGCAAGCCTGAACTCACCGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAG
-ACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGGAGTAAATCTCCTGGTTGAGT
-GACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCC
-CAACGGCCGGGAAGACAGTTGACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGG
-GAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTCGCCTTGTTCCCCTCTTCCCT
-CTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCC
-GCTCCTCTCCGCGCACAGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCAC
-CGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACAGCGAGCGAGCAGCCGGAGCG
-GGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTG
-CCTCCGCCAGCCCCTGCTAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGG
-CCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGTCCGCACCACCTCCACCCGGG
-TCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGG
-AGGCGCCTACACTTACGGCGGCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGG
-GCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGCGGCGGCGGCGCCTGCAGCAT
-GGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGT
-GCCGGCACACAGGCCGCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTC
-GCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAACAACCTCACTGGCCTCACCTT
-CCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGC
-TCCCCAAAGCCGGTTCTGCGCTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTT
-GAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTTGAAGAGTTCTCTCAGCCTG
-CACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCA
-GCTACTCTTCACCTGGGAATACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTC
-CTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGATCAGACACAAGAAAAGAACA
-GGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTT
-TTTTTTTTTTTCCGGAGAGCAGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCC
-AGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCCTACCCCCGGGCCCAG
-CCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTC
-CCGCCTTCCTCTGCTGGCCCTGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACT
-CTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTGCTCCCTTAGGGTTCCCTGGA
-TCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGC
-CTCCTGGGGGTCCCCGGTTCAAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTT
-GGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACCCCTGGCTTCC
-TGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGG
-GTCTAGGCCTCAGGAAGGGCCCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTC
-TCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGCCAGGCCAGTC
-TTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTC
-AGCGAGTGTATGGCTGTGGCCTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTG
-TGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGTTGTACGTTGTG
-TTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGC
-CTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGG
-CCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGAGGAGGCC
-GTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCT
-CTGCTGCTTGCCTCTGCCGTCTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACT
-GTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGAAGAAGAAGCCG
-CGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAG
-GTCAAAACCTGGTTCCAGAACCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGG
-CCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCATTGGCCTCTCGTGGGGCGCA
-CATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTG
-TTTTACCGGAGGCTTCAGGGCTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCA
-GGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGCAGTCCAGGCTCC
-AGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGC
-TCCCGGCAGAGGGTCTGTGGCCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGAC
-ACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCAATCCGCGCCGGCTG
-CGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTT
-TGTTTTGTTTTGTTTTTTCACATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCG
-AGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCTGGCACGCTGC
-ACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAG
-GAGGAAGGAATTGGAGTTTCCTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTC
-CGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCACAACATTTCTGACGC
-TGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGG
-AGGAGAGGCAGCCTGGCAGGCCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGC
-AAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGATAGGGACCCCGCTCA
-AGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGA
-GAACCAAGTGGGTGGGGAGGAGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAA
-TATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACGAAAGACGGAAAGATACACAG
-AGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATT
-AGGTCTGTCCACCTTAGAGACAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAG
-TAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTGGGTCCA
-GCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCT
-CTCTGCCCTGGACTTGTGGGTAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTC
-CCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTTGTGAGGC
-CTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTG
-TTGGAGTCAGGACTCTCAAAAGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGG
-ACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGAGTTGGGC
-ACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGC
-AGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGC
-ACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCGACCAAAA
-TCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCC
-TGGCCTCAGACTGCACCCAGGAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCA
-CATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGACACGCGCC
-CCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGG
-AGCTTCTGGGGTCCCCAGGGCTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGA
-CCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCACTGTCC
-CTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTA
-CAGGGGCAGAGCCCTGATGGAGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGT
-TGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAAGAGGAC
-CACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCA
-AAGCCACAGGAACAGAGCTGCCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACC
-TGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCTGCCCCA
-CTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGC
-TTTTGATTTTACAGGCTCGTAGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGA
-CTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGGGAAGGC
-ATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACAT
-GTTGTAGGAGGAACCTGGTGGGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGT
-TCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATTCCCCTG
-CACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTT
-TATACATTACCCAGTCTTGGGTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGT
-GGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGTAGGAGG
-GCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGG
-CAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACAC
-ACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGAACATTC
-AGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCC
-TGCCATGTGGCAGCTGGCAGCTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATG
-TGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCGCAAACTATATGTCTCAGAA
-ATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACC
-TACCACCCAGAACTCAGCTTGTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCT
-GTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTTATAAAGA
-AAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGT
-GTACACACAAGATGACACAGGAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTC
-TCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGCAGAGCCT
-TCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCA
-GCCCTGTCATGTCCTGAATGCATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTC
-CCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTAATTTGCAGCTTAAGAGTCAT
-TTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCT
-GCCTCTTTCATGGATCAATTAGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAAC
-TTCAGGAACACGGTATATATAATAGACACTTACTAGCGTTAGTTAAGAGTCCATCAGTGT
-GTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGT
-GTTAAAATACACAAATGATTCATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTC
-ATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGAATTCATTAG
-AGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGAT
-ACTAACTTTTCATTGCTTCTCACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGA
-TGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAAACAAAAC
-CCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACA
-GGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGA
-AATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAGGAGATTC
-TGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTC
-AGGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTG
-AGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATTGGAAAC
-GATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGA
-GGCTCTTCTCAGCACTCCACAGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAAC
-AGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATCAATTGCT
-GGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAG
-GCACTGCTGAGCTCCAAAACAAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGT
-CAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCACTATAAATCATGGATATCTGT
-CTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTG
-ATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTTACACTGGAAACAGTGTAAC
-TCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGG
-ATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTT
-TATACATGATAACTTAATTTTCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTAC
-ATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATA
-AATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTG
-TCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGT
-CATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGC
-TGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATAT
-GTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGC
-TTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTT
-GGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATC
-CCTGTCCACCCCCATTTGCAAAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTA
-TGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACA
-AACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGT
-CACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGC
-AAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCC
-TGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAAT
-AGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGA
-GGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACC
-TGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTC
-AGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAG
-AGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCT
-TGGGCCAGGCCGGACTTGACGAGAAGACAAGAATTGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAG
-GACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATC
-TGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTCA
-AGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAG
-TCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAA
-AATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGGT
-TAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGA
-CAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGAC
-AGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATG
-CCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGC
-TGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTT
-TAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATAT
-TATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTAG
-AAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGC
-TGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATA
-CAACATACATATACATATATATGTATATAGTATTATACATGCTGAGTTACACCATTCAAA
-AAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGCAT
-GATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTC
-CCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGT
-GGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCC
-ACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCTCA
-AATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTA
-ACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCA
-AAAGTGTTTATACCAGCAACTCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAA
-AGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAATG
-ATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGC
-ACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTG
-TGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGG
-TAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTACA
-CAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTG
-TTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTA
-AGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTT
-TTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGATT
-GTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTC
-AACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTT
-GCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATT
-CCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGCCA
-TTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTG
-CTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGAC
-GTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAG
-CGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACTGT
-TTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTC
-CCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGA
-TATCACAATGTGGTTTTGATTTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTC
-ATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTATAA
-TGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATG
-CAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAAT
-ATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAG
-CATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGTGA
-GGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCC
-AAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAA
-ATCAAGATATTTTAAAATCAATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTA
-TTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAACT
-TTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTA
-CATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTT
-GGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCA
-GCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAGGA
-AAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCA
-AAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCC
-CTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCA
-AAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGATCC
-CAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTA
-GGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATG
-TCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGA
-AGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGAAA
-AATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAA
-ATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAG
-CATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAA
-CTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGAGG
-CAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGC
-ACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAA
-CAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAG
-CAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAGAC
-AACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTC
-CAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAAT
-CACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATATTTTAATACAATGCTCAATACT
-AAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTTTA
-ATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTT
-TGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTA
-CAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCA
-AAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAGTA
-GAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGA
-AATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGT
-GCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAG
-TGTATACATACC

tmp/10-consensus/minimap.stderr

@@ -1,11 +0,0 @@
-[samfaipath] build FASTA index...
-[M::mm_idx_gen::0.004*1.43] collected minimizers
-[M::mm_idx_gen::0.006*1.29] sorted minimizers
-[M::main::0.006*1.29] loaded/built the index for 1 target sequence(s)
-[M::mm_mapopt_update::0.007*1.26] mid_occ = 10
-[M::mm_idx_stat] kmer size: 17; skip: 10; is_hpc: 0; #seq: 1
-[M::mm_idx_stat::0.007*1.25] distinct minimizers: 4611 (99.78% are singletons); average occurrences: 1.005; average spacing: 5.516; total length: 25548
-[M::worker_pipeline::0.082*1.01] mapped 15 sequences
-[M::main] Version: 2.24-r1155-dirty
-[M::main] CMD: flye-minimap2 -x map-ont -t 1 -k 17 -a -p 0.5 -N 10 --sam-hit-only -L -K 1G -z 1000 -Q --secondary-seq -I 64G /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/00-assembly/draft_assembly.fasta /home/prom/Documents/Programmes/pandora_lib_assembler/output_0.fasta
-[M::main] Real time: 0.084 sec; CPU: 0.084 sec; Peak RSS: 0.010 GB

tmp/20-repeat/graph_after_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp/20-repeat/graph_before_rr.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp/20-repeat/graph_before_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp/20-repeat/read_alignment_dump

@@ -1,44 +0,0 @@
-Chain
-	Aln	1	+0412e744-fc91-4416-b796-191b52041ea9 69 7443 7485 -edge_1_0_+disjointig_1_0_25571 6701 14091 25571 -1 -1 7184 0.00310617
-Chain
-	Aln	0	-0412e744-fc91-4416-b796-191b52041ea9 41 7415 7485 +edge_1_0_+disjointig_1_0_25571 11479 18869 25571 -1 -1 7184 0.00310617
-Chain
-	Aln	1	+64c7eed2-d3d6-4b25-8cef-db12f4e5d109 71 8497 13792 -edge_1_0_+disjointig_1_0_25571 6701 15142 25571 -1 -1 8195 0.00303873
-Chain
-	Aln	0	-64c7eed2-d3d6-4b25-8cef-db12f4e5d109 5294 13720 13792 +edge_1_0_+disjointig_1_0_25571 10428 18869 25571 -1 -1 8195 0.00303873
-Chain
-	Aln	1	+2b63bb1b-74c5-4779-8123-6017dc3fb7b0 17 11272 11327 -edge_1_0_+disjointig_1_0_25571 16 11275 25571 -1 -1 10914 0.00324322
-Chain
-	Aln	0	-2b63bb1b-74c5-4779-8123-6017dc3fb7b0 54 11309 11327 +edge_1_0_+disjointig_1_0_25571 14295 25554 25571 -1 -1 10914 0.00324322
-Chain
-	Aln	1	+395db5a5-a9f4-48f0-86f7-864c96aefa15 40 7447 7497 -edge_1_0_+disjointig_1_0_25571 6684 14091 25571 -1 -1 7208 0.00379759
-Chain
-	Aln	0	-395db5a5-a9f4-48f0-86f7-864c96aefa15 49 7456 7497 +edge_1_0_+disjointig_1_0_25571 11479 18886 25571 -1 -1 7208 0.00379759
-Chain
-	Aln	0	+8c13bd7b-fb49-4ec2-83ba-6653176f709a 4 15940 15993 +edge_1_0_+disjointig_1_0_25571 4 15959 25571 -1 -1 15244 0.00507753
-Chain
-	Aln	1	-8c13bd7b-fb49-4ec2-83ba-6653176f709a 52 15988 15993 -edge_1_0_+disjointig_1_0_25571 9611 25566 25571 -1 -1 15244 0.00507753
-Chain
-	Aln	1	+0373698d-ca92-426c-809f-c0a1ec63921a 72 12861 12865 -edge_1_0_+disjointig_1_0_25571 4739 17557 25571 -1 -1 11946 0.00825944
-Chain
-	Aln	0	-0373698d-ca92-426c-809f-c0a1ec63921a 3 12792 12865 +edge_1_0_+disjointig_1_0_25571 8013 20831 25571 -1 -1 11946 0.00825944
-Chain
-	Aln	1	+9fcbc387-8503-4055-9cbd-0e55b2c4f656 43 6386 6435 -edge_1_0_+disjointig_1_0_25571 5110 11448 25571 -1 -1 6259 0.00216559
-Chain
-	Aln	0	-9fcbc387-8503-4055-9cbd-0e55b2c4f656 48 6391 6435 +edge_1_0_+disjointig_1_0_25571 14122 20460 25571 -1 -1 6259 0.00216559
-Chain
-	Aln	0	+56bbfd4a-0d1d-4d97-b307-7626be446ce8 37 5242 5293 +edge_1_0_+disjointig_1_0_25571 11793 17004 25571 -1 -1 4983 0.00524185
-Chain
-	Aln	1	-56bbfd4a-0d1d-4d97-b307-7626be446ce8 50 5255 5293 -edge_1_0_+disjointig_1_0_25571 8566 13777 25571 -1 -1 4983 0.00524185
-Chain
-	Aln	1	+fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc 39 9725 9776 -edge_1_0_+disjointig_1_0_25571 4373 14065 25571 -1 -1 9483 0.00346485
-Chain
-	Aln	0	-fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc 50 9736 9776 +edge_1_0_+disjointig_1_0_25571 11505 21197 25571 -1 -1 9483 0.00346485
-Chain
-	Aln	1	+411338d1-2778-4447-9a20-1480bb1748e6 41 5950 8239 -edge_1_0_+disjointig_1_0_25571 7982 13913 25571 -1 -1 5484 0.00784972
-Chain
-	Aln	0	-411338d1-2778-4447-9a20-1480bb1748e6 2288 8197 8239 +edge_1_0_+disjointig_1_0_25571 11657 17588 25571 -1 -1 5484 0.00784972
-Chain
-	Aln	1	+daf40e1f-5080-46fd-8c18-fb7b0dfa8161 44 10154 10216 -edge_1_0_+disjointig_1_0_25571 4031 14137 25571 -1 -1 9896 0.00362384
-Chain
-	Aln	0	-daf40e1f-5080-46fd-8c18-fb7b0dfa8161 61 10171 10216 +edge_1_0_+disjointig_1_0_25571 11433 21539 25571 -1 -1 9896 0.00362384

tmp/20-repeat/repeat_graph_edges.fasta

@@ -1,321 +0,0 @@
->edge_1_0_+disjointig_1_0_25571
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCACAGCC
-AATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACA
-GCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCGCCAGCCCCTGCTAG
-CTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGT
-CCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGGCG
-GCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGC
-GGCGGCGGCGCCTGCAGCATGGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGTGCCGGCACACAGGCCGCTCG
-CCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTCGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAAC
-AACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCTGCG
-CTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCT
-TGAAGAGTTCTCTCAGCCTGCACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTCACCTGGGAAT
-ACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTCCTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGA
-TCAGACACAAGAAAAGAACAGGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTTTCCGGAGAGC
-AGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGG
-TGTCCTACCCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCC
-TGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACTCTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTG
-CTCCCTTAGGGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCGGTTC
-AAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATT
-CCAAAGCACCCCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGC
-CCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCC
-CCACCCAGGCCAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGC
-CTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTT
-TGCCCCCGTTGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGA
-GAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGA
-CTGGCGGGCAGGAGGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTGCCTCTGCCGT
-CTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGC
-CCCCCAAGAAGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAA
-CCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCA
-TTGGCCTCTCGTGGGGCGCACATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGG
-CTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCA
-CTCCACGCAGTCCAGGCTCCAGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGGCAGAGGGTCTGTGG
-CCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGA
-AAATCAATCCGCGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTGTTTTGTTTTTTCA
-CATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGC
-TGCACCCTCTGGCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTGGAGTTTC
-CTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTC
-TACCACAACATTTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGGAGGAGAGGCAGCCTGGCAGG
-CCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGCAAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAG
-AGGGATAGGGACCCCGCTCAAGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGG
-AGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAATATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACG
-AAAGACGGAAAGATACACAGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGA
-CAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTC
-AGAGGAAGCCAGTGGGTCCAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCTGGACTTGTGGG
-TAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTCCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACC
-CCGGCTGCCCCTTGTGAGGCCTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAA
-AGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGG
-GAACGCACCAGGAGTTGGGCACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAG
-AGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTG
-GTCTGACGACTCGACCAAAATCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAG
-GAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTC
-AAGGGACAAGGACACGCGCCCCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGGAGCTTCTGGGGTCCCCAGGG
-CTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACA
-CACAGGTGGTGTCACTGTCCCTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGAGCCCTGATGG
-AGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAG
-TGGAGCTATGAGAAGAGGACCACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTG
-CCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACCTGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGA
-TTTAAGATTTGGCTGCCCCACTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGT
-AGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTT
-TGGAAGACTATTGGGAAGGCATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTG
-GGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTT
-TATAAAGGGCAATTCCCCTGCACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGG
-GTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGTGGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGT
-CTGGAACTCAGTGTAGGAGGGCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTG
-AGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGT
-TCTTGGACCCCAGAACATTCAGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAG
-CTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTC
-GCAAACTATATGTCTCAGAAATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTT
-GTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAG
-ACTGGGGTAATTTATAAAGAAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAG
-GAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTC
-TATTCATGAGGGCAGAGCCTTCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATG
-CATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTA
-ATTTGCAGCTTAAGAGTCATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATT
-AGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAGCGTT
-AGTTAAGAGTCCATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATT
-CATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAAC
-CCAAGAAAAGAATTCATTAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGATACTAACTTTTCATTGCTTCT
-CACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAA
-AATAAAACCAAAAACAAAACCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTG
-GCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAG
-TGCCCCAGGGAAGGAGATTCTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGGTCTTAGCTGCTATTG
-TGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTG
-GTCGGTCAGTCATTGGAAACGATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGAGGCTCTTCTCAGCACTCCAC
-AGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCA
-TCATTCTGACATCAATTGCTGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAAC
-AAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCAC
-TATAAATCATGGATATCTGTCTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTT
-CATGACCACTACACACCAGTTACACTGGAAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTAC
-TGGGTCTCCAGTAGCAGAGGATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTT
-TCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCC
-CCAAGGTCACATGAGGCATAAATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATA
-AGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCA
-ATAGGGAACTAAGCCCTAGCTGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTAT
-AGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGT
-AGTAAAATACATTTAGACTTGGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCA
-AAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTATGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAA
-CCTGTTCTATATGCTGGACAAACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAG
-GATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAAT
-ATCTGGGGGCGATTTGGGCCTGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTC
-TCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTC
-TTGACCCCATGTATTGGACCTGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTAC
-TCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCC
-AAGGCTTCTCCCTGTAACCTTGGGCCAGGCCGGACTTGACGAGAAGACAAGAATTGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGA
-CGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACT
-TAATGAAACATTGATTTTCAAGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTT
-ATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCA
-TATTAGGTATACTTGTGGGTTAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGA
-TTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGG
-AGAAGATGGTCATCCCCATGCCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGC
-TGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGT
-ACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAG
-TTTTTTAAATAGAAAAGTAGAAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGC
-TGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATAT
-ATGTATATAGTATTATACATGCTGAGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCC
-AGGCTGGAGTGCAGTGGCATGATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTC
-CCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATG
-TTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAG
-AGCCATCACTCCTGGCCTCAAATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTA
-ACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAAC
-TCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGC
-TTTGCTGTTTTCTTTAAATGATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGC
-ACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGC
-TAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTC
-ACATGAGGAAAACTGGTACACAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTG
-TTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATG
-TTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATT
-TAGTGGTGATTTGTGAGATTGTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTC
-AACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTC
-CCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCAT
-CCAGGTCGCTGAGAATGCCATTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTG
-CTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTA
-CAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCT
-TTAAGGAATCTCCACACTGTTTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTC
-CCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGAT
-TTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAA
-TTTTCTAAATCTGTCTATAATGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATG
-CAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGA
-AAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTT
-GTATTCACACGCCTTTGTGAGGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCC
-AAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCA
-ATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTT
-TTTATTTTGATTTTAAAACTTTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTA
-CATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGT
-AAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGA
-CAACTTCAAAGTGCTGAGGAAAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCA
-AAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAA
-GCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAA
-ATCTAAACAGGCATTGATCCCAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTA
-GGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGAT
-ATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAA
-AAGCACCAAGAAGAATGAAAAATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAA
-ATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGC
-AAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCC
-AGCACTTTGGGAGGCTGAGGCAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGC
-ACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAAC
-AAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAA
-GAGGAAGAAGAGTTAAAGACAACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTC
-CAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATC
-CACAGCCGCAATAAGATATTTTAATACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAA
-AATTTGAAATAACATTTTTAATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTT
-TGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCA
-CACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTAT
-ATAATTAATGAGTCAAAGTAGAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGA
-AATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAAT
-GAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAGTGTATACATAC

tmp/30-contigger/contigs_stats.txt

@@ -1 +0,0 @@
-#seq_name	length	coverage	circular	repeat	mult	telomere	alt_group	graph_path

tmp/30-contigger/graph_final.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp/30-contigger/graph_final.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp/flye.log

@@ -1,435 +0,0 @@
-[2024-08-27 13:40:10] root: INFO: Starting Flye 2.9.3-b1797
-[2024-08-27 13:40:10] root: DEBUG: Cmd: /data/tools/Flye/bin/flye --nano-hq output_0.fasta -o tmp/
-[2024-08-27 13:40:10] root: DEBUG: Python version: 3.8.10 (default, Nov 22 2023, 10:22:35) 
-[GCC 9.4.0]
-[2024-08-27 13:40:10] root: INFO: >>>STAGE: configure
-[2024-08-27 13:40:10] root: INFO: Configuring run
-[2024-08-27 13:40:10] root: INFO: Total read length: 126075
-[2024-08-27 13:40:10] root: INFO: Reads N50/N90: 10216 / 4807
-[2024-08-27 13:40:10] root: INFO: Minimum overlap set to 5000
-[2024-08-27 13:40:10] root: INFO: >>>STAGE: assembly
-[2024-08-27 13:40:10] root: INFO: Assembling disjointigs
-[2024-08-27 13:40:10] root: DEBUG: -----Begin assembly log------
-[2024-08-27 13:40:10] root: DEBUG: Running: flye-modules assemble --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_0.fasta --out-asm /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/00-assembly/draft_assembly.fasta --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 13:40:10] DEBUG: Build date: May 16 2023 00:48:26
-[2024-08-27 13:40:10] DEBUG: Total RAM: 503 Gb
-[2024-08-27 13:40:10] DEBUG: Available RAM: 421 Gb
-[2024-08-27 13:40:10] DEBUG: Total CPUs: 160
-[2024-08-27 13:40:10] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 13:40:10] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 13:40:10] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 13:40:10] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 13:40:10] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 13:40:10] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 13:40:10] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 13:40:10] DEBUG: 	max_jump_gap=500
-[2024-08-27 13:40:10] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 13:40:10] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 13:40:10] DEBUG: 	chimera_window=100
-[2024-08-27 13:40:10] DEBUG: 	chimera_overhang=1000
-[2024-08-27 13:40:10] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 13:40:10] DEBUG: 	max_inner_reads=10
-[2024-08-27 13:40:10] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 13:40:10] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 13:40:10] DEBUG: 	max_separation=500
-[2024-08-27 13:40:10] DEBUG: 	unique_edge_length=50000
-[2024-08-27 13:40:10] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 13:40:10] DEBUG: 	out_paths_ratio=5
-[2024-08-27 13:40:10] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 13:40:10] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 13:40:10] DEBUG: 	max_bubble_length=50000
-[2024-08-27 13:40:10] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 13:40:10] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 13:40:10] DEBUG: 	weak_detach_rate=5
-[2024-08-27 13:40:10] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 13:40:10] DEBUG: 	tip_length_rate=2
-[2024-08-27 13:40:10] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 13:40:10] DEBUG: 	remove_alt_edges=0
-[2024-08-27 13:40:10] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 13:40:10] DEBUG: 	kmer_size=17
-[2024-08-27 13:40:10] DEBUG: 	use_minimizers=1
-[2024-08-27 13:40:10] DEBUG: 	minimizer_window=10
-[2024-08-27 13:40:10] DEBUG: 	reads_base_alignment=1
-[2024-08-27 13:40:10] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 13:40:10] DEBUG: 	maximum_jump=1500
-[2024-08-27 13:40:10] DEBUG: 	maximum_overhang=1500
-[2024-08-27 13:40:10] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 13:40:10] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 13:40:10] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 13:40:10] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 13:40:10] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 13:40:10] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 13:40:10] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 13:40:10] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 13:40:10] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 13:40:10] DEBUG: 	short_tip_length=20000
-[2024-08-27 13:40:10] DEBUG: 	long_tip_length=100000
-[2024-08-27 13:40:10] DEBUG: Running with k-mer size: 17
-[2024-08-27 13:40:10] DEBUG: Running with minimum overlap 5000
-[2024-08-27 13:40:10] DEBUG: Metagenome mode: N
-[2024-08-27 13:40:10] DEBUG: Short mode: N
-[2024-08-27 13:40:10] INFO: Reading sequences
-[2024-08-27 13:40:10] DEBUG: Building positional index
-[2024-08-27 13:40:10] DEBUG: Total sequence: 108918 bp
-[2024-08-27 13:40:10] INFO: Building minimizer index
-[2024-08-27 13:40:10] INFO: Pre-calculating index storage
-[2024-08-27 13:40:10] DEBUG: Mean k-mer frequency: 2.77281
-[2024-08-27 13:40:10] DEBUG: Repetitive k-mer frequency: 277
-[2024-08-27 13:40:10] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 13:40:10] INFO: Filling index
-[2024-08-27 13:40:11] DEBUG: Sorting k-mer index
-[2024-08-27 13:40:11] DEBUG: Selected k-mers: 7068
-[2024-08-27 13:40:11] DEBUG: K-mer index size: 19601
-[2024-08-27 13:40:11] DEBUG: Mean k-mer frequency: 2.7732
-[2024-08-27 13:40:11] DEBUG: Minimizer rate: 5.55676
-[2024-08-27 13:40:11] DEBUG: Peak RAM usage: 0 Gb
-[2024-08-27 13:40:11] DEBUG: Estimating k-mer identity bias
-[2024-08-27 15:59:40] DEBUG: Initial divergence estimate : 0.0122304
-[2024-08-27 15:59:40] DEBUG: Relative threshold: Y
-[2024-08-27 15:59:40] DEBUG: Max divergence threshold set to 0.0622304
-[2024-08-27 15:59:40] INFO: Extending reads
-[2024-08-27 15:59:40] DEBUG: Estimating overlap coverage
-[2024-08-27 16:01:06] INFO: Overlap-based coverage: 6
-[2024-08-27 16:01:06] INFO: Median overlap divergence: 0.0127758
-[2024-08-27 16:01:06] DEBUG: Sequence divergence distribution: 
-
-    |  *         |                                                                                       
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-    | **         |                                                                                       
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-    | **         |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.011, Q50 = 0.013, Q75 = 0.021
-
-[2024-08-27 16:01:06] DEBUG: Assembled disjointig 1
-	With 3 reads
-	Start read: +0373698d-ca92-426c-809f-c0a1ec63921a
-	At position: 2
-	leftTip: 1 rightTip: 1
-	Suspicious: 2
-	Short ext: 0
-	Mean extensions: 1
-	Avg overlap len: 7924
-	Min overlap len: 6534
-	Inner reads: 0
-	Length: 25544
-[2024-08-27 16:01:06] DEBUG: Inner: 18 covered: 18 total: 22
-[2024-08-27 16:02:30] INFO: Assembled 1 disjointigs
-[2024-08-27 16:02:30] INFO: Generating sequence
-[2024-08-27 16:02:30] DEBUG: Building positional index
-[2024-08-27 16:02:30] DEBUG: Total sequence: 25548 bp
-[2024-08-27 16:02:30] DEBUG: Mean k-mer frequency: 1.00279
-[2024-08-27 16:02:30] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:02:30] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:02:30] DEBUG: Sorting k-mer index
-[2024-08-27 16:02:30] DEBUG: Selected k-mers: 4653
-[2024-08-27 16:02:30] DEBUG: K-mer index size: 4667
-[2024-08-27 16:02:30] DEBUG: Mean k-mer frequency: 1.00301
-[2024-08-27 16:02:30] DEBUG: Minimizer rate: 5.47418
-[2024-08-27 16:02:30] INFO: Filtering contained disjointigs
-[2024-08-27 16:02:30] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 16:02:30] DEBUG: Found 0 overlaps
-[2024-08-27 16:02:30] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 16:02:30] INFO: Contained seqs: 0
-[2024-08-27 16:02:30] DEBUG: Writing FASTA
-[2024-08-27 16:02:30] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:02:30] root: DEBUG: Disjointigs length: 25548, N50: 25548
-[2024-08-27 16:02:30] root: INFO: >>>STAGE: consensus
-[2024-08-27 16:02:30] root: INFO: Running Minimap2
-[2024-08-27 16:02:30] root: INFO: Computing consensus
-[2024-08-27 16:02:30] root: INFO: Alignment error rate: 0.014393
-[2024-08-27 16:02:30] root: INFO: >>>STAGE: repeat
-[2024-08-27 16:02:30] root: INFO: Building and resolving repeat graph
-[2024-08-27 16:02:30] root: DEBUG: -----Begin repeat analyser log------
-[2024-08-27 16:02:30] root: DEBUG: Running: flye-modules repeat --disjointigs /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/10-consensus/consensus.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_0.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/20-repeat --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 16:02:30] DEBUG: Build date: May 16 2023 00:48:44
-[2024-08-27 16:02:30] DEBUG: Total RAM: 503 Gb
-[2024-08-27 16:02:30] DEBUG: Available RAM: 421 Gb
-[2024-08-27 16:02:30] DEBUG: Total CPUs: 160
-[2024-08-27 16:02:30] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 16:02:30] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 16:02:30] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 16:02:30] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 16:02:30] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 16:02:30] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 16:02:30] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 16:02:30] DEBUG: 	max_jump_gap=500
-[2024-08-27 16:02:30] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 16:02:30] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 16:02:30] DEBUG: 	chimera_window=100
-[2024-08-27 16:02:30] DEBUG: 	chimera_overhang=1000
-[2024-08-27 16:02:30] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 16:02:30] DEBUG: 	max_inner_reads=10
-[2024-08-27 16:02:30] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 16:02:30] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 16:02:30] DEBUG: 	max_separation=500
-[2024-08-27 16:02:30] DEBUG: 	unique_edge_length=50000
-[2024-08-27 16:02:30] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 16:02:30] DEBUG: 	out_paths_ratio=5
-[2024-08-27 16:02:30] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 16:02:30] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 16:02:30] DEBUG: 	max_bubble_length=50000
-[2024-08-27 16:02:30] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 16:02:30] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 16:02:30] DEBUG: 	weak_detach_rate=5
-[2024-08-27 16:02:30] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 16:02:30] DEBUG: 	tip_length_rate=2
-[2024-08-27 16:02:30] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 16:02:30] DEBUG: 	remove_alt_edges=0
-[2024-08-27 16:02:30] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 16:02:30] DEBUG: 	kmer_size=17
-[2024-08-27 16:02:30] DEBUG: 	use_minimizers=1
-[2024-08-27 16:02:30] DEBUG: 	minimizer_window=10
-[2024-08-27 16:02:30] DEBUG: 	reads_base_alignment=1
-[2024-08-27 16:02:30] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 16:02:30] DEBUG: 	maximum_jump=1500
-[2024-08-27 16:02:30] DEBUG: 	maximum_overhang=1500
-[2024-08-27 16:02:30] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 16:02:30] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 16:02:30] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 16:02:30] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 16:02:30] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 16:02:30] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 16:02:30] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 16:02:30] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 16:02:30] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 16:02:30] DEBUG: 	short_tip_length=20000
-[2024-08-27 16:02:30] DEBUG: 	long_tip_length=100000
-[2024-08-27 16:02:30] DEBUG: Running with k-mer size: 17
-[2024-08-27 16:02:30] DEBUG: Selected minimum overlap 5000
-[2024-08-27 16:02:30] DEBUG: Metagenome mode: N
-[2024-08-27 16:02:30] INFO: Parsing disjointigs
-[2024-08-27 16:02:30] DEBUG: Building positional index
-[2024-08-27 16:02:30] DEBUG: Total sequence: 25572 bp
-[2024-08-27 16:02:30] INFO: Building repeat graph
-[2024-08-27 16:02:30] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 16:02:30] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:02:30] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:02:30] DEBUG: Sorting k-mer index
-[2024-08-27 16:02:30] DEBUG: Selected k-mers: 4639
-[2024-08-27 16:02:30] DEBUG: K-mer index size: 4652
-[2024-08-27 16:02:30] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:02:30] DEBUG: Minimizer rate: 5.49699
-[2024-08-27 16:02:31] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 16:02:31] DEBUG: Found 0 overlaps
-[2024-08-27 16:02:31] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 16:02:31] INFO: Median overlap divergence: 0
-[2024-08-27 16:02:31] DEBUG: Sequence divergence distribution: 
-
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-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0, Q50 = 0, Q75 = 0
-
-[2024-08-27 16:02:31] DEBUG: Computing gluepoints
-[2024-08-27 16:02:31] DEBUG: Added 0 gluepoint projections
-[2024-08-27 16:02:31] DEBUG: Created 4 gluepoints
-[2024-08-27 16:02:31] DEBUG: Artificial loops removed: 0 left, 0 right, 0 both
-[2024-08-27 16:02:31] DEBUG: Initializing edges
-[2024-08-27 16:02:31] DEBUG: Edges length checksum: 653876041
-[2024-08-27 16:02:31] DEBUG: Filtered 0 singleton segments
-[2024-08-27 16:02:31] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 16:02:31] DEBUG: Collapsed 0 edges
-[2024-08-27 16:02:31] DEBUG: *	1	+disjointig_1	0	25571	25571	
-[2024-08-27 16:02:31] DEBUG: Total edges: 1
-[2024-08-27 16:02:31] INFO: Parsing reads
-[2024-08-27 16:02:31] DEBUG: Building positional index
-[2024-08-27 16:02:31] DEBUG: Total sequence: 126075 bp
-[2024-08-27 16:02:31] DEBUG: Building positional index
-[2024-08-27 16:02:31] DEBUG: Total sequence: 25571 bp
-[2024-08-27 16:02:31] INFO: Aligning reads to the graph
-[2024-08-27 16:02:31] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 16:02:31] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:02:31] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:02:31] DEBUG: Sorting k-mer index
-[2024-08-27 16:02:31] DEBUG: Selected k-mers: 4638
-[2024-08-27 16:02:31] DEBUG: K-mer index size: 4651
-[2024-08-27 16:02:31] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:02:31] DEBUG: Minimizer rate: 5.49796
-[2024-08-27 16:02:31] DEBUG: Total reads : 11
-[2024-08-27 16:02:31] DEBUG: Read with aligned parts : 11
-[2024-08-27 16:02:31] DEBUG: Aligned in one piece : 11
-[2024-08-27 16:02:31] INFO: Aligned read sequence: 100440 / 108918 (0.922162)
-[2024-08-27 16:02:31] INFO: Median overlap divergence: 0.00583172
-[2024-08-27 16:02:31] DEBUG: Sequence divergence distribution: 
-
-    | *                  |                                                                               
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-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
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-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    |***                 |                                                                               
-    |***                 |                                                                               
-    |***                 |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.005, Q50 = 0.0058, Q75 = 0.011
-
-[2024-08-27 16:02:31] INFO: Mean edge coverage: 3
-[2024-08-27 16:02:31] DEBUG: 1	len:25571	cov:2	mult:0.666667
-[2024-08-27 16:02:31] DEBUG: -1	len:25571	cov:2	mult:0.666667
-[2024-08-27 16:02:31] DEBUG: Unique coverage threshold 3
-[2024-08-27 16:02:31] INFO: Simplifying the graph
-[2024-08-27 16:02:31] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Removed 1 paths with low coverage
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 16:02:31] DEBUG: Finding repeats
-[2024-08-27 16:02:31] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:31] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:02:31] DEBUG: Writing Dot
-[2024-08-27 16:02:31] DEBUG: Writing FASTA
-[2024-08-27 16:02:31] DEBUG: Writing Gfa
-[2024-08-27 16:02:31] DEBUG: [SIMPL] == Iteration 1 ==
-[2024-08-27 16:02:31] DEBUG: Splitting nodes
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Split 0 nodes
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Clipped 0 short and 0 long tips
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 16:02:31] DEBUG: Finding repeats
-[2024-08-27 16:02:31] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:31] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:02:31] DEBUG: Total unique edges: 0
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Resolved repeats: 0
-[2024-08-27 16:02:31] DEBUG: RR links: 0
-[2024-08-27 16:02:31] DEBUG: Unresolved: 0
-[2024-08-27 16:02:31] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Collapsed 0 haplotypes
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Resolved 0 simple repeats
-[2024-08-27 16:02:31] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:31] DEBUG: [SIMPL] Removed 0 paths with low coverage
-[2024-08-27 16:02:31] DEBUG: Finding repeats
-[2024-08-27 16:02:31] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:31] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:02:31] DEBUG: Writing Dot
-[2024-08-27 16:02:31] DEBUG: Writing FASTA
-[2024-08-27 16:02:31] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:02:31] root: INFO: >>>STAGE: contigger
-[2024-08-27 16:02:31] root: INFO: Generating contigs
-[2024-08-27 16:02:31] root: DEBUG: -----Begin contigger analyser log------
-[2024-08-27 16:02:31] root: DEBUG: Running: flye-modules contigger --graph-edges /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/20-repeat/repeat_graph_edges.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_0.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/30-contigger --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --repeat-graph /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/20-repeat/repeat_graph_dump --graph-aln /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/20-repeat/read_alignment_dump --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 16:02:31] DEBUG: Build date: May 16 2023 00:48:47
-[2024-08-27 16:02:31] DEBUG: Total RAM: 503 Gb
-[2024-08-27 16:02:31] DEBUG: Available RAM: 421 Gb
-[2024-08-27 16:02:31] DEBUG: Total CPUs: 160
-[2024-08-27 16:02:31] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 16:02:31] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 16:02:31] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 16:02:31] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 16:02:31] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 16:02:31] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 16:02:31] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 16:02:31] DEBUG: 	max_jump_gap=500
-[2024-08-27 16:02:31] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 16:02:31] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 16:02:31] DEBUG: 	chimera_window=100
-[2024-08-27 16:02:31] DEBUG: 	chimera_overhang=1000
-[2024-08-27 16:02:31] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 16:02:31] DEBUG: 	max_inner_reads=10
-[2024-08-27 16:02:31] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 16:02:31] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 16:02:31] DEBUG: 	max_separation=500
-[2024-08-27 16:02:31] DEBUG: 	unique_edge_length=50000
-[2024-08-27 16:02:31] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 16:02:31] DEBUG: 	out_paths_ratio=5
-[2024-08-27 16:02:31] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 16:02:31] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 16:02:31] DEBUG: 	max_bubble_length=50000
-[2024-08-27 16:02:31] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 16:02:31] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 16:02:31] DEBUG: 	weak_detach_rate=5
-[2024-08-27 16:02:31] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 16:02:31] DEBUG: 	tip_length_rate=2
-[2024-08-27 16:02:31] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 16:02:31] DEBUG: 	remove_alt_edges=0
-[2024-08-27 16:02:31] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 16:02:31] DEBUG: 	kmer_size=17
-[2024-08-27 16:02:31] DEBUG: 	use_minimizers=1
-[2024-08-27 16:02:31] DEBUG: 	minimizer_window=10
-[2024-08-27 16:02:31] DEBUG: 	reads_base_alignment=1
-[2024-08-27 16:02:31] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 16:02:31] DEBUG: 	maximum_jump=1500
-[2024-08-27 16:02:31] DEBUG: 	maximum_overhang=1500
-[2024-08-27 16:02:31] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 16:02:31] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 16:02:31] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 16:02:31] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 16:02:31] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 16:02:31] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 16:02:31] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 16:02:31] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 16:02:31] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 16:02:31] DEBUG: 	short_tip_length=20000
-[2024-08-27 16:02:31] DEBUG: 	long_tip_length=100000
-[2024-08-27 16:02:31] DEBUG: Running with k-mer size: 17
-[2024-08-27 16:02:31] DEBUG: Selected minimum overlap 5000
-[2024-08-27 16:02:31] INFO: Reading sequences
-[2024-08-27 16:02:31] DEBUG: Building positional index
-[2024-08-27 16:02:31] DEBUG: Total sequence: 126075 bp
-[2024-08-27 16:02:31] DEBUG: Flipped 0
-[2024-08-27 16:02:31] DEBUG: Final graph contains 0 egdes
-[2024-08-27 16:02:31] DEBUG: Extending contigs into repeats
-[2024-08-27 16:02:31] DEBUG: Covered 0 repetitive contigs
-[2024-08-27 16:02:31] INFO: Generated 0 contigs
-[2024-08-27 16:02:31] DEBUG: Writing FASTA
-[2024-08-27 16:02:31] DEBUG: Generating scaffold connections
-[2024-08-27 16:02:31] INFO: Added 0 scaffold connections
-[2024-08-27 16:02:31] DEBUG: Writing Dot
-[2024-08-27 16:02:31] DEBUG: Writing FASTA
-[2024-08-27 16:02:31] DEBUG: Writing Gfa
-[2024-08-27 16:02:31] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:02:31] root: ERROR: No contigs were assembled - pipeline stopped
-[2024-08-27 16:02:31] root: ERROR: Pipeline aborted

tmp/params.json

@@ -1 +0,0 @@
-{"pipeline_version": 3, "min_overlap": 5000, "min_read_length": 0, "stage_name": "contigger"}

tmp_1/00-assembly/draft_assembly.fasta

@@ -1,321 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTCTCCCTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGC
-ATCTGTCTCGGCTTCTGGCCTTCCTCTCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCAC
-AGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTC
-AACAGCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCC
-CCTTCTACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCCAGCCCCTGC
-TAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTGG
-GTCCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGT
-GGCTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGG
-CGGCGGGGGCTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGGCC
-CGGCAGGCGGCGGCGGCGCCTGCAGCATGGGTCCTTGACCGGCTCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCG
-GTCCTGGCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGCACCAGCGCTGCGGGGGTAATCCGGGTGCCGGCACACAGGCC
-GCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTTGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCG
-TCAACAACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGACGCC
-TGCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCGCGC
-TCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTT
-GAAGAGTTCTCCAGCCCTGCACCTCTCTTGTCTCCTCGAGGGACCCCTGCTCGGAGGAGCTCTCCCTGCACCCTCTCCGG
-ATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTGGCCTGGGAATC
-TTAGAGAAAGGGGTGCAACGTGAACAGTTTCTTCCTGTCCTGGCTGCTGTTCTAGGACCCAGGAAGCGAGCCCCAGGATC
-AGACACAAGAAAAGAACAGGTTCCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCAGCTCCGGTGCCCGTGG
-TGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTCCGGAGAGCAGGCT
-TCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCC
-TACCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACAATGCACCGGTAGGCTGGTGATCGGTGGCGGAGACTACTCCCGG
-GACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCCTGGCTCCCTC
-TGCTCTCGTTTCCACTCTGGGCACCAACCTGCCCTTGGCGCTGGACCCCCTTCCCCGTTCTCACTTTCTGCTCCCCTTAG
-GGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAAATTGAGCCCAGGTTAGCCAGCCGAT
-CTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCCGGTTCAAGGGCCCA
-ACAGTGGAAGGGGGGTTTACATAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACC
-CCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGACTCTGGGGCCA
-CGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGCCCTCCCTAGA
-GGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGC
-CAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAGGTACTCGGT
-TTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGCCTTGTTTTG
-CTCTGTGTCCTGTGTGCTTGTCCTGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGT
-TGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGTCGGCCTCTTACTCTGAGC
-CTGAGGCTGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGA
-GGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGA
-GGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGGGGTTCAGCTGCTG
-CGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTTCCTGCCTCTGCCGTCTGTCTGTC
-TCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGA
-AGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAGTACCTGGCC
-TCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAACCGGCGGAC
-AAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCCTCAGGCAGCTCTCGGTTCATTGGCCTC
-TCGTGGGGTGCACAGACTCTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTGCGGGGAGC
-TGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGGCTTTCTGG
-TTGGCACACTCTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGC
-AGTCCAGGCTCCAGGGATCTGTGAGTCCTGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTGCTCTGTCCT
-GGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGCGGAGAGGGTCTGTGGCCCCAGAC
-CGCGGCCCTGCTACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCATCT
-GTGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGTGAGAAAGAGA
-ATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTGTTTTGTTTTTTCACATTTACGCT
-CACGGACGTGAAGCGTCCCCAACACTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCT
-GGCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGGGGTAGCGCGG
-GAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTCTGGCTTCCTTTTTTCTG
-AACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCACAACAT
-TTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCTAGCTCGGGGGT
-TGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGGAGGAGAGGCAGCCTGGCAGGCCTCCCAGAGA
-GAGGGGCACAGAGAAAGAAAGAGGCAGGCAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGAATAGGGA
-CCCCGCTCAGGAAAGGAGAAAAACAGGCAGCCTGCAGAAAGTCTTATTTATGTATAATAAAGAAAAAGCAATGGATGACT
-GAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGGAGAGAAAACTGAGAGA
-TAAGACACAAAGCCTAAGAGAAACATCCAGGCCGTTTGAAATGCAGGGGATAAGGGAAGATGAAAGACGGAAAGATACAC
-AGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAGTAGGCCCTTGCAGGCTTCGCATGGCTTCATCG
-ATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGACAGACGTTTGATCTCAGT
-TGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTGGGTC
-CAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAGTCTGAGAAGACATTCGCAGAGAGAGGGAGGAAAG
-AGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCGGGACTTGTGGGTAGGTGAGGGCCCTCTGGC
-TTGGAATGGCACCTGGTCTCCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTTGTGAGGC
-CTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTTTCCCATCGCTCCTCCTCTGG
-GATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAAGAAGGGAACGCGTTATAGGG
-GCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGAGTTGGGCA
-CACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGCAGACTGCGGAGGAACGGGAGG
-CCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGCCGCTGCCC
-GCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCGACCAAAAT
-CACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGGGACCCCAGGCCCACTCAGGGG
-TCACTGAGGCCTGAAGACCGAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAGGAGGGGAACACTGCCCTCTA
-CATGGCCCCCAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGACACGCGC
-CCCCCTCCCAGAGTTGTACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTTCATTTTATTTTAATTTTTAACGTG
-GGATTCAGAGAAAGGGGCACAAGGGAGGTAAGGGAGGAGGAGCTTTCCTGGGTCCCCAGGGCTGTCATCTGAATTTGCCT
-GGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCACTGTCC
-CTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGAGGGTCACAGTGTTTACACTT
-TGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGGGCCCTGATGGAGAACCTCTGCTAGGGCAGT
-GCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGCTCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAAGAGGAC
-CACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAAAAGCTATAGACACTCAATGC
-TAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTGCCCAAGATCATGGGAGCCCA
-CCTCTTTCATCAGCGTGACCTGAATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCTGCCCCA
-CTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTTGGAATGGGGGTATTTACCCA
-ATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGTAGGCAGAAGGGATTTGCCTT
-TTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGGGAAGGC
-ATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATATGGTTTGGCTGTCTCCCCACC
-AAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTGGGAAGTAATTGAATCATGGG
-GGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATTCCCCTG
-CACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGCCATGATTGTGAGGCCTCCCC
-AGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGGGTATGTCTTTATTAGCAATG
-TGAGAACAGACTAATACAGTGAGCTCTGGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGTAGGAGG
-GCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCAGGGAGAGTTGCTGGAGGTTA
-TCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTGAGCAGG
-TCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGAACATTC
-AGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCAGACTCAAATAGACACATAAGAAAGCATCTTATA
-GGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAGCTCAGAGTCACTGCAATCT
-TATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCTAAAATGATATGTCTCAGA
-AATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAATGGCAATAAGTAAACGAAAT
-AAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTTGTGCCTTCTCTCCAAGCTC
-GTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTTATAAAG
-AAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACATCTGGTGAGGGTTTTCTTGT
-TCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAGGAAATTGGGCCAAACTCAT
-CCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGCAGAGCC
-TTCATGACCTCATCACCTTTTCTCAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATTTCAACATGAGTTTTGA
-AGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATGCATTATGCTATTATGC
-ACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGTGAACCCCGACTGTCCTCCTAATTTGCAGCTTAAGAGTC
-ATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTGCCTGTGCACCCTGGCGTG
-TCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATTAGCTCCCTAAACCTAGGA
-AGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAAGCGTGAGTTAAGAGTCCATCAG
-TGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTATTCAGGGCATCAGAATGC
-TGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATTCATTTAACCTGAGACTT
-TATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGAATTCAT
-TAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCAACAGTTAAACCTAAGAA
-GATATATATGAAAAATAACTAATATTTCAGTATGTTCAGATACTAACTTTTCATTGCTTCTCACTCTGGAATTAGAAAAG
-TATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAAACAAAA
-CCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCACTTTACACATATTGCCCTC
-AAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGTCACATG
-GCCCCAACCTACCCAAGAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAGGAGATT
-CTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATGGAAGGGGAGGGAAGGAAGC
-AGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAAGATGAG
-ATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATTGGAAAC
-GATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAGGGCTAAGCACCAGCAGCTGG
-GGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGGAGGCTCTTCTCAGCACTCCACAGTGCGCATGACAGTGTCT
-TCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATCAATTGC
-TGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTAAAGGACCTTCTTTATCCCT
-AGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAACAAAACAAAATGTTCCGCAA
-AATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTACTGTCTTTGCTGAGCTCACTATAAATCATGGATATCTGTCTCT
-CTTTGAACTGTTCCTGCTGTACCATGGGCCAGGACCCTTCACAGCCTCTTCAAGGTTGACTTCCTATGAGCATCGTGGAA
-CATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTTACACTG
-GGAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGGATGTTGA
-AGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTCTAACCACATGCTTTTTGTGGAGGCAA
-TAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTTTCACAACTACTCTATGCAGAAGCACT
-ATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATAAATGGG
-GGAATTAGTATTTTAACCCGGGTCTACTACAAGTCTTGCTTATAATTACCATGTTATACAGCTTGTCAATCAATATCCAG
-GGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAATCCCTC
-ATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGCTGGAACTCCCCC
-CCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCCCATTAAAAAAATGACATGCAAATTCGTGAG
-GCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGGGCAACT
-TATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTTGGAGGAGAGA
-CAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCCCTACCAGCATTGAGTAGGGGACAGCTCGTT
-TCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCAAGGAAGCTGAACTGTCTACACAGTCTCTGG
-CATCCTCTATGTTCAATTATCTGGTGAGAACGGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACAAACCGCTCCT
-TTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCTGGGGAATGGGGCTAGAAGGAAGTTTTGTGC
-CATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCCATCCAC
-CAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCCTGACAGCTCA
-GCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCACTCCACGTGGTTTTAGCAATTAGACCTTTAT
-TAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGTGGGTGG
-CAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACCTGGATTTTGT
-GGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCTCCTCATTAAAGTAAGCATCTTCTCCCCCTA
-ATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTTTCTCCC
-CAAGTGGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCTTGGGCCAGG
-CCGGACTTGACGAGAAAACAGAAGTAATCCATCTAATCCAATTGCCTTTCCAGTGAAACAGAGCACCGTTTCCCCAGGCA
-TCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCACTTAAA
-TCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTCAAGCAG
-ACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTTCCTCATGTTGCTCCAGGGAAAGAAG
-GGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTCCAATGC
-TACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGGTTAAAT
-TGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGTAGCTTATCTGGAGATGGAGTCTGTA
-CGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGGAGAAAT
-TTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATGCCAAGG
-AAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGCTGACACTTCGAGTTCAGACTTTTAGC
-TTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTAGCCAAT
-GAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTAGAAGTAA
-GAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGCTGATATATACATATATATAGTATATA
-TGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATATATGTATATAGTATTATACATGCTG
-AGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGCATGATC
-TCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTCCCGAGTAGCTGGGATTACAGGCAC
-CTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTGAACTCC
-TGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCTCAAATA
-TTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTAACTTCTCTTCTCATAACTGTCAAC
-CATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAACTCCATATCCATTTATCCATCTGTT
-CTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAATGATAC
-GTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGCACAGTATTCCACCATGGGCATGTG
-CAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATGCATCTG
-AGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTACACAGA
-ATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTGTTAGGGATGTCAAACATTTTCCAT
-AATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAAAATGTT
-TTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGATTGTGG
-TGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTCAACCCCCTCCCACCCTTTTCCCCA
-AGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGCGTACAA
-TGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGCCATTAA
-TTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTGCTTGATGGGCATTTGGGCTGGTTC
-CATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTTCCTCTG
-GGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACTGTTTTC
-CATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTCCCTACATCCACGCCAACATCTTTT
-TTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGATTTATATTTCCCTGATCATTAGTGA
-TGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTATAATGCT
-TCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATGCAACAAATTCCAAAAAATTGTTTG
-TCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTGGTAAAT
-GGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGTGAGGTA
-ATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCCAAACATAAACCCAGATCTTCCTAT
-TGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCAATGAAGCATTAATATCTACATTTA
-ACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAACTTTTT
-CATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTACATTAATACATAGATAAATTTAGG
-TGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGTAAAACT
-GTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAGGAAAAA
-TAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCAAAATAAGGACATCATCAGGCAAGC
-AAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAGAAGGCA
-CAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGATCCCAAA
-ACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTAGGCAAAGAGAGCATGTGATTCAAG
-AAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCTTCATGT
-CAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGAAAAATA
-AAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAAATAAGTGGAAACGCTCCCTTACAG
-CAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGCTTCTCA
-AAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGAGGCAGA
-AGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGCACTCCAGCCTGGGCCACAGAGTGA
-GACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAGAGCAGC
-GGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAGACAACG
-GAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTCCAAGATTGTAGACTTTTAAGAATG
-TAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATATTTTAA
-TACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTTTAATAA
-CTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTTTGGATGACCACATACTTGGCCACA
-AAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAAATAAAT
-TACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAGTAGAAA
-TCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGAAATTTTGGAGATGTAGCTAAAGCA
-ATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAGCAATAC
-GTAACTGAAAGTTGAGTGTATACATACC

tmp_1/00-assembly/draft_assembly.fasta.fai

@@ -1 +0,0 @@
-disjointig_1	25548	14	80	81

tmp_1/10-consensus/consensus.fasta

@@ -1,428 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTA
-ACACCAGCACCTGGCACATGGCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATAC
-CACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAGCAGTGGCCTTCCCCGCACCC
-GCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTT
-CCTCGCCGCAGTCCAGTTGATCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCC
-AGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCGGGGAGAGAGGCCGCCTCGGG
-CCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCC
-GACCTAATTCAATTAGCTGGGCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACT
-CCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGCATATGGATGCGGTTCCTCCC
-CCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGG
-TTGCTTTTGAGCTCCCTGTGGCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTT
-TGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTGTGGAAGTGAGCGTGCCTGTA
-AGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGT
-GGGATGTGTAGGATGTGTTTGTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGA
-GCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTTCCTGTGCAAGGTGAGTGGGC
-ATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTC
-AGGACACCATGGGGAACATGTTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGG
-TCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCCCGCCTTGCTTTTCTGGTGGA
-GGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTC
-CCAGCACAGTCCAGCCCTGGCTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCC
-TAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGGTGACCCTAGCACGTAGGAGG
-GACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACG
-CCCAGCAGAGGCGAGGAATTGAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCG
-TCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTTTACTGTGCACAGGCAAAGTG
-AGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACA
-GCAGGCTGGTGCTCTCTTGGCTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCT
-TCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAGCCAAGGGAGACACGAAGGAT
-GAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGA
-GCAGGGCCCTGGGGGTCTGTCCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCC
-CTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATGGGAGATTCCCTAATCAAGGC
-CACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGG
-CCAACAGCTTCCTTTAGGGTCAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGG
-TGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCTGGGCTCTGATTGAGAGGAAT
-GGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCAC
-TGATGGGAAAATGTGTGCCTGTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAG
-AATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCCCCCCAACCCCGAGGACTCAT
-TGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAA
-GTCACCAGGTGATCCTGCCTTCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGA
-CAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAATGCAGACCCCATTGGCCCCGC
-CATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCAC
-TTCTCTGACAATTCCATCGGAATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGC
-TCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCACAGGCACTCACTACAGAGGA
-ACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTT
-CCTCCAACACTCTTCCCAACATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACA
-GTGCCTGATACATACTAGATGCTCTATAATTATTCATTGAATACATTGTTAAAATTATTT
-CTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTT
-CCACACATATCCGTAAGCTAAAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGG
-AAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGGCTGAGCCCGTCCTTTCCCTC
-CTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAAC
-CAGAGAGAAGGAGTCTGCAACTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAG
-CCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATAGAAAGCAGTGTTTGCGTCTG
-GTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGC
-TCTGTGAGTCCCTGCTTTCTTCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGAC
-AATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAATATAAACTTGTGTGAGTCTCC
-TCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGG
-TAAGGAAGGGACAGAGAGGGTCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCT
-GGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAGGGTAAAAGTTGGGAGTATCC
-CCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCT
-GCTGGATTTTAATGAGAAGAGCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGA
-CTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTCCTCCCAGGTACCCTGGACAA
-CTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATT
-ATTTTATTTTATTTTATTTTATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTC
-AACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAGGTAAAACTGTGGTGAGACTA
-AAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTG
-TCTATGGAACTTGGAGCAAGTTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTT
-AGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCAATTATAGCACATCTCAGGCT
-CAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCT
-ATAATATTCAGCTCCTTTTAAAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTA
-TGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATCACTCCAAAAGGAATTCTGTA
-TCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATA
-ATGTGGCCTTTGTGCTTGGCTTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATG
-TTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTATGGCTAAATAATATTCCATGT
-GTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAA
-AAATTGGGACATTTCTATTAACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCAT
-GATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAATTTATTTTCTGCTTTAGTTCC
-CTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGC
-GAGGGAGCGAGAGCCCTCTCATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTT
-TGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAGTGGCGCGATCTCAGCTCACT
-GCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTT
-CACCGTGTTAGCCAGGATGGTCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTC
-CCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAGCCACTCTGCTCTAGTGTTTA
-CAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAG
-GCTAACCCACAAAAGCAAGTTGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGC
-TATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAGGGAGAATACTCATCTCGAAG
-GATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTT
-TTGTTCACTGCTATGTCCCCCATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTAC
-TCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTATTCACCCAAGATGACCATAT
-TTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAAT
-AAGACTTGATGGGAGAGAATGTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAG
-GGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAGAACCAAGAAATAGATATCCC
-AAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTC
-TGAGCCAGACAGCCACTGGCAAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCC
-TGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAAGCCCCTATGGCTCCCTCCCA
-AGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTG
-TCAGAATGCCTCTTTCGAACCCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAA
-ACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAGACCCAAACCAACCCTCTTGA
-CTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAG
-AAGGGCAAGCCTGAACTCACCGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAG
-ACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGGAGTAAATCTCCTGGTTGAGT
-GACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCC
-CAACGGCCGGGAAGACAGTTGACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGG
-GAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTCGCCTTGTTCCCCTCTTCCCT
-CTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCC
-GCTCCTCTCCGCGCACAGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCAC
-CGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACAGCGAGCGAGCAGCCGGAGCG
-GGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTG
-CCTCCGCCAGCCCCTGCTAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGG
-CCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGTCCGCACCACCTCCACCCGGG
-TCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGG
-AGGCGCCTACACTTACGGCGGCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGG
-GCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGCGGCGGCGGCGCCTGCAGCAT
-GGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGT
-GCCGGCACACAGGCCGCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTC
-GCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAACAACCTCACTGGCCTCACCTT
-CCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGC
-TCCCCAAAGCCGGTTCTGCGCTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTT
-GAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTTGAAGAGTTCTCTCAGCCTG
-CACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCA
-GCTACTCTTCACCTGGGAATACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTC
-CTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGATCAGACACAAGAAAAGAACA
-GGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTT
-TTTTTTTTTTTCCGGAGAGCAGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCC
-AGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCCTACCCCCGGGCCCAG
-CCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTC
-CCGCCTTCCTCTGCTGGCCCTGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACT
-CTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTGCTCCCTTAGGGTTCCCTGGA
-TCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGC
-CTCCTGGGGGTCCCCGGTTCAAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTT
-GGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACCCCTGGCTTCC
-TGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGG
-GTCTAGGCCTCAGGAAGGGCCCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTC
-TCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGCCAGGCCAGTC
-TTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTC
-AGCGAGTGTATGGCTGTGGCCTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTG
-TGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGTTGTACGTTGTG
-TTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGC
-CTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGG
-CCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGAGGAGGCC
-GTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCT
-CTGCTGCTTGCCTCTGCCGTCTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACT
-GTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGAAGAAGAAGCCG
-CGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAG
-GTCAAAACCTGGTTCCAGAACCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGG
-CCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCATTGGCCTCTCGTGGGGCGCA
-CATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTG
-TTTTACCGGAGGCTTCAGGGCTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCA
-GGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGCAGTCCAGGCTCC
-AGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGC
-TCCCGGCAGAGGGTCTGTGGCCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGAC
-ACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCAATCCGCGCCGGCTG
-CGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTT
-TGTTTTGTTTTGTTTTTTCACATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCG
-AGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCTGGCACGCTGC
-ACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAG
-GAGGAAGGAATTGGAGTTTCCTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTC
-CGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCACAACATTTCTGACGC
-TGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGG
-AGGAGAGGCAGCCTGGCAGGCCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGC
-AAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGATAGGGACCCCGCTCA
-AGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGA
-GAACCAAGTGGGTGGGGAGGAGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAA
-TATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACGAAAGACGGAAAGATACACAG
-AGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATT
-AGGTCTGTCCACCTTAGAGACAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAG
-TAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTGGGTCCA
-GCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCT
-CTCTGCCCTGGACTTGTGGGTAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTC
-CCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTTGTGAGGC
-CTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTG
-TTGGAGTCAGGACTCTCAAAAGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGG
-ACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGAGTTGGGC
-ACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGC
-AGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGC
-ACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCGACCAAAA
-TCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCC
-TGGCCTCAGACTGCACCCAGGAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCA
-CATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGACACGCGCC
-CCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGG
-AGCTTCTGGGGTCCCCAGGGCTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGA
-CCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCACTGTCC
-CTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTA
-CAGGGGCAGAGCCCTGATGGAGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGT
-TGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAAGAGGAC
-CACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCA
-AAGCCACAGGAACAGAGCTGCCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACC
-TGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCTGCCCCA
-CTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGC
-TTTTGATTTTACAGGCTCGTAGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGA
-CTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGGGAAGGC
-ATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACAT
-GTTGTAGGAGGAACCTGGTGGGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGT
-TCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATTCCCCTG
-CACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTT
-TATACATTACCCAGTCTTGGGTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGT
-GGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGTAGGAGG
-GCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGG
-CAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACAC
-ACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGAACATTC
-AGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCC
-TGCCATGTGGCAGCTGGCAGCTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATG
-TGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCGCAAACTATATGTCTCAGAA
-ATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACC
-TACCACCCAGAACTCAGCTTGTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCT
-GTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTTATAAAGA
-AAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGT
-GTACACACAAGATGACACAGGAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTC
-TCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGCAGAGCCT
-TCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCA
-GCCCTGTCATGTCCTGAATGCATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTC
-CCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTAATTTGCAGCTTAAGAGTCAT
-TTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCT
-GCCTCTTTCATGGATCAATTAGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAAC
-TTCAGGAACACGGTATATATAATAGACACTTACTAGCGTTAGTTAAGAGTCCATCAGTGT
-GTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGT
-GTTAAAATACACAAATGATTCATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTC
-ATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGAATTCATTAG
-AGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGAT
-ACTAACTTTTCATTGCTTCTCACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGA
-TGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAAACAAAAC
-CCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACA
-GGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGA
-AATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAGGAGATTC
-TGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTC
-AGGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTG
-AGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATTGGAAAC
-GATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGA
-GGCTCTTCTCAGCACTCCACAGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAAC
-AGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATCAATTGCT
-GGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAG
-GCACTGCTGAGCTCCAAAACAAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGT
-CAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCACTATAAATCATGGATATCTGT
-CTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTG
-ATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTTACACTGGAAACAGTGTAAC
-TCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGG
-ATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTT
-TATACATGATAACTTAATTTTCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTAC
-ATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATA
-AATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTG
-TCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGT
-CATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGC
-TGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATAT
-GTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGC
-TTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTT
-GGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATC
-CCTGTCCACCCCCATTTGCAAAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTA
-TGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACA
-AACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGT
-CACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGC
-AAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCC
-TGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAAT
-AGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGA
-GGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACC
-TGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTC
-AGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAG
-AGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCT
-TGGGCCAGGCCGGACTTGACGAGAAGACAAGAATTGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAG
-GACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATC
-TGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTCA
-AGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAG
-TCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAA
-AATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGGT
-TAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGA
-CAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGAC
-AGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATG
-CCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGC
-TGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTT
-TAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATAT
-TATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTAG
-AAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGC
-TGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATA
-CAACATACATATACATATATATGTATATAGTATTATACATGCTGAGTTACACCATTCAAA
-AAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGCAT
-GATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTC
-CCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGT
-GGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCC
-ACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCTCA
-AATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTA
-ACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCA
-AAAGTGTTTATACCAGCAACTCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAA
-AGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAATG
-ATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGC
-ACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTG
-TGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGG
-TAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTACA
-CAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTG
-TTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTA
-AGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTT
-TTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGATT
-GTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTC
-AACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTT
-GCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATT
-CCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGCCA
-TTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTG
-CTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGAC
-GTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAG
-CGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACTGT
-TTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTC
-CCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGA
-TATCACAATGTGGTTTTGATTTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTC
-ATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTATAA
-TGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATG
-CAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAAT
-ATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAG
-CATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGTGA
-GGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCC
-AAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAA
-ATCAAGATATTTTAAAATCAATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTA
-TTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAACT
-TTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTA
-CATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTT
-GGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCA
-GCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAGGA
-AAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCA
-AAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCC
-CTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCA
-AAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGATCC
-CAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTA
-GGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATG
-TCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGA
-AGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGAAA
-AATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAA
-ATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAG
-CATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAA
-CTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGAGG
-CAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGC
-ACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAA
-CAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAG
-CAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAGAC
-AACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTC
-CAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAAT
-CACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATATTTTAATACAATGCTCAATACT
-AAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTTTA
-ATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTT
-TGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTA
-CAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCA
-AAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAGTA
-GAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGA
-AATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGT
-GCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAG
-TGTATACATACC

tmp_1/10-consensus/minimap.stderr

@@ -1,11 +0,0 @@
-[samfaipath] build FASTA index...
-[M::mm_idx_gen::0.005*1.38] collected minimizers
-[M::mm_idx_gen::0.007*1.27] sorted minimizers
-[M::main::0.007*1.27] loaded/built the index for 1 target sequence(s)
-[M::mm_mapopt_update::0.007*1.25] mid_occ = 10
-[M::mm_idx_stat] kmer size: 17; skip: 10; is_hpc: 0; #seq: 1
-[M::mm_idx_stat::0.007*1.24] distinct minimizers: 4611 (99.78% are singletons); average occurrences: 1.005; average spacing: 5.516; total length: 25548
-[M::worker_pipeline::0.085*1.01] mapped 15 sequences
-[M::main] Version: 2.24-r1155-dirty
-[M::main] CMD: flye-minimap2 -x map-ont -t 1 -k 17 -a -p 0.5 -N 10 --sam-hit-only -L -K 1G -z 1000 -Q --secondary-seq -I 64G /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/00-assembly/draft_assembly.fasta /home/prom/Documents/Programmes/pandora_lib_assembler/output_1.fasta
-[M::main] Real time: 0.087 sec; CPU: 0.087 sec; Peak RSS: 0.010 GB

tmp_1/20-repeat/graph_after_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_1/20-repeat/graph_before_rr.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp_1/20-repeat/graph_before_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_1/20-repeat/read_alignment_dump

@@ -1,44 +0,0 @@
-Chain
-	Aln	1	+02fd072d-0873-43ea-9583-bf187d2f4668 54 7086 7131 -edge_1_0_+disjointig_1_0_25571 6376 13407 25571 -1 -1 6823 0.00429306
-Chain
-	Aln	0	-02fd072d-0873-43ea-9583-bf187d2f4668 44 7076 7131 +edge_1_0_+disjointig_1_0_25571 12163 19194 25571 -1 -1 6823 0.00429306
-Chain
-	Aln	1	+64c7eed2-d3d6-4b25-8cef-db12f4e5d109 71 8497 13792 -edge_1_0_+disjointig_1_0_25571 6701 15142 25571 -1 -1 8195 0.00303873
-Chain
-	Aln	0	-64c7eed2-d3d6-4b25-8cef-db12f4e5d109 5294 13720 13792 +edge_1_0_+disjointig_1_0_25571 10428 18869 25571 -1 -1 8195 0.00303873
-Chain
-	Aln	1	+2b63bb1b-74c5-4779-8123-6017dc3fb7b0 17 11272 11327 -edge_1_0_+disjointig_1_0_25571 16 11275 25571 -1 -1 10914 0.00324322
-Chain
-	Aln	0	-2b63bb1b-74c5-4779-8123-6017dc3fb7b0 54 11309 11327 +edge_1_0_+disjointig_1_0_25571 14295 25554 25571 -1 -1 10914 0.00324322
-Chain
-	Aln	1	+395db5a5-a9f4-48f0-86f7-864c96aefa15 40 7447 7497 -edge_1_0_+disjointig_1_0_25571 6684 14091 25571 -1 -1 7208 0.00379759
-Chain
-	Aln	0	-395db5a5-a9f4-48f0-86f7-864c96aefa15 49 7456 7497 +edge_1_0_+disjointig_1_0_25571 11479 18886 25571 -1 -1 7208 0.00379759
-Chain
-	Aln	0	+8c13bd7b-fb49-4ec2-83ba-6653176f709a 4 15940 15993 +edge_1_0_+disjointig_1_0_25571 4 15959 25571 -1 -1 15244 0.00507753
-Chain
-	Aln	1	-8c13bd7b-fb49-4ec2-83ba-6653176f709a 52 15988 15993 -edge_1_0_+disjointig_1_0_25571 9611 25566 25571 -1 -1 15244 0.00507753
-Chain
-	Aln	1	+0373698d-ca92-426c-809f-c0a1ec63921a 72 12861 12865 -edge_1_0_+disjointig_1_0_25571 4739 17557 25571 -1 -1 11946 0.00825944
-Chain
-	Aln	0	-0373698d-ca92-426c-809f-c0a1ec63921a 3 12792 12865 +edge_1_0_+disjointig_1_0_25571 8013 20831 25571 -1 -1 11946 0.00825944
-Chain
-	Aln	1	+9fcbc387-8503-4055-9cbd-0e55b2c4f656 43 6386 6435 -edge_1_0_+disjointig_1_0_25571 5110 11448 25571 -1 -1 6259 0.00216559
-Chain
-	Aln	0	-9fcbc387-8503-4055-9cbd-0e55b2c4f656 48 6391 6435 +edge_1_0_+disjointig_1_0_25571 14122 20460 25571 -1 -1 6259 0.00216559
-Chain
-	Aln	0	+56bbfd4a-0d1d-4d97-b307-7626be446ce8 37 5242 5293 +edge_1_0_+disjointig_1_0_25571 11793 17004 25571 -1 -1 4983 0.00524185
-Chain
-	Aln	1	-56bbfd4a-0d1d-4d97-b307-7626be446ce8 50 5255 5293 -edge_1_0_+disjointig_1_0_25571 8566 13777 25571 -1 -1 4983 0.00524185
-Chain
-	Aln	1	+fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc 39 9725 9776 -edge_1_0_+disjointig_1_0_25571 4373 14065 25571 -1 -1 9483 0.00346485
-Chain
-	Aln	0	-fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc 50 9736 9776 +edge_1_0_+disjointig_1_0_25571 11505 21197 25571 -1 -1 9483 0.00346485
-Chain
-	Aln	1	+411338d1-2778-4447-9a20-1480bb1748e6 41 5950 8239 -edge_1_0_+disjointig_1_0_25571 7982 13913 25571 -1 -1 5484 0.00784972
-Chain
-	Aln	0	-411338d1-2778-4447-9a20-1480bb1748e6 2288 8197 8239 +edge_1_0_+disjointig_1_0_25571 11657 17588 25571 -1 -1 5484 0.00784972
-Chain
-	Aln	1	+daf40e1f-5080-46fd-8c18-fb7b0dfa8161 44 10154 10216 -edge_1_0_+disjointig_1_0_25571 4031 14137 25571 -1 -1 9896 0.00362384
-Chain
-	Aln	0	-daf40e1f-5080-46fd-8c18-fb7b0dfa8161 61 10171 10216 +edge_1_0_+disjointig_1_0_25571 11433 21539 25571 -1 -1 9896 0.00362384

tmp_1/20-repeat/repeat_graph_edges.fasta

@@ -1,321 +0,0 @@
->edge_1_0_+disjointig_1_0_25571
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCACAGCC
-AATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACA
-GCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCGCCAGCCCCTGCTAG
-CTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGT
-CCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGGCG
-GCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGC
-GGCGGCGGCGCCTGCAGCATGGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGTGCCGGCACACAGGCCGCTCG
-CCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTCGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAAC
-AACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCTGCG
-CTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCT
-TGAAGAGTTCTCTCAGCCTGCACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTCACCTGGGAAT
-ACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTCCTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGA
-TCAGACACAAGAAAAGAACAGGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTTTCCGGAGAGC
-AGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGG
-TGTCCTACCCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCC
-TGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACTCTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTG
-CTCCCTTAGGGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCGGTTC
-AAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATT
-CCAAAGCACCCCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGC
-CCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCC
-CCACCCAGGCCAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGC
-CTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTT
-TGCCCCCGTTGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGA
-GAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGA
-CTGGCGGGCAGGAGGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTGCCTCTGCCGT
-CTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGC
-CCCCCAAGAAGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAA
-CCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCA
-TTGGCCTCTCGTGGGGCGCACATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGG
-CTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCA
-CTCCACGCAGTCCAGGCTCCAGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGGCAGAGGGTCTGTGG
-CCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGA
-AAATCAATCCGCGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTGTTTTGTTTTTTCA
-CATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGC
-TGCACCCTCTGGCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTGGAGTTTC
-CTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTC
-TACCACAACATTTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGGAGGAGAGGCAGCCTGGCAGG
-CCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGCAAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAG
-AGGGATAGGGACCCCGCTCAAGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGG
-AGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAATATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACG
-AAAGACGGAAAGATACACAGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGA
-CAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTC
-AGAGGAAGCCAGTGGGTCCAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCTGGACTTGTGGG
-TAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTCCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACC
-CCGGCTGCCCCTTGTGAGGCCTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAA
-AGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGG
-GAACGCACCAGGAGTTGGGCACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAG
-AGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTG
-GTCTGACGACTCGACCAAAATCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAG
-GAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTC
-AAGGGACAAGGACACGCGCCCCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGGAGCTTCTGGGGTCCCCAGGG
-CTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACA
-CACAGGTGGTGTCACTGTCCCTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGAGCCCTGATGG
-AGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAG
-TGGAGCTATGAGAAGAGGACCACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTG
-CCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACCTGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGA
-TTTAAGATTTGGCTGCCCCACTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGT
-AGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTT
-TGGAAGACTATTGGGAAGGCATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTG
-GGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTT
-TATAAAGGGCAATTCCCCTGCACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGG
-GTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGTGGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGT
-CTGGAACTCAGTGTAGGAGGGCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTG
-AGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGT
-TCTTGGACCCCAGAACATTCAGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAG
-CTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTC
-GCAAACTATATGTCTCAGAAATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTT
-GTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAG
-ACTGGGGTAATTTATAAAGAAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAG
-GAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTC
-TATTCATGAGGGCAGAGCCTTCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATG
-CATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTA
-ATTTGCAGCTTAAGAGTCATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATT
-AGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAGCGTT
-AGTTAAGAGTCCATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATT
-CATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAAC
-CCAAGAAAAGAATTCATTAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGATACTAACTTTTCATTGCTTCT
-CACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAA
-AATAAAACCAAAAACAAAACCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTG
-GCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAG
-TGCCCCAGGGAAGGAGATTCTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGGTCTTAGCTGCTATTG
-TGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTG
-GTCGGTCAGTCATTGGAAACGATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGAGGCTCTTCTCAGCACTCCAC
-AGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCA
-TCATTCTGACATCAATTGCTGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAAC
-AAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCAC
-TATAAATCATGGATATCTGTCTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTT
-CATGACCACTACACACCAGTTACACTGGAAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTAC
-TGGGTCTCCAGTAGCAGAGGATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTT
-TCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCC
-CCAAGGTCACATGAGGCATAAATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATA
-AGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCA
-ATAGGGAACTAAGCCCTAGCTGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTAT
-AGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGT
-AGTAAAATACATTTAGACTTGGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCA
-AAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTATGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAA
-CCTGTTCTATATGCTGGACAAACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAG
-GATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAAT
-ATCTGGGGGCGATTTGGGCCTGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTC
-TCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTC
-TTGACCCCATGTATTGGACCTGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTAC
-TCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCC
-AAGGCTTCTCCCTGTAACCTTGGGCCAGGCCGGACTTGACGAGAAGACAAGAATTGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGA
-CGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACT
-TAATGAAACATTGATTTTCAAGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTT
-ATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCA
-TATTAGGTATACTTGTGGGTTAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGA
-TTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGG
-AGAAGATGGTCATCCCCATGCCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGC
-TGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGT
-ACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAG
-TTTTTTAAATAGAAAAGTAGAAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGC
-TGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATAT
-ATGTATATAGTATTATACATGCTGAGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCC
-AGGCTGGAGTGCAGTGGCATGATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTC
-CCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATG
-TTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAG
-AGCCATCACTCCTGGCCTCAAATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTA
-ACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAAC
-TCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGC
-TTTGCTGTTTTCTTTAAATGATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGC
-ACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGC
-TAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTC
-ACATGAGGAAAACTGGTACACAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTG
-TTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATG
-TTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATT
-TAGTGGTGATTTGTGAGATTGTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTC
-AACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTC
-CCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCAT
-CCAGGTCGCTGAGAATGCCATTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTG
-CTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTA
-CAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCT
-TTAAGGAATCTCCACACTGTTTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTC
-CCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGAT
-TTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAA
-TTTTCTAAATCTGTCTATAATGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATG
-CAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGA
-AAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTT
-GTATTCACACGCCTTTGTGAGGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCC
-AAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCA
-ATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTT
-TTTATTTTGATTTTAAAACTTTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTA
-CATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGT
-AAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGA
-CAACTTCAAAGTGCTGAGGAAAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCA
-AAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAA
-GCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAA
-ATCTAAACAGGCATTGATCCCAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTA
-GGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGAT
-ATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAA
-AAGCACCAAGAAGAATGAAAAATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAA
-ATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGC
-AAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCC
-AGCACTTTGGGAGGCTGAGGCAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGC
-ACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAAC
-AAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAA
-GAGGAAGAAGAGTTAAAGACAACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTC
-CAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATC
-CACAGCCGCAATAAGATATTTTAATACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAA
-AATTTGAAATAACATTTTTAATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTT
-TGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCA
-CACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTAT
-ATAATTAATGAGTCAAAGTAGAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGA
-AATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAAT
-GAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAGTGTATACATAC

tmp_1/30-contigger/contigs_stats.txt

@@ -1 +0,0 @@
-#seq_name	length	coverage	circular	repeat	mult	telomere	alt_group	graph_path

tmp_1/30-contigger/graph_final.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp_1/30-contigger/graph_final.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_1/flye.log

@@ -1,435 +0,0 @@
-[2024-08-27 13:40:35] root: INFO: Starting Flye 2.9.3-b1797
-[2024-08-27 13:40:35] root: DEBUG: Cmd: /data/tools/Flye/bin/flye --nano-hq output_1.fasta -o tmp_1/
-[2024-08-27 13:40:35] root: DEBUG: Python version: 3.8.10 (default, Nov 22 2023, 10:22:35) 
-[GCC 9.4.0]
-[2024-08-27 13:40:35] root: INFO: >>>STAGE: configure
-[2024-08-27 13:40:35] root: INFO: Configuring run
-[2024-08-27 13:40:35] root: INFO: Total read length: 125721
-[2024-08-27 13:40:35] root: INFO: Reads N50/N90: 10216 / 4807
-[2024-08-27 13:40:35] root: INFO: Minimum overlap set to 5000
-[2024-08-27 13:40:35] root: INFO: >>>STAGE: assembly
-[2024-08-27 13:40:35] root: INFO: Assembling disjointigs
-[2024-08-27 13:40:35] root: DEBUG: -----Begin assembly log------
-[2024-08-27 13:40:35] root: DEBUG: Running: flye-modules assemble --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_1.fasta --out-asm /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/00-assembly/draft_assembly.fasta --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 13:40:35] DEBUG: Build date: May 16 2023 00:48:26
-[2024-08-27 13:40:35] DEBUG: Total RAM: 503 Gb
-[2024-08-27 13:40:35] DEBUG: Available RAM: 421 Gb
-[2024-08-27 13:40:35] DEBUG: Total CPUs: 160
-[2024-08-27 13:40:35] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 13:40:35] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 13:40:35] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 13:40:35] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 13:40:35] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 13:40:35] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 13:40:35] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 13:40:35] DEBUG: 	max_jump_gap=500
-[2024-08-27 13:40:35] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 13:40:35] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 13:40:35] DEBUG: 	chimera_window=100
-[2024-08-27 13:40:35] DEBUG: 	chimera_overhang=1000
-[2024-08-27 13:40:35] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 13:40:35] DEBUG: 	max_inner_reads=10
-[2024-08-27 13:40:35] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 13:40:35] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 13:40:35] DEBUG: 	max_separation=500
-[2024-08-27 13:40:35] DEBUG: 	unique_edge_length=50000
-[2024-08-27 13:40:35] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 13:40:35] DEBUG: 	out_paths_ratio=5
-[2024-08-27 13:40:35] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 13:40:35] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 13:40:35] DEBUG: 	max_bubble_length=50000
-[2024-08-27 13:40:35] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 13:40:35] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 13:40:35] DEBUG: 	weak_detach_rate=5
-[2024-08-27 13:40:35] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 13:40:35] DEBUG: 	tip_length_rate=2
-[2024-08-27 13:40:35] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 13:40:35] DEBUG: 	remove_alt_edges=0
-[2024-08-27 13:40:35] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 13:40:35] DEBUG: 	kmer_size=17
-[2024-08-27 13:40:35] DEBUG: 	use_minimizers=1
-[2024-08-27 13:40:35] DEBUG: 	minimizer_window=10
-[2024-08-27 13:40:35] DEBUG: 	reads_base_alignment=1
-[2024-08-27 13:40:35] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 13:40:35] DEBUG: 	maximum_jump=1500
-[2024-08-27 13:40:35] DEBUG: 	maximum_overhang=1500
-[2024-08-27 13:40:35] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 13:40:35] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 13:40:35] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 13:40:35] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 13:40:35] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 13:40:35] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 13:40:35] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 13:40:35] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 13:40:35] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 13:40:35] DEBUG: 	short_tip_length=20000
-[2024-08-27 13:40:35] DEBUG: 	long_tip_length=100000
-[2024-08-27 13:40:35] DEBUG: Running with k-mer size: 17
-[2024-08-27 13:40:35] DEBUG: Running with minimum overlap 5000
-[2024-08-27 13:40:35] DEBUG: Metagenome mode: N
-[2024-08-27 13:40:35] DEBUG: Short mode: N
-[2024-08-27 13:40:35] INFO: Reading sequences
-[2024-08-27 13:40:35] DEBUG: Building positional index
-[2024-08-27 13:40:35] DEBUG: Total sequence: 108564 bp
-[2024-08-27 13:40:35] INFO: Building minimizer index
-[2024-08-27 13:40:35] INFO: Pre-calculating index storage
-[2024-08-27 13:40:35] DEBUG: Mean k-mer frequency: 2.75784
-[2024-08-27 13:40:35] DEBUG: Repetitive k-mer frequency: 275
-[2024-08-27 13:40:35] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 13:40:35] INFO: Filling index
-[2024-08-27 13:40:35] DEBUG: Sorting k-mer index
-[2024-08-27 13:40:35] DEBUG: Selected k-mers: 7081
-[2024-08-27 13:40:35] DEBUG: K-mer index size: 19531
-[2024-08-27 13:40:35] DEBUG: Mean k-mer frequency: 2.75823
-[2024-08-27 13:40:35] DEBUG: Minimizer rate: 5.55855
-[2024-08-27 13:40:35] DEBUG: Peak RAM usage: 0 Gb
-[2024-08-27 13:40:35] DEBUG: Estimating k-mer identity bias
-[2024-08-27 15:58:56] DEBUG: Initial divergence estimate : 0.0120416
-[2024-08-27 15:58:56] DEBUG: Relative threshold: Y
-[2024-08-27 15:58:56] DEBUG: Max divergence threshold set to 0.0620416
-[2024-08-27 15:58:56] INFO: Extending reads
-[2024-08-27 15:58:56] DEBUG: Estimating overlap coverage
-[2024-08-27 16:00:19] INFO: Overlap-based coverage: 6
-[2024-08-27 16:00:19] INFO: Median overlap divergence: 0.0127758
-[2024-08-27 16:00:19] DEBUG: Sequence divergence distribution: 
-
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.011, Q50 = 0.013, Q75 = 0.021
-
-[2024-08-27 16:00:19] DEBUG: Assembled disjointig 1
-	With 3 reads
-	Start read: +0373698d-ca92-426c-809f-c0a1ec63921a
-	At position: 2
-	leftTip: 1 rightTip: 1
-	Suspicious: 2
-	Short ext: 0
-	Mean extensions: 1
-	Avg overlap len: 7924
-	Min overlap len: 6534
-	Inner reads: 0
-	Length: 25544
-[2024-08-27 16:00:19] DEBUG: Inner: 18 covered: 18 total: 22
-[2024-08-27 16:01:45] INFO: Assembled 1 disjointigs
-[2024-08-27 16:01:45] INFO: Generating sequence
-[2024-08-27 16:01:45] DEBUG: Building positional index
-[2024-08-27 16:01:45] DEBUG: Total sequence: 25548 bp
-[2024-08-27 16:01:45] DEBUG: Mean k-mer frequency: 1.00279
-[2024-08-27 16:01:45] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:01:45] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:01:45] DEBUG: Sorting k-mer index
-[2024-08-27 16:01:45] DEBUG: Selected k-mers: 4653
-[2024-08-27 16:01:45] DEBUG: K-mer index size: 4667
-[2024-08-27 16:01:45] DEBUG: Mean k-mer frequency: 1.00301
-[2024-08-27 16:01:45] DEBUG: Minimizer rate: 5.47418
-[2024-08-27 16:01:45] INFO: Filtering contained disjointigs
-[2024-08-27 16:01:45] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 16:01:45] DEBUG: Found 0 overlaps
-[2024-08-27 16:01:45] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 16:01:45] INFO: Contained seqs: 0
-[2024-08-27 16:01:45] DEBUG: Writing FASTA
-[2024-08-27 16:01:45] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:01:45] root: DEBUG: Disjointigs length: 25548, N50: 25548
-[2024-08-27 16:01:45] root: INFO: >>>STAGE: consensus
-[2024-08-27 16:01:45] root: INFO: Running Minimap2
-[2024-08-27 16:01:46] root: INFO: Computing consensus
-[2024-08-27 16:01:46] root: INFO: Alignment error rate: 0.014376
-[2024-08-27 16:01:46] root: INFO: >>>STAGE: repeat
-[2024-08-27 16:01:46] root: INFO: Building and resolving repeat graph
-[2024-08-27 16:01:46] root: DEBUG: -----Begin repeat analyser log------
-[2024-08-27 16:01:46] root: DEBUG: Running: flye-modules repeat --disjointigs /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/10-consensus/consensus.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_1.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/20-repeat --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 16:01:46] DEBUG: Build date: May 16 2023 00:48:44
-[2024-08-27 16:01:46] DEBUG: Total RAM: 503 Gb
-[2024-08-27 16:01:46] DEBUG: Available RAM: 421 Gb
-[2024-08-27 16:01:46] DEBUG: Total CPUs: 160
-[2024-08-27 16:01:46] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 16:01:46] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 16:01:46] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 16:01:46] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 16:01:46] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 16:01:46] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 16:01:46] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 16:01:46] DEBUG: 	max_jump_gap=500
-[2024-08-27 16:01:46] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 16:01:46] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 16:01:46] DEBUG: 	chimera_window=100
-[2024-08-27 16:01:46] DEBUG: 	chimera_overhang=1000
-[2024-08-27 16:01:46] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 16:01:46] DEBUG: 	max_inner_reads=10
-[2024-08-27 16:01:46] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 16:01:46] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 16:01:46] DEBUG: 	max_separation=500
-[2024-08-27 16:01:46] DEBUG: 	unique_edge_length=50000
-[2024-08-27 16:01:46] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 16:01:46] DEBUG: 	out_paths_ratio=5
-[2024-08-27 16:01:46] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 16:01:46] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 16:01:46] DEBUG: 	max_bubble_length=50000
-[2024-08-27 16:01:46] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 16:01:46] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 16:01:46] DEBUG: 	weak_detach_rate=5
-[2024-08-27 16:01:46] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 16:01:46] DEBUG: 	tip_length_rate=2
-[2024-08-27 16:01:46] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 16:01:46] DEBUG: 	remove_alt_edges=0
-[2024-08-27 16:01:46] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 16:01:46] DEBUG: 	kmer_size=17
-[2024-08-27 16:01:46] DEBUG: 	use_minimizers=1
-[2024-08-27 16:01:46] DEBUG: 	minimizer_window=10
-[2024-08-27 16:01:46] DEBUG: 	reads_base_alignment=1
-[2024-08-27 16:01:46] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 16:01:46] DEBUG: 	maximum_jump=1500
-[2024-08-27 16:01:46] DEBUG: 	maximum_overhang=1500
-[2024-08-27 16:01:46] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 16:01:46] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 16:01:46] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 16:01:46] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 16:01:46] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 16:01:46] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 16:01:46] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 16:01:46] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 16:01:46] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 16:01:46] DEBUG: 	short_tip_length=20000
-[2024-08-27 16:01:46] DEBUG: 	long_tip_length=100000
-[2024-08-27 16:01:46] DEBUG: Running with k-mer size: 17
-[2024-08-27 16:01:46] DEBUG: Selected minimum overlap 5000
-[2024-08-27 16:01:46] DEBUG: Metagenome mode: N
-[2024-08-27 16:01:46] INFO: Parsing disjointigs
-[2024-08-27 16:01:46] DEBUG: Building positional index
-[2024-08-27 16:01:46] DEBUG: Total sequence: 25572 bp
-[2024-08-27 16:01:46] INFO: Building repeat graph
-[2024-08-27 16:01:46] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 16:01:46] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:01:46] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:01:46] DEBUG: Sorting k-mer index
-[2024-08-27 16:01:46] DEBUG: Selected k-mers: 4639
-[2024-08-27 16:01:46] DEBUG: K-mer index size: 4652
-[2024-08-27 16:01:46] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:01:46] DEBUG: Minimizer rate: 5.49699
-[2024-08-27 16:01:46] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 16:01:46] DEBUG: Found 0 overlaps
-[2024-08-27 16:01:46] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 16:01:46] INFO: Median overlap divergence: 0
-[2024-08-27 16:01:46] DEBUG: Sequence divergence distribution: 
-
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
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-    |          |                                                                                         
-    |          |                                                                                         
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-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
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-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0, Q50 = 0, Q75 = 0
-
-[2024-08-27 16:01:46] DEBUG: Computing gluepoints
-[2024-08-27 16:01:46] DEBUG: Added 0 gluepoint projections
-[2024-08-27 16:01:46] DEBUG: Created 4 gluepoints
-[2024-08-27 16:01:46] DEBUG: Artificial loops removed: 0 left, 0 right, 0 both
-[2024-08-27 16:01:46] DEBUG: Initializing edges
-[2024-08-27 16:01:46] DEBUG: Edges length checksum: 653876041
-[2024-08-27 16:01:46] DEBUG: Filtered 0 singleton segments
-[2024-08-27 16:01:46] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 16:01:46] DEBUG: Collapsed 0 edges
-[2024-08-27 16:01:46] DEBUG: *	1	+disjointig_1	0	25571	25571	
-[2024-08-27 16:01:46] DEBUG: Total edges: 1
-[2024-08-27 16:01:46] INFO: Parsing reads
-[2024-08-27 16:01:46] DEBUG: Building positional index
-[2024-08-27 16:01:46] DEBUG: Total sequence: 125721 bp
-[2024-08-27 16:01:46] DEBUG: Building positional index
-[2024-08-27 16:01:46] DEBUG: Total sequence: 25571 bp
-[2024-08-27 16:01:46] INFO: Aligning reads to the graph
-[2024-08-27 16:01:46] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 16:01:46] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:01:46] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:01:46] DEBUG: Sorting k-mer index
-[2024-08-27 16:01:46] DEBUG: Selected k-mers: 4638
-[2024-08-27 16:01:46] DEBUG: K-mer index size: 4651
-[2024-08-27 16:01:46] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:01:46] DEBUG: Minimizer rate: 5.49796
-[2024-08-27 16:01:46] DEBUG: Total reads : 11
-[2024-08-27 16:01:46] DEBUG: Read with aligned parts : 11
-[2024-08-27 16:01:46] DEBUG: Aligned in one piece : 11
-[2024-08-27 16:01:46] INFO: Aligned read sequence: 100098 / 108564 (0.922018)
-[2024-08-27 16:01:46] INFO: Median overlap divergence: 0.00583172
-[2024-08-27 16:01:46] DEBUG: Sequence divergence distribution: 
-
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    |***                 |                                                                               
-    |***                 |                                                                               
-    |***                 |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.005, Q50 = 0.0058, Q75 = 0.011
-
-[2024-08-27 16:01:46] INFO: Mean edge coverage: 3
-[2024-08-27 16:01:46] DEBUG: 1	len:25571	cov:2	mult:0.666667
-[2024-08-27 16:01:46] DEBUG: -1	len:25571	cov:2	mult:0.666667
-[2024-08-27 16:01:46] DEBUG: Unique coverage threshold 3
-[2024-08-27 16:01:46] INFO: Simplifying the graph
-[2024-08-27 16:01:46] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Removed 1 paths with low coverage
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 16:01:46] DEBUG: Finding repeats
-[2024-08-27 16:01:46] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:01:46] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:01:46] DEBUG: Writing Dot
-[2024-08-27 16:01:46] DEBUG: Writing FASTA
-[2024-08-27 16:01:46] DEBUG: Writing Gfa
-[2024-08-27 16:01:46] DEBUG: [SIMPL] == Iteration 1 ==
-[2024-08-27 16:01:46] DEBUG: Splitting nodes
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Split 0 nodes
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Clipped 0 short and 0 long tips
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 16:01:46] DEBUG: Finding repeats
-[2024-08-27 16:01:46] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:01:46] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:01:46] DEBUG: Total unique edges: 0
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Resolved repeats: 0
-[2024-08-27 16:01:46] DEBUG: RR links: 0
-[2024-08-27 16:01:46] DEBUG: Unresolved: 0
-[2024-08-27 16:01:46] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Collapsed 0 haplotypes
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Resolved 0 simple repeats
-[2024-08-27 16:01:46] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:01:46] DEBUG: [SIMPL] Removed 0 paths with low coverage
-[2024-08-27 16:01:46] DEBUG: Finding repeats
-[2024-08-27 16:01:46] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:01:46] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:01:46] DEBUG: Writing Dot
-[2024-08-27 16:01:46] DEBUG: Writing FASTA
-[2024-08-27 16:01:46] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:01:46] root: INFO: >>>STAGE: contigger
-[2024-08-27 16:01:46] root: INFO: Generating contigs
-[2024-08-27 16:01:46] root: DEBUG: -----Begin contigger analyser log------
-[2024-08-27 16:01:46] root: DEBUG: Running: flye-modules contigger --graph-edges /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/20-repeat/repeat_graph_edges.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_1.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/30-contigger --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --repeat-graph /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/20-repeat/repeat_graph_dump --graph-aln /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/20-repeat/read_alignment_dump --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_1/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 16:01:46] DEBUG: Build date: May 16 2023 00:48:47
-[2024-08-27 16:01:46] DEBUG: Total RAM: 503 Gb
-[2024-08-27 16:01:46] DEBUG: Available RAM: 420 Gb
-[2024-08-27 16:01:46] DEBUG: Total CPUs: 160
-[2024-08-27 16:01:46] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 16:01:46] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 16:01:46] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 16:01:46] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 16:01:46] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 16:01:46] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 16:01:46] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 16:01:46] DEBUG: 	max_jump_gap=500
-[2024-08-27 16:01:46] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 16:01:46] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 16:01:46] DEBUG: 	chimera_window=100
-[2024-08-27 16:01:46] DEBUG: 	chimera_overhang=1000
-[2024-08-27 16:01:46] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 16:01:46] DEBUG: 	max_inner_reads=10
-[2024-08-27 16:01:46] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 16:01:46] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 16:01:46] DEBUG: 	max_separation=500
-[2024-08-27 16:01:46] DEBUG: 	unique_edge_length=50000
-[2024-08-27 16:01:46] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 16:01:46] DEBUG: 	out_paths_ratio=5
-[2024-08-27 16:01:46] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 16:01:46] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 16:01:46] DEBUG: 	max_bubble_length=50000
-[2024-08-27 16:01:46] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 16:01:46] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 16:01:46] DEBUG: 	weak_detach_rate=5
-[2024-08-27 16:01:46] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 16:01:46] DEBUG: 	tip_length_rate=2
-[2024-08-27 16:01:46] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 16:01:46] DEBUG: 	remove_alt_edges=0
-[2024-08-27 16:01:46] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 16:01:46] DEBUG: 	kmer_size=17
-[2024-08-27 16:01:46] DEBUG: 	use_minimizers=1
-[2024-08-27 16:01:46] DEBUG: 	minimizer_window=10
-[2024-08-27 16:01:46] DEBUG: 	reads_base_alignment=1
-[2024-08-27 16:01:46] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 16:01:46] DEBUG: 	maximum_jump=1500
-[2024-08-27 16:01:46] DEBUG: 	maximum_overhang=1500
-[2024-08-27 16:01:46] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 16:01:46] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 16:01:46] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 16:01:46] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 16:01:46] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 16:01:46] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 16:01:46] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 16:01:46] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 16:01:46] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 16:01:46] DEBUG: 	short_tip_length=20000
-[2024-08-27 16:01:46] DEBUG: 	long_tip_length=100000
-[2024-08-27 16:01:46] DEBUG: Running with k-mer size: 17
-[2024-08-27 16:01:46] DEBUG: Selected minimum overlap 5000
-[2024-08-27 16:01:46] INFO: Reading sequences
-[2024-08-27 16:01:46] DEBUG: Building positional index
-[2024-08-27 16:01:46] DEBUG: Total sequence: 125721 bp
-[2024-08-27 16:01:46] DEBUG: Flipped 0
-[2024-08-27 16:01:46] DEBUG: Final graph contains 0 egdes
-[2024-08-27 16:01:46] DEBUG: Extending contigs into repeats
-[2024-08-27 16:01:46] DEBUG: Covered 0 repetitive contigs
-[2024-08-27 16:01:46] INFO: Generated 0 contigs
-[2024-08-27 16:01:46] DEBUG: Writing FASTA
-[2024-08-27 16:01:46] DEBUG: Generating scaffold connections
-[2024-08-27 16:01:46] INFO: Added 0 scaffold connections
-[2024-08-27 16:01:46] DEBUG: Writing Dot
-[2024-08-27 16:01:46] DEBUG: Writing FASTA
-[2024-08-27 16:01:46] DEBUG: Writing Gfa
-[2024-08-27 16:01:46] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:01:46] root: ERROR: No contigs were assembled - pipeline stopped
-[2024-08-27 16:01:46] root: ERROR: Pipeline aborted

tmp_1/params.json

@@ -1 +0,0 @@
-{"pipeline_version": 3, "min_overlap": 5000, "min_read_length": 0, "stage_name": "contigger"}

tmp_10/00-assembly/draft_assembly.fasta

@@ -1,321 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTCTCCCTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGC
-ATCTGTCTCGGCTTCTGGCCTTCCTCTCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCAC
-AGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTC
-AACAGCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCC
-CCTTCTACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCCAGCCCCTGC
-TAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTGG
-GTCCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGT
-GGCTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGG
-CGGCGGGGGCTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGGCC
-CGGCAGGCGGCGGCGGCGCCTGCAGCATGGGTCCTTGACCGGCTCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCG
-GTCCTGGCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGCACCAGCGCTGCGGGGGTAATCCGGGTGCCGGCACACAGGCC
-GCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTTGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCG
-TCAACAACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGACGCC
-TGCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCGCGC
-TCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTT
-GAAGAGTTCTCCAGCCCTGCACCTCTCTTGTCTCCTCGAGGGACCCCTGCTCGGAGGAGCTCTCCCTGCACCCTCTCCGG
-ATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTGGCCTGGGAATC
-TTAGAGAAAGGGGTGCAACGTGAACAGTTTCTTCCTGTCCTGGCTGCTGTTCTAGGACCCAGGAAGCGAGCCCCAGGATC
-AGACACAAGAAAAGAACAGGTTCCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCAGCTCCGGTGCCCGTGG
-TGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTCCGGAGAGCAGGCT
-TCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCC
-TACCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACAATGCACCGGTAGGCTGGTGATCGGTGGCGGAGACTACTCCCGG
-GACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCCTGGCTCCCTC
-TGCTCTCGTTTCCACTCTGGGCACCAACCTGCCCTTGGCGCTGGACCCCCTTCCCCGTTCTCACTTTCTGCTCCCCTTAG
-GGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAAATTGAGCCCAGGTTAGCCAGCCGAT
-CTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCCGGTTCAAGGGCCCA
-ACAGTGGAAGGGGGGTTTACATAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACC
-CCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGACTCTGGGGCCA
-CGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGCCCTCCCTAGA
-GGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGC
-CAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAGGTACTCGGT
-TTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGCCTTGTTTTG
-CTCTGTGTCCTGTGTGCTTGTCCTGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGT
-TGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGTCGGCCTCTTACTCTGAGC
-CTGAGGCTGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGA
-GGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGA
-GGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGGGGTTCAGCTGCTG
-CGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTTCCTGCCTCTGCCGTCTGTCTGTC
-TCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGA
-AGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAGTACCTGGCC
-TCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAACCGGCGGAC
-AAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCCTCAGGCAGCTCTCGGTTCATTGGCCTC
-TCGTGGGGCGCACATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTGCGGGGAGC
-TGGAAGCAACCGAGGCCGATAGCTGGGATGGGGTCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGGCTTTCTG
-GTTCATACTTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGCAG
-TCCAGGCTCCAGGGATCTGTGAGTCCTGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTGCTCTGTCCTGG
-AGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGGCAGAGGGTCTGTGGCCCCAGACCGC
-GGCCCTGCTGACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCAATCCG
-CGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGTGAGAAAGAGAA
-TTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTTTTTGTTTTTTCACATTTACGCTCA
-CGGACGTGAAGCGTCCCCACACTCTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCTG
-GCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCAGCTCAGGCCCCATGGGGTAGCGCGGGA
-GAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTGGAGTTTCCTCTTTTTCTGA
-ACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCCACAACAT
-TTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCTAGCTCGGGGTT
-GGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGAGGAGAGGCAGCCTGGCAGGCCTCCCAGAGAGAG
-GGGCACAGAGAAAGAAAGAGGCAGGCAAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGATAGGGACCC
-CGCTCAAGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAAAAAGCAATGGATGA
-CTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGGAGAGAAAACGAGAG
-ATAAGACACAAAGCCTAAAAGAGAAATATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACGAAAGACGGAAAGAT
-ACACAGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGGCTTCGCATGGCTTC
-ATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGACAGACGTTTGATCT
-CAGTTGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTG
-GGTCCAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTCGCAGAGAGAGAGGG
-AGGAAAGAGACGTCCCGTAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCTGGACTTGTGGGTAGGGTGAGGGC
-CCTCTGGCTTGGAATGGCACCTGGTCTCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTT
-GTGAGGCCTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTTTCCCATCGCTCCT
-CCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAAAGAAGGGAACGCG
-TTATAGGGGCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGA
-GTTGGGCACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGCAGACTGCGGAGGA
-ACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGC
-CGCTGCCCGCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCG
-ACCAAAATCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGGGACCCCAGGCCCA
-CTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAGGAGGGGAACACTG
-CCCTCGCACGGCCCCGAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGAC
-ACGCGCCCCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTTCATTTTATTTTAA
-TTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGGAGCTTCTGGGGTCCCCAGGGCTGTCATCTGAAT
-TTGCCCTGGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTC
-ACTGTCCCTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGAGGGTCACAGTGTT
-TACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGGGCCCTGATGGAGAACCTCTGCTA
-GGGCAGTGCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGCTCCCACTGGGGCACTGCCTAGTGGAGCTATGAGA
-AGAGGACCACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAAAAGCTATAGACAC
-TCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTGCCCAAGATCATGG
-GAGCCCACCTCTTTCATCAGCGTGACCTGAATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGC
-TGCCCCACTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTTGGAATGGGGGTAT
-TTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGTAGGCAGAAGGGAT
-TTGCCTTTTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTG
-GGAAGGCATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATATGGTTTGGCTGTCT
-CCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTGGGAAGTAATTGAA
-TCATGGGGGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAAT
-TCCCCTGCACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGCCATGATTGTGAGG
-CCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGGGTATGTCTTTATT
-AGCAATGTGAGAACAGACTAATACAGTGAGCTCTGGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTG
-TAGGAGGGCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCAGGGAGAGTTGCTG
-GAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTGAGCAAAAACACGT
-GAGCAGGTCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAG
-AACATTCAGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCAGACTCAAATAGACACATAAGAAAGCA
-TCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAGCTCAGAGTCACT
-GCAATCTTATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCTAAAATGATATG
-TCTCAGAAATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAATGGCAATAAGTAA
-ACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTTGTGCCTTCTCTC
-CAAGCTCGTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATT
-TATAAAGAAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACATCTGGTGAGGGTT
-TTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAGGAAATTGGGCCA
-AACTCATCCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGG
-CAGAGCCTTCATGACCTCATCACCTTTTCTCAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATTTCAACATGA
-GTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATGCATTATGCT
-ATTATGCACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGTGAACCCCGACTGTCCTCCTAATTTGCAGCTT
-AAGAGTCATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTGCCTGTGCACCC
-TGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATTAGCTCCCTAAA
-CCTAGGAAGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAAGCGTGAGTTAAGAGT
-CCATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTATTCAGGGCATC
-AGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATTCATTTAACCT
-GAGACTTTATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAG
-AATTCATTAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCAACAGTTAAAC
-CTAAGAAGATATATATGAAAAATAACTAATATTTCAGTATGTTCAGATACTAACTTTTCATTGCTTCTCACTCTGGAATT
-AGAAAAGTATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAA
-AACAAAACCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCACTTTACACATAT
-TGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTGGCCAGAGCCCTG
-TCACATGGCCCCAACCTACCCAAGAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAA
-GGAGATTCTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATGGAAGGGGAGGGA
-AGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGTCTTAGCTGCTATTGTGGGGAGTTCTGA
-AGATGAGATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCAT
-TGGAAACGATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAGGGCTAAGCACCAG
-CAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGGAGGCTCTTCTCAGCACTCCACAGTGCGCATGAC
-AGTGTCTTCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACAT
-CAATTGCTGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTAAAGGACCTTCTT
-TATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAACAAAACAAAATGT
-TCCGCAAAATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTACTGTCTTTGCTGAGCTCACTATAAATCATGGATATC
-TGTCTCTCTTTGAACTGTTCCTGCTGTACCATGGGCCAGGACCCTTCACAGCCTCTTCAAGGTTGACTTCCTATGAGCAT
-CGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGT
-TACACTGGGAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGG
-ATGTTGAAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTCTAACCACATGCTTTTTGTG
-GAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTTTCACAACTACTCTATGCAG
-AAGCACTATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCAT
-AAATGGGGGAATTAGTATTTTAACCCGGGTCTACTACAAGTCTTGCTTATAATTACCATGTTATACAGCTTGTCAATCAA
-TATCCAGGGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGA
-ATCCCTCATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGCTGGAA
-CTCCCCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCCCATTAAAAAAATGACATGCAAAT
-TCGTGAGGCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGG
-GGCAACTTATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTTGGA
-GGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCCCTACCAGCATTGAGTAGGGGACA
-GCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCAAGGAAGCTGAACTGTCTACACAG
-TCTCTGGCATCCTCTATGTTCAATTATCTGGTGAGAACGGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACAAAC
-CGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCTGGGGAATGGGGCTAGAAGGAAGT
-TTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGC
-CATCCACCAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCCTGA
-CAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCACTCCACGTGGTTTTAGCAATTAGA
-CCTTTATTAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAG
-TGGGTGGCAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACCTGG
-ATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCTCCTCATTAAAGTAAGCATCTTCT
-CCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGT
-TTCTCCCCAAGTGGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCTTG
-GGCCAGGCCGGACTTGACGAGAAAACAGAAGTAATCCATCTAATCCAATTGCCTTTCCAGTGAAACAGAGCACCGTTTCC
-CCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCC
-ACTTAAATCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTT
-CAAGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTTCCTCATGTTGCTCCAGGG
-AAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGT
-CCAATGCTACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGG
-GTTAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGTAGCTTATCTGGAGATGGA
-GTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAG
-GAGAAATTTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCAT
-GCCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGCTGACACTTCGAGTTCAGAC
-TTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCT
-AGCCAATGAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTA
-GAAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGCTGATATATACATATATATA
-GTATATATGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATATATGTATATAGTATTATA
-CATGCTGAGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGG
-CATGATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTCCCGAGTAGCTGGGATTA
-CAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTT
-GAACTCCTGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCC
-TCAAATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTAACTTCTCTTCTCATAAC
-TGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAACTCCATATCCATTTATCC
-ATCTGTTCTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAA
-ATGATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGCACAGTATTCCACCATGG
-GCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAAT
-GCATCTGAGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGT
-ACACAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTGTTAGGGATGTCAAACAT
-TTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATGTTTGCATATATTTCTTA
-AAATGTTTTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAG
-ATTGTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTCAACCCCCTCCCACCCTT
-TTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAG
-CGTACAATGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATG
-CCATTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTGCTTGATGGGCATTTGGG
-CTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTACAAATAATGACTTCTTT
-TCCTCTGGGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACAC
-TGTTTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTCCCTACATCCACGCCAAC
-ATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGATTTATATTTCCCTGATCA
-TTAGTGATGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTA
-TAATGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATGCAACAAATTCCAAAAAA
-TTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTT
-GGTAAATGGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTG
-TGAGGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCCAAACATAAACCCAGATC
-TTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCAATGAAGCATTAATATCT
-ACATTTAACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAA
-ACTTTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTACATTAATACATAGATAA
-ATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGTAAAATCAACAAAGTTTG
-TAAAACTGTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGA
-GGAAAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCAAAATAAGGACATCATCA
-GGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGA
-GAAGGCACAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGA
-TCCCAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTAGGCAAAGAGAGCATGTG
-ATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGC
-TTCATGTCAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATG
-AAAAATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAAATAAGTGGAAACGCTCC
-CTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAG
-CTTCTCAAAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTG
-AGGCAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGCACTCCAGCCTGGGCCAC
-AGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAACAAAAACCCTCAATCCAA
-GAGCAGCGGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAA
-GACAACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTCCAAGATTGTAGACTTTT
-AAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGAT
-ATTTTAATACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTT
-TTAATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTTTGGATGACCACATACTT
-GGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCACACGCTATTAAACTGAA
-AATAAATTACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAA
-GTAGAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGAAATTTTGGAGATGTAGC
-TAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTA
-GCAATACGTAACTGAAAGTTGAGTGTATACATACC

tmp_10/00-assembly/draft_assembly.fasta.fai

@@ -1 +0,0 @@
-disjointig_1	25555	14	80	81

tmp_10/10-consensus/consensus.fasta

@@ -1,428 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTA
-ACACCAGCACCTGGCACATGGCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATAC
-CACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAGCAGTGGCCTTCCCCGCACCC
-GCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTT
-CCTCGCCGCAGTCCAGTTGATCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCC
-AGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCGGGGAGAGAGGCCGCCTCGGG
-CCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCC
-GACCTAATTCAATTAGCTGGGCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACT
-CCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGCATATGGATGCGGTTCCTCCC
-CCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGG
-TTGCTTTTGAGCTCCCTGTGGCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTT
-TGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTGTGGAAGTGAGCGTGCCTGTA
-AGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGT
-GGGATGTGTAGGATGTGTTTGTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGA
-GCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTTCCTGTGCAAGGTGAGTGGGC
-ATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTC
-AGGACACCATGGGGAACATGTTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGG
-TCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCCCGCCTTGCTTTTCTGGTGGA
-GGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTC
-CCAGCACAGTCCAGCCCTGGCTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCC
-TAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGGTGACCCTAGCACGTAGGAGG
-GACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACG
-CCCAGCAGAGGCGAGGAATTGAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCG
-TCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTTTACTGTGCACAGGCAAAGTG
-AGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACA
-GCAGGCTGGTGCTCTCTTGGCTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCT
-TCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAGCCAAGGGAGACACGAAGGAT
-GAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGA
-GCAGGGCCCTGGGGGTCTGTCCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCC
-CTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATGGGAGATTCCCTAATCAAGGC
-CACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGG
-CCAACAGCTTCCTTTAGGGTCAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGG
-TGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCTGGGCTCTGATTGAGAGGAAT
-GGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCAC
-TGATGGGAAAATGTGTGCCTGTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAG
-AATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCCCCCCAACCCCGAGGACTCAT
-TGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAA
-GTCACCAGGTGATCCTGCCTTCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGA
-CAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAATGCAGACCCCATTGGCCCCGC
-CATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCAC
-TTCTCTGACAATTCCATCGGAATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGC
-TCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCACAGGCACTCACTACAGAGGA
-ACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTT
-CCTCCAACACTCTTCCCAACATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACA
-GTGCCTGATACATACTAGATGCTCTATAATTATTCATTGAATACATTGTTAAAATTATTT
-CTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTT
-CCACACATATCCGTAAGCTAAAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGG
-AAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGGCTGAGCCCGTCCTTTCCCTC
-CTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAAC
-CAGAGAGAAGGAGTCTGCAACTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAG
-CCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATAGAAAGCAGTGTTTGCGTCTG
-GTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGC
-TCTGTGAGTCCCTGCTTTCTTCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGAC
-AATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAATATAAACTTGTGTGAGTCTCC
-TCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGG
-TAAGGAAGGGACAGAGAGGGTCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCT
-GGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAGGGTAAAAGTTGGGAGTATCC
-CCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCT
-GCTGGATTTTAATGAGAAGAGCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGA
-CTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTCCTCCCAGGTACCCTGGACAA
-CTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATT
-ATTTTATTTTATTTTATTTTATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTC
-AACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAGGTAAAACTGTGGTGAGACTA
-AAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTG
-TCTATGGAACTTGGAGCAAGTTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTT
-AGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCAATTATAGCACATCTCAGGCT
-CAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCT
-ATAATATTCAGCTCCTTTTAAAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTA
-TGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATCACTCCAAAAGGAATTCTGTA
-TCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATA
-ATGTGGCCTTTGTGCTTGGCTTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATG
-TTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTATGGCTAAATAATATTCCATGT
-GTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAA
-AAATTGGGACATTTCTATTAACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCAT
-GATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAATTTATTTTCTGCTTTAGTTCC
-CTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGC
-GAGGGAGCGAGAGCCCTCTCATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTT
-TGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAGTGGCGCGATCTCAGCTCACT
-GCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTT
-CACCGTGTTAGCCAGGATGGTCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTC
-CCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAGCCACTCTGCTCTAGTGTTTA
-CAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAG
-GCTAACCCACAAAAGCAAGTTGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGC
-TATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAGGGAGAATACTCATCTCGAAG
-GATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTT
-TTGTTCACTGCTATGTCCCCCATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTAC
-TCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTATTCACCCAAGATGACCATAT
-TTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAAT
-AAGACTTGATGGGAGAGAATGTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAG
-GGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAGAACCAAGAAATAGATATCCC
-AAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTC
-TGAGCCAGACAGCCACTGGCAAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCC
-TGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAAGCCCCTATGGCTCCCTCCCA
-AGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTG
-TCAGAATGCCTCTTTCGAACCCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAA
-ACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAGACCCAAACCAACCCTCTTGA
-CTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAG
-AAGGGCAAGCCTGAACTCACCGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAG
-ACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGGAGTAAATCTCCTGGTTGAGT
-GACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCC
-CAACGGCCGGGAAGACAGTTGACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGG
-GAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTCGCCTTGTTCCCCTCTTCCCT
-CTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCC
-GCTCCTCTCCGCGCACAGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCAC
-CGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACAGCGAGCGAGCAGCCGGAGCG
-GGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTG
-CCTCCGCCAGCCCCTGCTAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGG
-CCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGTCCGCACCACCTCCACCCGGG
-TCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGG
-AGGCGCCTACACTTACGGCGGCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGG
-GCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGCGGCGGCGGCGCCTGCAGCAT
-GGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGT
-GCCGGCACACAGGCCGCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTC
-GCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAACAACCTCACTGGCCTCACCTT
-CCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGC
-TCCCCAAAGCCGGTTCTGCGCTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTT
-GAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTTGAAGAGTTCTCTCAGCCTG
-CACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCA
-GCTACTCTTCACCTGGGAATACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTC
-CTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGATCAGACACAAGAAAAGAACA
-GGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTT
-TTTTTTTTTTTCCGGAGAGCAGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCC
-AGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCCTACCCCCGGGCCCAG
-CCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTC
-CCGCCTTCCTCTGCTGGCCCTGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACT
-CTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTGCTCCCTTAGGGTTCCCTGGA
-TCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGC
-CTCCTGGGGGTCCCCGGTTCAAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTT
-GGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACCCCTGGCTTCC
-TGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGG
-GTCTAGGCCTCAGGAAGGGCCCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTC
-TCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGCCAGGCCAGTC
-TTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTC
-AGCGAGTGTATGGCTGTGGCCTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTG
-TGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGTTGTACGTTGTG
-TTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGC
-CTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGG
-CCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGAGGAGGCC
-GTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCT
-CTGCTGCTTGCCTCTGCCGTCTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACT
-GTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGAAGAAGAAGCCG
-CGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAG
-GTCAAAACCTGGTTCCAGAACCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGG
-CCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCATTGGCCTCTCGTGGGGCGCA
-CATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTG
-TTTTACCGGAGGCTTCAGGGCTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCA
-GGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGCAGTCCAGGCTCC
-AGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGC
-TCCCGGCAGAGGGTCTGTGGCCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGAC
-ACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCAATCCGCGCCGGCTG
-CGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTT
-TGTTTTGTTTTGTTTTTTCACATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCG
-AGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCTGGCACGCTGC
-ACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAG
-GAGGAAGGAATTGGAGTTTCCTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTC
-CGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCACAACATTTCTGACGC
-TGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGG
-AGGAGAGGCAGCCTGGCAGGCCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGC
-AAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGATAGGGACCCCGCTCA
-AGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGA
-GAACCAAGTGGGTGGGGAGGAGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAA
-TATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACGAAAGACGGAAAGATACACAG
-AGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATT
-AGGTCTGTCCACCTTAGAGACAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAG
-TAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTGGGTCCA
-GCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCT
-CTCTGCCCTGGACTTGTGGGTAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTC
-CCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTTGTGAGGC
-CTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTG
-TTGGAGTCAGGACTCTCAAAAGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGG
-ACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGAGTTGGGC
-ACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGC
-AGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGC
-ACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCGACCAAAA
-TCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCC
-TGGCCTCAGACTGCACCCAGGAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCA
-CATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGACACGCGCC
-CCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGG
-AGCTTCTGGGGTCCCCAGGGCTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGA
-CCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCACTGTCC
-CTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTA
-CAGGGGCAGAGCCCTGATGGAGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGT
-TGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAAGAGGAC
-CACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCA
-AAGCCACAGGAACAGAGCTGCCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACC
-TGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCTGCCCCA
-CTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGC
-TTTTGATTTTACAGGCTCGTAGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGA
-CTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGGGAAGGC
-ATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACAT
-GTTGTAGGAGGAACCTGGTGGGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGT
-TCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATTCCCCTG
-CACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTT
-TATACATTACCCAGTCTTGGGTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGT
-GGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGTAGGAGG
-GCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGG
-CAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACAC
-ACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGAACATTC
-AGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCC
-TGCCATGTGGCAGCTGGCAGCTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATG
-TGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCGCAAACTATATGTCTCAGAA
-ATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACC
-TACCACCCAGAACTCAGCTTGTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCT
-GTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTTATAAAGA
-AAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGT
-GTACACACAAGATGACACAGGAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTC
-TCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGCAGAGCCT
-TCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCA
-GCCCTGTCATGTCCTGAATGCATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTC
-CCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTAATTTGCAGCTTAAGAGTCAT
-TTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCT
-GCCTCTTTCATGGATCAATTAGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAAC
-TTCAGGAACACGGTATATATAATAGACACTTACTAGCGTTAGTTAAGAGTCCATCAGTGT
-GTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGT
-GTTAAAATACACAAATGATTCATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTC
-ATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGAATTCATTAG
-AGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGAT
-ACTAACTTTTCATTGCTTCTCACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGA
-TGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAAACAAAAC
-CCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACA
-GGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGA
-AATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAGGAGATTC
-TGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTC
-AGGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTG
-AGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATTGGAAAC
-GATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGA
-GGCTCTTCTCAGCACTCCACAGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAAC
-AGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATCAATTGCT
-GGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAG
-GCACTGCTGAGCTCCAAAACAAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGT
-CAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCACTATAAATCATGGATATCTGT
-CTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTG
-ATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTTACACTGGAAACAGTGTAAC
-TCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGG
-ATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTT
-TATACATGATAACTTAATTTTCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTAC
-ATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATA
-AATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTG
-TCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGT
-CATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGC
-TGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATAT
-GTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGC
-TTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTT
-GGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATC
-CCTGTCCACCCCCATTTGCAAAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTA
-TGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACA
-AACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGT
-CACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGC
-AAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCC
-TGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAAT
-AGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGA
-GGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACC
-TGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTC
-AGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAG
-AGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCT
-TGGGCCAGGCCGGACTTGACGAGAAGACAAGAATTGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAG
-GACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATC
-TGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTCA
-AGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAG
-TCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAA
-AATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGGT
-TAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGA
-CAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGAC
-AGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATG
-CCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGC
-TGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTT
-TAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATAT
-TATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTAG
-AAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGC
-TGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATA
-CAACATACATATACATATATATGTATATAGTATTATACATGCTGAGTTACACCATTCAAA
-AAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGCAT
-GATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTC
-CCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGT
-GGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCC
-ACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCTCA
-AATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTA
-ACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCA
-AAAGTGTTTATACCAGCAACTCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAA
-AGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAATG
-ATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGC
-ACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTG
-TGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGG
-TAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTACA
-CAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTG
-TTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTA
-AGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTT
-TTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGATT
-GTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTC
-AACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTT
-GCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATT
-CCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGCCA
-TTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTG
-CTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGAC
-GTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAG
-CGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACTGT
-TTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTC
-CCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGA
-TATCACAATGTGGTTTTGATTTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTC
-ATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTATAA
-TGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATG
-CAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAAT
-ATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAG
-CATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGTGA
-GGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCC
-AAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAA
-ATCAAGATATTTTAAAATCAATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTA
-TTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAACT
-TTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTA
-CATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTT
-GGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCA
-GCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAGGA
-AAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCA
-AAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCC
-CTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCA
-AAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGATCC
-CAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTA
-GGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATG
-TCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGA
-AGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGAAA
-AATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAA
-ATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAG
-CATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAA
-CTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGAGG
-CAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGC
-ACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAA
-CAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAG
-CAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAGAC
-AACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTC
-CAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAAT
-CACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATATTTTAATACAATGCTCAATACT
-AAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTTTA
-ATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTT
-TGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTA
-CAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCA
-AAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAGTA
-GAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGA
-AATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGT
-GCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAG
-TGTATACATACC

tmp_10/10-consensus/minimap.stderr

@@ -1,11 +0,0 @@
-[samfaipath] build FASTA index...
-[M::mm_idx_gen::0.005*1.36] collected minimizers
-[M::mm_idx_gen::0.007*1.26] sorted minimizers
-[M::main::0.007*1.26] loaded/built the index for 1 target sequence(s)
-[M::mm_mapopt_update::0.007*1.24] mid_occ = 10
-[M::mm_idx_stat] kmer size: 17; skip: 10; is_hpc: 0; #seq: 1
-[M::mm_idx_stat::0.008*1.23] distinct minimizers: 4609 (99.78% are singletons); average occurrences: 1.004; average spacing: 5.521; total length: 25555
-[M::worker_pipeline::0.084*1.01] mapped 15 sequences
-[M::main] Version: 2.24-r1155-dirty
-[M::main] CMD: flye-minimap2 -x map-ont -t 1 -k 17 -a -p 0.5 -N 10 --sam-hit-only -L -K 1G -z 1000 -Q --secondary-seq -I 64G /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/00-assembly/draft_assembly.fasta /home/prom/Documents/Programmes/pandora_lib_assembler/output_10.fasta
-[M::main] Real time: 0.086 sec; CPU: 0.087 sec; Peak RSS: 0.010 GB

tmp_10/20-repeat/graph_after_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_10/20-repeat/graph_before_rr.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp_10/20-repeat/graph_before_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_10/20-repeat/read_alignment_dump

@@ -1,44 +0,0 @@
-Chain
-	Aln	1	+02fd072d-0873-43ea-9583-bf187d2f4668 54 7086 7131 -edge_1_0_+disjointig_1_0_25571 6376 13407 25571 -1 -1 6823 0.00429306
-Chain
-	Aln	0	-02fd072d-0873-43ea-9583-bf187d2f4668 44 7076 7131 +edge_1_0_+disjointig_1_0_25571 12163 19194 25571 -1 -1 6823 0.00429306
-Chain
-	Aln	1	+0412e744-fc91-4416-b796-191b52041ea9 69 7443 7485 -edge_1_0_+disjointig_1_0_25571 6701 14091 25571 -1 -1 7184 0.00310617
-Chain
-	Aln	0	-0412e744-fc91-4416-b796-191b52041ea9 41 7415 7485 +edge_1_0_+disjointig_1_0_25571 11479 18869 25571 -1 -1 7184 0.00310617
-Chain
-	Aln	1	+64c7eed2-d3d6-4b25-8cef-db12f4e5d109 71 8497 13792 -edge_1_0_+disjointig_1_0_25571 6701 15142 25571 -1 -1 8195 0.00303873
-Chain
-	Aln	0	-64c7eed2-d3d6-4b25-8cef-db12f4e5d109 5294 13720 13792 +edge_1_0_+disjointig_1_0_25571 10428 18869 25571 -1 -1 8195 0.00303873
-Chain
-	Aln	1	+2b63bb1b-74c5-4779-8123-6017dc3fb7b0 17 11272 11327 -edge_1_0_+disjointig_1_0_25571 16 11275 25571 -1 -1 10914 0.00324322
-Chain
-	Aln	0	-2b63bb1b-74c5-4779-8123-6017dc3fb7b0 54 11309 11327 +edge_1_0_+disjointig_1_0_25571 14295 25554 25571 -1 -1 10914 0.00324322
-Chain
-	Aln	1	+395db5a5-a9f4-48f0-86f7-864c96aefa15 40 7447 7497 -edge_1_0_+disjointig_1_0_25571 6684 14091 25571 -1 -1 7208 0.00379759
-Chain
-	Aln	0	-395db5a5-a9f4-48f0-86f7-864c96aefa15 49 7456 7497 +edge_1_0_+disjointig_1_0_25571 11479 18886 25571 -1 -1 7208 0.00379759
-Chain
-	Aln	0	+8c13bd7b-fb49-4ec2-83ba-6653176f709a 4 15940 15993 +edge_1_0_+disjointig_1_0_25571 4 15959 25571 -1 -1 15244 0.00507753
-Chain
-	Aln	1	-8c13bd7b-fb49-4ec2-83ba-6653176f709a 52 15988 15993 -edge_1_0_+disjointig_1_0_25571 9611 25566 25571 -1 -1 15244 0.00507753
-Chain
-	Aln	1	+0373698d-ca92-426c-809f-c0a1ec63921a 72 12861 12865 -edge_1_0_+disjointig_1_0_25571 4739 17557 25571 -1 -1 11946 0.00825944
-Chain
-	Aln	0	-0373698d-ca92-426c-809f-c0a1ec63921a 3 12792 12865 +edge_1_0_+disjointig_1_0_25571 8013 20831 25571 -1 -1 11946 0.00825944
-Chain
-	Aln	1	+9fcbc387-8503-4055-9cbd-0e55b2c4f656 43 6386 6435 -edge_1_0_+disjointig_1_0_25571 5110 11448 25571 -1 -1 6259 0.00216559
-Chain
-	Aln	0	-9fcbc387-8503-4055-9cbd-0e55b2c4f656 48 6391 6435 +edge_1_0_+disjointig_1_0_25571 14122 20460 25571 -1 -1 6259 0.00216559
-Chain
-	Aln	1	+fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc 39 9725 9776 -edge_1_0_+disjointig_1_0_25571 4373 14065 25571 -1 -1 9483 0.00346485
-Chain
-	Aln	0	-fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc 50 9736 9776 +edge_1_0_+disjointig_1_0_25571 11505 21197 25571 -1 -1 9483 0.00346485
-Chain
-	Aln	1	+411338d1-2778-4447-9a20-1480bb1748e6 41 5950 8239 -edge_1_0_+disjointig_1_0_25571 7982 13913 25571 -1 -1 5484 0.00784972
-Chain
-	Aln	0	-411338d1-2778-4447-9a20-1480bb1748e6 2288 8197 8239 +edge_1_0_+disjointig_1_0_25571 11657 17588 25571 -1 -1 5484 0.00784972
-Chain
-	Aln	1	+daf40e1f-5080-46fd-8c18-fb7b0dfa8161 44 10154 10216 -edge_1_0_+disjointig_1_0_25571 4031 14137 25571 -1 -1 9896 0.00362384
-Chain
-	Aln	0	-daf40e1f-5080-46fd-8c18-fb7b0dfa8161 61 10171 10216 +edge_1_0_+disjointig_1_0_25571 11433 21539 25571 -1 -1 9896 0.00362384

tmp_10/20-repeat/repeat_graph_edges.fasta

@@ -1,321 +0,0 @@
->edge_1_0_+disjointig_1_0_25571
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCACAGCC
-AATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACA
-GCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCGCCAGCCCCTGCTAG
-CTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGT
-CCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGGCG
-GCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGC
-GGCGGCGGCGCCTGCAGCATGGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGTGCCGGCACACAGGCCGCTCG
-CCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTCGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAAC
-AACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCTGCG
-CTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCT
-TGAAGAGTTCTCTCAGCCTGCACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTCACCTGGGAAT
-ACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTCCTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGA
-TCAGACACAAGAAAAGAACAGGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTTTCCGGAGAGC
-AGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGG
-TGTCCTACCCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCC
-TGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACTCTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTG
-CTCCCTTAGGGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCGGTTC
-AAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATT
-CCAAAGCACCCCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGC
-CCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCC
-CCACCCAGGCCAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGC
-CTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTT
-TGCCCCCGTTGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGA
-GAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGA
-CTGGCGGGCAGGAGGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTGCCTCTGCCGT
-CTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGC
-CCCCCAAGAAGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAA
-CCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCA
-TTGGCCTCTCGTGGGGCGCACATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGG
-CTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCA
-CTCCACGCAGTCCAGGCTCCAGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGGCAGAGGGTCTGTGG
-CCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGA
-AAATCAATCCGCGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTGTTTTGTTTTTTCA
-CATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGC
-TGCACCCTCTGGCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTGGAGTTTC
-CTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTC
-TACCACAACATTTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGGAGGAGAGGCAGCCTGGCAGG
-CCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGCAAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAG
-AGGGATAGGGACCCCGCTCAAGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGG
-AGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAATATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACG
-AAAGACGGAAAGATACACAGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGA
-CAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTC
-AGAGGAAGCCAGTGGGTCCAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCTGGACTTGTGGG
-TAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTCCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACC
-CCGGCTGCCCCTTGTGAGGCCTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAA
-AGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGG
-GAACGCACCAGGAGTTGGGCACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAG
-AGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTG
-GTCTGACGACTCGACCAAAATCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAG
-GAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTC
-AAGGGACAAGGACACGCGCCCCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGGAGCTTCTGGGGTCCCCAGGG
-CTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACA
-CACAGGTGGTGTCACTGTCCCTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGAGCCCTGATGG
-AGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAG
-TGGAGCTATGAGAAGAGGACCACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTG
-CCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACCTGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGA
-TTTAAGATTTGGCTGCCCCACTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGT
-AGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTT
-TGGAAGACTATTGGGAAGGCATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTG
-GGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTT
-TATAAAGGGCAATTCCCCTGCACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGG
-GTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGTGGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGT
-CTGGAACTCAGTGTAGGAGGGCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTG
-AGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGT
-TCTTGGACCCCAGAACATTCAGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAG
-CTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTC
-GCAAACTATATGTCTCAGAAATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTT
-GTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAG
-ACTGGGGTAATTTATAAAGAAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAG
-GAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTC
-TATTCATGAGGGCAGAGCCTTCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATG
-CATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTA
-ATTTGCAGCTTAAGAGTCATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATT
-AGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAGCGTT
-AGTTAAGAGTCCATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATT
-CATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAAC
-CCAAGAAAAGAATTCATTAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGATACTAACTTTTCATTGCTTCT
-CACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAA
-AATAAAACCAAAAACAAAACCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTG
-GCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAG
-TGCCCCAGGGAAGGAGATTCTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGGTCTTAGCTGCTATTG
-TGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTG
-GTCGGTCAGTCATTGGAAACGATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGAGGCTCTTCTCAGCACTCCAC
-AGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCA
-TCATTCTGACATCAATTGCTGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAAC
-AAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCAC
-TATAAATCATGGATATCTGTCTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTT
-CATGACCACTACACACCAGTTACACTGGAAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTAC
-TGGGTCTCCAGTAGCAGAGGATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTT
-TCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCC
-CCAAGGTCACATGAGGCATAAATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATA
-AGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCA
-ATAGGGAACTAAGCCCTAGCTGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTAT
-AGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGT
-AGTAAAATACATTTAGACTTGGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCA
-AAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTATGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAA
-CCTGTTCTATATGCTGGACAAACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAG
-GATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAAT
-ATCTGGGGGCGATTTGGGCCTGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTC
-TCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTC
-TTGACCCCATGTATTGGACCTGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTAC
-TCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCC
-AAGGCTTCTCCCTGTAACCTTGGGCCAGGCCGGACTTGACGAGAAGACAAGAATTGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGA
-CGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACT
-TAATGAAACATTGATTTTCAAGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTT
-ATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCA
-TATTAGGTATACTTGTGGGTTAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGA
-TTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGG
-AGAAGATGGTCATCCCCATGCCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGC
-TGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGT
-ACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAG
-TTTTTTAAATAGAAAAGTAGAAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGC
-TGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATAT
-ATGTATATAGTATTATACATGCTGAGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCC
-AGGCTGGAGTGCAGTGGCATGATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTC
-CCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATG
-TTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAG
-AGCCATCACTCCTGGCCTCAAATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTA
-ACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAAC
-TCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGC
-TTTGCTGTTTTCTTTAAATGATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGC
-ACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGC
-TAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTC
-ACATGAGGAAAACTGGTACACAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTG
-TTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATG
-TTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATT
-TAGTGGTGATTTGTGAGATTGTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTC
-AACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTC
-CCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCAT
-CCAGGTCGCTGAGAATGCCATTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTG
-CTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTA
-CAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCT
-TTAAGGAATCTCCACACTGTTTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTC
-CCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGAT
-TTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAA
-TTTTCTAAATCTGTCTATAATGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATG
-CAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGA
-AAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTT
-GTATTCACACGCCTTTGTGAGGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCC
-AAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCA
-ATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTT
-TTTATTTTGATTTTAAAACTTTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTA
-CATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGT
-AAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGA
-CAACTTCAAAGTGCTGAGGAAAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCA
-AAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAA
-GCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAA
-ATCTAAACAGGCATTGATCCCAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTA
-GGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGAT
-ATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAA
-AAGCACCAAGAAGAATGAAAAATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAA
-ATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGC
-AAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCC
-AGCACTTTGGGAGGCTGAGGCAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGC
-ACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAAC
-AAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAA
-GAGGAAGAAGAGTTAAAGACAACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTC
-CAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATC
-CACAGCCGCAATAAGATATTTTAATACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAA
-AATTTGAAATAACATTTTTAATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTT
-TGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCA
-CACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTAT
-ATAATTAATGAGTCAAAGTAGAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGA
-AATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAAT
-GAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAGTGTATACATAC

tmp_10/30-contigger/contigs_stats.txt

@@ -1 +0,0 @@
-#seq_name	length	coverage	circular	repeat	mult	telomere	alt_group	graph_path

tmp_10/30-contigger/graph_final.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp_10/30-contigger/graph_final.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_10/flye.log

@@ -1,435 +0,0 @@
-[2024-08-27 13:43:04] root: INFO: Starting Flye 2.9.3-b1797
-[2024-08-27 13:43:04] root: DEBUG: Cmd: /data/tools/Flye/bin/flye --nano-hq output_10.fasta -o tmp_10/
-[2024-08-27 13:43:04] root: DEBUG: Python version: 3.8.10 (default, Nov 22 2023, 10:22:35) 
-[GCC 9.4.0]
-[2024-08-27 13:43:04] root: INFO: >>>STAGE: configure
-[2024-08-27 13:43:04] root: INFO: Configuring run
-[2024-08-27 13:43:04] root: INFO: Total read length: 127913
-[2024-08-27 13:43:04] root: INFO: Reads N50/N90: 10216 / 4807
-[2024-08-27 13:43:04] root: INFO: Minimum overlap set to 5000
-[2024-08-27 13:43:04] root: INFO: >>>STAGE: assembly
-[2024-08-27 13:43:04] root: INFO: Assembling disjointigs
-[2024-08-27 13:43:04] root: DEBUG: -----Begin assembly log------
-[2024-08-27 13:43:04] root: DEBUG: Running: flye-modules assemble --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_10.fasta --out-asm /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/00-assembly/draft_assembly.fasta --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 13:43:04] DEBUG: Build date: May 16 2023 00:48:26
-[2024-08-27 13:43:04] DEBUG: Total RAM: 503 Gb
-[2024-08-27 13:43:04] DEBUG: Available RAM: 419 Gb
-[2024-08-27 13:43:04] DEBUG: Total CPUs: 160
-[2024-08-27 13:43:04] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 13:43:04] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 13:43:04] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 13:43:04] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 13:43:04] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 13:43:04] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 13:43:04] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 13:43:04] DEBUG: 	max_jump_gap=500
-[2024-08-27 13:43:04] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 13:43:04] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 13:43:04] DEBUG: 	chimera_window=100
-[2024-08-27 13:43:04] DEBUG: 	chimera_overhang=1000
-[2024-08-27 13:43:04] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 13:43:04] DEBUG: 	max_inner_reads=10
-[2024-08-27 13:43:04] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 13:43:04] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 13:43:04] DEBUG: 	max_separation=500
-[2024-08-27 13:43:04] DEBUG: 	unique_edge_length=50000
-[2024-08-27 13:43:04] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 13:43:04] DEBUG: 	out_paths_ratio=5
-[2024-08-27 13:43:04] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 13:43:04] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 13:43:04] DEBUG: 	max_bubble_length=50000
-[2024-08-27 13:43:04] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 13:43:04] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 13:43:04] DEBUG: 	weak_detach_rate=5
-[2024-08-27 13:43:04] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 13:43:04] DEBUG: 	tip_length_rate=2
-[2024-08-27 13:43:04] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 13:43:04] DEBUG: 	remove_alt_edges=0
-[2024-08-27 13:43:04] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 13:43:04] DEBUG: 	kmer_size=17
-[2024-08-27 13:43:04] DEBUG: 	use_minimizers=1
-[2024-08-27 13:43:04] DEBUG: 	minimizer_window=10
-[2024-08-27 13:43:04] DEBUG: 	reads_base_alignment=1
-[2024-08-27 13:43:04] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 13:43:04] DEBUG: 	maximum_jump=1500
-[2024-08-27 13:43:04] DEBUG: 	maximum_overhang=1500
-[2024-08-27 13:43:04] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 13:43:04] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 13:43:04] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 13:43:04] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 13:43:04] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 13:43:04] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 13:43:04] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 13:43:04] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 13:43:04] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 13:43:04] DEBUG: 	short_tip_length=20000
-[2024-08-27 13:43:04] DEBUG: 	long_tip_length=100000
-[2024-08-27 13:43:04] DEBUG: Running with k-mer size: 17
-[2024-08-27 13:43:04] DEBUG: Running with minimum overlap 5000
-[2024-08-27 13:43:04] DEBUG: Metagenome mode: N
-[2024-08-27 13:43:04] DEBUG: Short mode: N
-[2024-08-27 13:43:04] INFO: Reading sequences
-[2024-08-27 13:43:04] DEBUG: Building positional index
-[2024-08-27 13:43:04] DEBUG: Total sequence: 110756 bp
-[2024-08-27 13:43:04] INFO: Building minimizer index
-[2024-08-27 13:43:04] INFO: Pre-calculating index storage
-[2024-08-27 13:43:04] DEBUG: Mean k-mer frequency: 2.81902
-[2024-08-27 13:43:04] DEBUG: Repetitive k-mer frequency: 281
-[2024-08-27 13:43:04] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 13:43:04] INFO: Filling index
-[2024-08-27 13:43:04] DEBUG: Sorting k-mer index
-[2024-08-27 13:43:04] DEBUG: Selected k-mers: 7066
-[2024-08-27 13:43:04] DEBUG: K-mer index size: 19922
-[2024-08-27 13:43:04] DEBUG: Mean k-mer frequency: 2.81942
-[2024-08-27 13:43:04] DEBUG: Minimizer rate: 5.55948
-[2024-08-27 13:43:04] DEBUG: Peak RAM usage: 0 Gb
-[2024-08-27 13:43:04] DEBUG: Estimating k-mer identity bias
-[2024-08-27 16:00:07] DEBUG: Initial divergence estimate : 0.0116419
-[2024-08-27 16:00:07] DEBUG: Relative threshold: Y
-[2024-08-27 16:00:07] DEBUG: Max divergence threshold set to 0.0616419
-[2024-08-27 16:00:07] INFO: Extending reads
-[2024-08-27 16:00:07] DEBUG: Estimating overlap coverage
-[2024-08-27 16:01:31] INFO: Overlap-based coverage: 7
-[2024-08-27 16:01:31] INFO: Median overlap divergence: 0.0127758
-[2024-08-27 16:01:31] DEBUG: Sequence divergence distribution: 
-
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.011, Q50 = 0.013, Q75 = 0.021
-
-[2024-08-27 16:02:54] DEBUG: Assembled disjointig 1
-	With 4 reads
-	Start read: +daf40e1f-5080-46fd-8c18-fb7b0dfa8161
-	At position: 3
-	leftTip: 1 rightTip: 1
-	Suspicious: 2
-	Short ext: 0
-	Mean extensions: 1
-	Avg overlap len: 7924
-	Min overlap len: 7260
-	Inner reads: 0
-	Length: 25568
-[2024-08-27 16:02:54] DEBUG: Inner: 18 covered: 22 total: 22
-[2024-08-27 16:02:54] INFO: Assembled 1 disjointigs
-[2024-08-27 16:02:54] INFO: Generating sequence
-[2024-08-27 16:02:54] DEBUG: Building positional index
-[2024-08-27 16:02:54] DEBUG: Total sequence: 25555 bp
-[2024-08-27 16:02:54] DEBUG: Mean k-mer frequency: 1.00258
-[2024-08-27 16:02:54] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:02:54] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:02:54] DEBUG: Sorting k-mer index
-[2024-08-27 16:02:54] DEBUG: Selected k-mers: 4650
-[2024-08-27 16:02:54] DEBUG: K-mer index size: 4663
-[2024-08-27 16:02:54] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:02:54] DEBUG: Minimizer rate: 5.48038
-[2024-08-27 16:02:54] INFO: Filtering contained disjointigs
-[2024-08-27 16:02:54] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 16:02:54] DEBUG: Found 0 overlaps
-[2024-08-27 16:02:54] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 16:02:54] INFO: Contained seqs: 0
-[2024-08-27 16:02:54] DEBUG: Writing FASTA
-[2024-08-27 16:02:54] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:02:54] root: DEBUG: Disjointigs length: 25555, N50: 25555
-[2024-08-27 16:02:54] root: INFO: >>>STAGE: consensus
-[2024-08-27 16:02:54] root: INFO: Running Minimap2
-[2024-08-27 16:02:55] root: INFO: Computing consensus
-[2024-08-27 16:02:55] root: INFO: Alignment error rate: 0.011248
-[2024-08-27 16:02:55] root: INFO: >>>STAGE: repeat
-[2024-08-27 16:02:55] root: INFO: Building and resolving repeat graph
-[2024-08-27 16:02:55] root: DEBUG: -----Begin repeat analyser log------
-[2024-08-27 16:02:55] root: DEBUG: Running: flye-modules repeat --disjointigs /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/10-consensus/consensus.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_10.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/20-repeat --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 16:02:55] DEBUG: Build date: May 16 2023 00:48:44
-[2024-08-27 16:02:55] DEBUG: Total RAM: 503 Gb
-[2024-08-27 16:02:55] DEBUG: Available RAM: 421 Gb
-[2024-08-27 16:02:55] DEBUG: Total CPUs: 160
-[2024-08-27 16:02:55] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 16:02:55] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 16:02:55] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 16:02:55] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 16:02:55] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 16:02:55] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 16:02:55] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 16:02:55] DEBUG: 	max_jump_gap=500
-[2024-08-27 16:02:55] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 16:02:55] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 16:02:55] DEBUG: 	chimera_window=100
-[2024-08-27 16:02:55] DEBUG: 	chimera_overhang=1000
-[2024-08-27 16:02:55] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 16:02:55] DEBUG: 	max_inner_reads=10
-[2024-08-27 16:02:55] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 16:02:55] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 16:02:55] DEBUG: 	max_separation=500
-[2024-08-27 16:02:55] DEBUG: 	unique_edge_length=50000
-[2024-08-27 16:02:55] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 16:02:55] DEBUG: 	out_paths_ratio=5
-[2024-08-27 16:02:55] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 16:02:55] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 16:02:55] DEBUG: 	max_bubble_length=50000
-[2024-08-27 16:02:55] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 16:02:55] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 16:02:55] DEBUG: 	weak_detach_rate=5
-[2024-08-27 16:02:55] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 16:02:55] DEBUG: 	tip_length_rate=2
-[2024-08-27 16:02:55] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 16:02:55] DEBUG: 	remove_alt_edges=0
-[2024-08-27 16:02:55] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 16:02:55] DEBUG: 	kmer_size=17
-[2024-08-27 16:02:55] DEBUG: 	use_minimizers=1
-[2024-08-27 16:02:55] DEBUG: 	minimizer_window=10
-[2024-08-27 16:02:55] DEBUG: 	reads_base_alignment=1
-[2024-08-27 16:02:55] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 16:02:55] DEBUG: 	maximum_jump=1500
-[2024-08-27 16:02:55] DEBUG: 	maximum_overhang=1500
-[2024-08-27 16:02:55] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 16:02:55] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 16:02:55] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 16:02:55] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 16:02:55] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 16:02:55] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 16:02:55] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 16:02:55] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 16:02:55] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 16:02:55] DEBUG: 	short_tip_length=20000
-[2024-08-27 16:02:55] DEBUG: 	long_tip_length=100000
-[2024-08-27 16:02:55] DEBUG: Running with k-mer size: 17
-[2024-08-27 16:02:55] DEBUG: Selected minimum overlap 5000
-[2024-08-27 16:02:55] DEBUG: Metagenome mode: N
-[2024-08-27 16:02:55] INFO: Parsing disjointigs
-[2024-08-27 16:02:55] DEBUG: Building positional index
-[2024-08-27 16:02:55] DEBUG: Total sequence: 25572 bp
-[2024-08-27 16:02:55] INFO: Building repeat graph
-[2024-08-27 16:02:55] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 16:02:55] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:02:55] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:02:55] DEBUG: Sorting k-mer index
-[2024-08-27 16:02:55] DEBUG: Selected k-mers: 4639
-[2024-08-27 16:02:55] DEBUG: K-mer index size: 4652
-[2024-08-27 16:02:55] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:02:55] DEBUG: Minimizer rate: 5.49699
-[2024-08-27 16:02:55] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 16:02:55] DEBUG: Found 0 overlaps
-[2024-08-27 16:02:55] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 16:02:55] INFO: Median overlap divergence: 0
-[2024-08-27 16:02:55] DEBUG: Sequence divergence distribution: 
-
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0, Q50 = 0, Q75 = 0
-
-[2024-08-27 16:02:55] DEBUG: Computing gluepoints
-[2024-08-27 16:02:55] DEBUG: Added 0 gluepoint projections
-[2024-08-27 16:02:55] DEBUG: Created 4 gluepoints
-[2024-08-27 16:02:55] DEBUG: Artificial loops removed: 0 left, 0 right, 0 both
-[2024-08-27 16:02:55] DEBUG: Initializing edges
-[2024-08-27 16:02:55] DEBUG: Edges length checksum: 653876041
-[2024-08-27 16:02:55] DEBUG: Filtered 0 singleton segments
-[2024-08-27 16:02:55] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 16:02:55] DEBUG: Collapsed 0 edges
-[2024-08-27 16:02:55] DEBUG: *	1	+disjointig_1	0	25571	25571	
-[2024-08-27 16:02:55] DEBUG: Total edges: 1
-[2024-08-27 16:02:55] INFO: Parsing reads
-[2024-08-27 16:02:55] DEBUG: Building positional index
-[2024-08-27 16:02:55] DEBUG: Total sequence: 127913 bp
-[2024-08-27 16:02:55] DEBUG: Building positional index
-[2024-08-27 16:02:55] DEBUG: Total sequence: 25571 bp
-[2024-08-27 16:02:55] INFO: Aligning reads to the graph
-[2024-08-27 16:02:55] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 16:02:55] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:02:55] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:02:55] DEBUG: Sorting k-mer index
-[2024-08-27 16:02:55] DEBUG: Selected k-mers: 4638
-[2024-08-27 16:02:55] DEBUG: K-mer index size: 4651
-[2024-08-27 16:02:55] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:02:55] DEBUG: Minimizer rate: 5.49796
-[2024-08-27 16:02:55] DEBUG: Total reads : 11
-[2024-08-27 16:02:55] DEBUG: Read with aligned parts : 11
-[2024-08-27 16:02:55] DEBUG: Aligned in one piece : 11
-[2024-08-27 16:02:55] INFO: Aligned read sequence: 102267 / 110756 (0.923354)
-[2024-08-27 16:02:55] INFO: Median overlap divergence: 0.00583172
-[2024-08-27 16:02:55] DEBUG: Sequence divergence distribution: 
-
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    |***                 |                                                                               
-    |***                 |                                                                               
-    |***                 |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.005, Q50 = 0.0058, Q75 = 0.011
-
-[2024-08-27 16:02:55] INFO: Mean edge coverage: 3
-[2024-08-27 16:02:55] DEBUG: 1	len:25571	cov:2	mult:0.666667
-[2024-08-27 16:02:55] DEBUG: -1	len:25571	cov:2	mult:0.666667
-[2024-08-27 16:02:55] DEBUG: Unique coverage threshold 3
-[2024-08-27 16:02:55] INFO: Simplifying the graph
-[2024-08-27 16:02:55] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Removed 1 paths with low coverage
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 16:02:55] DEBUG: Finding repeats
-[2024-08-27 16:02:55] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:55] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:02:55] DEBUG: Writing Dot
-[2024-08-27 16:02:55] DEBUG: Writing FASTA
-[2024-08-27 16:02:55] DEBUG: Writing Gfa
-[2024-08-27 16:02:55] DEBUG: [SIMPL] == Iteration 1 ==
-[2024-08-27 16:02:55] DEBUG: Splitting nodes
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Split 0 nodes
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Clipped 0 short and 0 long tips
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 16:02:55] DEBUG: Finding repeats
-[2024-08-27 16:02:55] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:55] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:02:55] DEBUG: Total unique edges: 0
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Resolved repeats: 0
-[2024-08-27 16:02:55] DEBUG: RR links: 0
-[2024-08-27 16:02:55] DEBUG: Unresolved: 0
-[2024-08-27 16:02:55] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Collapsed 0 haplotypes
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Resolved 0 simple repeats
-[2024-08-27 16:02:55] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:55] DEBUG: [SIMPL] Removed 0 paths with low coverage
-[2024-08-27 16:02:55] DEBUG: Finding repeats
-[2024-08-27 16:02:55] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:02:55] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:02:55] DEBUG: Writing Dot
-[2024-08-27 16:02:55] DEBUG: Writing FASTA
-[2024-08-27 16:02:55] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:02:55] root: INFO: >>>STAGE: contigger
-[2024-08-27 16:02:55] root: INFO: Generating contigs
-[2024-08-27 16:02:55] root: DEBUG: -----Begin contigger analyser log------
-[2024-08-27 16:02:55] root: DEBUG: Running: flye-modules contigger --graph-edges /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/20-repeat/repeat_graph_edges.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_10.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/30-contigger --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --repeat-graph /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/20-repeat/repeat_graph_dump --graph-aln /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/20-repeat/read_alignment_dump --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_10/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 16:02:55] DEBUG: Build date: May 16 2023 00:48:47
-[2024-08-27 16:02:55] DEBUG: Total RAM: 503 Gb
-[2024-08-27 16:02:55] DEBUG: Available RAM: 421 Gb
-[2024-08-27 16:02:55] DEBUG: Total CPUs: 160
-[2024-08-27 16:02:55] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 16:02:55] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 16:02:55] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 16:02:55] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 16:02:55] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 16:02:55] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 16:02:55] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 16:02:55] DEBUG: 	max_jump_gap=500
-[2024-08-27 16:02:55] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 16:02:55] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 16:02:55] DEBUG: 	chimera_window=100
-[2024-08-27 16:02:55] DEBUG: 	chimera_overhang=1000
-[2024-08-27 16:02:55] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 16:02:55] DEBUG: 	max_inner_reads=10
-[2024-08-27 16:02:55] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 16:02:55] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 16:02:55] DEBUG: 	max_separation=500
-[2024-08-27 16:02:55] DEBUG: 	unique_edge_length=50000
-[2024-08-27 16:02:55] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 16:02:55] DEBUG: 	out_paths_ratio=5
-[2024-08-27 16:02:55] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 16:02:55] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 16:02:55] DEBUG: 	max_bubble_length=50000
-[2024-08-27 16:02:55] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 16:02:55] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 16:02:55] DEBUG: 	weak_detach_rate=5
-[2024-08-27 16:02:55] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 16:02:55] DEBUG: 	tip_length_rate=2
-[2024-08-27 16:02:55] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 16:02:55] DEBUG: 	remove_alt_edges=0
-[2024-08-27 16:02:55] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 16:02:55] DEBUG: 	kmer_size=17
-[2024-08-27 16:02:55] DEBUG: 	use_minimizers=1
-[2024-08-27 16:02:55] DEBUG: 	minimizer_window=10
-[2024-08-27 16:02:55] DEBUG: 	reads_base_alignment=1
-[2024-08-27 16:02:55] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 16:02:55] DEBUG: 	maximum_jump=1500
-[2024-08-27 16:02:55] DEBUG: 	maximum_overhang=1500
-[2024-08-27 16:02:55] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 16:02:55] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 16:02:55] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 16:02:55] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 16:02:55] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 16:02:55] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 16:02:55] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 16:02:55] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 16:02:55] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 16:02:55] DEBUG: 	short_tip_length=20000
-[2024-08-27 16:02:55] DEBUG: 	long_tip_length=100000
-[2024-08-27 16:02:55] DEBUG: Running with k-mer size: 17
-[2024-08-27 16:02:55] DEBUG: Selected minimum overlap 5000
-[2024-08-27 16:02:55] INFO: Reading sequences
-[2024-08-27 16:02:55] DEBUG: Building positional index
-[2024-08-27 16:02:55] DEBUG: Total sequence: 127913 bp
-[2024-08-27 16:02:55] DEBUG: Flipped 0
-[2024-08-27 16:02:55] DEBUG: Final graph contains 0 egdes
-[2024-08-27 16:02:55] DEBUG: Extending contigs into repeats
-[2024-08-27 16:02:55] DEBUG: Covered 0 repetitive contigs
-[2024-08-27 16:02:55] INFO: Generated 0 contigs
-[2024-08-27 16:02:55] DEBUG: Writing FASTA
-[2024-08-27 16:02:55] DEBUG: Generating scaffold connections
-[2024-08-27 16:02:55] INFO: Added 0 scaffold connections
-[2024-08-27 16:02:55] DEBUG: Writing Dot
-[2024-08-27 16:02:55] DEBUG: Writing FASTA
-[2024-08-27 16:02:55] DEBUG: Writing Gfa
-[2024-08-27 16:02:55] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:02:55] root: ERROR: No contigs were assembled - pipeline stopped
-[2024-08-27 16:02:55] root: ERROR: Pipeline aborted

tmp_10/params.json

@@ -1 +0,0 @@
-{"pipeline_version": 3, "min_overlap": 5000, "min_read_length": 0, "stage_name": "contigger"}

tmp_11/00-assembly/draft_assembly.fasta

@@ -1,321 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTCTCCCTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGC
-ATCTGTCTCGGCTTCTGGCCTTCCTCTCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCAC
-AGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTC
-AACAGCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCC
-CCTTCTACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCCAGCCCCTGC
-TAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTGG
-GTCCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGT
-GGCTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGG
-CGGCGGGGGCTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGGCC
-CGGCAGGCGGCGGCGGCGCCTGCAGCATGGGTCCTTGACCGGCTCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCG
-GTCCTGGCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGCACCAGCGCTGCGGGGGTAATCCGGGTGCCGGCACACAGGCC
-GCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTTGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCG
-TCAACAACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGACGCC
-TGCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCGCGC
-TCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTT
-GAAGAGTTCTCCAGCCCTGCACCTCTCTTGTCTCCTCGAGGGACCCCTGCTCGGAGGAGCTCTCCCTGCACCCTCTCCGG
-ATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTGGCCTGGGAATC
-TTAGAGAAAGGGGTGCAACGTGAACAGTTTCTTCCTGTCCTGGCTGCTGTTCTAGGACCCAGGAAGCGAGCCCCAGGATC
-AGACACAAGAAAAGAACAGGTTCCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCAGCTCCGGTGCCCGTGG
-TGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTCCGGAGAGCAGGCT
-TCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCC
-TACCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACAATGCACCGGTAGGCTGGTGATCGGTGGCGGAGACTACTCCCGG
-GACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCCTGGCTCCCTC
-TGCTCTCGTTTCCACTCTGGGCACCAACCTGCCCTTGGCGCTGGACCCCCTTCCCCGTTCTCACTTTCTGCTCCCCTTAG
-GGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAAATTGAGCCCAGGTTAGCCAGCCGAT
-CTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCCGGTTCAAGGGCCCA
-ACAGTGGAAGGGGGGTTTACATAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACC
-CCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGACTCTGGGGCCA
-CGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGCCCTCCCTAGA
-GGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGC
-CAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAGGTACTCGGT
-TTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGCCTTGTTTTG
-CTCTGTGTCCTGTGTGCTTGTCCTGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGT
-TGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGTCGGCCTCTTACTCTGAGC
-CTGAGGCTGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGA
-GGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGA
-GGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGGGGTTCAGCTGCTG
-CGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTTCCTGCCTCTGCCGTCTGTCTGTC
-TCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGA
-AGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAGTACCTGGCC
-TCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAACCGGCGGAC
-AAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCCTCAGGCAGCTCTCGGTTCATTGGCCTC
-TCGTGGGGTGCACAGACTCTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTGCGGGGAGC
-TGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGGCTTTCTGG
-TTGGCACACTCTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGC
-AGTCCAGGCTCCAGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTGCTCTGTCC
-TGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGGCAGAGGGTCTGTGGCCCCAGAC
-CGCGGCCCTGCTGACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCAAT
-CCGCGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGTGAGAAAGA
-GAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTGTTTTGTTTTTTCACATTTACG
-CTCACGGACGTGAAGCGTCCCCAACACTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCT
-CTGGCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGGGGTAGCGC
-GGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTGGAGTTTCCTCTTTTT
-CTGAACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCACAA
-CATTTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAAGAGGGAGCCAGGGCTAGCTGGG
-GGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGGAGGAGAGGCAGCCTGGCAGGCCTCCCAG
-AGAGAGGGGCACAGAGAAAGAAAGAGGCAGGCAAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGATAG
-GGACCCCGCTCAAGGAAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAAAAAGCAA
-TGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGGAGAGAAA
-ACGAGAGATAAGACACAAAGCCTAAAAGAGAAATATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACGAAAGACG
-GAAAGATACACAGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGGCTTCGCA
-TGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGCTGTCGACCTTAGAGACAGACGTT
-TGATCTCAGTTGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAG
-CCAGTGGGTCCAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTCGCAGAGAG
-AGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCTGGACTTGTGGGTAGGGTGA
-GGGCCCTCTGGCTTGGAATGGCACCTGGTCTCCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGC
-CCCTTGTGAGGCCTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTTTCCCATCG
-CTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAAAGAAGGGA
-ACGCGTTATAGGGGCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCAC
-CAGGAGTTGGGCACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGCAGACTGCG
-GAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCTGCAGTTGCAGCAGGAGGCCTTCCAGAAGAGCCTGGCACAG
-CCGTCGCCCGCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTC
-GACCAAAATCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGGGACCCCAGGCCC
-ACTCAGGGGTCACTGAGGCCTGAGACCCAAGGTCCCCACCCTCCTGGCCTCAGACTGCACCCAGGAGGGGAACACTGCCC
-TCGCACGGCCCCGAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGACACG
-CGCCCCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTTCATTTTATTTTAATTT
-TTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGGAGCTTCTTGGGTCCCCAGGGCTGTCATCTGAATTTG
-CCCTGGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCACT
-GTCCCTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGAGGGTCACAGTGTTTAC
-ACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGGGCCCTGATGGAGAACCTCTGCTAGGG
-CAGTGCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGCTCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAAGA
-GGACCACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAAAAGCTATAGACACTCA
-ATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTGCCCAAGATCATGGGAG
-CCCACCTCTTTCATCAGCGTGACCTGAATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCTGC
-CCCACTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTTGGAATGGGGGTATTTA
-CCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGTAGGCAGAAGGGATTTG
-CCTTTTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGGGA
-AGGCATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATATGGTTTGGCTGTCTCCC
-CACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTGGGAAGTAATTGAATCA
-TGGGGGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATTCC
-CCTGCACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGCCATGATTGTGAGGCCT
-CCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGGGTATGTCTTTATTAGC
-AATGTGAGAACAGACTAATACAGTGAGCTCTGGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGTAG
-GAGGGCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCAGGGAGAGTTGCTGGAG
-GTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTGAG
-CAGGTCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGAAC
-ATTCAGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCAGACTCAAATAGACACATAAGAAAGCATCT
-TATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAGCTCAGAGTCACTGCA
-ATCTTATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCTAAAATGATATGTCT
-CAGAAATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAATGGCAATAAGTAAACG
-AAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTTGTGCCTTCTCTCCAA
-GCTCGTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTTAT
-AAAGAAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACATCTGGTGAGGGTTTTC
-TTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAGGAAATTGGGCCAAAC
-TCATCCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGCAG
-AGCCTTCATGACCTCATCACCTTTTCTCAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATTTCAACATGAGTT
-TTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATGCATTATGCTATT
-ATGCACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGTGAACCCCGACTGTCCTCCTAATTTGCAGCTTAAG
-AGTCATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTGCCTGTGCACCCTGG
-CGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATTAGCTCCCTAAACCT
-AGGAAGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAAGCGTGAGTTAAGAGTCCA
-TCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTATTCAGGGCATCAGA
-ATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATTCATTTAACCTGAG
-ACTTTATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGAAT
-TCATTAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCAACAGTTAAACCTA
-AGAAGATATATATGAAAAATAACTAATATTTCAGTATGTTCAGATACTAACTTTTCATTGCTTCTCACTCTGGAATTAGA
-AAAGTATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAAAC
-AAAACCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCACTTTACACATATTGC
-CCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGTCA
-CATGGCCCCAACCTACCCAAGAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAGGA
-GATTCTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATGGAAGGGGAGGGAAGG
-AAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAAGA
-TGAGATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATTGG
-AAACGATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAGGGCTAAGCACCAGCAG
-CTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGGAGGCTCTTCTCAGCACTCCACAGTGCGCATGACAGT
-GTCTTCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATCAA
-TTGCTGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTAAAGGACCTTCTTTAT
-CCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAACAAAACAAAATGTTCC
-GCAAAATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTACTGTCTTTGCTGAGCTCACTATAAATCATGGATATCTGT
-CTCTCTTTGAACTGTTCCTGCTGTACCATGGGCCAGGACCCTTCACAGCCTCTTCAAGGTTGACTTCCTATGAGCATCGT
-GGAACATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTTAC
-ACTGGGAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGGATG
-TTGAAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTCTAACCACATGCTTTTTGTGGAG
-GCAATAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTTTCACAACTACTCTATGCAGAAG
-CACTATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATAAA
-TGGGGGAATTAGTATTTTAACCCGGGTCTACTACAAGTCTTGCTTATAATTACCATGTTATACAGCTTGTCAATCAATAT
-CCAGGGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAATC
-CCTCATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGCTGGAACTC
-CCCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCCCATTAAAAAAATGACATGCAAATTCG
-TGAGGCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGGGC
-AACTTATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTTGGAGGA
-GAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCCCTACCAGCATTGAGTAGGGGACAGCT
-CGTTTCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCAAGGAAGCTGAACTGTCTACACAGTCT
-CTGGCATCCTCTATGTTCAATTATCTGGTGAGAACGGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACAAACCGC
-TCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCTGGGGAATGGGGCTAGAAGGAAGTTTT
-GTGCCATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCCAT
-CCACCAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCCTGACAG
-CTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCACTCCACGTGGTTTTAGCAATTAGACCT
-TTATTAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGTGG
-GTGGCAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACCTGGATT
-TTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCTCCTCATTAAAGTAAGCATCTTCTCCC
-CCTAATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTTTC
-TCCCCAAGTGGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCTTGGGC
-CAGGCCGGACTTGACGAGAAAACAGAAGTAATCCATCTAATCCAATTGCCTTTCCAGTGAAACAGAGCACCGTTTCCCCA
-GGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCACT
-TAAATCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTCAA
-GCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTTCCTCATGTTGCTCCAGGGAAA
-GAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTCCA
-ATGCTACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGGTT
-AAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGTAGCTTATCTGGAGATGGAGTC
-TGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGGAG
-AAATTTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATGCC
-AAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGCTGACACTTCGAGTTCAGACTTT
-TAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTAGC
-CAATGAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTAGAA
-GTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGCTGATATATACATATATATAGTA
-TATATGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATATATGTATATAGTATTATACAT
-GCTGAGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGCAT
-GATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTCCCGAGTAGCTGGGATTACAG
-GCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTGAA
-CTCCTGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCTCA
-AATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTAACTTCTCTTCTCATAACTGT
-CAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAACTCCATATCCATTTATCCATC
-TGTTCTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAATG
-ATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGCACAGTATTCCACCATGGGCA
-TGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATGCA
-TCTGAGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTACA
-CAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTGTTAGGGATGTCAAACATTTT
-CCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAAAA
-TGTTTTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGATT
-GTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTCAACCCCCTCCCACCCTTTTC
-CCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGCGT
-ACAATGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGCCA
-TTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTGCTTGATGGGCATTTGGGCTG
-GTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTTCC
-TCTGGGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACTGT
-TTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTCCCTACATCCACGCCAACATC
-TTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGATTTATATTTCCCTGATCATTA
-GTGATGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTATAA
-TGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATGCAACAAATTCCAAAAAATTG
-TTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTGGT
-AAATGGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGTGA
-GGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCCAAACATAAACCCAGATCTTC
-CTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCAATGAAGCATTAATATCTACA
-TTTAACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAACT
-TTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTACATTAATACATAGATAAATT
-TAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGTAA
-AACTGTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAGGA
-AAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCAAAATAAGGACATCATCAGGC
-AAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAGAA
-GGCACAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGATCC
-CAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTAGGCAAAGAGAGCATGTGATT
-CAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCTTC
-ATGTCAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGAAA
-AATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAAATAAGTGGAAACGCTCCCTT
-ACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGCTT
-CTCAAAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGAGG
-CAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGCACTCCAGCCTGGGCCACAGA
-GTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAGAG
-CAGCGGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAGAC
-AACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTCCAAGATTGTAGACTTTTAAG
-AATGTAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATATT
-TTAATACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTTTA
-ATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTTTGGATGACCACATACTTGGC
-CACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAAAT
-AAATTACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAGTA
-GAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGAAATTTTGGAGATGTAGCTAA
-AGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAGCA
-ATACGTAACTGAAAGTTGAGTGTATACATACC

tmp_11/00-assembly/draft_assembly.fasta.fai

@@ -1 +0,0 @@
-disjointig_1	25552	14	80	81

tmp_11/10-consensus/consensus.fasta

@@ -1,428 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTA
-ACACCAGCACCTGGCACATGGCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATAC
-CACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAGCAGTGGCCTTCCCCGCACCC
-GCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTT
-CCTCGCCGCAGTCCAGTTGATCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCC
-AGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCGGGGAGAGAGGCCGCCTCGGG
-CCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCC
-GACCTAATTCAATTAGCTGGGCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACT
-CCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGCATATGGATGCGGTTCCTCCC
-CCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGG
-TTGCTTTTGAGCTCCCTGTGGCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTT
-TGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTGTGGAAGTGAGCGTGCCTGTA
-AGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGT
-GGGATGTGTAGGATGTGTTTGTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGA
-GCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTTCCTGTGCAAGGTGAGTGGGC
-ATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTC
-AGGACACCATGGGGAACATGTTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGG
-TCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCCCGCCTTGCTTTTCTGGTGGA
-GGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTC
-CCAGCACAGTCCAGCCCTGGCTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCC
-TAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGGTGACCCTAGCACGTAGGAGG
-GACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACG
-CCCAGCAGAGGCGAGGAATTGAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCG
-TCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTTTACTGTGCACAGGCAAAGTG
-AGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACA
-GCAGGCTGGTGCTCTCTTGGCTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCT
-TCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAGCCAAGGGAGACACGAAGGAT
-GAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGA
-GCAGGGCCCTGGGGGTCTGTCCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCC
-CTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATGGGAGATTCCCTAATCAAGGC
-CACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGG
-CCAACAGCTTCCTTTAGGGTCAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGG
-TGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCTGGGCTCTGATTGAGAGGAAT
-GGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCAC
-TGATGGGAAAATGTGTGCCTGTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAG
-AATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCCCCCCAACCCCGAGGACTCAT
-TGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAA
-GTCACCAGGTGATCCTGCCTTCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGA
-CAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAATGCAGACCCCATTGGCCCCGC
-CATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCAC
-TTCTCTGACAATTCCATCGGAATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGC
-TCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCACAGGCACTCACTACAGAGGA
-ACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTT
-CCTCCAACACTCTTCCCAACATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACA
-GTGCCTGATACATACTAGATGCTCTATAATTATTCATTGAATACATTGTTAAAATTATTT
-CTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTT
-CCACACATATCCGTAAGCTAAAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGG
-AAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGGCTGAGCCCGTCCTTTCCCTC
-CTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAAC
-CAGAGAGAAGGAGTCTGCAACTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAG
-CCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATAGAAAGCAGTGTTTGCGTCTG
-GTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGC
-TCTGTGAGTCCCTGCTTTCTTCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGAC
-AATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAATATAAACTTGTGTGAGTCTCC
-TCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGG
-TAAGGAAGGGACAGAGAGGGTCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCT
-GGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAGGGTAAAAGTTGGGAGTATCC
-CCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCT
-GCTGGATTTTAATGAGAAGAGCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGA
-CTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTCCTCCCAGGTACCCTGGACAA
-CTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATT
-ATTTTATTTTATTTTATTTTATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTC
-AACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAGGTAAAACTGTGGTGAGACTA
-AAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTG
-TCTATGGAACTTGGAGCAAGTTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTT
-AGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCAATTATAGCACATCTCAGGCT
-CAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCT
-ATAATATTCAGCTCCTTTTAAAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTA
-TGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATCACTCCAAAAGGAATTCTGTA
-TCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATA
-ATGTGGCCTTTGTGCTTGGCTTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATG
-TTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTATGGCTAAATAATATTCCATGT
-GTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAA
-AAATTGGGACATTTCTATTAACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCAT
-GATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAATTTATTTTCTGCTTTAGTTCC
-CTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGC
-GAGGGAGCGAGAGCCCTCTCATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTT
-TGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAGTGGCGCGATCTCAGCTCACT
-GCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTT
-CACCGTGTTAGCCAGGATGGTCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTC
-CCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAGCCACTCTGCTCTAGTGTTTA
-CAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAG
-GCTAACCCACAAAAGCAAGTTGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGC
-TATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAGGGAGAATACTCATCTCGAAG
-GATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTT
-TTGTTCACTGCTATGTCCCCCATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTAC
-TCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTATTCACCCAAGATGACCATAT
-TTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAAT
-AAGACTTGATGGGAGAGAATGTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAG
-GGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAGAACCAAGAAATAGATATCCC
-AAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTC
-TGAGCCAGACAGCCACTGGCAAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCC
-TGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAAGCCCCTATGGCTCCCTCCCA
-AGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTG
-TCAGAATGCCTCTTTCGAACCCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAA
-ACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAGACCCAAACCAACCCTCTTGA
-CTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAG
-AAGGGCAAGCCTGAACTCACCGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAG
-ACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGGAGTAAATCTCCTGGTTGAGT
-GACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCC
-CAACGGCCGGGAAGACAGTTGACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGG
-GAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTCGCCTTGTTCCCCTCTTCCCT
-CTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCC
-GCTCCTCTCCGCGCACAGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCAC
-CGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACAGCGAGCGAGCAGCCGGAGCG
-GGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTG
-CCTCCGCCAGCCCCTGCTAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGG
-CCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGTCCGCACCACCTCCACCCGGG
-TCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGG
-AGGCGCCTACACTTACGGCGGCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGG
-GCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGCGGCGGCGGCGCCTGCAGCAT
-GGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGT
-GCCGGCACACAGGCCGCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTC
-GCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAACAACCTCACTGGCCTCACCTT
-CCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGC
-TCCCCAAAGCCGGTTCTGCGCTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTT
-GAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTTGAAGAGTTCTCTCAGCCTG
-CACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCA
-GCTACTCTTCACCTGGGAATACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTC
-CTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGATCAGACACAAGAAAAGAACA
-GGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTT
-TTTTTTTTTTTCCGGAGAGCAGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCC
-AGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCCTACCCCCGGGCCCAG
-CCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTC
-CCGCCTTCCTCTGCTGGCCCTGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACT
-CTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTGCTCCCTTAGGGTTCCCTGGA
-TCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGC
-CTCCTGGGGGTCCCCGGTTCAAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTT
-GGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACCCCTGGCTTCC
-TGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGG
-GTCTAGGCCTCAGGAAGGGCCCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTC
-TCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGCCAGGCCAGTC
-TTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTC
-AGCGAGTGTATGGCTGTGGCCTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTG
-TGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGTTGTACGTTGTG
-TTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGC
-CTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGG
-CCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGAGGAGGCC
-GTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCT
-CTGCTGCTTGCCTCTGCCGTCTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACT
-GTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGAAGAAGAAGCCG
-CGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAG
-GTCAAAACCTGGTTCCAGAACCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGG
-CCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCATTGGCCTCTCGTGGGGCGCA
-CATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTG
-TTTTACCGGAGGCTTCAGGGCTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCA
-GGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGCAGTCCAGGCTCC
-AGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGC
-TCCCGGCAGAGGGTCTGTGGCCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGAC
-ACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCAATCCGCGCCGGCTG
-CGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTT
-TGTTTTGTTTTGTTTTTTCACATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCG
-AGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCTGGCACGCTGC
-ACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAG
-GAGGAAGGAATTGGAGTTTCCTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTC
-CGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCACAACATTTCTGACGC
-TGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGG
-AGGAGAGGCAGCCTGGCAGGCCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGC
-AAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGATAGGGACCCCGCTCA
-AGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGA
-GAACCAAGTGGGTGGGGAGGAGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAA
-TATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACGAAAGACGGAAAGATACACAG
-AGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATT
-AGGTCTGTCCACCTTAGAGACAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAG
-TAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTGGGTCCA
-GCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCT
-CTCTGCCCTGGACTTGTGGGTAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTC
-CCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTTGTGAGGC
-CTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTG
-TTGGAGTCAGGACTCTCAAAAGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGG
-ACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGAGTTGGGC
-ACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGC
-AGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGC
-ACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCGACCAAAA
-TCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCC
-TGGCCTCAGACTGCACCCAGGAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCA
-CATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGACACGCGCC
-CCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGG
-AGCTTCTGGGGTCCCCAGGGCTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGA
-CCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCACTGTCC
-CTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTA
-CAGGGGCAGAGCCCTGATGGAGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGT
-TGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAAGAGGAC
-CACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCA
-AAGCCACAGGAACAGAGCTGCCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACC
-TGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCTGCCCCA
-CTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGC
-TTTTGATTTTACAGGCTCGTAGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGA
-CTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGGGAAGGC
-ATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACAT
-GTTGTAGGAGGAACCTGGTGGGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGT
-TCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATTCCCCTG
-CACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTT
-TATACATTACCCAGTCTTGGGTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGT
-GGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGTAGGAGG
-GCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGG
-CAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACAC
-ACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGAACATTC
-AGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCC
-TGCCATGTGGCAGCTGGCAGCTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATG
-TGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCGCAAACTATATGTCTCAGAA
-ATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACC
-TACCACCCAGAACTCAGCTTGTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCT
-GTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTTATAAAGA
-AAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGT
-GTACACACAAGATGACACAGGAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTC
-TCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGCAGAGCCT
-TCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCA
-GCCCTGTCATGTCCTGAATGCATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTC
-CCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTAATTTGCAGCTTAAGAGTCAT
-TTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCT
-GCCTCTTTCATGGATCAATTAGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAAC
-TTCAGGAACACGGTATATATAATAGACACTTACTAGCGTTAGTTAAGAGTCCATCAGTGT
-GTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGT
-GTTAAAATACACAAATGATTCATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTC
-ATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGAATTCATTAG
-AGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGAT
-ACTAACTTTTCATTGCTTCTCACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGA
-TGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAAACAAAAC
-CCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACA
-GGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGA
-AATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAGGAGATTC
-TGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTC
-AGGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTG
-AGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATTGGAAAC
-GATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGA
-GGCTCTTCTCAGCACTCCACAGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAAC
-AGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATCAATTGCT
-GGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAG
-GCACTGCTGAGCTCCAAAACAAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGT
-CAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCACTATAAATCATGGATATCTGT
-CTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTG
-ATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTTACACTGGAAACAGTGTAAC
-TCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGG
-ATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTT
-TATACATGATAACTTAATTTTCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTAC
-ATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATA
-AATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTG
-TCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGT
-CATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGC
-TGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATAT
-GTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGC
-TTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTT
-GGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATC
-CCTGTCCACCCCCATTTGCAAAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTA
-TGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACA
-AACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGT
-CACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGC
-AAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCC
-TGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAAT
-AGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGA
-GGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACC
-TGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTC
-AGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAG
-AGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCT
-TGGGCCAGGCCGGACTTGACGAGAAGACAAGAATTGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAG
-GACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATC
-TGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTCA
-AGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAG
-TCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAA
-AATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGGT
-TAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGA
-CAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGAC
-AGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATG
-CCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGC
-TGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTT
-TAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATAT
-TATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTAG
-AAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGC
-TGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATA
-CAACATACATATACATATATATGTATATAGTATTATACATGCTGAGTTACACCATTCAAA
-AAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGCAT
-GATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTC
-CCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGT
-GGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCC
-ACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCTCA
-AATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTA
-ACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCA
-AAAGTGTTTATACCAGCAACTCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAA
-AGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAATG
-ATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGC
-ACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTG
-TGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGG
-TAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTACA
-CAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTG
-TTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTA
-AGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTT
-TTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGATT
-GTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTC
-AACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTT
-GCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATT
-CCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGCCA
-TTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTG
-CTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGAC
-GTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAG
-CGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACTGT
-TTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTC
-CCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGA
-TATCACAATGTGGTTTTGATTTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTC
-ATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTATAA
-TGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATG
-CAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAAT
-ATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAG
-CATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGTGA
-GGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCC
-AAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAA
-ATCAAGATATTTTAAAATCAATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTA
-TTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAACT
-TTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTA
-CATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTT
-GGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCA
-GCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAGGA
-AAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCA
-AAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCC
-CTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCA
-AAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGATCC
-CAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTA
-GGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATG
-TCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGA
-AGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGAAA
-AATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAA
-ATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAG
-CATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAA
-CTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGAGG
-CAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGC
-ACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAA
-CAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAG
-CAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAGAC
-AACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTC
-CAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAAT
-CACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATATTTTAATACAATGCTCAATACT
-AAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTTTA
-ATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTT
-TGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTA
-CAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCA
-AAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAGTA
-GAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGA
-AATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGT
-GCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAG
-TGTATACATACC

tmp_11/10-consensus/minimap.stderr

@@ -1,11 +0,0 @@
-[samfaipath] build FASTA index...
-[M::mm_idx_gen::0.004*1.25] collected minimizers
-[M::mm_idx_gen::0.007*1.15] sorted minimizers
-[M::main::0.008*1.15] loaded/built the index for 1 target sequence(s)
-[M::mm_mapopt_update::0.008*1.13] mid_occ = 10
-[M::mm_idx_stat] kmer size: 17; skip: 10; is_hpc: 0; #seq: 1
-[M::mm_idx_stat::0.009*1.12] distinct minimizers: 4618 (99.78% are singletons); average occurrences: 1.005; average spacing: 5.508; total length: 25552
-[M::worker_pipeline::0.081*1.00] mapped 15 sequences
-[M::main] Version: 2.24-r1155-dirty
-[M::main] CMD: flye-minimap2 -x map-ont -t 1 -k 17 -a -p 0.5 -N 10 --sam-hit-only -L -K 1G -z 1000 -Q --secondary-seq -I 64G /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/00-assembly/draft_assembly.fasta /home/prom/Documents/Programmes/pandora_lib_assembler/output_11.fasta
-[M::main] Real time: 0.083 sec; CPU: 0.083 sec; Peak RSS: 0.011 GB

tmp_11/20-repeat/graph_after_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_11/20-repeat/graph_before_rr.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp_11/20-repeat/graph_before_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_11/20-repeat/read_alignment_dump

@@ -1,48 +0,0 @@
-Chain
-	Aln	1	+02fd072d-0873-43ea-9583-bf187d2f4668 54 7086 7131 -edge_1_0_+disjointig_1_0_25571 6376 13407 25571 -1 -1 6823 0.00429306
-Chain
-	Aln	0	-02fd072d-0873-43ea-9583-bf187d2f4668 44 7076 7131 +edge_1_0_+disjointig_1_0_25571 12163 19194 25571 -1 -1 6823 0.00429306
-Chain
-	Aln	1	+0412e744-fc91-4416-b796-191b52041ea9 69 7443 7485 -edge_1_0_+disjointig_1_0_25571 6701 14091 25571 -1 -1 7184 0.00310617
-Chain
-	Aln	0	-0412e744-fc91-4416-b796-191b52041ea9 41 7415 7485 +edge_1_0_+disjointig_1_0_25571 11479 18869 25571 -1 -1 7184 0.00310617
-Chain
-	Aln	1	+64c7eed2-d3d6-4b25-8cef-db12f4e5d109 71 8497 13792 -edge_1_0_+disjointig_1_0_25571 6701 15142 25571 -1 -1 8195 0.00303873
-Chain
-	Aln	0	-64c7eed2-d3d6-4b25-8cef-db12f4e5d109 5294 13720 13792 +edge_1_0_+disjointig_1_0_25571 10428 18869 25571 -1 -1 8195 0.00303873
-Chain
-	Aln	1	+2b63bb1b-74c5-4779-8123-6017dc3fb7b0 17 11272 11327 -edge_1_0_+disjointig_1_0_25571 16 11275 25571 -1 -1 10914 0.00324322
-Chain
-	Aln	0	-2b63bb1b-74c5-4779-8123-6017dc3fb7b0 54 11309 11327 +edge_1_0_+disjointig_1_0_25571 14295 25554 25571 -1 -1 10914 0.00324322
-Chain
-	Aln	1	+395db5a5-a9f4-48f0-86f7-864c96aefa15 40 7447 7497 -edge_1_0_+disjointig_1_0_25571 6684 14091 25571 -1 -1 7208 0.00379759
-Chain
-	Aln	0	-395db5a5-a9f4-48f0-86f7-864c96aefa15 49 7456 7497 +edge_1_0_+disjointig_1_0_25571 11479 18886 25571 -1 -1 7208 0.00379759
-Chain
-	Aln	0	+8c13bd7b-fb49-4ec2-83ba-6653176f709a 4 15940 15993 +edge_1_0_+disjointig_1_0_25571 4 15959 25571 -1 -1 15244 0.00507753
-Chain
-	Aln	1	-8c13bd7b-fb49-4ec2-83ba-6653176f709a 52 15988 15993 -edge_1_0_+disjointig_1_0_25571 9611 25566 25571 -1 -1 15244 0.00507753
-Chain
-	Aln	1	+0373698d-ca92-426c-809f-c0a1ec63921a 72 12861 12865 -edge_1_0_+disjointig_1_0_25571 4739 17557 25571 -1 -1 11946 0.00825944
-Chain
-	Aln	0	-0373698d-ca92-426c-809f-c0a1ec63921a 3 12792 12865 +edge_1_0_+disjointig_1_0_25571 8013 20831 25571 -1 -1 11946 0.00825944
-Chain
-	Aln	1	+9fcbc387-8503-4055-9cbd-0e55b2c4f656 43 6386 6435 -edge_1_0_+disjointig_1_0_25571 5110 11448 25571 -1 -1 6259 0.00216559
-Chain
-	Aln	0	-9fcbc387-8503-4055-9cbd-0e55b2c4f656 48 6391 6435 +edge_1_0_+disjointig_1_0_25571 14122 20460 25571 -1 -1 6259 0.00216559
-Chain
-	Aln	0	+56bbfd4a-0d1d-4d97-b307-7626be446ce8 37 5242 5293 +edge_1_0_+disjointig_1_0_25571 11793 17004 25571 -1 -1 4983 0.00524185
-Chain
-	Aln	1	-56bbfd4a-0d1d-4d97-b307-7626be446ce8 50 5255 5293 -edge_1_0_+disjointig_1_0_25571 8566 13777 25571 -1 -1 4983 0.00524185
-Chain
-	Aln	1	+fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc 39 9725 9776 -edge_1_0_+disjointig_1_0_25571 4373 14065 25571 -1 -1 9483 0.00346485
-Chain
-	Aln	0	-fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc 50 9736 9776 +edge_1_0_+disjointig_1_0_25571 11505 21197 25571 -1 -1 9483 0.00346485
-Chain
-	Aln	1	+411338d1-2778-4447-9a20-1480bb1748e6 41 5950 8239 -edge_1_0_+disjointig_1_0_25571 7982 13913 25571 -1 -1 5484 0.00784972
-Chain
-	Aln	0	-411338d1-2778-4447-9a20-1480bb1748e6 2288 8197 8239 +edge_1_0_+disjointig_1_0_25571 11657 17588 25571 -1 -1 5484 0.00784972
-Chain
-	Aln	1	+daf40e1f-5080-46fd-8c18-fb7b0dfa8161 44 10154 10216 -edge_1_0_+disjointig_1_0_25571 4031 14137 25571 -1 -1 9896 0.00362384
-Chain
-	Aln	0	-daf40e1f-5080-46fd-8c18-fb7b0dfa8161 61 10171 10216 +edge_1_0_+disjointig_1_0_25571 11433 21539 25571 -1 -1 9896 0.00362384

tmp_11/20-repeat/repeat_graph_edges.fasta

@@ -1,321 +0,0 @@
->edge_1_0_+disjointig_1_0_25571
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCACAGCC
-AATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACA
-GCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCGCCAGCCCCTGCTAG
-CTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGT
-CCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGGCG
-GCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGC
-GGCGGCGGCGCCTGCAGCATGGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGTGCCGGCACACAGGCCGCTCG
-CCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTCGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAAC
-AACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCTGCG
-CTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCT
-TGAAGAGTTCTCTCAGCCTGCACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTCACCTGGGAAT
-ACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTCCTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGA
-TCAGACACAAGAAAAGAACAGGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTTTCCGGAGAGC
-AGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGG
-TGTCCTACCCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCC
-TGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACTCTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTG
-CTCCCTTAGGGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCGGTTC
-AAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATT
-CCAAAGCACCCCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGC
-CCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCC
-CCACCCAGGCCAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGC
-CTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTT
-TGCCCCCGTTGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGA
-GAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGA
-CTGGCGGGCAGGAGGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTGCCTCTGCCGT
-CTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGC
-CCCCCAAGAAGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAA
-CCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCA
-TTGGCCTCTCGTGGGGCGCACATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGG
-CTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCA
-CTCCACGCAGTCCAGGCTCCAGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGGCAGAGGGTCTGTGG
-CCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGA
-AAATCAATCCGCGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTGTTTTGTTTTTTCA
-CATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGC
-TGCACCCTCTGGCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTGGAGTTTC
-CTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTC
-TACCACAACATTTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGGAGGAGAGGCAGCCTGGCAGG
-CCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGCAAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAG
-AGGGATAGGGACCCCGCTCAAGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGG
-AGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAATATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACG
-AAAGACGGAAAGATACACAGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGA
-CAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTC
-AGAGGAAGCCAGTGGGTCCAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCTGGACTTGTGGG
-TAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTCCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACC
-CCGGCTGCCCCTTGTGAGGCCTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAA
-AGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGG
-GAACGCACCAGGAGTTGGGCACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAG
-AGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTG
-GTCTGACGACTCGACCAAAATCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAG
-GAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTC
-AAGGGACAAGGACACGCGCCCCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGGAGCTTCTGGGGTCCCCAGGG
-CTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACA
-CACAGGTGGTGTCACTGTCCCTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGAGCCCTGATGG
-AGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAG
-TGGAGCTATGAGAAGAGGACCACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTG
-CCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACCTGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGA
-TTTAAGATTTGGCTGCCCCACTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGT
-AGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTT
-TGGAAGACTATTGGGAAGGCATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTG
-GGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTT
-TATAAAGGGCAATTCCCCTGCACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGG
-GTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGTGGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGT
-CTGGAACTCAGTGTAGGAGGGCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTG
-AGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGT
-TCTTGGACCCCAGAACATTCAGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAG
-CTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTC
-GCAAACTATATGTCTCAGAAATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTT
-GTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAG
-ACTGGGGTAATTTATAAAGAAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAG
-GAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTC
-TATTCATGAGGGCAGAGCCTTCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATG
-CATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTA
-ATTTGCAGCTTAAGAGTCATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATT
-AGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAGCGTT
-AGTTAAGAGTCCATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATT
-CATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAAC
-CCAAGAAAAGAATTCATTAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGATACTAACTTTTCATTGCTTCT
-CACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAA
-AATAAAACCAAAAACAAAACCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTG
-GCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAG
-TGCCCCAGGGAAGGAGATTCTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGGTCTTAGCTGCTATTG
-TGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTG
-GTCGGTCAGTCATTGGAAACGATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGAGGCTCTTCTCAGCACTCCAC
-AGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCA
-TCATTCTGACATCAATTGCTGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAAC
-AAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCAC
-TATAAATCATGGATATCTGTCTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTT
-CATGACCACTACACACCAGTTACACTGGAAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTAC
-TGGGTCTCCAGTAGCAGAGGATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTT
-TCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCC
-CCAAGGTCACATGAGGCATAAATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATA
-AGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCA
-ATAGGGAACTAAGCCCTAGCTGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTAT
-AGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGT
-AGTAAAATACATTTAGACTTGGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCA
-AAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTATGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAA
-CCTGTTCTATATGCTGGACAAACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAG
-GATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAAT
-ATCTGGGGGCGATTTGGGCCTGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTC
-TCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTC
-TTGACCCCATGTATTGGACCTGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTAC
-TCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCC
-AAGGCTTCTCCCTGTAACCTTGGGCCAGGCCGGACTTGACGAGAAGACAAGAATTGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGA
-CGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACT
-TAATGAAACATTGATTTTCAAGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTT
-ATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCA
-TATTAGGTATACTTGTGGGTTAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGA
-TTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGG
-AGAAGATGGTCATCCCCATGCCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGC
-TGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGT
-ACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAG
-TTTTTTAAATAGAAAAGTAGAAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGC
-TGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATAT
-ATGTATATAGTATTATACATGCTGAGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCC
-AGGCTGGAGTGCAGTGGCATGATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTC
-CCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATG
-TTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAG
-AGCCATCACTCCTGGCCTCAAATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTA
-ACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAAC
-TCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGC
-TTTGCTGTTTTCTTTAAATGATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGC
-ACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGC
-TAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTC
-ACATGAGGAAAACTGGTACACAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTG
-TTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATG
-TTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATT
-TAGTGGTGATTTGTGAGATTGTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTC
-AACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTC
-CCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCAT
-CCAGGTCGCTGAGAATGCCATTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTG
-CTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTA
-CAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCT
-TTAAGGAATCTCCACACTGTTTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTC
-CCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGAT
-TTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAA
-TTTTCTAAATCTGTCTATAATGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATG
-CAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGA
-AAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTT
-GTATTCACACGCCTTTGTGAGGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCC
-AAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCA
-ATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTT
-TTTATTTTGATTTTAAAACTTTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTA
-CATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGT
-AAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGA
-CAACTTCAAAGTGCTGAGGAAAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCA
-AAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAA
-GCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAA
-ATCTAAACAGGCATTGATCCCAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTA
-GGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGAT
-ATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAA
-AAGCACCAAGAAGAATGAAAAATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAA
-ATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGC
-AAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCC
-AGCACTTTGGGAGGCTGAGGCAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGC
-ACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAAC
-AAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAA
-GAGGAAGAAGAGTTAAAGACAACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTC
-CAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATC
-CACAGCCGCAATAAGATATTTTAATACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAA
-AATTTGAAATAACATTTTTAATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTT
-TGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCA
-CACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTAT
-ATAATTAATGAGTCAAAGTAGAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGA
-AATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAAT
-GAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAGTGTATACATAC

tmp_11/30-contigger/contigs_stats.txt

@@ -1 +0,0 @@
-#seq_name	length	coverage	circular	repeat	mult	telomere	alt_group	graph_path

tmp_11/30-contigger/graph_final.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp_11/30-contigger/graph_final.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_11/flye.log

@@ -1,435 +0,0 @@
-[2024-08-27 13:43:13] root: INFO: Starting Flye 2.9.3-b1797
-[2024-08-27 13:43:13] root: DEBUG: Cmd: /data/tools/Flye/bin/flye --nano-hq output_11.fasta -o tmp_11/
-[2024-08-27 13:43:13] root: DEBUG: Python version: 3.8.10 (default, Nov 22 2023, 10:22:35) 
-[GCC 9.4.0]
-[2024-08-27 13:43:13] root: INFO: >>>STAGE: configure
-[2024-08-27 13:43:13] root: INFO: Configuring run
-[2024-08-27 13:43:13] root: INFO: Total read length: 128862
-[2024-08-27 13:43:13] root: INFO: Reads N50/N90: 9776 / 5293
-[2024-08-27 13:43:13] root: INFO: Minimum overlap set to 5000
-[2024-08-27 13:43:13] root: INFO: >>>STAGE: assembly
-[2024-08-27 13:43:13] root: INFO: Assembling disjointigs
-[2024-08-27 13:43:13] root: DEBUG: -----Begin assembly log------
-[2024-08-27 13:43:13] root: DEBUG: Running: flye-modules assemble --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_11.fasta --out-asm /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/00-assembly/draft_assembly.fasta --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 13:43:13] DEBUG: Build date: May 16 2023 00:48:26
-[2024-08-27 13:43:13] DEBUG: Total RAM: 503 Gb
-[2024-08-27 13:43:13] DEBUG: Available RAM: 419 Gb
-[2024-08-27 13:43:13] DEBUG: Total CPUs: 160
-[2024-08-27 13:43:13] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 13:43:13] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 13:43:13] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 13:43:13] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 13:43:13] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 13:43:13] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 13:43:13] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 13:43:13] DEBUG: 	max_jump_gap=500
-[2024-08-27 13:43:13] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 13:43:13] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 13:43:13] DEBUG: 	chimera_window=100
-[2024-08-27 13:43:13] DEBUG: 	chimera_overhang=1000
-[2024-08-27 13:43:13] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 13:43:13] DEBUG: 	max_inner_reads=10
-[2024-08-27 13:43:13] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 13:43:13] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 13:43:13] DEBUG: 	max_separation=500
-[2024-08-27 13:43:13] DEBUG: 	unique_edge_length=50000
-[2024-08-27 13:43:13] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 13:43:13] DEBUG: 	out_paths_ratio=5
-[2024-08-27 13:43:13] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 13:43:13] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 13:43:13] DEBUG: 	max_bubble_length=50000
-[2024-08-27 13:43:13] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 13:43:13] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 13:43:13] DEBUG: 	weak_detach_rate=5
-[2024-08-27 13:43:13] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 13:43:13] DEBUG: 	tip_length_rate=2
-[2024-08-27 13:43:13] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 13:43:13] DEBUG: 	remove_alt_edges=0
-[2024-08-27 13:43:13] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 13:43:13] DEBUG: 	kmer_size=17
-[2024-08-27 13:43:13] DEBUG: 	use_minimizers=1
-[2024-08-27 13:43:13] DEBUG: 	minimizer_window=10
-[2024-08-27 13:43:13] DEBUG: 	reads_base_alignment=1
-[2024-08-27 13:43:13] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 13:43:13] DEBUG: 	maximum_jump=1500
-[2024-08-27 13:43:13] DEBUG: 	maximum_overhang=1500
-[2024-08-27 13:43:13] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 13:43:13] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 13:43:13] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 13:43:13] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 13:43:13] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 13:43:13] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 13:43:13] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 13:43:13] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 13:43:13] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 13:43:13] DEBUG: 	short_tip_length=20000
-[2024-08-27 13:43:13] DEBUG: 	long_tip_length=100000
-[2024-08-27 13:43:13] DEBUG: Running with k-mer size: 17
-[2024-08-27 13:43:13] DEBUG: Running with minimum overlap 5000
-[2024-08-27 13:43:13] DEBUG: Metagenome mode: N
-[2024-08-27 13:43:13] DEBUG: Short mode: N
-[2024-08-27 13:43:13] INFO: Reading sequences
-[2024-08-27 13:43:13] DEBUG: Building positional index
-[2024-08-27 13:43:13] DEBUG: Total sequence: 116049 bp
-[2024-08-27 13:43:13] INFO: Building minimizer index
-[2024-08-27 13:43:13] INFO: Pre-calculating index storage
-[2024-08-27 13:43:13] DEBUG: Mean k-mer frequency: 2.91841
-[2024-08-27 13:43:13] DEBUG: Repetitive k-mer frequency: 291
-[2024-08-27 13:43:13] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 13:43:13] INFO: Filling index
-[2024-08-27 13:43:13] DEBUG: Sorting k-mer index
-[2024-08-27 13:43:13] DEBUG: Selected k-mers: 7157
-[2024-08-27 13:43:13] DEBUG: K-mer index size: 20890
-[2024-08-27 13:43:13] DEBUG: Mean k-mer frequency: 2.91882
-[2024-08-27 13:43:13] DEBUG: Minimizer rate: 5.55524
-[2024-08-27 13:43:13] DEBUG: Peak RAM usage: 0 Gb
-[2024-08-27 13:43:13] DEBUG: Estimating k-mer identity bias
-[2024-08-27 16:09:41] DEBUG: Initial divergence estimate : 0.0116419
-[2024-08-27 16:09:41] DEBUG: Relative threshold: Y
-[2024-08-27 16:09:41] DEBUG: Max divergence threshold set to 0.0616419
-[2024-08-27 16:09:41] INFO: Extending reads
-[2024-08-27 16:09:41] DEBUG: Estimating overlap coverage
-[2024-08-27 16:11:03] INFO: Overlap-based coverage: 8
-[2024-08-27 16:11:03] INFO: Median overlap divergence: 0.0127758
-[2024-08-27 16:11:03] DEBUG: Sequence divergence distribution: 
-
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | **         |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***        |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    | ***** *    |                                                                                       
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.011, Q50 = 0.013, Q75 = 0.018
-
-[2024-08-27 16:11:03] DEBUG: Assembled disjointig 1
-	With 4 reads
-	Start read: +fa0ef1dc-28ce-4d82-8997-7bb3387c6ebc
-	At position: 3
-	leftTip: 1 rightTip: 1
-	Suspicious: 3
-	Short ext: 0
-	Mean extensions: 1
-	Avg overlap len: 7924
-	Min overlap len: 6911
-	Inner reads: 0
-	Length: 25560
-[2024-08-27 16:11:03] DEBUG: Inner: 20 covered: 24 total: 24
-[2024-08-27 16:12:25] INFO: Assembled 1 disjointigs
-[2024-08-27 16:12:25] INFO: Generating sequence
-[2024-08-27 16:12:25] DEBUG: Building positional index
-[2024-08-27 16:12:25] DEBUG: Total sequence: 25552 bp
-[2024-08-27 16:12:25] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:12:25] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:12:25] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:12:25] DEBUG: Sorting k-mer index
-[2024-08-27 16:12:25] DEBUG: Selected k-mers: 4647
-[2024-08-27 16:12:25] DEBUG: K-mer index size: 4661
-[2024-08-27 16:12:25] DEBUG: Mean k-mer frequency: 1.00301
-[2024-08-27 16:12:25] DEBUG: Minimizer rate: 5.48209
-[2024-08-27 16:12:25] INFO: Filtering contained disjointigs
-[2024-08-27 16:12:25] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 16:12:25] DEBUG: Found 0 overlaps
-[2024-08-27 16:12:25] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 16:12:25] INFO: Contained seqs: 0
-[2024-08-27 16:12:25] DEBUG: Writing FASTA
-[2024-08-27 16:12:25] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:12:25] root: DEBUG: Disjointigs length: 25552, N50: 25552
-[2024-08-27 16:12:25] root: INFO: >>>STAGE: consensus
-[2024-08-27 16:12:25] root: INFO: Running Minimap2
-[2024-08-27 16:12:26] root: INFO: Computing consensus
-[2024-08-27 16:12:26] root: INFO: Alignment error rate: 0.012502
-[2024-08-27 16:12:26] root: INFO: >>>STAGE: repeat
-[2024-08-27 16:12:26] root: INFO: Building and resolving repeat graph
-[2024-08-27 16:12:26] root: DEBUG: -----Begin repeat analyser log------
-[2024-08-27 16:12:26] root: DEBUG: Running: flye-modules repeat --disjointigs /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/10-consensus/consensus.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_11.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/20-repeat --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 16:12:26] DEBUG: Build date: May 16 2023 00:48:44
-[2024-08-27 16:12:26] DEBUG: Total RAM: 503 Gb
-[2024-08-27 16:12:26] DEBUG: Available RAM: 421 Gb
-[2024-08-27 16:12:26] DEBUG: Total CPUs: 160
-[2024-08-27 16:12:26] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 16:12:26] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 16:12:26] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 16:12:26] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 16:12:26] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 16:12:26] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 16:12:26] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 16:12:26] DEBUG: 	max_jump_gap=500
-[2024-08-27 16:12:26] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 16:12:26] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 16:12:26] DEBUG: 	chimera_window=100
-[2024-08-27 16:12:26] DEBUG: 	chimera_overhang=1000
-[2024-08-27 16:12:26] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 16:12:26] DEBUG: 	max_inner_reads=10
-[2024-08-27 16:12:26] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 16:12:26] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 16:12:26] DEBUG: 	max_separation=500
-[2024-08-27 16:12:26] DEBUG: 	unique_edge_length=50000
-[2024-08-27 16:12:26] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 16:12:26] DEBUG: 	out_paths_ratio=5
-[2024-08-27 16:12:26] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 16:12:26] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 16:12:26] DEBUG: 	max_bubble_length=50000
-[2024-08-27 16:12:26] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 16:12:26] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 16:12:26] DEBUG: 	weak_detach_rate=5
-[2024-08-27 16:12:26] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 16:12:26] DEBUG: 	tip_length_rate=2
-[2024-08-27 16:12:26] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 16:12:26] DEBUG: 	remove_alt_edges=0
-[2024-08-27 16:12:26] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 16:12:26] DEBUG: 	kmer_size=17
-[2024-08-27 16:12:26] DEBUG: 	use_minimizers=1
-[2024-08-27 16:12:26] DEBUG: 	minimizer_window=10
-[2024-08-27 16:12:26] DEBUG: 	reads_base_alignment=1
-[2024-08-27 16:12:26] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 16:12:26] DEBUG: 	maximum_jump=1500
-[2024-08-27 16:12:26] DEBUG: 	maximum_overhang=1500
-[2024-08-27 16:12:26] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 16:12:26] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 16:12:26] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 16:12:26] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 16:12:26] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 16:12:26] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 16:12:26] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 16:12:26] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 16:12:26] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 16:12:26] DEBUG: 	short_tip_length=20000
-[2024-08-27 16:12:26] DEBUG: 	long_tip_length=100000
-[2024-08-27 16:12:26] DEBUG: Running with k-mer size: 17
-[2024-08-27 16:12:26] DEBUG: Selected minimum overlap 5000
-[2024-08-27 16:12:26] DEBUG: Metagenome mode: N
-[2024-08-27 16:12:26] INFO: Parsing disjointigs
-[2024-08-27 16:12:26] DEBUG: Building positional index
-[2024-08-27 16:12:26] DEBUG: Total sequence: 25572 bp
-[2024-08-27 16:12:26] INFO: Building repeat graph
-[2024-08-27 16:12:26] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 16:12:26] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:12:26] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:12:26] DEBUG: Sorting k-mer index
-[2024-08-27 16:12:26] DEBUG: Selected k-mers: 4639
-[2024-08-27 16:12:26] DEBUG: K-mer index size: 4652
-[2024-08-27 16:12:26] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:12:26] DEBUG: Minimizer rate: 5.49699
-[2024-08-27 16:12:26] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 16:12:26] DEBUG: Found 0 overlaps
-[2024-08-27 16:12:26] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 16:12:26] INFO: Median overlap divergence: 0
-[2024-08-27 16:12:26] DEBUG: Sequence divergence distribution: 
-
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    |          |                                                                                         
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0, Q50 = 0, Q75 = 0
-
-[2024-08-27 16:12:26] DEBUG: Computing gluepoints
-[2024-08-27 16:12:26] DEBUG: Added 0 gluepoint projections
-[2024-08-27 16:12:26] DEBUG: Created 4 gluepoints
-[2024-08-27 16:12:26] DEBUG: Artificial loops removed: 0 left, 0 right, 0 both
-[2024-08-27 16:12:26] DEBUG: Initializing edges
-[2024-08-27 16:12:26] DEBUG: Edges length checksum: 653876041
-[2024-08-27 16:12:26] DEBUG: Filtered 0 singleton segments
-[2024-08-27 16:12:26] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 16:12:26] DEBUG: Collapsed 0 edges
-[2024-08-27 16:12:26] DEBUG: *	1	+disjointig_1	0	25571	25571	
-[2024-08-27 16:12:26] DEBUG: Total edges: 1
-[2024-08-27 16:12:26] INFO: Parsing reads
-[2024-08-27 16:12:26] DEBUG: Building positional index
-[2024-08-27 16:12:26] DEBUG: Total sequence: 128862 bp
-[2024-08-27 16:12:26] DEBUG: Building positional index
-[2024-08-27 16:12:26] DEBUG: Total sequence: 25571 bp
-[2024-08-27 16:12:26] INFO: Aligning reads to the graph
-[2024-08-27 16:12:26] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 16:12:26] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 16:12:26] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 16:12:26] DEBUG: Sorting k-mer index
-[2024-08-27 16:12:26] DEBUG: Selected k-mers: 4638
-[2024-08-27 16:12:26] DEBUG: K-mer index size: 4651
-[2024-08-27 16:12:26] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 16:12:26] DEBUG: Minimizer rate: 5.49796
-[2024-08-27 16:12:26] DEBUG: Total reads : 12
-[2024-08-27 16:12:26] DEBUG: Read with aligned parts : 12
-[2024-08-27 16:12:26] DEBUG: Aligned in one piece : 12
-[2024-08-27 16:12:26] INFO: Aligned read sequence: 107472 / 116049 (0.926092)
-[2024-08-27 16:12:26] INFO: Median overlap divergence: 0.0061034
-[2024-08-27 16:12:26] DEBUG: Sequence divergence distribution: 
-
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    | *                  |                                                                               
-    |***                 |                                                                               
-    |***                 |                                                                               
-    |***                 |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    |****                |                                                                               
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.0051, Q50 = 0.0061, Q75 = 0.011
-
-[2024-08-27 16:12:26] INFO: Mean edge coverage: 4
-[2024-08-27 16:12:26] DEBUG: 1	len:25571	cov:2	mult:0.5
-[2024-08-27 16:12:26] DEBUG: -1	len:25571	cov:2	mult:0.5
-[2024-08-27 16:12:26] DEBUG: Unique coverage threshold 3
-[2024-08-27 16:12:26] INFO: Simplifying the graph
-[2024-08-27 16:12:26] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Removed 1 paths with low coverage
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 16:12:26] DEBUG: Finding repeats
-[2024-08-27 16:12:26] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:12:26] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:12:26] DEBUG: Writing Dot
-[2024-08-27 16:12:26] DEBUG: Writing FASTA
-[2024-08-27 16:12:26] DEBUG: Writing Gfa
-[2024-08-27 16:12:26] DEBUG: [SIMPL] == Iteration 1 ==
-[2024-08-27 16:12:26] DEBUG: Splitting nodes
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Split 0 nodes
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Clipped 0 short and 0 long tips
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 16:12:26] DEBUG: Finding repeats
-[2024-08-27 16:12:26] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:12:26] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:12:26] DEBUG: Total unique edges: 0
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Resolved repeats: 0
-[2024-08-27 16:12:26] DEBUG: RR links: 0
-[2024-08-27 16:12:26] DEBUG: Unresolved: 0
-[2024-08-27 16:12:26] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Collapsed 0 haplotypes
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Resolved 0 simple repeats
-[2024-08-27 16:12:26] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:12:26] DEBUG: [SIMPL] Removed 0 paths with low coverage
-[2024-08-27 16:12:26] DEBUG: Finding repeats
-[2024-08-27 16:12:26] DEBUG: Read coverage cutoff: 3
-[2024-08-27 16:12:26] DEBUG: Repeat detection iteration 1
-[2024-08-27 16:12:26] DEBUG: Writing Dot
-[2024-08-27 16:12:26] DEBUG: Writing FASTA
-[2024-08-27 16:12:26] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:12:26] root: INFO: >>>STAGE: contigger
-[2024-08-27 16:12:26] root: INFO: Generating contigs
-[2024-08-27 16:12:26] root: DEBUG: -----Begin contigger analyser log------
-[2024-08-27 16:12:26] root: DEBUG: Running: flye-modules contigger --graph-edges /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/20-repeat/repeat_graph_edges.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_11.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/30-contigger --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --repeat-graph /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/20-repeat/repeat_graph_dump --graph-aln /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/20-repeat/read_alignment_dump --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_11/flye.log --threads 1 --min-ovlp 5000
-[2024-08-27 16:12:26] DEBUG: Build date: May 16 2023 00:48:47
-[2024-08-27 16:12:26] DEBUG: Total RAM: 503 Gb
-[2024-08-27 16:12:26] DEBUG: Available RAM: 421 Gb
-[2024-08-27 16:12:26] DEBUG: Total CPUs: 160
-[2024-08-27 16:12:26] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 16:12:26] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 16:12:26] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 16:12:26] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 16:12:26] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 16:12:26] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 16:12:26] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 16:12:26] DEBUG: 	max_jump_gap=500
-[2024-08-27 16:12:26] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 16:12:26] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 16:12:26] DEBUG: 	chimera_window=100
-[2024-08-27 16:12:26] DEBUG: 	chimera_overhang=1000
-[2024-08-27 16:12:26] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 16:12:26] DEBUG: 	max_inner_reads=10
-[2024-08-27 16:12:26] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 16:12:26] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 16:12:26] DEBUG: 	max_separation=500
-[2024-08-27 16:12:26] DEBUG: 	unique_edge_length=50000
-[2024-08-27 16:12:26] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 16:12:26] DEBUG: 	out_paths_ratio=5
-[2024-08-27 16:12:26] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 16:12:26] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 16:12:26] DEBUG: 	max_bubble_length=50000
-[2024-08-27 16:12:26] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 16:12:26] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 16:12:26] DEBUG: 	weak_detach_rate=5
-[2024-08-27 16:12:26] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 16:12:26] DEBUG: 	tip_length_rate=2
-[2024-08-27 16:12:26] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 16:12:26] DEBUG: 	remove_alt_edges=0
-[2024-08-27 16:12:26] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 16:12:26] DEBUG: 	kmer_size=17
-[2024-08-27 16:12:26] DEBUG: 	use_minimizers=1
-[2024-08-27 16:12:26] DEBUG: 	minimizer_window=10
-[2024-08-27 16:12:26] DEBUG: 	reads_base_alignment=1
-[2024-08-27 16:12:26] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 16:12:26] DEBUG: 	maximum_jump=1500
-[2024-08-27 16:12:26] DEBUG: 	maximum_overhang=1500
-[2024-08-27 16:12:26] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 16:12:26] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 16:12:26] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 16:12:26] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 16:12:26] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 16:12:26] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 16:12:26] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 16:12:26] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 16:12:26] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 16:12:26] DEBUG: 	short_tip_length=20000
-[2024-08-27 16:12:26] DEBUG: 	long_tip_length=100000
-[2024-08-27 16:12:26] DEBUG: Running with k-mer size: 17
-[2024-08-27 16:12:26] DEBUG: Selected minimum overlap 5000
-[2024-08-27 16:12:26] INFO: Reading sequences
-[2024-08-27 16:12:26] DEBUG: Building positional index
-[2024-08-27 16:12:26] DEBUG: Total sequence: 128862 bp
-[2024-08-27 16:12:26] DEBUG: Flipped 0
-[2024-08-27 16:12:26] DEBUG: Final graph contains 0 egdes
-[2024-08-27 16:12:26] DEBUG: Extending contigs into repeats
-[2024-08-27 16:12:26] DEBUG: Covered 0 repetitive contigs
-[2024-08-27 16:12:26] INFO: Generated 0 contigs
-[2024-08-27 16:12:26] DEBUG: Writing FASTA
-[2024-08-27 16:12:26] DEBUG: Generating scaffold connections
-[2024-08-27 16:12:26] INFO: Added 0 scaffold connections
-[2024-08-27 16:12:26] DEBUG: Writing Dot
-[2024-08-27 16:12:26] DEBUG: Writing FASTA
-[2024-08-27 16:12:26] DEBUG: Writing Gfa
-[2024-08-27 16:12:26] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 16:12:26] root: ERROR: No contigs were assembled - pipeline stopped
-[2024-08-27 16:12:26] root: ERROR: Pipeline aborted

tmp_11/params.json

@@ -1 +0,0 @@
-{"pipeline_version": 3, "min_overlap": 5000, "min_read_length": 0, "stage_name": "contigger"}

tmp_12/00-assembly/draft_assembly.fasta

@@ -1,321 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTCTCCCTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGC
-ATCTGTCTCGGCTTCTGGCCTTCCTCTCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCAC
-AGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTC
-AACAGCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCC
-CCTTCTACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCCAGCCCCTGC
-TAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTGG
-GTCCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGT
-GGCTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGG
-CGGCGGGGGCTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGGCC
-CGGCAGGCGGCGGCGGCGCCTGCAGCATGGGTCCTTGACCGGCTCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCG
-GTCCTGGCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGCACCAGCGCTGCGGGGGTAATCCGGGTGCCGGCACACAGGCC
-GCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTTGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCG
-TCAACAACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGACGCC
-TGCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCGCGC
-TCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTT
-GAAGAGTTCTCCAGCCCTGCACCTCTCTTGTCTCCTCGAGGGACCCCTGCTCGGAGGAGCTCTCCCTGCACCCTCTCCGG
-ATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTGGCCTGGGAATC
-TTAGAGAAAGGGGTGCAACGTGAACAGTTTCTTCCTGTCCTGGCTGCTGTTCTAGGACCCAGGAAGCGAGCCCCAGGATC
-AGACACAAGAAAAGAACAGGTTCCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCAGCTCCGGTGCCCGTGG
-TGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTCCGGAGAGCAGGCT
-TCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCC
-TACCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACAATGCACCGGTAGGCTGGTGATCGGTGGCGGAGACTACTCCCGG
-GACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCCTGGCTCCCTC
-TGCTCTCGTTTCCACTCTGGGCACCAACCTGCCCTTGGCGCTGGACCCCCTTCCCCGTTCTCACTTTCTGCTCCCCTTAG
-GGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAAATTGAGCCCAGGTTAGCCAGCCGAT
-CTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCCGGTTCAAGGGCCCA
-ACAGTGGAAGGGGGGTTTACATAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACC
-CCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGACTCTGGGGCCA
-CGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGCCCTCCCTAGA
-GGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGC
-CAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAGGTACTCGGT
-TTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGCCTTGTTTTG
-CTCTGTGTCCTGTGTGCTTGTCCTGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGT
-TGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGTCGGCCTCTTACTCTGAGC
-CTGAGGCTGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGA
-GGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGA
-GGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGGGGTTCAGCTGCTG
-CGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTTCCTGCCTCTGCCGTCTGTCTGTC
-TCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGA
-AGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAGTACCTGGCC
-TCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAACCGGCGGAC
-AAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCCTCAGGCAGCTCTCGGTTCATTGGCCTC
-TCGTGGGGCGCACATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTGCGGGGAGC
-TGGAAGCAACCGAGGCCGATAGCTGGGATGGGGTCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGGCTTTCTG
-GTTCATACTTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGCAG
-TCCAGGCTCCAGGGATCTGTGAGTCCTGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTGCTCTGTCCTGG
-AGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGGCAGAGGGTCTGTGGCCCCAGACCGC
-GGCCCTGCTGACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCAATCCG
-CGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGTGAGAAAGAGAA
-TTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTTTTTGTTTTTTCACATTTACGCTCA
-CGGACGTGAAGCGTCCCCACACTCTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCTG
-GCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCAGCTCAGGCCCCATGGGGTAGCGCGGGA
-GAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTGGAGTTTCCTCTTTTTCTGA
-ACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCCACAACAT
-TTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCTAGCTCGGGGTT
-GGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGAGGAGAGGCAGCCTGGCAGGCCTCCCAGAGAGAG
-GGGCACAGAGAAAGAAAGAGGCAGGCAAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGATAGGGACCC
-CGCTCAAGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAAAAAGCAATGGATGA
-CTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGGAGAGAAAACGAGAG
-ATAAGACACAAAGCCTAAAAGAGAAATATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACGAAAGACGGAAAGAT
-ACACAGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGGCTTCGCATGGCTTC
-ATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGACAGACGTTTGATCT
-CAGTTGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTG
-GGTCCAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTCGCAGAGAGAGAGGG
-AGGAAAGAGACGTCCCGTAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCTGGACTTGTGGGTAGGGTGAGGGC
-CCTCTGGCTTGGAATGGCACCTGGTCTCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTT
-GTGAGGCCTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTTTCCCATCGCTCCT
-CCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAAAGAAGGGAACGCG
-TTATAGGGGCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGA
-GTTGGGCACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGCAGACTGCGGAGGA
-ACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGC
-CGCTGCCCGCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCG
-ACCAAAATCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGGGACCCCAGGCCCA
-CTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAGGAGGGGAACACTG
-CCCTCGCACGGCCCCGAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGAC
-ACGCGCCCCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTTCATTTTATTTTAA
-TTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGGAGCTTCTGGGGACCCAGGGCTGTCATCTGAATT
-TGCCCTGGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCA
-CTGTCCCTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGAGGGTCACAGTGTTT
-ACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGAGCCCTGATGGAGAACCTCTGCTAG
-GGCAGTGCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAA
-GAGGACCACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAAAAGCTATAGACACT
-CAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTGCCCAAGATCATGGG
-AGCCCACCTCTTTCATCAGCGTGACCTGAATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCT
-GCCCCACTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTTGGAATGGGGGTATT
-TACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGTAGGCAGAAGGGATT
-TGCCTTTTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGG
-GAAGGCATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATATGGTTTGGCTGTCTC
-CCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTGGGAAGTAATTGAAT
-CATGGGGGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATT
-CCCCTGCACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGCCATGATTGTGAGGC
-CTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGGGTATGTCTTTATTA
-GCAATGTGAGAACAGACTAATACAGTGAGCTCTGGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGT
-AGGAGGGCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCAGGGAGAGTTGCTGG
-AGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTG
-AGCAGGTCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGA
-ACATTCAGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCAGACTCAAATAGACACATAAGAAAGCAT
-CTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAGCTCAGAGTCACTG
-CAATCTTATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCTAAAATGATATGT
-CTCAGAAATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAATGGCAATAAGTAAA
-CGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTTGTGCCTTCTCTCC
-AAGCTCGTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTT
-ATAAAGAAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACATCTGGTGAGGGTTT
-TCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAGGAAATTGGGCCAA
-ACTCATCCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGC
-AGAGCCTTCATGACCTCATCACCTTTTCTCAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATTTCAACATGAG
-TTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATGCATTATGCTA
-TTATGCACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGTGAACCCCGACTGTCCTCCTAATTTGCAGCTTA
-AGAGTCATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTGCCTGTGCACCCT
-GGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATTAGCTCCCTAAAC
-CTAGGAAGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAAGCGTGAGTTAAGAGTC
-CATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTATTCAGGGCATCA
-GAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATTCATTTAACCTG
-AGACTTTATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGA
-ATTCATTAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCAACAGTTAAACC
-TAAGAAGATATATATGAAAAATAACTAATATTTCAGTATGTTCAGATACTAACTTTTCATTGCTTCTCACTCTGGAATTA
-GAAAAGTATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAA
-ACAAAACCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCACTTTACACATATT
-GCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGT
-CACATGGCCCCAACCTACCCAAGAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAG
-GAGATTCTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATGGAAGGGGAGGGAA
-GGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAA
-GATGAGATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATT
-GGAAACGATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAGGGCTAAGCACCAGC
-AGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGGAGGCTCTTCTCAGCACTCCACAGTGCGCATGACA
-GTGTCTTCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATC
-AATTGCTGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTAAAGGACCTTCTTT
-ATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAACAAAACAAAATGTT
-CCGCAAAATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTACTGTCTTTGCTGAGCTCACTATAAATCATGGATATCT
-GTCTCTCTTTGAACTGTTCCTGCTGTACCATGGGCCAGGACCCTTCACAGCCTCTTCAAGGTTGACTTCCTATGAGCATC
-GTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTT
-ACACTGGGAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGGA
-TGTTGAAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTCTAACCACATGCTTTTTGTGG
-AGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTTTCACAACTACTCTATGCAGA
-AGCACTATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATA
-AATGGGGGAATTAGTATTTTAACCCGGGTCTACTACAAGTCTTGCTTATAATTACCATGTTATACAGCTTGTCAATCAAT
-ATCCAGGGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAA
-TCCCTCATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGCTGGAAC
-TCCCCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCCCATTAAAAAAATGACATGCAAATT
-CGTGAGGCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGG
-GCAACTTATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTTGGAG
-GAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCCCTACCAGCATTGAGTAGGGGACAG
-CTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCAAGGAAGCTGAACTGTCTACACAGT
-CTCTGGCATCCTCTATGTTCAATTATCTGGTGAGAACGGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACAAACC
-GCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCTGGGGAATGGGGCTAGAAGGAAGTT
-TTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCC
-ATCCACCAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCCTGAC
-AGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCACTCCACGTGGTTTTAGCAATTAGAC
-CTTTATTAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGT
-GGGTGGCAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACCTGGA
-TTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCTCCTCATTAAAGTAAGCATCTTCTC
-CCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTT
-TCTCCCCAAGTGGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCTTGG
-GCCAGGCCGGACTTGACGAGAAAACAGAAGTAATCCATCTAATCCAATTGCCTTTCCAGTGAAACAGAGCACCGTTTCCC
-CAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCA
-CTTAAATCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTC
-AAGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTTCCTCATGTTGCTCCAGGGA
-AAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTC
-CAATGCTACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGG
-TTAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGTAGCTTATCTGGAGATGGAG
-TCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGG
-AGAAATTTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATG
-CCAAGGAAGGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTGCTGACACTTCGAGTTCAGACT
-TTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTA
-GCCAATGAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTAG
-AAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTGCTGATATATACATATATATAG
-TATATATGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATATATGTATATAGTATTATAC
-ATGCTGAGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGC
-ATGATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCTCCCGAGTAGCTGGGATTAC
-AGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTG
-AACTCCTGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCT
-CAAATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTTAACTTCTCTTCTCATAACT
-GTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAACTCCATATCCATTTATCCA
-TCTGTTCTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAA
-TGATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTGCACAGTATTCCACCATGGG
-CATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATG
-CATCTGAGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTA
-CACAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCTGTTAGGGATGTCAAACATT
-TTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAA
-AATGTTTTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGA
-TTGTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCTCAACCCCCTCCCACCCTTT
-TCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGC
-GTACAATGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGC
-CATTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTTGCTTGATGGGCATTTGGGC
-TGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTT
-CCTCTGGGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACT
-GTTTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTTCCCTACATCCACGCCAACA
-TCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGATTTATATTTCCCTGATCAT
-TAGTGATGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTAT
-AATGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAATGCAACAAATTCCAAAAAAT
-TGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTG
-GTAAATGGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGT
-GAGGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGCCAAACATAAACCCAGATCT
-TCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATCAATGAAGCATTAATATCTA
-CATTTAACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAA
-CTTTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGTACATTAATACATAGATAAA
-TTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGT
-AAAACTGTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAG
-GAAAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGCAAAATAAGGACATCATCAG
-GCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAG
-AAGGCACAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGAT
-CCCAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCTAGGCAAAGAGAGCATGTGA
-TTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCT
-TCATGTCAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGA
-AAAATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAAAATAAGTGGAAACGCTCCC
-TTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGC
-TTCTCAAAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGA
-GGCAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTGCACTCCAGCCTGGGCCACA
-GAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAG
-AGCAGCGGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAG
-ACAACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTTCCAAGATTGTAGACTTTTA
-AGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATA
-TTTTAATACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTT
-TAATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTTTTGGATGACCACATACTTG
-GCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAA
-ATAAATTACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAG
-TAGAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAGAAATTTTGGAGATGTAGCT
-AAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAG
-CAATACGTAACTGAAAGTTGAGTGTATACATACC

tmp_12/00-assembly/draft_assembly.fasta.fai

@@ -1 +0,0 @@
-disjointig_1	25554	14	80	81

tmp_12/10-consensus/consensus.fasta

@@ -1,428 +0,0 @@
->disjointig_1
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTA
-ACACCAGCACCTGGCACATGGCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATAC
-CACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAGCAGTGGCCTTCCCCGCACCC
-GCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTT
-CCTCGCCGCAGTCCAGTTGATCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCC
-AGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCGGGGAGAGAGGCCGCCTCGGG
-CCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCC
-GACCTAATTCAATTAGCTGGGCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACT
-CCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGCATATGGATGCGGTTCCTCCC
-CCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGG
-TTGCTTTTGAGCTCCCTGTGGCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTT
-TGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTGTGGAAGTGAGCGTGCCTGTA
-AGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGT
-GGGATGTGTAGGATGTGTTTGTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGA
-GCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTTCCTGTGCAAGGTGAGTGGGC
-ATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTC
-AGGACACCATGGGGAACATGTTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGG
-TCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCCCGCCTTGCTTTTCTGGTGGA
-GGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTC
-CCAGCACAGTCCAGCCCTGGCTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCC
-TAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGGTGACCCTAGCACGTAGGAGG
-GACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACG
-CCCAGCAGAGGCGAGGAATTGAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCG
-TCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTTTACTGTGCACAGGCAAAGTG
-AGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACA
-GCAGGCTGGTGCTCTCTTGGCTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCT
-TCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAGCCAAGGGAGACACGAAGGAT
-GAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGA
-GCAGGGCCCTGGGGGTCTGTCCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCC
-CTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATGGGAGATTCCCTAATCAAGGC
-CACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGG
-CCAACAGCTTCCTTTAGGGTCAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGG
-TGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCTGGGCTCTGATTGAGAGGAAT
-GGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCAC
-TGATGGGAAAATGTGTGCCTGTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAG
-AATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCCCCCCAACCCCGAGGACTCAT
-TGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAA
-GTCACCAGGTGATCCTGCCTTCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGA
-CAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAATGCAGACCCCATTGGCCCCGC
-CATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCAC
-TTCTCTGACAATTCCATCGGAATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGC
-TCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCACAGGCACTCACTACAGAGGA
-ACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTT
-CCTCCAACACTCTTCCCAACATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACA
-GTGCCTGATACATACTAGATGCTCTATAATTATTCATTGAATACATTGTTAAAATTATTT
-CTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTT
-CCACACATATCCGTAAGCTAAAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGG
-AAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGGCTGAGCCCGTCCTTTCCCTC
-CTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAAC
-CAGAGAGAAGGAGTCTGCAACTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAG
-CCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATAGAAAGCAGTGTTTGCGTCTG
-GTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGC
-TCTGTGAGTCCCTGCTTTCTTCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGAC
-AATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAATATAAACTTGTGTGAGTCTCC
-TCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGG
-TAAGGAAGGGACAGAGAGGGTCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCT
-GGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAGGGTAAAAGTTGGGAGTATCC
-CCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCT
-GCTGGATTTTAATGAGAAGAGCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGA
-CTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTCCTCCCAGGTACCCTGGACAA
-CTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATT
-ATTTTATTTTATTTTATTTTATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTC
-AACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAGGTAAAACTGTGGTGAGACTA
-AAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTG
-TCTATGGAACTTGGAGCAAGTTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTT
-AGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCAATTATAGCACATCTCAGGCT
-CAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCT
-ATAATATTCAGCTCCTTTTAAAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTA
-TGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATCACTCCAAAAGGAATTCTGTA
-TCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATA
-ATGTGGCCTTTGTGCTTGGCTTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATG
-TTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTATGGCTAAATAATATTCCATGT
-GTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAA
-AAATTGGGACATTTCTATTAACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCAT
-GATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAATTTATTTTCTGCTTTAGTTCC
-CTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGC
-GAGGGAGCGAGAGCCCTCTCATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTT
-TGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAGTGGCGCGATCTCAGCTCACT
-GCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTT
-CACCGTGTTAGCCAGGATGGTCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTC
-CCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAGCCACTCTGCTCTAGTGTTTA
-CAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAG
-GCTAACCCACAAAAGCAAGTTGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGC
-TATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAGGGAGAATACTCATCTCGAAG
-GATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTT
-TTGTTCACTGCTATGTCCCCCATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTAC
-TCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTATTCACCCAAGATGACCATAT
-TTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAAT
-AAGACTTGATGGGAGAGAATGTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAG
-GGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAGAACCAAGAAATAGATATCCC
-AAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTC
-TGAGCCAGACAGCCACTGGCAAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCC
-TGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAAGCCCCTATGGCTCCCTCCCA
-AGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTG
-TCAGAATGCCTCTTTCGAACCCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAA
-ACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAGACCCAAACCAACCCTCTTGA
-CTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAG
-AAGGGCAAGCCTGAACTCACCGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAG
-ACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGGAGTAAATCTCCTGGTTGAGT
-GACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCC
-CAACGGCCGGGAAGACAGTTGACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGG
-GAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTCGCCTTGTTCCCCTCTTCCCT
-CTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCC
-GCTCCTCTCCGCGCACAGCCAATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCAC
-CGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACAGCGAGCGAGCAGCCGGAGCG
-GGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTG
-CCTCCGCCAGCCCCTGCTAGCTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGG
-CCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGTCCGCACCACCTCCACCCGGG
-TCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGG
-AGGCGCCTACACTTACGGCGGCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGG
-GCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGCGGCGGCGGCGCCTGCAGCAT
-GGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGT
-GCCGGCACACAGGCCGCTCGCCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTC
-GCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAACAACCTCACTGGCCTCACCTT
-CCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGC
-TCCCCAAAGCCGGTTCTGCGCTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTT
-GAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCTTGAAGAGTTCTCTCAGCCTG
-CACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCA
-GCTACTCTTCACCTGGGAATACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTC
-CTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGATCAGACACAAGAAAAGAACA
-GGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTT
-TTTTTTTTTTTCCGGAGAGCAGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCC
-AGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGGTGTCCTACCCCCGGGCCCAG
-CCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTC
-CCGCCTTCCTCTGCTGGCCCTGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACT
-CTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTGCTCCCTTAGGGTTCCCTGGA
-TCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGC
-CTCCTGGGGGTCCCCGGTTCAAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTT
-GGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATTCCAAAGCACCCCTGGCTTCC
-TGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGG
-GTCTAGGCCTCAGGAAGGGCCCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTC
-TCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCCCCACCCAGGCCAGGCCAGTC
-TTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTC
-AGCGAGTGTATGGCTGTGGCCTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTG
-TGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTTTGCCCCCGTTGTACGTTGTG
-TTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGC
-CTTAGACTGCCCCTGGAGGAGAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGG
-CCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGACTGGCGGGCAGGAGGAGGCC
-GTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCT
-CTGCTGCTTGCCTCTGCCGTCTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACT
-GTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGCCCCCCAAGAAGAAGAAGCCG
-CGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAG
-GTCAAAACCTGGTTCCAGAACCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGG
-CCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCATTGGCCTCTCGTGGGGCGCA
-CATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTG
-TTTTACCGGAGGCTTCAGGGCTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCA
-GGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCACTCCACGCAGTCCAGGCTCC
-AGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGC
-TCCCGGCAGAGGGTCTGTGGCCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGAC
-ACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGAAAATCAATCCGCGCCGGCTG
-CGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTT
-TGTTTTGTTTTGTTTTTTCACATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCG
-AGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGCTGCACCCTCTGGCACGCTGC
-ACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAG
-GAGGAAGGAATTGGAGTTTCCTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTC
-CGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTCTACCACAACATTTCTGACGC
-TGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGG
-AGGAGAGGCAGCCTGGCAGGCCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGC
-AAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAGAGGGATAGGGACCCCGCTCA
-AGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGA
-GAACCAAGTGGGTGGGGAGGAGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAA
-TATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACGAAAGACGGAAAGATACACAG
-AGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATT
-AGGTCTGTCCACCTTAGAGACAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAG
-TAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTCAGAGGAAGCCAGTGGGTCCA
-GCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCT
-CTCTGCCCTGGACTTGTGGGTAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTC
-CCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACCCCGGCTGCCCCTTGTGAGGC
-CTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTG
-TTGGAGTCAGGACTCTCAAAAGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGG
-ACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGGGAACGCACCAGGAGTTGGGC
-ACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGC
-AGCAGGAGGCCTTCCAGAAGAGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGC
-ACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTGGTCTGACGACTCGACCAAAA
-TCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCC
-TGGCCTCAGACTGCACCCAGGAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCA
-CATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTCAAGGGACAAGGACACGCGCC
-CCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGG
-AGCTTCTGGGGTCCCCAGGGCTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGA
-CCCACTTCTCATCACACACATGGAAACCCATAGGCCCACACACAGGTGGTGTCACTGTCC
-CTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTA
-CAGGGGCAGAGCCCTGATGGAGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGT
-TGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAGTGGAGCTATGAGAAGAGGAC
-CACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCA
-AAGCCACAGGAACAGAGCTGCCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACC
-TGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGATTTAAGATTTGGCTGCCCCA
-CTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGC
-TTTTGATTTTACAGGCTCGTAGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGA
-CTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTTTGGAAGACTATTGGGAAGGC
-ATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACAT
-GTTGTAGGAGGAACCTGGTGGGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGT
-TCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTTTATAAAGGGCAATTCCCCTG
-CACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTT
-TATACATTACCCAGTCTTGGGTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGT
-GGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGTCTGGAACTCAGTGTAGGAGG
-GCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGG
-CAGCTTGAGGAGGGGCCCTGAGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACAC
-ACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGTTCTTGGACCCCAGAACATTC
-AGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCC
-TGCCATGTGGCAGCTGGCAGCTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATG
-TGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTCGCAAACTATATGTCTCAGAA
-ATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACC
-TACCACCCAGAACTCAGCTTGTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCT
-GTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAGACTGGGGTAATTTATAAAGA
-AAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGT
-GTACACACAAGATGACACAGGAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTC
-TCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTCTATTCATGAGGGCAGAGCCT
-TCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCA
-GCCCTGTCATGTCCTGAATGCATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTC
-CCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTAATTTGCAGCTTAAGAGTCAT
-TTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCT
-GCCTCTTTCATGGATCAATTAGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAAC
-TTCAGGAACACGGTATATATAATAGACACTTACTAGCGTTAGTTAAGAGTCCATCAGTGT
-GTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGT
-GTTAAAATACACAAATGATTCATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTC
-ATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAACCCAAGAAAAGAATTCATTAG
-AGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGAT
-ACTAACTTTTCATTGCTTCTCACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGA
-TGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAAAATAAAACCAAAAACAAAAC
-CCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACA
-GGCAAGTTCCCTTCCCATTGGCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGA
-AATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAGTGCCCCAGGGAAGGAGATTC
-TGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTC
-AGGGGTCTTAGCTGCTATTGTGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTG
-AGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTGGTCGGTCAGTCATTGGAAAC
-GATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGA
-GGCTCTTCTCAGCACTCCACAGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAAC
-AGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCATCATTCTGACATCAATTGCT
-GGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAG
-GCACTGCTGAGCTCCAAAACAAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGT
-CAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCACTATAAATCATGGATATCTGT
-CTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTG
-ATTTTTCTGTTTAACCATTTCATGACCACTACACACCAGTTACACTGGAAACAGTGTAAC
-TCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTACTGGGTCTCCAGTAGCAGAGG
-ATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTT
-TATACATGATAACTTAATTTTCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTAC
-ATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCCCCAAGGTCACATGAGGCATA
-AATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTG
-TCCATGGATGCAGGCCCATAAGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGT
-CATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCAATAGGGAACTAAGCCCTAGC
-TGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATAT
-GTATTAAAATATAAATTTATAGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGC
-TTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGTAGTAAAATACATTTAGACTT
-GGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATC
-CCTGTCCACCCCCATTTGCAAAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTA
-TGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAACCTGTTCTATATGCTGGACA
-AACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGT
-CACATTGGCCCCAGTGTTAGGATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGC
-AAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAATATCTGGGGGCGATTTGGGCC
-TGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAAT
-AGTCTCAAGTGCTTACATTCTCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGA
-GGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTCTTGACCCCATGTATTGGACC
-TGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTC
-AGATTTTAGAAAAGAACTACTCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAG
-AGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCCAAGGCTTCTCCCTGTAACCT
-TGGGCCAGGCCGGACTTGACGAGAAGACAAGAATCGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAG
-GACAGCTCTGGGTATTTTGACGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATC
-TGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACTTAATGAAACATTGATTTTCA
-AGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAG
-TCAAGGATAAAGGCCAATTTATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAA
-AATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCATATTAGGTATACTTGTGGGT
-TAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGA
-CAGGCCCTAATTCAATGTGATTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGAC
-AGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGGAGAAGATGGTCATCCCCATG
-CCAAGGAAGAGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTG
-CTGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGT
-TTAAGACCCCCGGTTTGTAGTACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATA
-TTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAAGTTTTTTAAATAGAAAAGTA
-GAAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTG
-CTGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATAT
-ACAACATACATATACATATATATGTATATAGTATTATACATGCTGAGTTACACCATTCAA
-AAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGCA
-TGATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCT
-CCCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAG
-TGGAGATGGGGTATTGCCATGTTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATC
-CACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGAGAGCCATCACTCCTGGCCTC
-AAATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTT
-AACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCC
-AAAAGTGTTTATACCAGCAACTCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAA
-AAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTGCTTTGCTGTTTTCTTTAAAT
-GATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTG
-CACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCT
-GTGTTTTCTGCTGGGCTCTGCTAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTG
-GTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTTCACATGAGGAAAACTGGTAC
-ACAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCT
-GTTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGT
-AAGGATGTCACAGGCCTCATGTTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTT
-TTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCATTTAGTGGTGATTTGTGAGAT
-TGTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCT
-CAACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTT
-TGCATCCTCATAGCTTAGCTCCCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCAT
-TCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCATCCAGGTCGCTGAGAATGCC
-ATTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTT
-GCTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGA
-CGTGTGTGCAAATATCTTTTACAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTA
-GCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTCTTTAAGGAATCTCCACACTG
-TTTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTT
-CCCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTG
-ATATCACAATGTGGTTTTGATTTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTT
-CATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGAATTTTCTAAATCTGTCTATA
-ATGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAAT
-GCAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAA
-TATAATAGCTGACTTTAAAGAAAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAA
-GCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATTTGTATTCACACGCCTTTGTG
-AGGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGC
-CAAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTA
-AATCAAGATATTTTAAAATCAATGAAGCATTAATATCTACATTTAACTCTTTAAAATATT
-ATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCTTTTTATTTTGATTTTAAAAC
-TTTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGT
-ACATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGT
-TGGTTTTACTTATATGAATGTAAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCC
-AGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAGACAACTTCAAAGTGCTGAGG
-AAAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGC
-AAAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTC
-CCTGCTGAAAGAATTCCAAAAGCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGC
-AAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCAAATCTAAACAGGCATTGATC
-CCAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCT
-AGGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAAT
-GTCCAGCAGGAGGGCAAAGATATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTG
-AAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCAAAAGCACCAAGAAGAATGAA
-AAATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAA
-AATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCA
-GCATAGAGGGTATCCTGGAGCAAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAA
-ACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCCCAGCACTTTGGGAGGCTGAG
-GCAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTG
-CACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAA
-ACAAACAAAACAAAACAAAACAAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAA
-GCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCAAGAGGAAGAAGAGTTAAAGA
-CAACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTT
-CCAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAA
-TCACAAAAAAGTCAAGCAATCCACAGCCGCAATAAGATATTTTAATACAATGCTCAATAC
-TAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCAAAATTTGAAATAACATTTTT
-AATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTT
-TTGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCT
-ACAGACCGCATTCCCTTTTCACACGCTATTAAACTGAAAATAAATTACAAAAATGAAACC
-AAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTATATAATTAATGAGTCAAAGT
-AGAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAG
-AAATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGG
-TGCTGGTGTTACCGTGGGAATGAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGA
-GTGTATACATACC

tmp_12/10-consensus/minimap.stderr

@@ -1,11 +0,0 @@
-[samfaipath] build FASTA index...
-[M::mm_idx_gen::0.005*1.36] collected minimizers
-[M::mm_idx_gen::0.007*1.26] sorted minimizers
-[M::main::0.007*1.26] loaded/built the index for 1 target sequence(s)
-[M::mm_mapopt_update::0.007*1.24] mid_occ = 10
-[M::mm_idx_stat] kmer size: 17; skip: 10; is_hpc: 0; #seq: 1
-[M::mm_idx_stat::0.008*1.23] distinct minimizers: 4608 (99.78% are singletons); average occurrences: 1.004; average spacing: 5.522; total length: 25554
-[M::worker_pipeline::0.077*1.01] mapped 15 sequences
-[M::main] Version: 2.24-r1155-dirty
-[M::main] CMD: flye-minimap2 -x map-ont -t 1 -k 17 -a -p 0.5 -N 10 --sam-hit-only -L -K 1G -z 1000 -Q --secondary-seq -I 64G /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/00-assembly/draft_assembly.fasta /home/prom/Documents/Programmes/pandora_lib_assembler/output_12.fasta
-[M::main] Real time: 0.079 sec; CPU: 0.080 sec; Peak RSS: 0.011 GB

tmp_12/20-repeat/graph_after_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_12/20-repeat/graph_before_rr.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp_12/20-repeat/graph_before_rr.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_12/20-repeat/read_alignment_dump

@@ -1,56 +0,0 @@
-Chain
-	Aln	1	+02fd072d-0873-43ea-9583-bf187d2f4668 54 7086 7131 -edge_1_0_+disjointig_1_0_25572 6377 13408 25572 -1 -1 6823 0.00427811
-Chain
-	Aln	0	-02fd072d-0873-43ea-9583-bf187d2f4668 44 7076 7131 +edge_1_0_+disjointig_1_0_25572 12163 19194 25572 -1 -1 6823 0.00427811
-Chain
-	Aln	1	+0412e744-fc91-4416-b796-191b52041ea9 69 7443 7485 -edge_1_0_+disjointig_1_0_25572 6702 14092 25572 -1 -1 7184 0.00309123
-Chain
-	Aln	0	-0412e744-fc91-4416-b796-191b52041ea9 41 7415 7485 +edge_1_0_+disjointig_1_0_25572 11479 18869 25572 -1 -1 7184 0.00309123
-Chain
-	Aln	1	+64c7eed2-d3d6-4b25-8cef-db12f4e5d109 71 8497 13792 -edge_1_0_+disjointig_1_0_25572 6702 15143 25572 -1 -1 8195 0.00302379
-Chain
-	Aln	0	-64c7eed2-d3d6-4b25-8cef-db12f4e5d109 5294 13720 13792 +edge_1_0_+disjointig_1_0_25572 10428 18869 25572 -1 -1 8195 0.00302379
-Chain
-	Aln	1	+0ee302b0-3c6e-45ee-bb5e-fbd5327aae6b 51 4293 4347 -edge_1_0_+disjointig_1_0_25572 7826 12074 25572 -1 -1 4209 0.00103359
-Chain
-	Aln	0	-0ee302b0-3c6e-45ee-bb5e-fbd5327aae6b 53 4295 4347 +edge_1_0_+disjointig_1_0_25572 13497 17745 25572 -1 -1 4209 0.00103359
-Chain
-	Aln	0	+bdbca476-c5eb-4b49-b468-b2cc502f022c 37 4753 4807 +edge_1_0_+disjointig_1_0_25572 10250 14969 25572 -1 -1 4529 0.00274337
-Chain
-	Aln	1	-bdbca476-c5eb-4b49-b468-b2cc502f022c 53 4769 4807 -edge_1_0_+disjointig_1_0_25572 10602 15321 25572 -1 -1 4529 0.00274337
-Chain
-	Aln	1	+2b63bb1b-74c5-4779-8123-6017dc3fb7b0 17 11272 11327 -edge_1_0_+disjointig_1_0_25572 16 11276 25572 -1 -1 10909 0.00332461
-Chain
-	Aln	0	-2b63bb1b-74c5-4779-8123-6017dc3fb7b0 54 11309 11327 +edge_1_0_+disjointig_1_0_25572 14295 25555 25572 -1 -1 10909 0.00332461
-Chain
-	Aln	1	+395db5a5-a9f4-48f0-86f7-864c96aefa15 40 7447 7497 -edge_1_0_+disjointig_1_0_25572 6685 14092 25572 -1 -1 7208 0.00378264
-Chain
-	Aln	0	-395db5a5-a9f4-48f0-86f7-864c96aefa15 49 7456 7497 +edge_1_0_+disjointig_1_0_25572 11479 18886 25572 -1 -1 7208 0.00378264
-Chain
-	Aln	0	+8c13bd7b-fb49-4ec2-83ba-6653176f709a 4 15940 15993 +edge_1_0_+disjointig_1_0_25572 4 15959 25572 -1 -1 15244 0.00506257
-Chain
-	Aln	1	-8c13bd7b-fb49-4ec2-83ba-6653176f709a 52 15988 15993 -edge_1_0_+disjointig_1_0_25572 9612 25567 25572 -1 -1 15244 0.00506257
-Chain
-	Aln	1	+0373698d-ca92-426c-809f-c0a1ec63921a 72 12861 12865 -edge_1_0_+disjointig_1_0_25572 4740 17558 25572 -1 -1 11940 0.00833165
-Chain
-	Aln	0	-0373698d-ca92-426c-809f-c0a1ec63921a 3 12792 12865 +edge_1_0_+disjointig_1_0_25572 8013 20831 25572 -1 -1 11940 0.00833165
-Chain
-	Aln	1	+9fcbc387-8503-4055-9cbd-0e55b2c4f656 43 6386 6435 -edge_1_0_+disjointig_1_0_25572 5111 11449 25572 -1 -1 6253 0.00230955
-Chain
-	Aln	0	-9fcbc387-8503-4055-9cbd-0e55b2c4f656 48 6391 6435 +edge_1_0_+disjointig_1_0_25572 14122 20460 25572 -1 -1 6253 0.00230955
-Chain
-	Aln	0	+56bbfd4a-0d1d-4d97-b307-7626be446ce8 37 5242 5293 +edge_1_0_+disjointig_1_0_25572 11793 17004 25572 -1 -1 4983 0.0052269
-Chain
-	Aln	1	-56bbfd4a-0d1d-4d97-b307-7626be446ce8 50 5255 5293 -edge_1_0_+disjointig_1_0_25572 8567 13778 25572 -1 -1 4983 0.0052269
-Chain
-	Aln	1	+c3fa7ede-2b06-4c40-9112-a19e5a578475 41 4288 4344 -edge_1_0_+disjointig_1_0_25572 7826 12083 25572 -1 -1 4176 0.00209553
-Chain
-	Aln	0	-c3fa7ede-2b06-4c40-9112-a19e5a578475 55 4302 4344 +edge_1_0_+disjointig_1_0_25572 13488 17745 25572 -1 -1 4176 0.00209553
-Chain
-	Aln	1	+411338d1-2778-4447-9a20-1480bb1748e6 41 5950 8239 -edge_1_0_+disjointig_1_0_25572 7983 13914 25572 -1 -1 5484 0.00783477
-Chain
-	Aln	0	-411338d1-2778-4447-9a20-1480bb1748e6 2288 8197 8239 +edge_1_0_+disjointig_1_0_25572 11657 17588 25572 -1 -1 5484 0.00783477
-Chain
-	Aln	1	+daf40e1f-5080-46fd-8c18-fb7b0dfa8161 44 10154 10216 -edge_1_0_+disjointig_1_0_25572 4031 14138 25572 -1 -1 9888 0.00364292
-Chain
-	Aln	0	-daf40e1f-5080-46fd-8c18-fb7b0dfa8161 61 10171 10216 +edge_1_0_+disjointig_1_0_25572 11433 21540 25572 -1 -1 9888 0.00364292

tmp_12/20-repeat/repeat_graph_edges.fasta

@@ -1,321 +0,0 @@
->edge_1_0_+disjointig_1_0_25572
-GTTATGTGACCCCTTGGTTCAGTTACGTATTGCTAGACCAAAGGATTCATTCCCACGGTAACACCAGCACCTGGCACATG
-GCCGCACACCCAGACCCACTCGCTCATCTCAGACTCATACCACACTCAGGAAGGCCCCTCCAACTGGTCTGACAGTCCAG
-CAGTGGCCTTCCCCGCACCCGCCCCTCGCCCCTCCCCGCTCTAGCTTCCCGACTTCGTGGGGAAGGGGCACCGGAACGCA
-GGGCAGCTGAGAAGGACCGGGCGGGCAGAGGAGAGCGACGGCCCCTCCCGGTGTCAGCTTCCTCGCCGCAGTCCAGTTGA
-TCGCAGTGCCGCACAGTCCCGTTGGGGATCCCGGGCGCCCAGGGCCGCCCGCAGCCCCAGGGACAATGGGATTATTTCCG
-GGGAGAGAGGCCGCCTCGGGCCGGGGCTCAGGCGGAGACGCCTCCCTCCCTGGTTCCCTCGGCACCCAAGGAGCGCCTGC
-GGCGGCCGGAGACGAGTGGCAGAGCGGACGCGGGTGGCGCGCGGGTGGCAGGGCCTGGCCGACCTAATTCAATTAGCTGG
-GCCGCCGCCGCCTCCGTGCGACTCTGGGCCCGCCGGGACTCCAGCTCTGGGCAGCTGCTCTTTGTGCACGAAGACCATGC
-ATATGGATGCGGTTCCTCCCCCTTCGGCGCTCACCCCACCCACACCCACTTCTGGCACCTGCGGCTTGCCCCCGCCCTCC
-CACTCCTTCCCCCGCGAGGGAAGGCATCGTGGCCTCCCCAGGAAAGTTGGGAAACTGTGGTTGCTTTTGAGCTCCCTGTG
-GCCGTCTTCAGAGTATGTGTGAGAGGGGAGGGGGTGGTTTTGTTTTTTTGTTTTGTGTTATCTGAGCAGGAAGGTCTGTG
-TGGAAGTGAGCGTGCCTGTAAGTCTGTAGGAGTGTGGTTAGGTGTGTCTGTGTGTACCTGTGCACCAGCAACCATAGGGC
-TGTGTGCACGGAGGGAGAGGGTTTCGTTTGGTTCTGGATCTGTGCTGGCAGAGACTGAGTGGGATGTGTAGGATGTGTTT
-GTGGGCATCTGCACGTGAGTGCATGAAGGAGGCTTTGTGAGCACGTGTGGGGACTGCACACCGAGGAGTGTCTGCGTGTT
-CCTGTGCAAGGTGAGTGGGCATCTGTGCATCTGCGTGTGAGAGTGTTGCCTCTGTGCCAAGCCTGTGTCTGGAAGTCTTC
-AGGAGTTGGGTATTTCTGTGTGTCACCATTGGTGTATATGCTGTGCTTCAGTGTGTAGTCAGGACACCATGGGGAACATG
-TTAACCTCCCCGCCCCAACTACCACCGGCCAGCAGATGGGTCTCCCCAGCTTGAGCCATGTTCTCACCGCTCCCCACCCC
-CGCCTTGCTTTTCTGGTGGAGGAGGAGCTTGGCAAGTTAGTATCAAACCTGAACTCCATCCACCAGGCTCGGGTGGAGGC
-AGAGTCCTAGGTAGCCAGGCTCTCTCATCTTGAGGAGGTGTCCCAGTCAGTTTCCCACTCCCAGCACAGTCCAGCCCTGG
-CTCAGCAGGAGCCTGCAGCTCTCCAATGTGCAAACAGTCCTAAGCACCCCCTGAAATAACTAGACCTGCCTGTGTCAAGG
-TGACCCTAGCACGTAGGAGGGACTGCATGACCCCCACCTCCACCTCTTCAGCCACAGTTCAGGATTGGGTCCCCTGGGAG
-GCTGGGTTTCCTGTGCTTGGGCATCTCCACCCACCCTTACTCTGAGGCCAAATCTGCACGCCCAGCAGAGGCGAGGAATT
-GAGATGAGAAATCTGGGTAGAGCTGGCCACTGCAGGGCCGTCACCCACCCAGCTGGAAAGCTTGCCTCATTCCTCTGTTT
-TACTGTGCACAGGCAAAGTGAGGGATCTGCACACCTGTAGAGGTCCTTTCTGCAGACCGCAAAGGGAGCTGGCCAACCCC
-AGGAAGGGATCAGGAAGGTTCTTTAGAAAGCAGCGGGGCCCTCAGAGGCCTGGTCCCACAGCAGGCTGGTGCTCTCTTGG
-CTTCTTCTCCGTCCCCTACACCTTAGTGCAGGGCTTGGCTTCTGGACCCAGCACAGACCCACCTGGCCAGCAGAGTGGAG
-CCAAGGGAGACACGAAGGATGAGAGAGGTTGGGGCTGGTCCACAGCCCTGGGTCCTAGGCTCAGCTGCCCTACTGATGGG
-ACCCACTGATGGGACTCTGAACTCCGTGCCCAGGGAGCCCTTTGAGAGCTGTCTGGGGGAGCAGGGCCCTGGGGGTCTGT
-CCTTCCCTGAGCCTTCTCTTAGCCTACTCCCTACCTGCCCCTTTCCAGGTTTCTGGCATCCTTGGAGGTGACTCAGGATG
-GGAGATTCCCTAATCAAGGCCACCATGGTCAATACAGTGCTGGATGGATGGTGGAATCTGAGGATCTCTGGGCCTCTCTT
-GGGAGAGAATTAGTCAGAGAGAGGCCTGAAGCCTTAGCTCAATGCCCAGGGGTAATAAGGCCAACAGCTTCCTTTAGGGT
-CAGAAGCCGAGCAGGGAGGGGAGACAGTGAAGGAAAGGGGTGCCTACAGAAGCACCCTATTTCTGAAGCATCCACCTGCT
-GGGCTCTGATTGAGAGGAATGGGCAGGGGAGGAGAAGAAAACTCCGTACCCCTACACAAGGTGACAGCTAAGTGTGGCCT
-ACAGCAGGGACATGTCTGTCTCCTGTCTGTCTGTCCTTTATCCATTCAGGGTCTCTCCACTGATGGGAAAATGTGTGCCT
-GTCCATTGGTGTTGGAGAGGTCCTCCATATCTTATGTAAGAATTGGGTAGGGGGACAGGGGGCTGGCCTTGGAACAACCC
-CCCCAACCCCGAGGACTCATTGAGCTGAGTCACTTGGCCTACTCACTCCCCCCACCTCCTCAGTCTAGGCTCCTAACATC
-CTGCAACTCAGGGCTCCTGGAGTTTCAGTGCCCCTTACTGGGTCTCTGTAACTGCCCTAAGTCACCAGGTGATCCTGCCT
-TCTCCCACAGCAGGGAAAGTTTTCTGCCCCTTTTCTGAGACAAATGGGAAGGTAGAGGGAACACTTTTGGTACTAGGAAT
-GCAGACCCCATTGGCCCCGCCATGGATCGCATCATGTCACACATCCCCTTACATATTTCTCAGCCCCCTTTCCCTACTAT
-ATATCCATTGGGTATACCCTGTGTCCCCCTCCCCACGACCACAGGCCCATACACAGCCACTTCTCTGACAATTCCATCGG
-AATAAAAGACACTCCTCCCATGGTACACGCCATCTGCCGCTCACGCAGTTGGGACACAGAGGGATGCCCTCATCCCATCA
-CAGGCACTCACTACAGAGGAACAGTTGTAAACACATACTCATCTTGTTGCAGAAAACACATTCACTTGCATTCTCACTGA
-CACATACATCCTCACATGACAAAATCCAGTTGTATAAAAATACCCAGACTCCCTTCTTTTCCTCCAACACTCTTCCCAAC
-ATGCATTTTGCTTGCAGTTGTATCCCAACAGCCTAACACAGTGCCTGATACATACTAGATGCTCTATAATTATTCATTGA
-ATACATTGTTAAAATTATTTCTTAAAGACACTGCCATGGCCATCTGCACAGCCCTCTCAATCCTGACTGTCACACAGGCT
-TTCCCATCCAGCTTTCCCCTCGTGGATGCACGGCCCCACAAACACAAAGTAATTAAGTTTCCACACATATCCGTAAGCTA
-AAGGACAACCCCTGGCCCGGGGGTCTCTTTCAGAGCGGGGAAGGAGGAGTCTGTGGGATCCCAAAGGGGCCTCCCCTGGG
-CTGAGCCCGTCCTTTCCCTCCTCCCCCAGCCCGGGCCCTGGCCCCAGCTGCTTCTCTTTAATTGGAGGCACTTTTTTTAT
-TCTGCAGGCCAGGGGGAGCCGGTGCTTGGGGGGAGGGGTGTTACCAGGTGGCCTCAGAACCAGAGAGAAGGAGTCTGCAA
-CTCACCTAGGTTCCTGCAAGATAGTCCTGTGAGGCAAGAGCCAAGTTTAGGCTTAAGGAAGCAGCTTGTCATGGTGGATA
-GAAAGCAGTGTTTGCGTCTGGTCTGCCCTTCCAGCTTTGAGTGCCTTGGTTTTCTCATCTGTAAAATGGGGATAACAAAA
-ACCACATCACAGGATTAAAGATGAGTGAGATCATTCTGGTGGCTCACACATGGCAGTTGCTCTGTGAGTCCCTGCTTTCT
-TCCCCTCCCTCCTCGTTCCTATCAGGGCTGTTTTGCAGACAATACAAAAGCACAGTGGAAACACAGAAGCTGCAGCGAAT
-ATAAACTTGTGTGAGTCTCCTCTCCTGTTTCAGAAAACTTCCCAACCTTGCAACACCGTGCTCAGGTAACACTGCTCTCA
-GGAGAAGGGGTGGGCGCCAGAGCCCAGCAAATCCTGACCCTCCGGTCTCATCTTTCTAGGTAAGGAAGGGACAGAGAGGG
-TCCATGGCCCTCGTGAATACCCTATTGGAAGACAAAGGCTGGGATTAAGCTGACTCACAGAATCCCAGCACCTCATTGAG
-GGTAAAAGTTGGGAGTATCCCCAATTGGGATAAAAGTTGACTCTGATAAACAAAAAAGGTAGGAGGGGAAAAAGGAAGAA
-ATCCGTCAAGGAAGCGGCCGCGGCTGTGATCGCAGGGGAAAGTCAGTATATCCCTGGGCTGCTGGATTTTAATGAGAAGA
-GCTTGACAGTCTTAGTGGGCCATGTACAAGGGAGTGGTGACTCTGCCAACCTTAAGCTGGGCCAGGAATGGTAAAGTCTC
-CTCCCAGGTACCCTGGACAACTGATACCAGATCTGAGGAGTTCAAGAGGTAGATCAGGCAAATGCCAAAAAGGGTTGGAA
-GGCCATCTGAGCTGGAGATGTGCACCTGGAAAGATAGGTGGTTTATTTTGTCTTTTTATTATTTTATTTTATTTTATTTT
-ATTTTATTTTATTTTATTTAGTTTTGTAAATTTTACCTTCAACCAACCCACACCAAAAGATGGGGTTTTAACTGCAGCAG
-GTAAAACTGTGGTGAGACTAAAAGGAGTGAGGCCACTAGGACCCAGCCTCAAAAAAAGCTGCAGTACCCTTCCCCATAGT
-TTTCAGCCTCAAACAAGGAAAATAGCTCAGATTTTAAGATCCCCAGATCAATCTTCTCTGTCTATGGAACTTGGAGCAAG
-TTTGTTCTCTTTACTGAGTCTCAGTTTTCATTTTCTTTTTAGAGATGGGGCATTGCTATGTTGCCCAGGCTAGAGGTGCA
-ATTATAGCACATCTCAGGCTCAAATTCCTGGCCCCAAGTGATCCTCTAGCCTCACCCTGCAGAGCTGCTAGAACTACAGG
-CACGGGCCACTGCACCCAGCCATTTTTTTCTTTTTAAAAATGAGATATAATTCATGTGCTATAATATTCAGCTCCTTTTA
-AAATGTATAATTCGGTGGGTTTTAATATTTTTAAAAGTTATGTAACCATCACCACTATCTCATTCCAGAATGTTTTCATC
-ACTCCAAAAGGAATTCTGTATCCATTAGCAGTCAATTTCCCATTCCCTGCTGCCCCCAGTTCCTGAAAACCACTAATCTA
-TTCTCTGCCTCTGTGGATTTGCCTATTTTGGACATTTCATAAAAGTGGAATCATACAATAATGTGGCCTTTGTGCTTGGC
-TTCTTTCACTTAGCAGAATAGTCTCCTAGGTTCATCCATGTTATAGCATGAACCAGCATTTCCCTTCTTTTCCTTTTTAT
-GGCTAAATAATATTCCATGTGTGGATATACCAAATTTTGTTTATCTATTCATCAGTTGGTGGACATCTGAGTTGTTTCCC
-CTTTTGGGCTATCATGAATAATACTGCCATGAACATTCATTCAATTCTCTCAATTATAAAAAATTGGGACATTTCTATTA
-ACTTGCCTGGGTTGTTATAAGTCTTAAATGAGATAAGCATGATGTGGTACCTGGCACAAAACTGTCTTTCAATAAATAAT
-TTATTTTCTGCTTTAGTTCCCTCAAGATAAGAGGCAGGAAGAGATTCATTCGGGTTCAGACAACTTCCAAAGTAAGTTAT
-GGAACTCCTTGGGAAGGGGTAGAGTACCTGGATTGGGTAAGTGGGAAGAAGAGAACTGGCGAGGGAGCGAGAGCCCTCTC
-ATGTTTCTGCTTAGTGTTTTTTTTTTTGTTTGTTTGTTTTTGAGATGGAGTCTTGCACTGTTGCCCAGGCTGGAGTGCAG
-TGGCGCGATCTCAGCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCTCCTGCCTCAGCTTCCTGAGTAGCTGGGA
-CTACAGGTGCCCACCACCACGCCTGGCTAATTTTTTGTACTTTTGGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGG
-TCTCAATCTCCTGACCTCGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCCAG
-CCACTCTGCTCTAGTGTTTACAAACAACTACCAATTTCACATTTGGCTTTGTCTTGAGTGGGCCTTTGTCCACCTGGCTA
-GAGCTCAGACAAGGTTTTCCCCACCAGATACAACTCTACAACCAGCACGTAGGTTTCCAGGCTAACCCACAAAAGCAAGT
-TGAGTCTAGCTCCTCCATATTGATCCACACCAATCATAGCTATTCTGTAAAATGTGCTTTTCCTCACATCTGTAAAATAG
-GGAGAATACTCATCTCGAAGGATTGGTGTAGAGTTTATATTGTTCTCCATAATACTAACATCTGTCTTGTTGTATTATTC
-TTTGCTTATTGTCTGACCCCCTCTATAGAATGTAAGCTTCATGAGGTCAGGACCTTTGTTTTGTTCACTGCTATGTCCCC
-CATGCCTAGAACAGTGCCTGACACATAGTGAGTACAGTACTCAATAAATATTATTGAATAAAGAGATACATTCTTTGTTA
-TTCACCCAAGATGACCATATTTTGTTGTTTGGGGCTGTATTCTTCAGAGAGAACAGAAATGAATAAGCCACTCTCTGCCT
-CCAAGAAGATCTCTTCAAGTGGAGGTAAATGCAGCATGCCCAAAGCAAATAGATTGCAATAAGACTTGATGGGAGAGAAT
-GTGAGTCTTCACATCCTAGCATCTTTCCAGATAGAGACAGGGCCTACCCAAAAGTCTAATCTGAAACTGAACTGAAATAG
-AACCAAGAAATAGATATCCCAAGTGATGGAACCTGTGCCTTTCCCAAAGCTTGGCTTCTAAAAGGTAGCAAACATTTTCT
-ACTGGAGAGGGGAAAGACAGGAAGAAGAAAAAGGGAGTTTCCTCCTTTTCTCTTGGGCTCTGAGCCAGACAGCCACTGGC
-AAAACGTGGAAAGGCCTAATTTCTCCTGGATGCACTTCCCTGATCCTAGTCCCACCAAGCCCAGCCCCCCACGGCCTTAA
-GCCCCTATGGCTCCCTCCCAAGGACTGCCAAACGTAAGAAAAGAACACACACCACAGTCCAAAGGCTTCTTGTCTGGAAT
-AGCCAACCCTGGGGTAATTGTTAGGTGGAATGCAATCTGGTTGAATTCATTCAAACACTGTCAGAATGCCTCTTTCGAAC
-CCTGTAGGATTTTACTTCTTGACGCATCTGTTTATTTAAAACCAAAGGGGTATGTTGAGGCATGGGCACCCTGGCAGCAG
-ACCCAAACCAACCCTCTTGACTTGTGCCTGCCTTTCAGGATATGTTCCCTTCCTGAATTTGTTCTAAAAAGGCTGAGTTG
-GGGGGTGGTTGCTGATTTTTATAACATATAGCCAGTTGTTCATAGGCCTGTGTTTTAAAGAAGGGCAAGCCTGAACTCAC
-CGTCCTGCCTCAGGGCCTGGGCTCCATACCTGGGGAGTAGACAGTCTTCTACTTTCTAAAAAGCTGGACTTGAAATTTGG
-AGTAAATCTCCTGGTTGAGTGACAGGTGTTTCGCAGCTGAGCCCTTGAGGAGATTCTCCAGTTGGGCAGAGACATCCCTT
-CCTCAGACGCCTTGTGGGCTGGACTCCTTTGGCCCAGTTCAAAGTGAGGGGAGGGCTCCCCAACGGCCGGGAAGACAGTT
-GACTTCACCTCCTTGGGTTTGTCTGTCTGTCCGTCTCTGGGAATGGTCGCTTCCTGTTTTCCCTTTTCCTTTTAAGCCTC
-GCCTTGTTCCCCTCTTCCCTCTCTTCATGAACTACTCCGAGTCTTGGTCTCCGTCCCTCTATCTCTGGCTCCTGCATCTG
-TCTCGGCTTCTGGCCTTCCTCTCCCCCTCCCCTCCCCTCCCTCGCGCTGTCATTCACCCCGCTCCTCTCCGCGCACAGCC
-AATGGAGAGACCCAGTCGAAACCGCGAAGCTCTCTTGCACCGGGCTTTTTCGCCTGGTGATTGATGTCCCAGAGTCAACA
-GCGAGCGAGCAGCCGGAGCGGGGAAGCAGAAGCCAGAGAGGGAAGAATACGGCGCCCCCTCTCTCCCTCCCTCCCCCTTC
-TACTTTAGCCTTTCTGCGCACTTCGCTTCCAAGTCTCCGCGCAGCCAGGAGCCGCTGTTGCCTCCGCCAGCCCCTGCTAG
-CTGCCCCCCGAGCCGAGCGCAGCGAGCGCCGCCGCCCGGGCCCCCCGGTGGGGCCAGGGCCAGCATGGAGCACCTCGGGT
-CCGCACCACCTCCACCCGGGTCACGCAGAGCCCATTAGCTTCGGCATCGACCAGATCCTCAACAGCCCGGACCAGGGTGG
-CTGCATGGGACCCGCCTCGCGCCTCCAGGACGGAGAATACGGCCTTGGCTGCTTGGTCGGAGGCGCCTACACTTACGGCG
-GCGGGACTCCGCGGCCGCGACGGGGGCTGGAGGAGCGGGGGCCTATGGTACTGGAGGTCCCGGCGGCCCCGGAGCCCGGC
-GGCGGCGGCGCCTGCAGCATGGGTCCTGGCACCGGCTCCCTACAACGTGAACATGGCCTTGGCAGGCGGCCCCGGTCCTG
-GCGGCGGCGGCGGCAGCAGCGGCGGTGCCGGGGCACTCAGCGCTGCGGGGTAATCCGGGTGCCGGCACACAGGCCGCTCG
-CCGGAGCCGTGGCCCACCCCCAGCCCCTGGCCACCGGCTCGCCCACCGTGCCCTCTGTGCCTGCCATGCCGGGCGTCAAC
-AACCTCACTGGCCTCACCTTCCCCTGGATGGAGAGTAACCGCAGATACACAAAGGACAGGTTCACAGGTGAGTCCGGCCC
-GCGCGCTCCCCGCCTGGCCGCGGCCCGGGCTCCGCGCCACCCCCTGCCCCGCCGGGTGGCTCCCCAAAGCCGGTTCTGCG
-CTCCAGGTCGCCCAGCTCTTCTTGGTGCTTCCCCCAAGTTGAGCCGCCCGCCCGATTCTATAACGCAGACTCGCCATGCT
-TGAAGAGTTCTCTCAGCCTGCACCCCTCTCTGTCTCCCGAAGGACCCCTGCTCGGAGGAGCTCTCCCGGCACCCTCTCCG
-GATCCACTAGCCGGGTCAGGCAGAGAGAAGGAGGCCATAGATTCAGGACCACCTTCTGCAGCTACTCTTCACCTGGGAAT
-ACTTAGAGAAAGGGGTGCAACATGAACAGTTTCTTCCGTCCTGGCTGCTGTTCTAGGACCCCAGGAAGCGAGCCCCAGGA
-TCAGACACAAGAAAAGAACAGGTTCCCCCACCTCCAGTCCCCTACACACATGCACTTCGCGCCCCTAGCTCCGGTGCCCG
-TGGTGCTGCGGGGCCAGTGGGGGCTCTGAGCCCCGGTAAATCAGCAGAACCAGTGGCCTTTTTTTTTTTTTCCGGAGAGC
-AGGCTTCATCTGGGAGGATGGCAGCGGCGCTTAGCCGCCCAGGACAGCTAGCTTTTCATTTTCGTTCTCTCCCGGCTGGG
-TGTCCTACCCCCGGGCCCAGCCCTGTTATCTTGGGCACGAACGGAATGCACCGGTAGGCTGGTGATCGGTGGCGGGAAGA
-CTACTCCCGGGACATTGGGTACTAAGTGGTGGCCGCTGCCGCCTTCTCTGCTGCCCGCTCCCGCCTTCCTCTGCTGGCCC
-TGGCTCCCTCTGCTCTCGTTTCCACTCTGGGCACTCAACTCTCCCTCTGGCGTGGACCCCTTCCCCGTTCTCACTTTCTG
-CTCCCTTAGGGTTCCCTGGATCCTAGACCACGATCCTTCCGTCCGGGCTGGGAAGCAGCCACAGAATTGAGCCCAGGTTA
-GCCAGCCGATCTTAGAGAGAGGAGGCAGGAGGCACTGGCTGCTGCTGGCAGAGATGGGGCCTCCTGGGGGTCCCCGGTTC
-AAGGGCCCAACAGTGGGAAGGAGGGTGCACACAACTACTTGGGAGAAGCTGCTGAGAGCTAGATACTGGGCCAGGAGATT
-CCAAAGCACCCCTGGCTTCCTGCTTCTGTTCCAGGCAGCAGCACAGCCAGGGAAACTGCTTCTGCAGCTTCTTACCAGAC
-TCTGGGGCCACGGCAGAAGTGGTGTGGAGGCTGGTGTCCAGAGGAAGAACAGTTGCTTGGGTCTAGGCCTCAGGAAGGGC
-CCTCCCTAGAGGGGTCCCAGTGCCCCCAACCTAAGTTTTCTCTGGCCTGGGGCAGCAGGGCCTGGTGCCCATCCCATTCC
-CCACCCAGGCCAGGCCAGTCTTGAAGGGCCCTGCTGGAAACCCAGCCGGGAGTCCACTAATCCTGGGCCTCTGGTGAAAG
-GTACTCGGTTTAGGGCCTACCGCGGGGCCCTAATACTGTGTCAGGCATGAAGGCGGTTTCAGCGAGTGTATGGCTGTGGC
-CTTGTTTTGCTCTGTGTCCTGTGTGCTTGTCCCGTGCCTGTGCTTGTCTGGTCCTGTTTGGGTGTATAGATCTGTGAGTT
-TGCCCCCGTTGTACGTTGTGTTGGTGTGTGCTGCTGTGGATGGAGGCTCAGGTCGGGTTCCAGAGTCAGGCTCGGCCTCT
-TACTCTGAGCCTGAAGGCCTGGGGCTGACTGAGGGGAGGGGAGCGTGACCATTAGCTCGCCTTAGACTGCCCCTGGAGGA
-GAGGCGGCAGGGAGGTGGTTGGGCTCGCGGGAGCCCGGGGCCAGGGAGGCCTCCGTGGTAGCGGCGACGGCGGCGTCGGA
-CTGGCGGGCAGGAGGAGGCCGTTTCCCGCCGTGGGCTTGTCGCTGAGGGCTAACGGGAGGATCTCGGCCCTGCTCGTGGG
-GGTTCAGCTGCTGCGCTCGCTGACTCGCGGGGTGTTGGGCCTGGAACGCTTCCTGACGCTCTGCTGCTTGCCTCTGCCGT
-CTGTCTGTCTCCCGCTCCAGTGGCCCTCTCACCCTTCACTGTAACACGCCGTATAGGTCACCCCTATCAGAACCGGACGC
-CCCCCAAGAAGAAGAAGCCGCGCACGTCCTTCACACGCCTGCAGATCTGCGAGCTGGAGAAGCGCTTCCACCGCCAGAAG
-TACCTGGCCTCGGCCGAGCGCGCCGCCCTGGCCAAGGCGCTCAAAATGACCGATGCGCAGGTCAAAACCTGGTTCCAGAA
-CCGGCGGACAAAGTGGAGGTGAGCAAGCGGGGCGGGCCGGCCGCCCGCGAGCGGCGCGGTCTCAGGCAGCTCTCGGTTCA
-TTGGCCTCTCGTGGGGCGCACATACTTTTTCCGCTCGCGGTTTCTGATCCTTTCGGAGGAGCGAGCTCCCGCTAGGCTTG
-CGGGGAGCTGGAAGCAACCGAGGCCGATAGCTGGGATGGGGCTGAAGAGCCCTGGCTCTGTTTTACCGGAGGCTTCAGGG
-CTTTCTGGTTGGCACACTCTCTGCCGGTGTAGACGCGGCAGGTCTATTCCGCCGCTTGGGCAAACAGGCGGGTTAGTGCA
-CTCCACGCAGTCCAGGCTCCAGGGATCTGTGAGTCCTGGGGAGCTTTTTGTTTGCGCAAACTCTTGCTTATGGAATCCTG
-CTCTGTCCTGGAGACTGGATGCAGAACAGCCCGCACCTTGTTGCAGCGCTCCAGCCGGGCTCCCGGCAGAGGGTCTGTGG
-CCCCAGACCGCGGCCCTGCTGACGGTCTCCTCCCCCAGACACCCGGCCTTTGCGCAGCCGGTCCCTACCCTGGAAGGAGA
-AAATCAATCCGCGCCGGCTGCGGCGGGGTTTCGCGGGTCCCACTGGAAGGGGAATCAATTAGGAGCAGATGGGTGTGTGT
-GAGAAAGAGAATTTTCCTTCTCCCATAGCCACAACTCTAGTTACTACGCAATGGGCTTTTTGTTTTGTTTTGTTTTTTCA
-CATTTACGCTCACGGACGTGAAGCGTCCCCAACACTCTCGAGCAGCCTCCCTCTCCGCGCGCACTGACGCTTTCTCCGGC
-TGCACCCTCTGGCACGCTGCACCCTCCCGCACATCTGGCCCTTGCCCGCCGGAGTTTCTCCCCTAGCTCAGGCCCCATGG
-GGTAGCGCGGGAGAGTCTGGGCGAAGTCGGCGGCGCCGAGACGGGCGGGCCTTGGGGCAGGAGGAAGGAATTGGAGTTTC
-CTCTTTTTCTGAACGAAGGCGAGGAATCTGCCTGGGATTCCGCCTACGGGGCCACAAAGGAAGCCATGGCCCCACGATTC
-TACCACAACATTTCTGACGCTGGGAAAGGAGTGGGGGATGCGGCCTCAGACCTTGGAACGCTAAAGAGGGAGCCAGGGCT
-AGCTCGGGGGTTGGGGGGACTCCGGTTTCCAAGGCCTACTGAGGGCTGCTGGCCTAGGGGAGGAGAGGCAGCCTGGCAGG
-CCTCCCAGAGAGAGGGGCACAGAGAAAGAAAGAGGCAGGCAAAGAGAGAAACTGAAACACAACCAGTTTCAGAGGTGGAG
-AGGGATAGGGACCCCGCTCAAGGAAAAAAAAGGAGAAAAACAGGCAGCCTGCAGAAGTCTTATTTATGTATAATAAAGAA
-AAAGCAATGGATGACTGAAACCACCATTTTCTTTTCAAACAAATTCCTTTAATTCAGAGAGAACCAAGTGGGTGGGGAGG
-AGAGAAAACGAGAGATAAGACACAAAGCCTAAAAGAGAAATATTCAGGCCGTTTGAAATGCAGGGGATAAGGGAAAGACG
-AAAGACGGAAAGATACACAGAGTCAAGAAAAGGCGGCCCAGAGCAGGTCAGCAGCCGCTGCTGGAAGAGGCCCTTGCAGG
-CTTCGCATGGCTTCATCGATCGCCTACAAATTGCTTCTGAAGGCCCCAGGGACTCCCATTAGGTCTGTCCACCTTAGAGA
-CAGACGTTTGATCTCAGTTGACAGGGTGGAGGGGCGGCAGTAAATGGAATAAGTGAGTCATCGCCTCCCTGAACTGCCTC
-AGAGGAAGCCAGTGGGTCCAGCAGGAGCCCCGGTAGGGCACAGGGCTCCACACAGAAGGCCCAAGTCCTAGAAGACATTC
-GCAGAGAGAGGGAGGAAAGAGACGTCCCGCAGAGCAGATCGTACCCGCTGGTCCTTGCCTCTCTGCCCTGGACTTGTGGG
-TAGGGTGAGGGCCCTCTGGCTTGGAATGGCACCTGGTCTCCCTCAGGGCCGGGGAGGGGGAGGCGAGATGCCATCCTACC
-CCGGCTGCCCCTTGTGAGGCCTCCGGGGTGTGGGCGCTGCGCGTGGATGCGAGTCCCAGCTGTTTGGGCCTCGCAGACTT
-TCCCATCGCTCCTCCTCTGGGATACCTTGGCTCCATCCGCTTTGGGGTTTCCAGTCTTTGTTGGAGTCAGGACTCTCAAA
-AGAAGGGAACGCGTTATAGGGGCCCAAACTGGATTTGGGGACTGCAAAGGCGAGCAGCGCTCGTTCAGTTTATCTCCTGG
-GAACGCACCAGGAGTTGGGCACACGCGGGAGCTGGGTCGGTGCTCCTGGCAGGTAACGGCTTGTTCCCGGTGCAGACGGC
-AGACTGCGGAGGAACGGGAGGCCGAGAGGCAGCAAGCGAACCGCATCCTCCTGCAGTTGCAGCAGGAGGCCTTCCAGAAG
-AGCCTGGCACAGCCGCTGCCCGCTGACCCTCTGTGCGTGCACAACTCGTCGCTCTTCGCCCTGCAGAATCTGCAGCCGTG
-GTCTGACGACTCGACCAAAATCACTAGCGTCACGTCGGTGGCGTCGGCCTGCGAGTGAGCCTGCCCATTCTGCCCTGTGG
-GACCCCAGGCCCACTCAGGGGTCACTGAGGCCTGAGACCCAGGACTCCTCCCCACCCTCCTGGCCTCAGACTGCACCCAG
-GAGGGGAACACTGCCCTCGCACGGCCCCGAAGGGCCCCCACATTTGTGCCGACACTGTTCTCCCTTCGGTGGAAGAGCTC
-AAGGGACAAGGACACGCGCCCCCCTCCCAGAGGCGTCCCGCACCTGTCTGAACTGTTAAGAAATCTGTTTTTGTTTATTT
-CATTTTATTTTAATTTTTAACGTGGGATTCAGAGAAAGGCAAGGGAGGTAAGGGAGGAGGAGCTTCTGGGGTCCCCAGGG
-CTGTCATCTGAATTTGCCCTGGGAAACCCCTTCTCTGTGACCCACTTCTCATCACACACATGGAAACCCATAGGCCCACA
-CACAGGTGGTGTCACTGTCCCTCCTGGTGTCACCCCAGAGCCACACATGGGCATCTATGGGAGAGTGTCAACCAGACAGA
-GGGTCACAGTGTTTACACTTTGGACCTTACCCTACCCCACCTCCAGGCAGAGGTGTGCTACAGGGGCAGAGCCCTGATGG
-AGAACCTCTGCTAGGGCAGTGCAGAAGGGAAATGTGGGGTTGGAGCCCCCACCCAGAGTCCCCACTGGGGCACTGCCTAG
-TGGAGCTATGAGAAGAGGACCACTGTCCTCCAGACCCTAGAATGGCGGATCCACTGACAGCTTACACTGTGAGCCTGGAA
-AAGCTATAGACACTCAATGCTAGCTCATAAAAGCAGCCAGGAGCGGGGCTGTACCCTGCAAAGCCACAGGAACAGAGCTG
-CCCAAGATCATGGGAGCCCACCTCTTTCATCAGCGTGACCTGGATGTGAGACATGAAGTCAAAGGAGATAATTTCCGAGA
-TTTAAGATTTGGCTGCCCCACTGGATTTTGGACTTGCATGGGGCCTATAGCCCCTTTGTTTTTGTCAATTTCTCCCATTT
-GGAATGGGGGTATTTACCCAATGCCTGTACCCCATTGTATCTAGGAAGTAACTAACTTGCTTTTGATTTTACAGGCTCGT
-AGGCAGAAGGGATTTGCCTTTTCTTAGATGAGACTTTGGACTGTGGACTTTTGAGTTAATGGTGACATGAGTTAAGACTT
-TGGAAGACTATTGGGAAGGCATGGTTGGTTTTGAAATGTGAGCACATGAGATTTTGGAGGAGCCAGGGGTGGAATGATAT
-GGTTTGGCTGTCTCCCCACCAAAATCTCATCTTGAATTGTAGCTCCTATAATCCCCACATGTTGTAGGAGGAACCTGGTG
-GGAAGTAATTGAATCATGGGGGCGGATTTTCCTGTGCTGTTCTCATGGTAGTGAATAAGTCTTATGAGATCTGATGGTTT
-TATAAAGGGCAATTCCCCTGCACACACACTTTTGACTGCCATCATATAAGATGTGCCTTTGCTCCTCCATCACCTTCTGC
-CATGATTGTGAGGCCTCCCCAGCCATGTGAAACTGTGAGTCCATTAAATCTCTTTTTCTTTATACATTACCCAGTCTTGG
-GTATGTCTTTATTAGCAATGTGAGAACAGACTAATACAGTGGAGCTCTGGAAAGTTGATGTAGGGGGTAGGTAAGCATGT
-CTGGAACTCAGTGTAGGAGGGCTATGTCTCCTTCCCCAAAGCTAGAAGGGTGGCATCTGTTGCCTAACAGAGATTGGCCA
-GGGAGAGTTGCTGGAGGTTATCAGAGCTCCCTGGGGTGTTTGGCTGAGGCAGTGGCTTGGCAGCTTGAGGAGGGGCCCTG
-AGCAAAAACACGTGAGCAGGTCAGACATGTTTCCAAACACACTTAGGATGAGCAACCTGGTTTGCTTTGGACTGAGAGGT
-TCTTGGACCCCAGAACATTCAGTGGTAAAACCAGGAAAGTCCTGGACAAGCTGGGATGAGTTGGTCGTCTTAATAATACA
-CATAAGAAAGCATCTTATAGGGATCTTTAGAATTGCCTTAGGGGCCAAGGACTAAGTGCCTGCCATGTGGCAGCTGGCAG
-CTCAGAGTCACTGCAATCTTATTTTTACTGGTATGCAATGTGGGAAATTTATTTTGATGATGCCTAAAGTTTCTGATTTC
-GCAAACTATATGTCTCAGAAATAAACTGTGTCTGCATTGGATAAGAGAAGAGCAACAATTTAAAAGGCCAGAATAAAAAT
-GGCAATAAGTAAACGAAATAAAGTGGAAATGTCCAAGTCCCATGACACTGCATACAGACCTACCACCCAGAACTCAGCTT
-GTGCCTTCTCTCCAAGCTCGTCTCCTACCACCACCCTCCTGTGTGACTCCCTCTTCTACTGCTACAACAGAATGCTACAG
-ACTGGGGTAATTTATAAAGAAAAGAGATTTGTTTGGCCCAGACTTCTGGAGGCTGGGAATCCAAGATTGAATAGCCACAT
-CTGGTGAGGGTTTTCTTGTTCCATCATAACATGGTGGAAAGCACCCCATGGCTAGGAAGTGTACACACAAGATGACACAG
-GAAATTGGGCCAAACTCATCCTTTTATCACGAACACACTCTCTCATTAACTAAGCGACTCTCTTGATAATGGCATTAGTC
-TATTCATGAGGGCAGAGCCTTCATGACCTCATCACCTTTTAAAGGTCCCATTGTGATACCATCACAATGGCAATTAAATT
-TCAACATGAGTTTTGAAGGGGACATTCAAACAATAGCACCTGGCAAACATCACCTTGCCAGCCCTGTCATGTCCTGAATG
-CATTATGCTATTATGCACATCTCTGCCTGGAATGCCTTTCCCTCCTTCATGAACCTGGTGAACCCCGACTGTTCCCTCTA
-ATTTGCAGCTTAAGAGTCATTTCTGTGGAGGCTTCTCTGGCCCTCCCCAGGCAAAGCTTAGTACCACCTCCCTTCAGCTG
-CCTGTGCACCCTGGCGTGTCTCACGACACTGCATCCCAATGGCAGGCTTGGAAATGGTCTGCCTCTTTCATGGATCAATT
-AGCTCCCTAAACCTAGGAAGTCCTTACCTTGTAGCAGAACTTCAGGAACACGGTATATATAATAGACACTTACTAGCGTT
-AGTTAAGAGTCCATCAGTGTGTGTGTGTGTGTGTGTGTGTGTGTACATATTTACATTTATATTTATTGGCTCTTTTCTAT
-TCAGGGCATCAGAATGCTGACTGAAATTCTCAATTGGATCTACTCTGTTCAGATTCACGTGTTAAAATACACAAATGATT
-CATTTAACCTGAGACTTTATAAATACACAAGAAAAAATTCATTAGAAATGTTATCCTCATAATAACTAAAACTTACAAAC
-CCAAGAAAAGAATTCATTAGAGATATTATTATTGAAAATAACCAAATCTGTGATGTGGGATGAACTGTTATTTTTCCCCA
-ACAGTTAAACCTAAGAAGATATATATGAAAAATAACTAATATTTCAGAGTATGTTCAGATACTAACTTTTCATTGCTTCT
-CACTCTGGAATTAGAAAAGTATTTAAATGAACATGACTGATGCATTAGAAAAGACAGAATAAGTTAGGCTTTGTTAAGAA
-AATAAAACCAAAAACAAAACCCAAAGCTCAGAGATTTAACAGAGTGAAGGCTTATTTTCTCCTCCCTGCTGATGGGACCA
-CTTTACACATATTGCCCTCAAGGGCACCATGACAAGAGGAGAGCCCAGGATGATCCCACAGGCAAGTTCCCTTCCCATTG
-GCCAGAGCCCTGTCACATGGCCCCAACCTACCCAGTAAGAAATGCAGAGCAGCCCATGGCCAATGAGTTGAGAGTCACAG
-TGCCCCAGGGAAGGAGATTCTGACCTGGAGATTAGCACACAACTCATCTACTAGAGAGTGCTGTCGGAGATATAGCTATG
-GAAGGGAGGGAAAGGAAGCAGGATTGGGCAGAGGGAGAGGTCAAGCCTCAGGGTCATCTCAGGGGTCTTAGCTGCTATTG
-TGGGGAGTTCTGAAGATGAGATAACTTCAGGGCTATTCTGAGTTGGGACAAAAGGGCTAGACCTTGGTATCCCTAAGTTG
-GTCGGTCAGTCATTGGAAACGATGTGACCCTGAGTGAGGCAGCTCAACTAAAGCAATTTCAGAAGGGATTCACACCTGAG
-GGCTAAGCACCAGCAGCTGGGGAGTAAGTCCTGCTCACACCCCTGATGGAGGATCAGGGAGGCTCTTCTCAGCACTCCAC
-AGTGCGCATGACAGTGTCTTCCGAGCAGATAGCTCTGAACAGATTACATCTGAATGTGGCCACGTATGAATCCTCTTTCA
-TCATTCTGACATCAATTGCTGGACTTGGCCTGTGAACCACACCAGTTGTCTTGCTAGCAGTTCCACTACGCTCAGGCTTA
-AAGGACCTTCTTTATCCCTAGCTGCTGTAGCTGTCCCTACTGACTACTGCACAGACTCAGGCACTGCTGAGCTCCAAAAC
-AAAACAAAATGTTCCGCAAAATTCCTGCTGGCCACTTGGTCAAAGGATGGTCTCTCTTCATCCGTCTTTGCTGAGCTCAC
-TATAAATCATGGATATCTGTCTCTCTTTGAGCTGTCTCTGGCTACGATGGGCCAGGACCCTTCAGAGAGCCTCTTTCAGG
-TTGGACTTCCTAATCAGCATCGTGGAACATCCACTCCTCCAGTAATAGAAACCATATTTGATTTTTCTGTTTAACCATTT
-CATGACCACTACACACCAGTTACACTGGAAACAGTGTAACTCTGTTGAGAATCACCTGTGCAACTTCAGCATTTGTTTAC
-TGGGTCTCCAGTAGCAGAGGATGTTGAGCTCAATCCTCATGTTCAAGAGGATGCTACTAGGGCCTCACTTTTACTTGGTC
-TAACCACATGCTTTTTGTGGAGGCAATAATAATATGACTGGCATTTACGGCAAAGCGTTTTATACATGATAACTTAATTT
-TCACAACTACTCTATGCAGAAGCACTATTTCCTGATTTACATTTAAGAAAGTCAAGGCATAGATAGCTTAAAAGACTTCC
-CCAAGGTCACATGAGGCATAAATGGGGGAATTAGTATTTTAACCCGGGTAGTCTTACTACAAAGTTCTGGCTCATAATTA
-CCATGTTATACAGCTTGTCAATCAATATCCAGGGCTTCTTAAAACTCAGGGATTGATGTGTCCATGGATGCAGGCCCATA
-AGTCAGCAATGCGTATTTCTATGGAATCCCTCATAAGGGTCATTTAATGCTTTAAATCTAAACCCTGCATGGAAAACCCA
-ATAGGGAACTAAGCCCTAGCTGGGAACTCCCCTTGTGTGCCAGAAAATAGAAATGAGTAAATTTAGAGAGGGAGATTCCC
-CATTAAAAAAATGACATGCAAATTCGTGAGGCATTCCATATTTTTAAAAAATGGAGATATGTATTAAAATATAAATTTAT
-AGAATTTAGTATTTTTAGCATGGGGCAACTTATGACTAGCTTTTGTGAATGTGTATTGTTGTACCATAAGGCAATAAGGT
-AGTAAAATACATTTAGACTTGGAGGAGAGACAGCAACCACTCTTTGTGGGGAGGGTGGGACAAGAAGATGGAACTGTCCC
-CTACCAGCATTGAGTAGGGGACAGCTCGTTTCTCTCCCGGCACAGACAGGTAGCTATATCCCTGTCCACCCCCATTTGCA
-AAGGAAGCCTAACTGTCTACACAGTCTCTGGCATCCTCTATGTTCAATTATCTGGTGAGAACGGGGAGACGCTTTATAAA
-CCTGTTCTATATGCTGGACAAACCGCTCCTTTGTCTTTCGGCGTAACAGTCTGATGGACTTTCTCCACACCACATTACCT
-GGGGAATGGGGCTAGAAGGAAGTTTTGTGCCATGTTGCTCTGATAGGAACGCTAACCTGTCACATTGGCCCCAGTGTTAG
-GATACAAATAGCCCAAATGAGGCCATCCACCAAGCTTAGCAAGCCTTGCGTGGTGATAAAATGTGCTTGCAACAGGCAAT
-ATCTGGGGGCGATTTGGGCCTGACAGCTCAGCCTCCAAACCACATTTTGCATGTGTCAGGAAAATGAACACCATGTCCAC
-TCCACGTGGTTTTAGCAATTAGACCTTTATTAATACCATGGAGCAGCTGGAACTAGAAATAGTCTCAAGTGCTTACATTC
-TCTGAACATACCAATTTCCAGAGTGGGTGGCAGCTGTTGAGGCCCAGGTTTATCCATCTTGGGCCAAAATTCTCATACTC
-TTGACCCCATGTATTGGACCTGGATTTTGTGGCTCCCCAAAAACATGGCTACAAAGCTTTGTTCTGAAAAATCAAAGCCT
-CCTCATTAAAGTAAGCATCTTCTCCCCCTAATCCTTTGTCCCCTCCATTGTCATTAGTTCAGATTTTAGAAAAGAACTAC
-TCTTCCTGTACTTGGGGTTTTGTTTCTCCCCAAGTGGGAGAGTTACTGGTTCATAACGCTCTTACACCTGTCCCCTACCC
-AAGGCTTCTCCCTGTAACCTTGGGCCAGGCCGGACTTGACGAGAAGACAAGAATCGATCTAATCCAATTGCCTTTCCAGT
-GAAACAGGCTCCGTTTCCCCAGGCATCACTTACTTATGGGATGGCCGATTTCCATGCCAGGACAGCTCTGGGTATTTTGA
-CGTTCTTTCTTGTATTCCACTTAGATCTACTCCCTTAATCTGGCCCCATCAGTTCTGTCTCATGTTATGTTCACTGAACT
-TAATGAAACATTGATTTTCAAGCAGACAGTTTTCTTGAGTGTACTGGTCATATGTAATCTTCATTTCCAACCACACATTT
-CCTCATGTTGCTCCAGGGAAAGAAGGGAAAGGGCTATTGAAATTAACTACTTCTCTCTAGTCAAGGATAAAGGCCAATTT
-ATCCTTCAAGAATGAAGTCCAATGCTACCTTCTCCAGAAAAATAAGGTATTTATTTTCTCTATTTCTATGAATTTTGTCA
-TATTAGGTATACTTGTGGGTTAAATTGTTTCCTTCCATAAAAGATATGTTAGTGTTCTAACTCCCAGTGCCCCAGAATGT
-AGCCTTATCTGGAGATGGAGTCTGTACGGATGTAATCAAGTTAAAATGAGGTCATCAGGACAGGCCCTAATTCAATGTGA
-TTGGTGTCCTTCTAAACAGGAGAAATTTGGATACAGAGACAGATGCACACAGAGGGAAGATGATGGGAAGGGACACGGGG
-AGAAGATGGTCATCCCCATGCCAAGGAAGAGAGGCCTGGAACAAATTCCCCTTCACAGCACTCAGAAGAAACCAGCCCTG
-CTGACACTTCGAGTTCAGACTTTTAGCTTCCAGAACTGTGAGACTATACGGTTTTGTTGTTTAAGACCCCCGGTTTGTAG
-TACTTTGTTACAGCAGTCCTAGCCAATGAATACAGGTATATTATGAGGACTTTAGTCTTTTACTTCTTTTTTCTTTACAA
-GTTTTTTAAATAGAAAAGTAGAAGTAAGAAAATAAAGCAGAAAAAAATGATGTTCAGTGTCCCTGTTGTGAAAACTCCTG
-CTGATATATACATATATAGTATATATGATATCTGAAATATATATACACATGCATACATATACAACATACATATACATATA
-TATGTATATAGTATTATACATGCTGAGTTACACCATTCAAAAAAAATTTTTTTTTTGAGACAAGGTCTCACTCTGTCACC
-CAGGCTGGAGTGCAGTGGCATGATCTCGGCCCACTGCAACCTCCACCTCCTGGGTTCAAATGATTCTCCTGCCTCGGCCT
-CCCGAGTAGCTGGGATTACAGGCACCTGCTACCATGCCTGGCTAATTTTTGTATTTTTAGTGGAGATGGGGTATTGCCAT
-GTTGTCCAGGCTGGTCTTGAACTCCTGATCTCAAGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTAGGATTACAGGTGA
-GAGCCATCACTCCTGGCCTCAAATATTTTTTAAAAGTGCAAAGAAAAAAGAGAGTGACTAAGAGCGAGCTTCCATGCCTT
-AACTTCTCTTCTCATAACTGTCAACCATTCTTAACTGTTAACCACTAAATCTCTGTACCCAAAAGTGTTTATACCAGCAA
-CTCCATATCCATTTATCCATCTGTTCTTTTTTTTAAAAAAAAGTATACAAAAGGGATCCCATTTTACATACTCTTCTTTG
-CTTTGCTGTTTTCTTTAAATGATACGTTGGAACTCCATCCAGACCAGCACATACCGAGTGTCCTTATTTCTTCATGGCTG
-CACAGTATTCCACCATGGGCATGTGCAATGTTTCATGTAACAGGATCTACCCAAGAGCCTGTGTTTTCTGCTGGGCTCTG
-CTAGGGCAGGTTAGGAATGCATCTGAGCACCTTAGGGCTGGTAGGACATTCAGAACTCATCTGCCAGCCCTCTTGTTTTT
-CACATGAGGAAAACTGGTACACAGAATGGGAAGCATTTTGCCTAAAGTGACACAGAAACTTAACAAAAGTAGTTCCTGCT
-GTTAGGGATGTCAAACATTTTCCATAATTATGTGGTTTTTTTTGGTCACCAAAACAATGTAAGGATGTCACAGGCCTCAT
-GTTTGCATATATTTCTTAAAATGTTTTATTTCCATAGGTTTTTAAAGAACAGGTGGTGTTTGGTTACATGAGTAAGTCAT
-TTAGTGGTGATTTGTGAGATTGTGGTGCATCCATCACCTAAGCAGTATACACTACACCCAATTTGTATTATTTTATCCCT
-CAACCCCCTCCCACCCTTTTCCCCAAGTCCCCAAAATCCATTGTATCATTCATATGCTTTTGCATCCTCATAGCTTAGCT
-CCCACTTACGAGTGAGAGCGTACAATGTTTGGTTTTCCATTCCTGGGTTACTTCATTTAGAAAAATAGTCTCCAGTTCCA
-TCCAGGTCGCTGAGAATGCCATTAATTTGTTCCTTTTTATGGCTGAGTAGTATTCACCATAACTTCTTTAACCATTCGTT
-GCTTGATGGGCATTTGGGCTGGTTCCATATTTTTGCAGTTGCGAATTGTGCTGCTGTAGACGTGTGTGCAAATATCTTTT
-ACAAATAATGACTTCTTTTCCTCTGGGTAGATACCCAGTAGCGAGATTGCTGATTCAAGTGGTAGATCTACTTTTAATTC
-TTTAAGGAATCTCCACACTGTTTTCCATATTGGTTGTACTAGTTTACATTCCCACCAGCAGTGTAGAAGTGTTCCCTTTT
-CCCTACATCCACGCCAACATCTTTTTTTTTTTTAATAGCTATTCTTGCAGGAGAAAGGTGATATCACAATGTGGTTTTGA
-TTTATATTTCCCTGATCATTAGTGATGTTGAGCATTTTTTCATATTTGCAAAAAAAAACACAAAAAAATTTAGAAACAGA
-ATTTTCTAAATCTGTCTATAATGCTTCTAAATGTTTCAGAGTTTTAGTGGGTTGAACACATTTTTTAAATATGTAAAAAT
-GCAACAAATTCCAAAAAATTGTTTGTCACAAGAATTGATTGACATAAAGGGAAACAGAAATATAATAGCTGACTTTAAAG
-AAAAACGTTGGTACAGTTGGTAAATGGATTTTAAAAATAAGCATCATGACTTAGTAAGTGCAGCTATTGCTTTTCTTATT
-TGTATTCACACGCCTTTGTGAGGTAATTAAACTTTTTGTTATTGGCAATTATTGCCACTGAAACCAGCATCAAAATAAGC
-CAAACATAAACCCAGATCTTCCTATTGCTTTATGTTAAAGCAGTGTCAAATTAAATGTTAAATCAAGATATTTTAAAATC
-AATGAAGCATTAATATCTACATTTAACTCTTTAAAATATTATTAATTATAACTAATAACAATTTAGCAAAAGCAAATGCT
-TTTTATTTTGATTTTAAAACTTTTTCATATACGTAGTCATTTTTTTTATTTTACATATGTTGTATTATGTACATATTAGT
-ACATTAATACATAGATAAATTTAGGTGTAAAATACTTATTCTAGAGGATGAGCACAAAGTTGGTTTTACTTATATGAATG
-TAAAATCAACAAAGTTTGTAAAACTGTAAATTAAACTGCCAGCTGATTTCTTCATAGCAACAATAGAAACAAGTAATGAG
-ACAACTTCAAAGTGCTGAGGAAAAATAACTGACACCCTAGAATTCTATTCTCAGCTAAACTAAAATTCAAGACTGAGAGC
-AAAATAAGGACATCATCAGGCAAGCAAGCACAGATTTAAATAAATTACTACTCACAGTTCCCTGCTGAAAGAATTCCAAA
-AGCTCCGTTTCTCTGGGAGAAGGCACAGGAAGTGAGAAGCAAAGAGGAGCAGAGACTGGTAAATATTAAATACAAAGGCA
-AATCTAAACAGGCATTGATCCCAAAACAATATAATGGTGACTAGTTTGGGGTTATAAAAATGAGGTATCACTAACATGCT
-AGGCAAAGAGAGCATGTGATTCAAGAAGGAGTGACCAGAATGAATAGGTACTATGGTAATGTCCAGCAGGAGGGCAAAGA
-TATTGATTAACTCTAGGCTTCATGTCAAAATTCCAGTGTGAAGATGCCAGCAAAAATTGGTGTTTCATGGAAAGCATCCA
-AAAGCACCAAGAAGAATGAAAAATAAAATTCAATCTCTAATTTTAACAAAGCTTGGAGATGGCTAAAAGTTGAATCACAA
-AATAAGTGGAAACGCTCCCTTACAGCAGTGGACATGGAGCAAGGCAGTGCATGGGTGGCAGCATAGAGGGTATCCTGGAG
-CAAAGTTAGCAAAACCAGCTTCTCAAAAGTGGGCTGTGAAACTTCATCCAGTCAAGTGTGGTGGTTCATGCCTGTAATCC
-CAGCACTTTGGGAGGCTGAGGCAGAAGGATCGCTTGAGCCAAGGAGTGTGAGGCTGCAGTAAGCCATGATTGTGCCACTG
-CACTCCAGCCTGGGCCACAGAGTGAGACTCTGTCTCAAAAACAAAACAAAACAAAACAAAACAAACAAAACAAAACAAAA
-CAAAAACCCTCAATCCAAGAGCAGCGGGAATGGGGCATAAGCAATGGCATCAAGGTCCCCCTGGACCTGACTTAGTTCCA
-AGAGGAAGAAGAGTTAAAGACAACGGAGGTATAATCATACAGGTAGGCAAGGCACCGTTCCACATGAAGATCTAAAACTT
-CCAAGATTGTAGACTTTTAAGAATGTAGTCTCAAAATATATAAACCACAAATGACCAGAATCACAAAAAAGTCAAGCAAT
-CCACAGCCGCAATAAGATATTTTAATACAATGCTCAATACTAAATAGCACAAGCAAACAAAATAATTAGTAAACATACCA
-AAATTTGAAATAACATTTTTAATAACTCGAGCATAACATTTCTGTACTTAACAATTAGAGAATACACATTGAACTTATTT
-TTGGATGACCACATACTTGGCCACAAAAAAGTATCTAAAAATAAAAAATGAATCAATCCTACAGACCGCATTCCCTTTTC
-ACACGCTATTAAACTGAAAATAAATTACAAAAATGAAACCAAAAAGGAACCATATGTTTGGAAATTTTGAAACATTTCTA
-TATAATTAATGAGTCAAAGTAGAAATCATAATGGAGATTTTTAAAATAGACCTGAATGACAAAGGGAAAACAGAACATAG
-AAATTTTGGAGATGTAGCTAAAGCAATAGTTTAGAGAGAAAATTGTAGATATACATAAGGTGCTGGTGTTACCGTGGGAA
-TGAATCCTTTTAACCTTAGCAATACGTAACTGAAAGTTGAGTGTATACATAC

tmp_12/30-contigger/contigs_stats.txt

@@ -1 +0,0 @@
-#seq_name	length	coverage	circular	repeat	mult	telomere	alt_group	graph_path

tmp_12/30-contigger/graph_final.gfa

@@ -1 +0,0 @@
-H	VN:Z:1.0

tmp_12/30-contigger/graph_final.gv

@@ -1,4 +0,0 @@
-digraph {
-nodesep = 0.5;
-node [shape = circle, label = "", height = 0.3];
-}

tmp_12/flye.log

@@ -1,435 +0,0 @@
-[2024-08-27 13:43:31] root: INFO: Starting Flye 2.9.3-b1797
-[2024-08-27 13:43:31] root: DEBUG: Cmd: /data/tools/Flye/bin/flye --nano-hq output_12.fasta -o tmp_12/
-[2024-08-27 13:43:31] root: DEBUG: Python version: 3.8.10 (default, Nov 22 2023, 10:22:35) 
-[GCC 9.4.0]
-[2024-08-27 13:43:31] root: INFO: >>>STAGE: configure
-[2024-08-27 13:43:31] root: INFO: Configuring run
-[2024-08-27 13:43:31] root: INFO: Total read length: 123430
-[2024-08-27 13:43:31] root: INFO: Reads N50/N90: 10216 / 4347
-[2024-08-27 13:43:31] root: INFO: Minimum overlap set to 4000
-[2024-08-27 13:43:31] root: INFO: >>>STAGE: assembly
-[2024-08-27 13:43:31] root: INFO: Assembling disjointigs
-[2024-08-27 13:43:31] root: DEBUG: -----Begin assembly log------
-[2024-08-27 13:43:31] root: DEBUG: Running: flye-modules assemble --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_12.fasta --out-asm /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/00-assembly/draft_assembly.fasta --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/flye.log --threads 1 --min-ovlp 4000
-[2024-08-27 13:43:31] DEBUG: Build date: May 16 2023 00:48:26
-[2024-08-27 13:43:31] DEBUG: Total RAM: 503 Gb
-[2024-08-27 13:43:31] DEBUG: Available RAM: 419 Gb
-[2024-08-27 13:43:31] DEBUG: Total CPUs: 160
-[2024-08-27 13:43:31] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 13:43:31] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 13:43:31] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 13:43:31] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 13:43:31] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 13:43:31] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 13:43:31] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 13:43:31] DEBUG: 	max_jump_gap=500
-[2024-08-27 13:43:31] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 13:43:31] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 13:43:31] DEBUG: 	chimera_window=100
-[2024-08-27 13:43:31] DEBUG: 	chimera_overhang=1000
-[2024-08-27 13:43:31] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 13:43:31] DEBUG: 	max_inner_reads=10
-[2024-08-27 13:43:31] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 13:43:31] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 13:43:31] DEBUG: 	max_separation=500
-[2024-08-27 13:43:31] DEBUG: 	unique_edge_length=50000
-[2024-08-27 13:43:31] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 13:43:31] DEBUG: 	out_paths_ratio=5
-[2024-08-27 13:43:31] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 13:43:31] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 13:43:31] DEBUG: 	max_bubble_length=50000
-[2024-08-27 13:43:31] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 13:43:31] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 13:43:31] DEBUG: 	weak_detach_rate=5
-[2024-08-27 13:43:31] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 13:43:31] DEBUG: 	tip_length_rate=2
-[2024-08-27 13:43:31] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 13:43:31] DEBUG: 	remove_alt_edges=0
-[2024-08-27 13:43:31] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 13:43:31] DEBUG: 	kmer_size=17
-[2024-08-27 13:43:31] DEBUG: 	use_minimizers=1
-[2024-08-27 13:43:31] DEBUG: 	minimizer_window=10
-[2024-08-27 13:43:31] DEBUG: 	reads_base_alignment=1
-[2024-08-27 13:43:31] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 13:43:31] DEBUG: 	maximum_jump=1500
-[2024-08-27 13:43:31] DEBUG: 	maximum_overhang=1500
-[2024-08-27 13:43:31] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 13:43:31] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 13:43:31] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 13:43:31] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 13:43:31] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 13:43:31] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 13:43:31] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 13:43:31] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 13:43:31] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 13:43:31] DEBUG: 	short_tip_length=20000
-[2024-08-27 13:43:31] DEBUG: 	long_tip_length=100000
-[2024-08-27 13:43:31] DEBUG: Running with k-mer size: 17
-[2024-08-27 13:43:31] DEBUG: Running with minimum overlap 4000
-[2024-08-27 13:43:31] DEBUG: Metagenome mode: N
-[2024-08-27 13:43:31] DEBUG: Short mode: N
-[2024-08-27 13:43:31] INFO: Reading sequences
-[2024-08-27 13:43:31] DEBUG: Building positional index
-[2024-08-27 13:43:31] DEBUG: Total sequence: 119771 bp
-[2024-08-27 13:43:31] INFO: Building minimizer index
-[2024-08-27 13:43:31] INFO: Pre-calculating index storage
-[2024-08-27 13:43:31] DEBUG: Mean k-mer frequency: 3.00654
-[2024-08-27 13:43:31] DEBUG: Repetitive k-mer frequency: 300
-[2024-08-27 13:43:31] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 13:43:31] INFO: Filling index
-[2024-08-27 13:43:31] DEBUG: Sorting k-mer index
-[2024-08-27 13:43:31] DEBUG: Selected k-mers: 7187
-[2024-08-27 13:43:31] DEBUG: K-mer index size: 21611
-[2024-08-27 13:43:31] DEBUG: Mean k-mer frequency: 3.00696
-[2024-08-27 13:43:31] DEBUG: Minimizer rate: 5.54213
-[2024-08-27 13:43:31] DEBUG: Peak RAM usage: 0 Gb
-[2024-08-27 13:43:31] DEBUG: Estimating k-mer identity bias
-[2024-08-27 15:46:34] DEBUG: Initial divergence estimate : 0.0127758
-[2024-08-27 15:46:34] DEBUG: Relative threshold: Y
-[2024-08-27 15:46:34] DEBUG: Max divergence threshold set to 0.0627758
-[2024-08-27 15:46:34] INFO: Extending reads
-[2024-08-27 15:46:34] DEBUG: Estimating overlap coverage
-[2024-08-27 15:48:02] INFO: Overlap-based coverage: 8
-[2024-08-27 15:48:02] INFO: Median overlap divergence: 0.0134247
-[2024-08-27 15:48:02] DEBUG: Sequence divergence distribution: 
-
-    |  *         |                                                                                       
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-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  *         |                                                                                       
-    |  **        |                                                                                       
-    |  **        |                                                                                       
-    |  **        |                                                                                       
-    |  **        |                                                                                       
-    |* ** *      |                                                                                       
-    |* ** *      |                                                                                       
-    |* ** *      |                                                                                       
-    |* ** *      |                                                                                       
-    |****** *    |                                                                                       
-    |****** *    |                                                                                       
-    |****** *    |                                                                                       
-    |****** *    |                                                                                       
-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.011, Q50 = 0.013, Q75 = 0.021
-
-[2024-08-27 15:48:02] DEBUG: Assembled disjointig 1
-	With 5 reads
-	Start read: +9fcbc387-8503-4055-9cbd-0e55b2c4f656
-	At position: 4
-	leftTip: 1 rightTip: 1
-	Suspicious: 3
-	Short ext: 0
-	Mean extensions: 1
-	Avg overlap len: 7924
-	Min overlap len: 6178
-	Inner reads: 0
-	Length: 25565
-[2024-08-27 15:48:02] DEBUG: Inner: 24 covered: 28 total: 28
-[2024-08-27 15:49:29] INFO: Assembled 1 disjointigs
-[2024-08-27 15:49:29] INFO: Generating sequence
-[2024-08-27 15:49:29] DEBUG: Building positional index
-[2024-08-27 15:49:29] DEBUG: Total sequence: 25554 bp
-[2024-08-27 15:49:29] DEBUG: Mean k-mer frequency: 1.00258
-[2024-08-27 15:49:29] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 15:49:29] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 15:49:29] DEBUG: Sorting k-mer index
-[2024-08-27 15:49:29] DEBUG: Selected k-mers: 4650
-[2024-08-27 15:49:29] DEBUG: K-mer index size: 4663
-[2024-08-27 15:49:29] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 15:49:29] DEBUG: Minimizer rate: 5.48016
-[2024-08-27 15:49:29] INFO: Filtering contained disjointigs
-[2024-08-27 15:49:29] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 15:49:29] DEBUG: Found 0 overlaps
-[2024-08-27 15:49:29] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 15:49:29] INFO: Contained seqs: 0
-[2024-08-27 15:49:29] DEBUG: Writing FASTA
-[2024-08-27 15:49:29] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 15:49:29] root: DEBUG: Disjointigs length: 25554, N50: 25554
-[2024-08-27 15:49:29] root: INFO: >>>STAGE: consensus
-[2024-08-27 15:49:29] root: INFO: Running Minimap2
-[2024-08-27 15:49:29] root: INFO: Computing consensus
-[2024-08-27 15:49:30] root: INFO: Alignment error rate: 0.011739
-[2024-08-27 15:49:30] root: INFO: >>>STAGE: repeat
-[2024-08-27 15:49:30] root: INFO: Building and resolving repeat graph
-[2024-08-27 15:49:30] root: DEBUG: -----Begin repeat analyser log------
-[2024-08-27 15:49:30] root: DEBUG: Running: flye-modules repeat --disjointigs /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/10-consensus/consensus.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_12.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/20-repeat --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/flye.log --threads 1 --min-ovlp 4000
-[2024-08-27 15:49:30] DEBUG: Build date: May 16 2023 00:48:44
-[2024-08-27 15:49:30] DEBUG: Total RAM: 503 Gb
-[2024-08-27 15:49:30] DEBUG: Available RAM: 420 Gb
-[2024-08-27 15:49:30] DEBUG: Total CPUs: 160
-[2024-08-27 15:49:30] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 15:49:30] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 15:49:30] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 15:49:30] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 15:49:30] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 15:49:30] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 15:49:30] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 15:49:30] DEBUG: 	max_jump_gap=500
-[2024-08-27 15:49:30] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 15:49:30] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 15:49:30] DEBUG: 	chimera_window=100
-[2024-08-27 15:49:30] DEBUG: 	chimera_overhang=1000
-[2024-08-27 15:49:30] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 15:49:30] DEBUG: 	max_inner_reads=10
-[2024-08-27 15:49:30] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 15:49:30] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 15:49:30] DEBUG: 	max_separation=500
-[2024-08-27 15:49:30] DEBUG: 	unique_edge_length=50000
-[2024-08-27 15:49:30] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 15:49:30] DEBUG: 	out_paths_ratio=5
-[2024-08-27 15:49:30] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 15:49:30] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 15:49:30] DEBUG: 	max_bubble_length=50000
-[2024-08-27 15:49:30] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 15:49:30] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 15:49:30] DEBUG: 	weak_detach_rate=5
-[2024-08-27 15:49:30] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 15:49:30] DEBUG: 	tip_length_rate=2
-[2024-08-27 15:49:30] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 15:49:30] DEBUG: 	remove_alt_edges=0
-[2024-08-27 15:49:30] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 15:49:30] DEBUG: 	kmer_size=17
-[2024-08-27 15:49:30] DEBUG: 	use_minimizers=1
-[2024-08-27 15:49:30] DEBUG: 	minimizer_window=10
-[2024-08-27 15:49:30] DEBUG: 	reads_base_alignment=1
-[2024-08-27 15:49:30] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 15:49:30] DEBUG: 	maximum_jump=1500
-[2024-08-27 15:49:30] DEBUG: 	maximum_overhang=1500
-[2024-08-27 15:49:30] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 15:49:30] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 15:49:30] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 15:49:30] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 15:49:30] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 15:49:30] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 15:49:30] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 15:49:30] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 15:49:30] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 15:49:30] DEBUG: 	short_tip_length=20000
-[2024-08-27 15:49:30] DEBUG: 	long_tip_length=100000
-[2024-08-27 15:49:30] DEBUG: Running with k-mer size: 17
-[2024-08-27 15:49:30] DEBUG: Selected minimum overlap 4000
-[2024-08-27 15:49:30] DEBUG: Metagenome mode: N
-[2024-08-27 15:49:30] INFO: Parsing disjointigs
-[2024-08-27 15:49:30] DEBUG: Building positional index
-[2024-08-27 15:49:30] DEBUG: Total sequence: 25573 bp
-[2024-08-27 15:49:30] INFO: Building repeat graph
-[2024-08-27 15:49:30] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 15:49:30] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 15:49:30] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 15:49:30] DEBUG: Sorting k-mer index
-[2024-08-27 15:49:30] DEBUG: Selected k-mers: 4638
-[2024-08-27 15:49:30] DEBUG: K-mer index size: 4651
-[2024-08-27 15:49:30] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 15:49:30] DEBUG: Minimizer rate: 5.49839
-[2024-08-27 15:49:30] DEBUG: Computing transitive closure for overlaps
-[2024-08-27 15:49:30] DEBUG: Found 0 overlaps
-[2024-08-27 15:49:30] DEBUG: Left 0 overlaps after filtering
-[2024-08-27 15:49:30] INFO: Median overlap divergence: 0
-[2024-08-27 15:49:30] DEBUG: Sequence divergence distribution: 
-
-    |          |                                                                                         
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-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0, Q50 = 0, Q75 = 0
-
-[2024-08-27 15:49:30] DEBUG: Computing gluepoints
-[2024-08-27 15:49:30] DEBUG: Added 0 gluepoint projections
-[2024-08-27 15:49:30] DEBUG: Created 4 gluepoints
-[2024-08-27 15:49:30] DEBUG: Artificial loops removed: 0 left, 0 right, 0 both
-[2024-08-27 15:49:30] DEBUG: Initializing edges
-[2024-08-27 15:49:30] DEBUG: Edges length checksum: 653927184
-[2024-08-27 15:49:30] DEBUG: Filtered 0 singleton segments
-[2024-08-27 15:49:30] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 15:49:30] DEBUG: Collapsed 0 edges
-[2024-08-27 15:49:30] DEBUG: *	1	+disjointig_1	0	25572	25572	
-[2024-08-27 15:49:30] DEBUG: Total edges: 1
-[2024-08-27 15:49:30] INFO: Parsing reads
-[2024-08-27 15:49:30] DEBUG: Building positional index
-[2024-08-27 15:49:30] DEBUG: Total sequence: 123430 bp
-[2024-08-27 15:49:30] DEBUG: Building positional index
-[2024-08-27 15:49:30] DEBUG: Total sequence: 25572 bp
-[2024-08-27 15:49:30] INFO: Aligning reads to the graph
-[2024-08-27 15:49:30] DEBUG: Mean k-mer frequency: 1.00259
-[2024-08-27 15:49:30] DEBUG: Repetitive k-mer frequency: 100
-[2024-08-27 15:49:30] DEBUG: Filtered 0 repetitive k-mers (0)
-[2024-08-27 15:49:30] DEBUG: Sorting k-mer index
-[2024-08-27 15:49:30] DEBUG: Selected k-mers: 4637
-[2024-08-27 15:49:30] DEBUG: K-mer index size: 4650
-[2024-08-27 15:49:30] DEBUG: Mean k-mer frequency: 1.0028
-[2024-08-27 15:49:30] DEBUG: Minimizer rate: 5.49935
-[2024-08-27 15:49:30] DEBUG: Total reads : 14
-[2024-08-27 15:49:30] DEBUG: Read with aligned parts : 14
-[2024-08-27 15:49:30] DEBUG: Aligned in one piece : 14
-[2024-08-27 15:49:30] INFO: Aligned read sequence: 110991 / 119771 (0.926693)
-[2024-08-27 15:49:30] INFO: Median overlap divergence: 0.00608289
-[2024-08-27 15:49:30] DEBUG: Sequence divergence distribution: 
-
-    | *                  |                                                                               
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-    |**                  |                                                                               
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-    ----------------------------------------------------------------------------------------------------
-    0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
-
-    Q25 = 0.0045, Q50 = 0.0061, Q75 = 0.0093
-
-[2024-08-27 15:49:30] INFO: Mean edge coverage: 4
-[2024-08-27 15:49:30] DEBUG: 1	len:25572	cov:2	mult:0.5
-[2024-08-27 15:49:30] DEBUG: -1	len:25572	cov:2	mult:0.5
-[2024-08-27 15:49:30] DEBUG: Unique coverage threshold 3
-[2024-08-27 15:49:30] INFO: Simplifying the graph
-[2024-08-27 15:49:30] DEBUG: Read coverage cutoff: 3
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Removed 1 paths with low coverage
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 15:49:30] DEBUG: Finding repeats
-[2024-08-27 15:49:30] DEBUG: Read coverage cutoff: 3
-[2024-08-27 15:49:30] DEBUG: Repeat detection iteration 1
-[2024-08-27 15:49:30] DEBUG: Writing Dot
-[2024-08-27 15:49:30] DEBUG: Writing FASTA
-[2024-08-27 15:49:30] DEBUG: Writing Gfa
-[2024-08-27 15:49:30] DEBUG: [SIMPL] == Iteration 1 ==
-[2024-08-27 15:49:30] DEBUG: Splitting nodes
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Split 0 nodes
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Clipped 0 short and 0 long tips
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2024-08-27 15:49:30] DEBUG: Finding repeats
-[2024-08-27 15:49:30] DEBUG: Read coverage cutoff: 3
-[2024-08-27 15:49:30] DEBUG: Repeat detection iteration 1
-[2024-08-27 15:49:30] DEBUG: Total unique edges: 0
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Resolved repeats: 0
-[2024-08-27 15:49:30] DEBUG: RR links: 0
-[2024-08-27 15:49:30] DEBUG: Unresolved: 0
-[2024-08-27 15:49:30] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Collapsed 0 haplotypes
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Resolved 0 simple repeats
-[2024-08-27 15:49:30] DEBUG: Read coverage cutoff: 3
-[2024-08-27 15:49:30] DEBUG: [SIMPL] Removed 0 paths with low coverage
-[2024-08-27 15:49:30] DEBUG: Finding repeats
-[2024-08-27 15:49:30] DEBUG: Read coverage cutoff: 3
-[2024-08-27 15:49:30] DEBUG: Repeat detection iteration 1
-[2024-08-27 15:49:30] DEBUG: Writing Dot
-[2024-08-27 15:49:30] DEBUG: Writing FASTA
-[2024-08-27 15:49:30] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 15:49:30] root: INFO: >>>STAGE: contigger
-[2024-08-27 15:49:30] root: INFO: Generating contigs
-[2024-08-27 15:49:30] root: DEBUG: -----Begin contigger analyser log------
-[2024-08-27 15:49:30] root: DEBUG: Running: flye-modules contigger --graph-edges /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/20-repeat/repeat_graph_edges.fasta --reads /home/prom/Documents/Programmes/pandora_lib_assembler/output_12.fasta --out-dir /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/30-contigger --config /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg --repeat-graph /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/20-repeat/repeat_graph_dump --graph-aln /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/20-repeat/read_alignment_dump --log /home/prom/Documents/Programmes/pandora_lib_assembler/tmp_12/flye.log --threads 1 --min-ovlp 4000
-[2024-08-27 15:49:30] DEBUG: Build date: May 16 2023 00:48:47
-[2024-08-27 15:49:30] DEBUG: Total RAM: 503 Gb
-[2024-08-27 15:49:30] DEBUG: Available RAM: 420 Gb
-[2024-08-27 15:49:30] DEBUG: Total CPUs: 160
-[2024-08-27 15:49:30] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_nano_hq.cfg
-[2024-08-27 15:49:30] DEBUG: Loading /data/tools/Flye/flye/config/bin_cfg/asm_defaults.cfg
-[2024-08-27 15:49:30] DEBUG: 	big_genome_threshold=29000000
-[2024-08-27 15:49:30] DEBUG: 	meta_read_filter_kmer_freq=100
-[2024-08-27 15:49:30] DEBUG: 	chain_large_gap_penalty=2
-[2024-08-27 15:49:30] DEBUG: 	chain_small_gap_penalty=0.5
-[2024-08-27 15:49:30] DEBUG: 	chain_gap_jump_threshold=100
-[2024-08-27 15:49:30] DEBUG: 	max_jump_gap=500
-[2024-08-27 15:49:30] DEBUG: 	max_coverage_drop_rate=5
-[2024-08-27 15:49:30] DEBUG: 	max_extensions_drop_rate=5
-[2024-08-27 15:49:30] DEBUG: 	chimera_window=100
-[2024-08-27 15:49:30] DEBUG: 	chimera_overhang=1000
-[2024-08-27 15:49:30] DEBUG: 	min_reads_in_disjointig=4
-[2024-08-27 15:49:30] DEBUG: 	max_inner_reads=10
-[2024-08-27 15:49:30] DEBUG: 	max_inner_fraction=0.25
-[2024-08-27 15:49:30] DEBUG: 	aggressive_dup_filter=1
-[2024-08-27 15:49:30] DEBUG: 	max_separation=500
-[2024-08-27 15:49:30] DEBUG: 	unique_edge_length=50000
-[2024-08-27 15:49:30] DEBUG: 	min_repeat_res_support=0.51
-[2024-08-27 15:49:30] DEBUG: 	out_paths_ratio=5
-[2024-08-27 15:49:30] DEBUG: 	graph_cov_drop_rate=5
-[2024-08-27 15:49:30] DEBUG: 	coverage_estimate_window=100
-[2024-08-27 15:49:30] DEBUG: 	max_bubble_length=50000
-[2024-08-27 15:49:30] DEBUG: 	loop_coverage_rate=1.5
-[2024-08-27 15:49:30] DEBUG: 	repeat_edge_cov_mult=1.75
-[2024-08-27 15:49:30] DEBUG: 	weak_detach_rate=5
-[2024-08-27 15:49:30] DEBUG: 	tip_coverage_rate=2
-[2024-08-27 15:49:30] DEBUG: 	tip_length_rate=2
-[2024-08-27 15:49:30] DEBUG: 	output_gfa_before_rr=1
-[2024-08-27 15:49:30] DEBUG: 	remove_alt_edges=0
-[2024-08-27 15:49:30] DEBUG: 	low_cutoff_warning=0
-[2024-08-27 15:49:30] DEBUG: 	kmer_size=17
-[2024-08-27 15:49:30] DEBUG: 	use_minimizers=1
-[2024-08-27 15:49:30] DEBUG: 	minimizer_window=10
-[2024-08-27 15:49:30] DEBUG: 	reads_base_alignment=1
-[2024-08-27 15:49:30] DEBUG: 	meta_read_top_kmer_rate=0.75
-[2024-08-27 15:49:30] DEBUG: 	maximum_jump=1500
-[2024-08-27 15:49:30] DEBUG: 	maximum_overhang=1500
-[2024-08-27 15:49:30] DEBUG: 	repeat_kmer_rate=100
-[2024-08-27 15:49:30] DEBUG: 	assemble_ovlp_divergence=0.05
-[2024-08-27 15:49:30] DEBUG: 	assemble_divergence_relative=1
-[2024-08-27 15:49:30] DEBUG: 	repeat_graph_ovlp_divergence=0.05
-[2024-08-27 15:49:30] DEBUG: 	read_align_ovlp_divergence=0.10
-[2024-08-27 15:49:30] DEBUG: 	hpc_scoring_on=1
-[2024-08-27 15:49:30] DEBUG: 	add_unassembled_reads=0
-[2024-08-27 15:49:30] DEBUG: 	extend_contigs_with_repeats=0
-[2024-08-27 15:49:30] DEBUG: 	min_read_cov_cutoff=3
-[2024-08-27 15:49:30] DEBUG: 	short_tip_length=20000
-[2024-08-27 15:49:30] DEBUG: 	long_tip_length=100000
-[2024-08-27 15:49:30] DEBUG: Running with k-mer size: 17
-[2024-08-27 15:49:30] DEBUG: Selected minimum overlap 4000
-[2024-08-27 15:49:30] INFO: Reading sequences
-[2024-08-27 15:49:30] DEBUG: Building positional index
-[2024-08-27 15:49:30] DEBUG: Total sequence: 123430 bp
-[2024-08-27 15:49:30] DEBUG: Flipped 0
-[2024-08-27 15:49:30] DEBUG: Final graph contains 0 egdes
-[2024-08-27 15:49:30] DEBUG: Extending contigs into repeats
-[2024-08-27 15:49:30] DEBUG: Covered 0 repetitive contigs
-[2024-08-27 15:49:30] INFO: Generated 0 contigs
-[2024-08-27 15:49:30] DEBUG: Writing FASTA
-[2024-08-27 15:49:30] DEBUG: Generating scaffold connections
-[2024-08-27 15:49:30] INFO: Added 0 scaffold connections
-[2024-08-27 15:49:30] DEBUG: Writing Dot
-[2024-08-27 15:49:30] DEBUG: Writing FASTA
-[2024-08-27 15:49:30] DEBUG: Writing Gfa
-[2024-08-27 15:49:30] DEBUG: Peak RAM usage: 0 Gb
------------End assembly log------------
-[2024-08-27 15:49:30] root: ERROR: No contigs were assembled - pipeline stopped
-[2024-08-27 15:49:30] root: ERROR: Pipeline aborted

tmp_12/params.json

@@ -1 +0,0 @@
-{"pipeline_version": 3, "min_overlap": 4000, "min_read_length": 0, "stage_name": "contigger"}