# HG changeset patch
# User iuc
# Date 1513898590 18000
# Node ID 7db5615f46214b6651d0b46844d8dca68d13ea07
# Parent  d81360ea69d8fc5e15bc1cb4434ffbbee61a8ed5
planemo upload for repository https://github.com/galaxyproject/tools-iuc/tree/master/tools/velvetoptimiser commit 86047b0de9e8a4d26d756049543f87e94e3ec3ae

diff -r d81360ea69d8 -r 7db5615f4621 test-data/contigs.fa
--- a/test-data/contigs.fa	Tue Jun 28 17:30:32 2016 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,1771 +0,0 @@
->NODE_1_length_2499_cov_8.185675
-AAGTGATTTCAGTTCACGCTGCTGGATGTGGTGAGACCTAGTGCGAGTGTTACGGTGCGC
-TAACCGCGAAGGTCACCGCTCAAGGGGAAACTACCCTGTTTGGGTGAAACTCCTATGGTG
-GACGCGAACTAACGGAAGAATACATCTCTGTCGCATTAAATAACGTCGCGGCGTCCCCTA
-TGGGTGCTGCTCCAGTTACAGTCATTCAAAATTGCGATCGACAGCGCAGTAAGGACCGCC
-GGACAGACCCTCGTTTGCTAAACGGCATTCAGTATAGTCTCACTAATGCGGCGTAACATA
-CTGCAGCGCGGGGTGGTCACTTGGGGGTGGAACGCCAGAGAGAGCGCATCCTAACTGTGC
-CGCTCGACAATAGAGTGTAGCCCCCGAACTCTCGGGAGAATTACTGCGGCATGCAATCAA
-ACTCTCATAATTTTATCCCTGCGCGTCCACCAGCCCGCAGCTCCGGATTCTGGCTAAACA
-CGATTGAGTAACTGGCAGATTTCCCACCAGGCAGAAAAGAAGCTATAACCAAACCCGGTG
-ACAATAAACGACCCCCACGCGGCTTGACATAAAAAAACACTATACAGCCAGAGTTCCTTC
-TTCTTCTTGTCGTAGAAACCATCGGAATATATGCGCTGACCCTCCGCCGTTTGACCCCAC
-ACAGGGTCAATGCGTTAAATTTGGATTCCTGCAGATATACTTTCGGAGGACGATAATTCA
-GTCTCCGCCGGAGCCATCGGGAAGTAGGTTGCGAATCGAGCTTTAATAGCGACGGCGATC
-TGGCGTATCAGGTCCACAATGGTTACAGCATAGCCAACTGGCACGGCAGCTATTATAACG
-AAGGGAGGCGATTCCGTGGCACGTAGTCGATTCCCTCACTGGGCTTTGGCTGTCCTTAAG
-CTCGCGCGGGCAAAGTTCCCTCTGGCCGCGAGCCAGTCCGAGGAGAAGGCTCGTTCAATC
-GTAAAAGTGTCGGAGAAGGGAGTGCGTCTGGCCGCCTACCTGTCGCGTAACAGCGTTGAG
-ATAGCCTACACCTAGCGAAGCGGTTATGGTCTGCCAGAAACGCAGTCAAGGCAAATCTCT
-TGGCTTCGAGGCATCGGGTGACTAGATTTCGGTCATACCATTCTGGGACCTCGGGAGCTG
-GGAGTACTGGACCCCTATTCAGGGCATTGGCAAGGTGTTACTGGATCAGCCGTAAAATAG
-GCTGTCGGCCGGAACATGCCTGTTGATTTTCCCAAAGGGTTCCTCGTCCAGATGTCGTAC
-GGTTGTAACGTATCTCTGGATACGGATATAGGGCCAACCCAACTCAACGGCCTGTCTTGG
-TAACCGCCTGGTTTTATTCCGTTCCGGACATAATCCCTGCCAAATTCGTGACCTGTCATT
-CGTCGCTTACACGCGCATATCAATTGGATCTAATCGAACAGGCATTCTGCTACTTAGCCC
-GACGTGATTGTCACCTAGGTACTCCGGTTTACTCATTAGGGGTGTACTTAGTCCAGTGCG
-CCACGAAGAGATAACTATTTTCGATTTGCACTGCAACAGCGTATTGGTCCTATCAGATAG
-ACCGGCGTCCCTACGTTCGAGCACTCTTAACACGGATCTAGAAGGGCCTTGGCGTATTTA
-TCAATTATAATGATAGGCACAGTCATCAGCACGACCTGATGACGTCCCGCTTTGATCGTT
-TTACAGGTATTGTAAGGCAAGTTCCACTGAGCATGACATCTGTGTTCCCCCTACCCCGAT
-GTAGGGGTGGAGATATGCATGGTGTAAAGATATTTCCCATTACATGTGTACGGAACAACG
-CATATGGATGTTTCTGTGAGGGAAGCCTCGCGGATCGCCGTCCGGACCGCTCTACGCTCG
-CGCATACCCTTAAATGAATTCGACGCTTAAGGGTGCTTTAGGAGTTATTTGCGGGAACAA
-CGGTCACAAAAGGACCACCTCTATGGTGTTGACCAGCCGCCGATTCCTGGGTCTGTCGCC
-CACTCCCGGAATGATCCAATGTTTGCTTTAACAGACTCAGCACAAACCAGAGCTGTCCGA
-CTCGCCTATTGATAATAGACACTCACACGGGACTGGCCTACCAACCAGTATTCGAGAATG
-GCGACAGGGCGTTGTATTGGACCCACTACTGAACACCGTTACGTAGTTCGGCTTTTCGTG
-CGGGTGTACTACAGAAATAGCGTCCGAGCACGGTACGACTTCATAAAATAGCGGGTAGGC
-GTAAGACAATTTATTATTCTTTACCGAGAGTTCTTAACAAAAAATTCTGGGCCGGTAGCA
-CATGATGAATAATAAGTCCCTTGCCAACTCGACCGCACCAAGATGCCGGTTGGGTAGTCC
-ATCCCATCCAGCGGACTCTGAGATATTTGAAGAGTCGGGTTAACTAGGCCAGAACATATC
-AATAGTCACATAATGTTAGAGGGGTTGGTGAAGTAAGGAAGTAGGGGCTACCGATCTCAT
-TATCTTCGCCGTAGGGCATAACCGCAAACATCAGGTGACTCTTGGCATCATCCATGATGC
-TGGTACT
->NODE_2_length_1616_cov_8.225247
-AAGGGACCTCGGGAGTTACCGCTCTTCGGCTCCCAAATGCTCTGACGCGTCAGTTAATGA
-TGCAAAGTAACAAGTGGGTCACCCGTGTTTTGCAGATCCTTGACTAGCCCTTGCGGTGAA
-CGAAAAGAGGGCTTGCGACGGCATGAGGACAACTCACTCATGGCACAACTCGTTCTTACT
-AAGACCGAATGCCAAATAGGTCCTTACATCATGAGACGGGCCAAATCAAACACACTAATA
-GTACTTGGAACACAGTGCTAGAGGTATACATCTCGAGCCTGACCCCTGGGCTCCGGTGAT
-ACGTGAGGGACAGACTGCAGATAGGTCTGGCAGCAACCACGCGGCAGTACCGAAAGCGCC
-TTAGTGTTTGGTTGAGTACCAACCTCATGCACACGTGAATTAGAGTACAATGCAATGGGC
-CGGAGCGGCAAGCTTAGACCGTCCCCAACTGATCGTTCCGGCGCATGACGAACTCAAAGA
-TACTCACATAAAAGGTCTAAAATAGAGTACGTTCCAACAGTCCCAGGCGTAACGCTAAAA
-CCCGAATGCGACAGGTTTAGCGGGCAGTGGGGACGCGACTGCTAGGGCCCTGACTCCTCT
-CATGGCTGGAACGACCAACGCGTGTTACCATGCCGATTCACTTATATCTGTGGTCCCTCG
-GCTCGTGGCCCAAGACCAGATTACGCTGCTGATAGTCAAACGTGATGAAGTGAGCTATTA
-AGCTGGGCGCAGCTTTGTCGCAAAGGATGAGATTAATAAATAGCATGACACACCAGTTCC
-AGAGTTTGAACCTGTACCGAGTATGAACGGCCGAGAGTAGATGGACCAGGATCTGAGGTA
-TAGCGTTTGCACGAATTTAGAAAAATACGTCCCTCGAGGAGTATACGAGTCATATGACAC
-CCTGGTTATGTGGTAAGTGCTAAATCGTTGCGTTGCTAAATTGGAACATCAGAGGACTCC
-GCTCACAGAAGCTCATAATCACTAAGGAATCCCCACATTTCAATATTTTCCTACCACTGT
-CAATAACCGGGCAAAATCCTATGATCCCCCGGTACGCGGAGCATAGGTACCATAGCATTG
-CCAAGGTAACTGACAAGAGTCACCTGGCCCCATGACCGACACGTTTGGGCCTATTGAATA
-CTTCAGAACGGCGGAAAAAGAGAGGGGTGTATGCCTACCTATACGTACACGCTCTTTGGG
-ATGGATGAACTGCAAATGGGGAGTGAAACGACGGATGACCTGCAAGCATGTGCCGCGCTT
-TCCTTTCAAGTTCTGTGTACACTTTACGCCGAGCCGGTACAAACAGGAGGCAGGCAGTTC
-TAGTTCCAGAAGTCGTTTGGATGCTCACATGTAAGGGAAAAGTTCGACTTTGTAACCCGA
-GCAGCCCGTCACAAGATCCATTGCGGGAGCTTTTATCTCGCAGTAAGGCCCCATGGTCAG
-CATTCACGGATCTCACGAAACGGCTCCATTTCGGCGCATACCACGTAGTGCTGATGCCCC
-CATTAATATCATGAAAAGATTATAGCAAAACCTGTTCCATTTTCTCTAGTAGCCTGCTGG
-CGCTCGTCCATCTCCTGATTCGTTTTTGGAACATTTAGCAAGTAGCTGGAACGTTAAGGA
-TACCGACTGTATTCATGGGACACC
->NODE_3_length_2128_cov_8.045113
-CCGGGGTCACACGTACATATGGCAGAGAGGTTTGCGAATACTCTGCCGACGGTTTCTCCC
-TCAGTCATCTTTGAGCCTTCACTAAGCTTTAGAACTCCGTCCGTCAAGAATACGAGCGCA
-CGTCGAAACGTGTCGACGGCGCGATGGAATCCCAGAAGACATATAGTCACTTGCTGTCGA
-ATCGTAGTGGCTCCGCTGGTTCGGGCAGGGGTGTCCTTCGCGCGTTTGCCCCTATCCTTA
-CCTTCACATGGAATGTTCCAGGCCGATATGACATACTCCGTAGTTAGGCTTTGACACAAA
-GACGTGTGTCATCGGAGCTTAGTGGATTATAGACCTTAGTCGGGCATTCGTGAGAGGTGG
-TGATTCGTGAGTTAGAACTGTGATAACGATATCCGCGAAACGAAGGAGTTAGGACGCGCC
-GCATGGACGACTGCTATTTGTTACACTCAAGGGGCAAGCGGTGCACCACAGAATCAAACA
-CTGTCATCGCTAACCATTAATTATGCTGCATGTCCACCCTGCAGGCGCATCAGCTAGTGA
-TCGTTATACCATGACACTGGGTGACCATATTAAGTTGGATTAGCATGCGATCTCCATGAT
-CTTCCGCTCCGACAGCTAGGAGTTTAAGGAGTTCCCAGACTTCATTCTTTCTCATCATTT
-TCGGTTTTCAAATCAGCCCACGAGGTTTGTGCAATTATGCTGGGAGACAGCCACTTATGG
-GATGATGAGAGCTATTGTAGCCTGTTCTGTGATCGTAAAGCGTAGGTAGTTTAGCTCGTT
-CCTAGGATGACTGCTATGACCTCGGGCTCATGCGTAATTTTAGCCGCCACGGCTATGCGT
-GCCTAATATGTGTGTAAACAGAGTTGGCAAAGGGCGGCGGTGAGAATAAAAGATCACTCC
-AGTGACAGGGACACAACTACTCAAACACCCTCTGTTTTGCCGTGTTGAGTGCAGCATCCA
-TACGTAGGTAACGTTGGCGAAACAGTAGAGGTGAGCAAAAAACGTAACCTCGTGGGCTAG
-CGCTGTCTTCTTCAGAAGCCCGTCAGTGCTAGCCCACGTATGAAGGAGACTGTTTACGGG
-CGAGTCGAACCTTCACTATTGTCCGACTGTCTCCGCGACGGGGCTGTGGGGACTGTATGG
-TTGAAACTATCGCTACCTTACCATCGGCGCTCACCCCTAGGCATCAAGTAGCCTAGCGTT
-TTAAAGCGCCATGAGTCTGATACATCTCAGATCCTGTAAACATAACTCACGTGTACCTGC
-CTATAACTACTGCGGCTCTATCTCATGCGCGAATTATATTCGCGATTTCGTATTCAGTCC
-AACATAAGATCCCTTCGGCTCATATAAGAGTAGACCACTACACGTAAGGCCTCCACCATC
-GGGAGTCGAAGCCTAATAGCCACGCCTGCGAAAGAGCGACGGTTCTAATGGAGTGTAGGC
-AGCCAGTCAAGGGCGAAGATAGTTCGGCAATAGACGGCTGCGCTTTTACATCGTAACTCC
-TACGCTATAAGCGTACGACTACAGACGCAAGTATCCGGCGGTTAGACAATTAATGAACCA
-CTACGCTCTATCTTCCTTCTGATGTCGAGTATGACAGACCACTTAAATTCGCCCTAGCAC
-ACAGCCTTCACCCAACAAAACGCGTCTGGTTTATCGCACGCGAGGAATCATGTACGCAAA
-TTTATAGACTGGGGAATATACGGATTGATTATGTTCACCCAATGGTTCAGCCCACATTAT
-GCGCACGAGACGAACGAAAAGCCTCGTCCAAACGCCTTGCTTTTAAGAAGATTCGCTGGA
-GGATACATCGAAGTAGAGGAAGTTTGAGAGGGATCAACTCATGGTGATAGTAATTTCACC
-GTTTGATTCTACGGTCATAACAACTAAAACCGCACTACGCATTGCGAGGAGTATCTTCTT
-TACAATTAAGGACCGGTGACTTCTGGTCTGAGTCGTAGAAAGACTTTGCAAATCACTTGG
-CGCATTAACAACGCGCAGTCGTGCAGGTCAGGGTTCGTCATGCCTAGTGCAACGCCATCC
-TTACGTGAGAACGGGCGAAACAAGTCATACCTACAGAGGGGTTACCCTCCTGGTCCACAA
-GCTGGTAGCGAACTAGAGCCTAACTCGTGTTAAGGTCGCTAGTGCTAGCGTCGTGG
->NODE_4_length_6079_cov_8.168942
-CTGAACCTCATTCGATGTCGTTCTCACATTTAGCAGGCCTCCGGTGCCCGTCCCAGCCGA
-ACAGGCCAGGAATGGGCATGGTTAATGCACGAGGTCTACGGCGGAAACAATTTTTTGCAT
-GGTCCGGAGTGCCATCCTGCTCAGATCTCGGTACACAGGGGATTCGAGGGTCTAAATCTA
-TCAAGACGTTCCAAACTATCGGGCGGCGAAGTCGTATCGGATTAATCTTAACTGGCCATC
-AGAGAAGTCACCAAGATTTGATTTCGAGGATGGAAGAGGCTTGTAATTAGGACCTGTTCC
-TAACAAAATGCGCACCAACAGTATATCATGCGTCATGAACGCTTCACGAGGGCTCCGGCC
-CTAAAATGATTGCGCGGGAGATACGCTAAAGCTGCAGAGGAGACACTTAACATGGCTCCT
-CTACCCCTGTCGCCTGTGCTGGTCACGAGATATACCCGATCGCTTACGTGCCACTCGCCC
-CACCAGGGAGCCATAATCGGTAAACTCTAGAGGCTTTCCTTGCACCACTGTGGTGTGTTT
-CTCACATACAAAGCAAGACCTAACAGCGGACTTGTAGGCTGCACGACACGGAGGCGAGCG
-GGGGCCGTATTGATTGTATAGCACTGTTAAGTTACACTTCTGATCTGCACCGGGTCATAA
-TGTGGAGAAGCTACGGCATCCATTGTAGGCTCTGAGTGGTATGCCATGCGTGGGGCCGTT
-TGCTCCCATTTAGCCTCACGGACATTCACCACTCAAGCACATCGAGGGGTAAACCTAGTG
-TTTTATTGAAAATCGAAAGGAGTAAATAGGGGGCCGAACAACAAGTAGTGCTAATAAGCG
-CTATCCCCGGGGTGGGCGACACACCACCGGATGAGTGAAAGGGGCCAGTATAGACTAGCG
-CCGTCAGTAGTTCGCGTCAGCAGTATTAGAGTCAGGCAGCGCATTCCGGGCAGTTGTGGC
-GAATCGGGGATACAACCCTATAACATTTGCAAGAATGGCAGAATAAAGGAGCAGTACGTT
-ATAGTACCGGCAGGTTGACAATGACCCGTAGTAGCTGGCAAGATATGTTTTTGCATGCCG
-CTCCCTCTCGTGATCCTTAGGTGACGTTTACAATGCGTCTCACCAGGTCGCTGTTTCGGA
-TACTTTACGCATGGAGATCGCGCTGCGTTCAGCCCAAGCGTCCCTCTAAAGGTTCCAAAA
-CAGGCAGCGTTCAATAGGAGTGAGCGTGGTGTAACCATTGGGAGTTGCCGTAAAGGGCAA
-CGTCGAGTTCCCACTTAGAGATGCTCTCGTCTCAATATGTAAAACATGGTAGTGTGTGAG
-CCCGGGGGCAGCAGGGGCAACATAGGGGCGAGACCGTTAATGGACAGTCGAGGTGACCGG
-TGCTAGCTCGAAAGACGGCTACGGAATCCCACACAATGTAATAACCGTTTTAACGACCCT
-TCATGATCGGCGGGTTTCTGAGGATCAAGCTCTTACATTGGACAGATCCGACAGCTTCAG
-GTTCTATTTGCCGGCCGCGTTGAACCTAGTGCTGGGGCCCTGTGCATTCCTCATCCCACT
-AAATGTCAAGCAAAGCCCCGGATGTATACCACCAATTCTATAATCGCGTGACGAACATGC
-AGGCGGAGTTGGAGGCATTTCTATTAAAAGCAAAGTGGCGGTAGCGTCCGAGCACCCGCC
-AGCCGTACGCTAATGCGCGTTGGAGTCTCGAGCGTTCTATATTATCCCGTACCGGTGTTT
-GTCTCAGTTTGTGGTCTAGGTTTACCATCTTTGAGACATATCAGTTTTAGCTCAAGGAGT
-TCGCCACGAATAGTGCGCAGTCGAGGTAGCTCGCGTCAGCACCGATAGCACAGTCACAAT
-CTATAGGCGAGTCACCTCAAGCCAAGACGAATTAGTGAACCGAGGCAGTAGCCTCCCCGT
-CGGAGATACTCGCCAATAGGAATCAAGCCACGGTGAACCCAGTCATCTATCAAAGAAACC
-CGTTGCAGGCTGTGTTCCGCATGATAATAGACATCGACAGGTACCACTCTACTGGGGGGT
-AGACGCTGGACATCGCCTAGGAACTGACAGACACGGGCCCCGCCTTGCGGTCGTGCCGTG
-ATTCACTTGAAAGCCGCTTTCGATGTCTCACGTATACGTATTACACTCAGCCCCATACGG
-CAACATCGCAGATGGTTCCTAGACTAAAGGGTGGATCCCGCTTACCAAGCTGTTTGTTGC
-GACAGCTTTAGATCCAGCAAGTTCGGTGGGTAGAACGAACAGCATGACTCGCACGTTGCC
-AACGCGTTGAAGGCGGATTTACCAGTTGCATCCCAGTTCCTCTGGGAGCTGCCTCTGCCA
-CCCGGCACCCGAGCGCTGTAGCCTATGTAATCCAATGAATGGTATGCTACTGGCCTAAGA
-ACCCCCATGAGAGGACAGAATATCCAACAGCATGCCACAGCTGTCGCCACCTCACGCCTC
-AAGTTTATCCCGATGCCTGGATCGAGACAAGAAATTAAGCCTTCGCGAAAGCTTTTGTAG
-TTGATCTTCGAGCATACCAGCGTCCGATCCCCATCTCATGGTCATAACGATTGGATACTC
-GAGGATCCAATGAAGTCGATGTGACTACATTGTCATCCACGATGAGCCAGATCTTTGTAG
-GTAGCACGCGTTGGCGATACCAAGTTCCTGTCCTTGTCACTTACGGTGCTTGATATTGCG
-AATCATATAAATACAGTTAATAGTTGGGATAAAAGATGTTGAGGCGAACCAACGTAAGTC
-CTCCTTCGCCCACTGGCTGTAGTCATCACACGATATGCGAGTATTGCACTTCCTGCGAGT
-ATCAGCACTGCCCCCATGCCGAGTTCCCCTACGGGCTGGGATACACGTTTACTTCTAGAC
-CCGTTAAGGGCGCCACGGCCCCTAAATAGACTCAGAATGTCTCTACAGTCAATTCTTAAC
-ACACCGCGCACTTGGAAGGTAGATCCGACGCGACTCACTCCAAATGATCTGCCGATTGTC
-CCTCGGGGTGAAGACCTCAAATCGCCCCTAGACCCATAGTGGTATAGGGGGGCTATACAT
-GGATTCTGCGCTACATCGCTATGGGGCGACGGTGCGTCACTGATTATAGAATAGCGAGCA
-TTGGCAAACACAGGTCGGGCTGATACCATGCGCTAGTATAAAATGAACGGGCAGAATGCG
-AGAGCAACATCAAGTGGATAGCGTTGTGAAACGATAATCATGCTAACGACTTGCGGTCAA
-GCCACAAGTCGGATCAATTAAGTGTCAGTCGCGTCTTGCTTACTTTATGTAGCTAACCGA
-GCCAAGTAACTACATATTACGATTTATACGATTCTTAGTATGAATACGTCAGCTCATCCA
-TCTGTGCTCCTATACGAGCTTCCAATAAACATTACGGGCTTAATACCATGAGTCGAAGAA
-AATTAACTTGGGGGCTTTTGCTACCGCCCCGCCCAGGCCCTTTCGCACAAACTAGATTGA
-AACGCCATGCACAAGGCTACTAGGACTTACTCCATGCTGTAGAAGTTTGTACTTTTAGTA
-TGCATATATCATTAAGTTCCGGGCCGACATCAGTACTTCTACGAGGGCCTTTCCAGTCTA
-ACAGAATTACGAGCAATGGCGCATGCGGGCGGGGCGGAGGCATACTACGGGATGTGTCAC
-TGACACAGCGCTGATATTCCGTCCCCTCGTGCCGTCTTACCCATCTTAGAGATTGCACGT
-CAAGTTAGGATTCTTGGGGCTACGATTACCTGGAACTATGATCCGATCTGGGGTAGTATA
-CGGTGGAGTAATTCCCGAGCGATCATTTTGTCCCATTCCGCCGATTCCTAGGACTAAGTA
-CGCGTCCTGTCTATTTGCAGCGACTTGACCAGACATGGGCCAACTACGCCAGAATTTCTA
-TTTTATGTCCAGCAAAACGCGGTGGTGCACGTCCGCACAGGAATCATCCGTAAGGTCAAG
-GGCTTAAACCGTCGGGTCAATTAACTTTTTCCGGACGCCTGTGTGAGCGGCCCGCGCACA
-AGGGCGTTTCTCACCGGTTACCCGTTAATGATAGCCCCCAGAGGCTCTGATTCCCAACAT
-TCTATACACGCTGTGAGTTATTTCAACACGTCTGCGTGTACAATTGTCCTCAGACGATGC
-CCGAATGTGCTTCTGACGCGCGTTGACGTTAAAGAAGTTAATTGGCGATAGAGCTCGATC
-TTGAGGAACAAGTTACAGCAGAACCAGTACCACTATCATTATCTGCCGTGGGGTTATCTT
-GATTTTGCACAAACAGGCCCTTTGGGGCTCCGGACCAAGACGAGTAACCCTCCGTTCCCA
-GGGAGAGGAAGCTTTGTAACCTGGCCGGGTTACCCTCTGCTATGTGCTGCAAAGGCTAAC
-TTCAAGAGCGTCGGTGCACTCCTCTGTGGTTGGAGGTGAAAACTGCCTCGTTTGAGATAT
-GTCATTTGGTTGTACGCGCTAAGTTGCTGCGAATCATAGCTCTTGCCTTGGATATGTCCC
-GACTTGTGGCTGTTCCAGATATTTTTCGATTGTCCGTACGGAACTCGTTGTTCGTCCATC
-TTAGACCTGGCAGCCGGTCCCACTTAAAATGAGGGGTTGCCTCACGGTCTCTAGGTGGTG
-CCGATCGTAAAGAGGCAAAGTCCTTTGCCGAGTGGTTCGACGGCAAGCATTTAATATCCA
-TCGTACGTGATTGCCTCTACGTCTTATGCAGCGAAGCGCTGCTAGATATTCGGGCCGATA
-ACCGGCATTGTCTGCCGCCCATTTCAAAAAACCCTTGATCGGGCATGGAATCTTAATAAA
-AACGCACTAAAGGGTGGGAGGATCTTCGAGGAGTGAAATAAATTGGCAAGTGGGTCGCTG
-TGGCCCCCCCGCCCATTGAAATGGCGTTTGCGAATGCCTGGCTTGAGGGGGGCAATGTGC
-CATGATACATTGCGCTGTCAGTGTAGGGCCATCTCCGCGGACACTCCGCGGTGCGGTCAC
-GAATACAGGGCGTCAGTCAATTTCACTTGAAAAATACTTTCAGACGTATTAGGTAGCTGT
-TGAATTAATTAATGCCAACTTGCGCCAGCGGACGAACCAAAACAGGCGGGCCATTGAAAC
-GGGTAGTGTAGAATATCCCTTTCAGAGGAGATCGGCAGTAGGAGCACTCTGAGTAAAGGA
-CGTGAGTCATCGCCAGCGCGCAGTTTTTCCAGATAACACCTGTATAGAGAGTACGTACTC
-GTAGGATAAACTTCTGCGTTGCGGGACGCAATTAGGACGCCTAAAATCGGAATGGGGTAT
-AATTACCCGTGTTGATGTCACCAAAGGGGTGGTCCAGTCAGTTCCTCAGGATTCATTGGC
-CATCCCCTAGTGCGAGGCGATTAGAAGTGACAAACCCGACATACCATTCGAACAGCAAAG
-ACGAGTCTCCCCACGGCGCGACGCCAGCCGACAGGGGTCTCGCCTTTACCGCGAGACACG
-TCTTACCGCGCGCGTAGTCTATCGATGCAATTCGGCATTCCCTGTGTCCACCTGATCGAC
-GTAAGGCGCCTTGGCCAATGAATAGTTTGACATCACAGTCTGACAGGCGCTTCGTTGGTA
-GAAGCCTCTTTGCTTGCCTATGTAAGAGATGTTTCAAAGTTCCCAATGCGGAACCATCTT
-ACGTATTAACTTGAATATCGCTGCATGTACGAGCTTATTAATATTAGAATGCGATGACCA
-GTCAAATCTTCAGCTCGCCGATTGAGAATCACACGCGCGCATCGCAATCCCCCATCTTCG
-ACACTGGCTAGATAGAAGTGAATCCTGAGTGTAGATAGAAGTACTGGTCCCCGCGTAATG
-TCCTACTATTACGATCTCCAGGCATTTTTGGGATCACAAAACGGCCAAGCAATCCTAAGT
-TACTATTCTTCTATGGAGGGTTTGAACCAAATAGGACCCACTACGGTTAGCTCACCATGC
-TTATCTAGACGCAGTTAGGAATTCACTAACCTAGGCCGTCAGTAAGTCACCCCCGCGCCG
-TTCTCTCGGATGGGGTAGACTCGAGACAGTGCGTATTCCCGATATCTTTTATCGTTTCAC
-AGGGGGCCAGGGGCGCGGCGCCCGAAGTCGACAGTGAATAGCGCGCG
->NODE_5_length_5044_cov_8.311261
-ATTAGTTGCACTATCAGCAGGTGAAAAGAGGAGCCACAGGCAGCTTCGCCATAGTCGTTT
-CCTTTAAACGGGGATGAAACCAAGTTTCGGATTATGATGCCCTACGGCGGGAGGGCCCTT
-TTTGTGCACTCGACGGTATGGGGCAAGGCCCACAGAGTATTGGTTACGCCATTGATGTCT
-ATTCTGGGCGCAATATACGCGGACCCCTAGTACGGCAATGGAGTAGGAAACGTCAAGCTG
-TGTCCCGCCCTTCGGCACCACGTAATAGAACTGAATCGCGTACCGAGTCATGGGTGCTCC
-TGCGGCCTAGCTTGACGTATTAGCGCAAACCATGGCATAAGCTCTAGGTTCGTTTCATCC
-ATCTCTACGACACCCCCATATAGGACTACCCCAGCCCCTAGAATCGAGGTGCAATAGGAT
-TGATACCGTAGCAGAGACAGATTATGACCCAATCATGCCCCTGCGTTGAACATACGTCAA
-GAACCACACGCGGAAATTGTTTTGAACTGCTACTGTATTCCAATAATTTGGTCGCCGGAA
-TTCCTTATGTATTATAAGTAAGTGAATGTATGTATGTTCCGGAGGTGTGCTGTGATGAGC
-ACATCTGATTCCCCTACCTTTGCGAGGGGAAGCACGTTGGTTAAATACCTAACGGCAAAG
-AAACACTTCCGAAGACCCGGATGGCCTCCTTGTTTTATTCACCCTGGATATTTCCAGCCA
-AAGATCTAAGCCTTGGCATAAGTATCAGGGGGGAGGCGGGATTAGCGTCCTCTTCTAGCG
-ATAGTTAACGGCGCCAGAATCTCCGGAGACAAACTTATTCGGGATAAGAACCAGGGCGCC
-TCGTGCGGAGTGAGGTGTCGTTTTCGGGATAAAGTTTGCTACGATATCTCTTAGGCAAAC
-TACAGATCGAAGCGGATGCGTACTTAATAAAAACAGGTTATATCGCCCTTAGTCCGCGGG
-GGGTAGCGCCGACCCTTTCGGCCCGGAAAGGTAAGAGTGTACTCGCCCAGAGTCTCTTCA
-CTTGTCGCACACGAGACTGCCGTATGGGGTGTTCCGGAATCAATAGTCGCGTTCAGAGCG
-CTCACTTTTTGATGTACGCTAAGTCGGCATTGGCGTACTTACTAAGACACAACGATCGAC
-CATTCGTCTGAATTATCAACCAGTTGGAAGCCGCATTTAGCAGCTGAAGCGACATAGCAG
-TGTGTTCGTGAAGTCGCGGATAAAATCGACATTTCGTTAGCCGTAACCGACCACCCAGTA
-AAATTCGGAGACTTCTTGCCGGGTATAAGTCGTCCTGTCTGGACCCCAAGCGATCAGCCA
-CGGATATCTCACTCTAGAAGGCCGAGTGAATCGCCCCCGCGTGCACCGCCCTGGGGACAA
-CTCTCTAGAGTGCGTCTAACCCATTGCTTCAACCTGATAAGAGTGCCCCCGGGTCCCGAC
-AACCGCTGATTGTCGCTTTAACTGAATGTTTTAAAGCTAGGTAGCGTACGACATTAAGGT
-GCGGGGATCACTAGCCACCGTCTTCTACCGATAGCGACCCGTAGCGTCTATGCTGGGGTT
-ATTACAGCGAGATTGACCCACCGGAACGGACTAATCCGTTGCTCACCCGGCTTACTAGCT
-TTGTTCAATTTCCGGCTTTCGAACAGCCAGATCGGCTTCTGCATTTCTGAAAACGCTTGT
-CGTTACATACGTGTGGGTCATCCAGTCCGTCTCAGCCGAGATCGGTAATCAGTCGCATTG
-GAGTAAACTCTTAACGAGGTTGCGAAAATTTGTCCTCGAATATTACCATTTGCCCCCCGA
-ACGTGAGTGGACGTATACTTATGCATTCACCAGATAACTGTTTGTTCTAATATCCTAAAA
-CGATGTTGATATGTCCGGCGTAGGCTGCAGCCACCGAAAATATGTCTCTATGACCCCTGC
-CTGGATAAACATCACCCCGACGTGTATATGCACAGGTTGTATTCTAGACCATTTCGTATG
-GATAACGAAATATGGGTAGACTTAGATGCGATGTTTCCTCGGGCCAAAAGAGCAGAACGC
-TGCGGACTGAAAGGCTGCTTAACCATCACTGAGTGATTTCTTCGGTCAACTACAGCATCC
-TTCCGACGTATTTCCCAGGATCCAGTCGGTTCGAGCATTATGTTTAATGGAGACGGAAAG
-TTACTGGAGCACATATTCTCTTTTAGCAGCGCAGGACCATGAAGTCGGGCTCATCACGAT
-AGAACGAGTACGACATGGCATCGTATTCCTACGAGTGGCGTGATTATGTAGGCAGCTCGC
-CGGTGAGCTTTGCTCATAGGCCCGCTACAGGCCAATCGAACTGGGTTGACACGCTAATCC
-GTGTTTGACTATGGCCGATGGTTACGACGCGAACTAACACACATTGACGTTAGGCTCCCT
-TTTTAGTATAGACGTAATGTGCTAAAACGCACATACCACAATACGTCGGTCACCCCCCGT
-GGAGCCTGCCGCATGGGTCCTGCATGCCTTACCCAGGTATAGACCGTACACATGAGCCTA
-AAGCCGTTCTGGGGTTAGTCTAGGTGAAAAAAAGGCACAGCGATATGACGCAGTGCGTCG
-TGGTAAACGATTGTGGGAGTGTACTGGCCATAGCTGGTTATGTCCCTTCCTACTCACTCT
-TATCCTATGTTGGGTTTTTCAGCCCGCGCGCCGCGAAGTGGTAACATCTGGTATCCCGAG
-CCTTGGTGATCGGCGTCGAAAGACCCGGTGCAAAAGGTCTGGCATAACGACGTCTAGGTG
-AAGAAGTTGAGAGTCCTCGCCAAACTCACAGGAAGATCTCCCCTCGCATTGCTGCCCGCT
-GTCGTTTGCGTGACGCTTCTGTAGCCTTAAGGTTCGGACTGAGGCATCTCACAATGCGCC
-GTACGCAACCATCGGTGCACGAGTAGCCAGTTCTATAATCCTATCGGTAGAGGTCGCGTC
-AGACCCACCAGTTTGCCAACGCAAACGCACGAATGCAGTCGCAGAGTGGTTAATAACGCC
-AACATTCTGAAAGCGGTCAGCAGCTTGACTCCTTCGGTCATGCCTTAGCAAGATTAGCAT
-CGCACGTTCAACGCGCAGACTATTTTTCAACCGGGTACGGCGTATCCAACCTGCGCAGTA
-GAGAGATGCCAGATGTCATCCCATGGCGAAGGAAGGACACTCATAGGCGGGATGTCCATC
-ACAAGGGGATATAAGAGAGCGACCTAGACCCCTCGCAATATTTTTCAGCGTAGACCAACC
-CTTAACCACCACATAAAAGGGCGCCTGCTATCTGCTTTAAAACAAGAAGGGCTAGAAAGT
-ACATTGTGCTGCTACTGGAAAGCATTATAGGATTAGCTAGGTTCTACCGCCTTTTGGTCG
-GATCTTAAGAGATCCGCGTATCTTAGCGCTCTTACGTCGCCACCCGTGCTGAACTATCGC
-ATATTCCGGTTATACATAGATCATGATGCGTCCTACCCTTATTTTATGCCGAGTACTTTA
-CGCTCCAGGTGGGCCGGAATCTTAGTCCTACAGGTTTTGCTATCCATTAAGCTGCCCGGA
-GTCACAAAAGCTGAATAATAACCTTTACCGCACGAGTAGTGTGATGATGTTGAACATCCC
-TGCACCGAGATATCCGTCCGAAAACGAATCCTAGTCAGCGGAGGCTAAAGGAGTCTCCAA
-TCTTATAACCGTCACGAGGAACCGAGGCTGCGTCCTACTCGCATGGCGAAGACTGCCAGC
-GTTGACCAGCCCGGAAAGGAGCATAGAGTGTCCGTGTCGGGATAGTCGCTGTAGGCAGTT
-AGCGAAAACGGTGCAAACGGAACCGAGTGCGTTTCTACTCTCCGGCGTGCCGCGTAGCTC
-GCACCCCCGAGCGTTAAGTGTACATAACGTGACGGGTTTCTCTCCGGCACATGCACCAGT
-ACACTGTTCGAATTGAGAGGCGGTTGAAGTAGAATTGGGTATTAGCAACGTTACGTTTAC
-GAAGATCGGACGTAGCGTGTCCGGGCCCACGGCGACGCTACAGACCGTAAGCCCTTGCAG
-GGAACACTCCTTCCTGGCCGCAAGCTCTACCTACTCCAAGCTCTACCTGTCATCGACATC
-CAACCTGGAGACCGAGTGCCCGCAAAACATGCTTTAGCGGAGACAATTGACTTGTTGTAG
-GGACCTCAATGAGGGGTCGCGTCCCAAAAAGGGGAACCAGCGGTCACAGTCAGGCATCAT
-CGCTCCTGTTAAGTTTTATCAACGTGGGTGCACGAGATATTCTCAGATGTCGTGCGCTAA
-GCCTACCAACTTGGAGAAGGTTCTCGCGCGTTTAGTCTTCCGCTACGAGATCTAAAGGTT
-AGTTGCTTCGAGCCCCTTGCTCGGCTTTCGGCACAGTTCAGCGTTTAGTGTGTCCAAATC
-GGGGTTAGGCGAGATCAATTGGCGAGGAGGGAAAGTTGGGTAGGCGTCGTAACCGCACGG
-TATTACGAAAGTCACGGCTAATCCATTAACTTCGGCTCCTCTTGAAAGCTTCGATTTGTA
-TGTAAGCATTTAGGTGTTCATAGCACATTATGGTGTCTTAGGACCTTATAAGAGTATAAG
-ATAGGGCTGATATACATCAGCAAGTAGGAGCAGCGAAAAGATGTTATTCTCGAGATGTCG
-CGGTAAAAAAGCTAATAAGCTTATCAGTTACCGTAGAAGAAACACGTCGCTCATCGTTCT
-TTAGGAAGCTTCTACAGAGACCGGATATGCGGAGATTACATACTCTTTTCACGGTGCTGT
-AACCTCAGGCGCGTATGAGGCGTAAGGCCACCCGGAAGGGAATGTACGATACGTCGCAAG
-ACTCTGCTATCATCGTCTCCTCGCAATCATTAAGGAATTCTCCGGACTTGAGTGTTGTAG
-GTTTGCTGAGTTTCGCCTAAGATCTGCCCCAACTTTAGCAACAAGGCTCGTTGGCCCGTG
-TTGAGCTGTCGAGGAAACTGTGCGCGTGAGAACTATAACACAATGATTCGCCAGTCCGTC
-CACGTGGTGTTTTTGGTCCCTGGTACCCTATAAATTGCTAAGTAGCGCGTGCCACCCGTC
-GGCTGAGCCCCGACGGGATCTGGAGTCACACA
->NODE_6_length_2060_cov_8.866019
-GACTTCAAGTCTACTCTGGGTTACAGGACTCTTGGGTTGGGACTCCACTGTTCAACGTGT
-GTGGGAACTTTGTCCAGCCCACACCCTTACGGAAAGACAAATGTATTGACAAGAGTCCGC
-GAAGAACACCACAGACCATGCTGTAAGCCATTATGATTACACGATTCCTCTAACTAGCGT
-CCTCACCTACAAGTAGGGTCTGCTTAACCGCGTATTCAGCCTCAGCGATCCGTGGGGGAT
-ACCTCAGGAATCTACCCTCCAGTTACGGTGCTTGGAGAGGCCAACCGGCTTCGTCGATCA
-CGTACGATGGGTTGAATGGACGGTCTGCGTCTCCTGTTGCCACAGCACTGGAAAACTGTC
-CAAGCTCAGTGTTTTCATGTCATGATTTCGAGTACATGCCCTAAGTCGGTCAAAGAACAC
-AAATCCTATAGATGACGCTAAAAACGCCACGACGTGTGTGTCGGTGACTTGAAGACCCGC
-GACATAGGGCCCGTAGGATCTCCTAGACTGGGTTGGTAACGCTACTGTTGAGTGGTAGAT
-CGCACTGAAGGGACGCACATTACGGTGGGGGTCTTGTCTTTCCTGTAGAACTCGGTGAGA
-GATTTGGGTCCGGGGAGGGGTTGACATTACTGCGGCAATTCCGTTATCGCACAGCCGCCG
-GAAATGCTGATTCCGCCCGTGGCGAGAGTCAGCCGATTAGTTCCAAGCCAAATCGTAGGT
-TGCCTTCTGCCGAGTAGCCACGAATGATCGTAAACAATTGAAACGTCCATCGCCGATGAA
-ATCCTGCTCAGGAGTGGATGTAAACTCCCCCGAGTTCATGACAATTGCAGATGAAATCCC
-GGTGCGCGGAAGCCGCAAGAGGACTACGCGTTAGCCAGTGTAAACGCCTAGCGGGCGTAT
-CTGGGTTGCTCATCCAAGCTGTACCTGTGGGAGAGATCGCATCTCGTCCCATAAAGTTCG
-CAGTAATACGCGCGCGCCTGGTCGAGATCGCGGTGGTCGCTTTCGATTCTCTGGGGAGGC
-ATAGTGCGTTTTTGACTTAAGCACTGTAACCCCCTATAGTAGGTAGATCAAACACAGAAG
-GGTTTTTTTCGTTAGAGGTTGTTTTAACCAATGTGGGCCGGTCGTAGCGCACCAAAAAGC
-CGATCGCATGGGCTAATGCGTGTAGTCGATACCAAGTGGGAAAGAAGTGACGGAGAATGA
-GGCTTCGGTAAACCGCCAAAAGGGGAGGACGGTTGGCAAAACACGGGTTTTTCCGTGAGG
-CAACAGTCGACTCGATATGTGGTTTCGCCATTCAACGTGCTTAACATGTGCCAAATCTCT
-TAGAAGCTCTACTACAACGATACTAGGGCTCAATCACGTGGTTCTCCAGAACACAATGGA
-GTCGGGGTAGGGCCTCGCCACCCCGCCGAAGGTTAGCGCGATAGCATTCAAGCCTTTACT
-AACATCGCTTTATTGATCTACTGGCCCAGTTGTAGGCATAAGATGGTCTGGAGAGTGATA
-TGGGGCATCATCGAAAGTGGGAGAACTGCGGAACGGGGCTGACCACCTCTCTTTTAAGGC
-ACCAGTGAGTTATACAGTTTGAGGTCGATACTCTTTGCTAATCTTGTCCGAAGGGGTAGG
-ATCGGACCCCCCAGCTCACGTCGCAATTACGCCTTTAAACCGTCAACCAGATTGCTTATT
-GCATATGAATGCCCTCCATCGTCCCGCAGAAACATCAGGACACGCATGAGTGCAATGCTC
-CTCGACTATCAACCGGGCAGAACCACATGAATTCCTGATCGTCTCTGTCGCCGGGTTTGC
-TGAGTCGGGCTACCTGACCCAGGGCCCAATGTCGCCATTGCGGGTCAATCCTTACACTCC
-GTAACCCCCATGGCAGTAGGCTCATGCACGCACCAGTCAACTGTCGCAGTGTTTTGCATT
-GATTGTGCAGCCCTAGCGGTCAGATCTCGGAAGTAAGGCGAGTCCTAGCGCTTTTGCGTT
-ATTTGTTACCGCTCTCCTTGCCCAACTCTGAAGATATGCCTTGTCCAGATAGAGGCTCGG
-ATGGTCGGATTTTGGATGGAGGGGAATTGGGGCAAAGGGGGGCCAACT
->NODE_7_length_3459_cov_7.834056
-GGTGCAAAATCATGGACGTTGTTAGTTCTGAAATCATAGTTGCTCTACTTTCATACTAAT
-GAGTTACTATCACCGTTCGGGTATTTAAGTAGCGCTTCCAGTCCCAACGGCGTAGTCATT
-GCCCGTCGTCGACAAACCTTTCTTGGTCCCCAGCATTTAGTCTCGGACGCTTGCAAACTC
-GTTGCATATGTGGAAAAGCGTGGCAGAGGTCTCGTACACAAGCCTCGCTTTCCTACAACG
-CGAACGTATGGGGAGGCTCCCTCTTTACGGCAACCAGACATGAAGGAACCTGACGCACTC
-CATTGATCCGAGTCTCCTAGACTGCCCGTTGCCGAAGACGGGTCTTCGGGTCACCGCCTC
-CTCCTTGACGGAGTACCGGACCACTTGAAATTTCGTGACATTACCCGAACTACAGTGGAA
-AGCTGCCCACTCCGGAAAAATGCCCTGGCCGATTCAATCGAAGAGCTTACGCACGTGATA
-GTGGGCGCTATTGAAGACCGAAGCTCTCGTCTAATAGCCTGGTTTGACAATTAACCTTAG
-GAAAGCGGTGTGGAGCCTCCTGCTCCAAATCGCGCTCTGATGTATGTTTGTACAGAAAGG
-CGAGAGAATTCGTAATGAATCGCATCCCGTCTCCCTGATAAACTCTGTTCCAGATCGCTT
-CTCCGCAGTGGATCACACCGGAAACCCGTTCTATCACCTTGATCCTTCGACCGGGGGCAT
-GCGAGTACGTTCGTCTAGTCCGGTAACGGGAGTGTAAACCATTGTGAGAAGCGCCCCGCA
-TCGGGGGGACCCACGACTTGCCTATGTCTTCATTATGACGCTGTTGAGCGGACACCTTTG
-AGTTATCTGCTCTATCACTAACTTCCGAGAGACTCCAATCCTCGTCCTCCCAACCAGCCG
-TGGTGCCTGTTGTAAATACAATGTGTTACGTTTACTGCTTAGGGATGGTCCCCGTCCAAG
-GGCAGTTGCACCGGACAAACAGCTAGCTGCACACATGGATGGAACTAGTCAACGCCATGA
-ATAAGGGGTCGCAAATTGCGTCGACCGTGGTAAGCAGATGACACACCAGTTTTACCGTAG
-GAGTTAATTCCTAGTTTCAGTGCCCCCACTTGAGGTATGAAGTATGGACCACAAACTCAG
-GATACTCTGTATGACGAATTAACTAGAATTTCGTTCACGTATCTTATCTGCCTGGTGACC
-ATCATCGAAGCATAAGAATGGGGATGCATCTTTTCGCTGTGCACTTGGCATGGTGGGTAT
-CTCCGCTCACGCCAGAGGGGCTTTAGCTCACACTCAACGTTGGACTGTAGGCGCCCAACC
-TCGAGTCCGAAGAGGGGTATTCTCAATGCAGGGGTCCAATTCTCTGCTAGTCAGCCTGTG
-CAGAAGACATTCCCTACGTGGCTGGGCAATTATAATCACGCGCATAATACGTGAAGCGAT
-TTATGTCGGGAAGATTAGAATCTTGCCCGATTAACAAGCCTTAGAAGTTTATGCCATAGG
-AGCTAGGGGCAATTTACTGTATCCCAGAATAACGACTCCCCAAGGACCGTGTCAGAAGAT
-CCTTGTACTAAGGACACCGGCCAATAAAAGACGTTATTAACACCGTCGTAGCCTTTTCTG
-AAGCTTTTCAGACCTTTAAGGGCGTGTCATTGAGCACTACGAAGGGGACCAAGGGGCTCC
-GACTCCTTATATGGTCAATCTCCTCGATAAAGTTTCAATAACAACGCGCCTTAGGCCAGC
-AAGCGTCTTCATTCTGATGCCCAGAGGTTCGGGTTGTATTCGAAATTGCCCGACTAGAAA
-TTGTTTGAGAGACAACCGCGATTAGGTGCCCTTTAGACCGTGTTGGAGCCTTAAAAACAC
-CCGAGGCCGGGTTAGTAGTCCGGTTGTGAGTAGTTAAGGGGCAAAATGAAGCGTAAGATT
-TTACGACCTACGCAACTGTTGGACCTCGATGCATTACAAATACTACGTAAGACATGTCTG
-GGCTGGAACTGTTAAAACCTGCAGCCTATAAGAGTCCACCTGGGTGTCGTGATGGAGGAA
-TCGGCGATCGGAGTTCTTGGTTCTATTCGGCCTACCACCATGAATTGCTTAAGCTGAATC
-GCTGTATTCGTGGACGATAGATATAGTTCCCACGGTGATGAGATAGCCGACAGGAAACCC
-TGCGTCTAAACAGGCGTATGCTTCCGTGCGTCGAGTAGGTGGGTGATAGTGTCAGGCATT
-TGGTTAAATTCGTCTCCTGGGCCGTCTCCACTTCGGAATATTGCTATGAACTCTGCTGTC
-ATAACGGTATCCAGGATGCAGCATTTCGCAATCGCCCTCGGTTTGTGGTTTGCACCCCCC
-GCCTAGATACGGATAAAGGAGGATGATTGTTGCTTACGACCTCTGCCTATTGTAAGCTTA
-GAGACAAAAATCATCGCGACTGCAGAGAATCCGCTATTATATTCGTGTGCTGTACCTTTG
-ATCCCATAGCTGATGGAATACGACAGGAGTAGCCCCCGATATTCTCTTTATTCCTTTGTA
-GTATTTACCATGACGTGGTTGCTCGATGTATGTAGGCACTTCTATTTGACTATGCTATGC
-AGTATGACATTGGACAGCGTGAGTCGATGTCTTATCCCGCAGCCCTGGGCCGGTTGTACG
-AATCGGGAATTTCCGGAACAGCGATGACTAGGCCGGCTAACGAGACAAGTCCCTTGGAGC
-GATTTTCACCAGCGCTTAGAGCGGAGTCCCCGCTCGCTAGTCACGAAGGCCTATTTACTG
-ACCGCCCTTGCCGTATGTAGAGTAGCTCACCCTTAGCTCCTCAGCCGTGGGTTCAAAGAT
-CCACGCATTAAATTTCGAAGGAGTAGTCAGGTGGAGCTGTACACATCACTTGTATTCAGA
-TTGTCAACTAGGAAATCCAGTGTAGGAAAGCTGCTTCTGATCCATGGGGCTGTATGCGGA
-TTAGATAATAGGGTCATAGTCGTCTATAGGAATAGTATCAGTACTACAGATAGGCGGCTC
-GTGTTGGTACTATTTGCCAGCCGTTTGAGTGTTTATCAATCTCACCGTTGTCCGAGCGCG
-TTGTCATCGAGACTGGCTTGCAAGCCAGGGATCCATCGTCTGGGCGGTCTCGGGCGGGCG
-AGTGTCTAGAGACTACAGCGATCTTGATCTTCGCGTGTCGGTTTGCACGCCATGGTACAT
-ACTGGGCAACGTAGGAGGACCGCACCGAAGACTAACGTCAATAATATAACACCTCAAAAG
-GTACCATCGCAAATAGTGAGTATAGATGCACCCTCACCAGCATCTCCAGTGGCGAATTAT
-GCTCCTTTAAGTACTGTCCTGTCATCTTATTATACGGGAATATCGCATTCCCAACTATTT
-TTGACGCCGACGCCAGGGGCCATATCAATTAGCTTTTAAAGTCTGCTACCCAAGTTCATA
-CATGTGGTGAGGAATGTGGAATACATTAGGCTAATATGATTCTGAATTCGTGGCCAACGG
-CATAAAT
->NODE_8_length_924_cov_8.568182
-ACTGAACTGCATGCATAAGATTACTTTTATACAGAACATTGGGTATAACGTCACGTGTGG
-TCATCACCCAAGCGGAGGATCCGAGGAATACTAACTGAAGTGAATTTGAGAATTACGTGT
-AACACCGTAGGGGACCTACTTAACAAGGGCCTGAGGATAGTCAAAATTAAGCTTGCCAAT
-GCAATGCCTGCGATAATTAGATTCCCAGCTGGCGGCGGAACCCTTCTAGCTGCCAGTCTT
-CTTTTACCAGGCCATGGGCATCCGGTGTTTTGTGCGTGGGCGCGCCCCGTGAGCTGTGTA
-TAACGTTCATAGAAATGCGGAAAACAGGGGAGCACCGTACTTCACTATACCAGTCGCTGA
-ATAAGCAAAATGCGTCGGCTGGGTCGACGGTAATTCATACGCTTTATGTTCGATTTTCCC
-CTAGGACTAGCGCGTAAACAGCTATCCCTCCGCTCGTGCCAGGCGTGTCTCCCCGCGTAA
-ACCGTGCGCGGTATGGCGCAGTGTGGCCTGGCCGACCGTCCGACCTAAACCGATCATGGC
-CAATACCTAAAAACAAGGGCAGATTTCCAGACTGGCAAGATTTTGCCCCAAAGCCCGTCT
-GCGCCCGAAGATAGCATCAACGGAGGAGATAATAGCCTTACCCTGATGTCCCTATTCAGT
-ATCCTGCACCGCGCTAACACCCCTGTCGTGCGTGAGATGTGACGACTGTGACGCGTTGAC
-GGCCCATAACCAATGCCAGCTGTGGTGCTGTCAACAAGGTACCGCCGTATGATTTAAAGC
-CGTTAGCACACCTATCAGCTTGATGTCGGTCGCACTCAGTACCCTAAAGGGATCCAACAT
-CAACTACCTACGCACTCCCGGCGTATTATTGTCAACAAAATACCGTCTTTTGATTTTACT
-CGTTTTATATTCCCTTTCTAGTTCTGCTGTACGTGAGATTGCCCCCTTGTAC
->NODE_9_length_1910_cov_8.113612
-ACTCAAAACGCAGTGTATGAATAACGTTTTTTCTAATACATGCCCTACTTCTGGTTAGGT
-GGGTCGTATACGGGTACACATTACCTACGGCAATTCGGGCTTTCCGCGGTTCGTGTGGAA
-CCACCTTTGCACATGCCATATGCCCAAAGAATGCCTAAGGCGTCCGGGGCGCAAGCAGCG
-GGGATTTTTCGATCCATTTCACGACAGCGTACCGCACCAAGGAGTCGTACAATTCATTGG
-GGTAAAACCACAGCGGGACGGCGCATCAGTGCCCCCCCGTGTTAACGGCTATCTACGGCC
-CTGTATAGATCGGATTCCCGCGGGCGTTACAGAGCCCCTGAAATATGCCTTGCCAGATGA
-AGGCCTGGCCACCCACAGGCGCTTTTGTTATTGGATCGGGTGAATACATTCCCCAAAGTT
-GGTCATAGGGACCAGACTAATGCATCATATTGCGTGCAATGACTCTAGGAGCGTCCACCA
-AATGGGATGATCAAACTATCCCTTAACCGGCGGAAATATCAGGCGTGCTGTATGAAGCCA
-TGTCTTCGAATATGCCCATAGGCCACCGGGTCCGGACTGCTCGGTTAATTCCCGTCTATC
-TGGAAAAGTGTGTCCTCCTAAAGCGCGCCCGAAAAAAAGTGGGGTTCAAACACTCTATCC
-ATGAAGCATTACCGTCCACCCGCGCGCCCGTCGCGGTTGGGGAAATCCAGGCCTTGCAAG
-TTACAGTTCCGTAGTACAGCTAGAACGCGGACCAGCGCCTGTGGCGTGGCACCGCCAATG
-GTTATCCCGGAACGTGAGCTTCAATGGTGCCAAAATCGATAAAGGTATCCGAGGAGAGCG
-TTTTTTGCCGAGGAACTAAAGGAAACGCTATTTGGGGCTTTACGACTAGTAACCACGTGC
-TGAGATAGAAGTATCACAATTCTAGTGAGACCGGTTCACCATAATGAAGCTGGGGACAAA
-CCCTTCGACACCTGCGACGGGCAATTACTACAGGACTGGAGTCGCGACATAGAATATTCT
-AGTGATTAGCAACGGGATAAGATGAGGACTTCCGTGGTGAAGACATACGACAAAGAGCAA
-ATCGGCAAAGAAAAGCTGGCGTCGAAGGCTGCGATACTACCACGCTTACCGTATCATATA
-TCGCCCGGCGTGTCAAATAGAGCCGTCCTAGGGATTCCGGACCTGCTTCTCCGGGACACA
-ATGGTGGCTATTCAGAGCTTCAATGTTATAATATGTCAAAAAACAGCGAACCAGATCTTA
-TTTTGCTTCTACTATAGAGGCATCGTATGTTGTGCCAACCACTTCGTTGGGTGCCACCTT
-CGCAATCATGGTTCTATGACAGCGTGGATCAATCAAAGAAAGTATGAGCAACGCAGTGGG
-AGTTATTACAAGGAGGGGATTACCCCTATGTTAGTACGCTGCCCCTTACTTAAAGCCCGC
-TCAATTAAGCTATACATAACAACAATCGCTTAATATTCACGTCCATGTTGATGGTTCCCG
-AATCTTAGAATTACAAAGTTCATTGGGTTTGATCCTACCCGCAGGAGGTCCACATTTGTG
-CCGCGTAGCCTTGTCAATGTAATGAGCTAAGGCATTATGCACATCCTCAGAAGTGGCAGG
-AAAGATCAGTCGCCCGGCTGTTTCGCTTCCCGCCAGACGGCACGCGAATTGGGCTATTTA
-ACGGGGATAGCCGGTACTAAGGTAAGATCTTGAGATAAGAGTCCGACTTCTCTGCTCCGG
-CGACAAAAAGCTGGAATCTGGGACCCCGTTAACCCCCGGGATCGCCGAGCTAATCCAGTT
-GTTTACCGTTATGCGTGAAAGTAGGCTGAGGGCCCGGGACCACTCTTTTTTCGTTAAGGA
-AAGGGAAAGAGAATTCGGACCTTTGGTGCGTCGCTACTCATTATGTAAGACTTATCTGAA
-ATCTACTGAAGATGTCCA
->NODE_10_length_475_cov_8.755790
-TCCATAATGGTAAATCGTCTAACACCTCCCCCGGCGGGCAAACAAACGTTCATTACATGC
-ATGTCACAGGAGGCGTGACCTTCGGGTGCCTGAGCGGGGAAGGGAACGATTTGCGATCGA
-TCGTTTCCCTCCGTAGACAAATAGAGGTTAAGGGGCGTTTTACCACTAGTATGACTGAGG
-AGAGCGATGTGCTTGTACTTAAGGATCTTACAGCGTAGGGCCTCACACGAAGAGAACGTC
-GACAGTAGGGATTTAAACCGCCACTACAGCCACGCTGCCATCTTAATACAGGCGTATAAC
-CGGTATGGAAGTCGGGGCGTCCCGTAGGATAGCGCCCTACTGACATTGACCGGGAGGTAT
-GACTGGATCAACTCGTACGAGTGCGTTAGTTAAATGGTGAAGCTTTGTAAAGAGTGCGGT
-GGTGGGACGGCGCGCACTACAATAGTGACATTGTCCCGGTATCCCGGGGGTGGGGACAAT
-AAGTTAAAGGAGCCAGAGAGATA
->NODE_11_length_4684_cov_8.438941
-TCTTCGCGGTCTGTCAAGTGGTTGCGCGCCATTCCGTGAGACCCTTACTAGTCAAGCAGC
-CGCACTCACGAGGGACTAGAGCGTTATTGTACACGCCGTTAGCAGATGCACGGCTTCAGA
-GGGTATCCGACTTAATGGAGCTTGTGAACACGCTCGAATGCAGTGCGTAATTTACGAAGG
-GGCTGAGGTGTCGAAGACTCAGCATATCCACGTAATATGCAGCTTGGTAATTTAACGTAG
-AACTTCATGATAGGAACCTACGGCCCATGTAAAAGAGATCCAACCGAAACCTACACGAGG
-TACTCGAAGGCTTCCACGGAAAGGGTGTCGATGGGCTGGGGTGGTGGACCGGCGTGGAGC
-TCAAGAGCTTTATTTGAAGTATGGTGTAAACGGTGCAGCGTTAATTAATGACTTGTGGGC
-CCACGTTCGCGTAATGTCACGATACTAAACAAGACAAGTTACTCCCCCTTGCGTTAGGTA
-GTGCAGCACCTGTCTTGCGCAGCGCAACTTCCTTTTCTAGCGGTGCAAAATGAACTAAAG
-ACCTGAGGCGTCTAGCAACGTGACTCGGTGAAGACTGTTTGGGCTGAGAGCCGGGCCTCT
-TTGTCCTTAAACGAACCCAGAGTACGTCTCAACCTGAGGTGTAAGTAGACTTCAATGGCT
-TGATAATAAGGCAATAGTGCTGGCGGCGGGGTCATTTACGCCCAGACATAGCTTTTTTAG
-ACTCATCAGTCCTAGCAACCAGCAAAGAGGGGCATTACTAAAGCTCTTAGTTGCCTCACA
-AGGCTCTTCGGGAAGACATAACGGTAGATGCGGACTAACGGCTTGCAATCCCCCTGCTGA
-TCATTACCGTGGGCTCCGGCTACGTATATCTACTCGGGGTAAGATAGTGGTAACGGAGCG
-TTGGCGTGCCATACCTGATCCGCCAACCGCTACTGGAGCGAGCATCTAGCTACCTGCTCC
-TTCGGACGCGATTTAGGGCCTCATTAAATCTAACCAGGCGGAGAAGAAGTCTGTGGAGAG
-ACTAGGGTTATCTTTTTCTGACATGACGCGGAGACGGGTCATCTAGAAACCCGACAGGTA
-TCGTGGGACTTATTTTCGGGTCTCCGACGCCTTTACAGACAAATCACGGAGCTCATTTTG
-CCGCGCCTGTAAGTCGCATCACAACCTACCTAGATTTCGCAAGACCGATGAATGACTCAA
-GGATCGACAGGAGCCCCTTGGCTCGTAGGCATCCGTCCTTTAGATCCGACTAGTATATGG
-TGACTATCCGCGCAGAAATTGTTGGCCCTTGCGTCCGCAGAATATGAACTTTAGCACCTC
-CGTAAACTATGTCCTGAAAGTCCTATCATACAGTGATCAACCTGAGCCCTATACCTTAGG
-CCCCTATTTTAGAACGCCCCGGCACAAAGAATGAGTATGAGTCCTTCTTGTCAATACTTG
-GTCGTGATATTCTCTTTGACGGCTGTAGCTCTTGCTCCATTCCACCGCTCAGTCGTGACC
-TGGTCTTCCGCGTTCTCACAGGATGCGAAGGTAGATCATGTCCTGAGAGGAGTGACATCA
-CATCATTGACCTTAACCTTTGCCCGCTTCCCATTCCGCCAGAGCGACGCGCAGACGTGCA
-CCGGAATCGACACCTATTAATAGTATAGATGGCCGGCGTCTTCAGTTGTTGTAGGCGAAC
-GAAGATGTTTAGCCCTTTTATTAGACAAGTCTTAAATGGAGGACCCTTTATAGGCTTAGG
-TAGGACCGTTTACGCCCTTTCCGGGAAAAGTATAACCCGGGATTACGGCCAGGCCGTGAT
-GGTCGGGGTCTGTCAGTACTTTATCTCTTCTCTAGTTATACCCCCAAAACGTCACCTATC
-CGGTCCAGGCGAACAATGCCTCCAACCCGAGCCCTGGGAGAATTCCTCGTTTATGGGAGC
-TCCGGACTCTGCGGTTGTCTGTACCGTAACTAGCAGGGCAATCGTTCGCCGAGCCACGCA
-GCTTGGCCCCGCTCAAGTTATAGCATGATTATGACAATGACCAGGAACAGGCAGGTTTTT
-ATCCACCTGCTGGTCCACGGGTGAGTTTGTGGTTTATATTGAAAGTGCTTACAGCGATCA
-AGGGTTATCTTCCAGCAGACGCTCGCCTGGCCGGGACATTCGTTTTAGTTCCGCTGGGCC
-TGGGACAGGATCGTTCTAAGATCAGAACTGGACCCGGTGACTGCAGAAAAATAATCCCGG
-AAGTGGTCCGGATTATCATATATTGGGGACTCCATCACGAGGTTCTTCATATCCATCATG
-TGCATCGTGAAGATAAGTAACGGCTAAGAAATTTCTTCGTTAGTAATCCCCATGAATTCA
-AACTATATCCATTCAGGCTCGTTGGAGGGATAACTACGGCCGTATGGAGACTAGATCCTC
-ACCTTACTATGATACGTGGTTTGCAGTTACAAGAGTACCTACGAATTAGTACGTCACGTA
-GTCGTACAATATCTCTATTAAAAGCGACTTGTTAAGTGACCACCGCTTTTACGCCATCGT
-TCGAAGGGATTACACTCAGCAGACCTCTCCAGAAGGCGGTCGGGGAAATTAGAAACCTTT
-ATTCGTTCCTAGACCCCATAGAGGGAGGGTTGCAGACTAGTGAGACGACGCTCCATCGGT
-CGAAGGTTTCCAGTTTTTGCATTCACACATTAACCGGCCGTCAGTAAGGGCGTCAGAACT
-TCTCGTATCTCAGAGACCATTTCACTAACTACTTAGCACCCCCCGAAGCACGGCTAGATT
-AACACTAATATTGAATGTAGCTTCTGAGAGCTTCAATTATCGGGCAGTCCTATAAACCAA
-TTGGCATAGGAGACTCGCACCGTTGGTAGACACGGCCCTTCGGGGGCCTCCCTCTCTGGC
-GTGAAACCTCCTTTACGTTCGTCCCCGGTTGGGCGGCTATCCGCCCCAATTAGAGGCTTA
-ACTATGCCCGCTTAAAACATCTGTGGTAGCCTCAGGAGTCGATGAGAATACCATTCTCTG
-AACGTTGGTTGTTAGTGTGCTCCTTGCAAGCCCCAATGATTCCTCGAATATAGTCGCTTT
-ATAAGCTTTGGTAGGATTAGGAGTCCGCGTGTATAGCCATCTATGGTACATGGAATTGTG
-GGGCCTCCTATCACAGCGAGCGCGCCAATATACTTTTAGCTCCGTCCGACCTCTCACTCG
-GTACTGAGAATCCTACAAACTCCACCGGACCAACAACAGTGTAATTAGAGTGATCGACAT
-ATTTTAGGCGGCAATATCGCGAACGACAAATCTTACGTTTCCCTCGCCGGAACAACTAAG
-AAAGAACGCGCCTTGTTGCGATTAATAATAGGTTAGGGATGGTATTCAGCGTTTTTATGA
-AGCAACCGACACGTGGAAGGCGTTTTATGTTTGTGCCTGGTATTGCAGGTGCGTGTACTG
-ATAACGGGACGTCCGATATAAGGGGCTCATCTCCCGGATAACAACGAGTCCCTCGAATTA
-CTCGTAGCAGTTTGAGGGCCCTGGAGAACTGGAATCAAGAGAGATCCCACGTTTCTAACG
-TCGGATGTCCCGCCGCATGCCGCTGACCCATAATTACCCGTATTAGGGCATGTCCAGCCA
-TAATCGTGCATATAACAGTTACAGGTGCCCATGCAGAGTACGTCTCGCCCGGTATACCCG
-GGGAACGTAAATTCGCAAGGCCGGGCGTGGTCCACAAGGAAGACCCGCGCTGGATTGTTA
-CGAATGCTCTTTCGGTGCCTGGGGCTTCGCAAGCGTCCTCGAACTAGGGGATAGTTCCCC
-GGGGTATTTGAAATGAGTCGCCAACCGTGGGAGCGAAAGGCACTCGGTGTCAAGGCGTAG
-TACGACCGGCACTGACAGCCTGCGAGATATAATAAGGACACCACGCTGTGTAGTGACATT
-TTACCTACGATTGGGTGAGGAACCCCAGATGGCAAACTCGCACGACCTTCAGGTAGCCTC
-CGCCGAGGGAAGATCACTGCGACTGTTTTAATTAGTGGCTTCATCCGAACTGGCAGTGGT
-CTCTCTCGGAGATGAACAACGCGTGCTTAGGCCCCTCCTCATTGCTATCGGTTATGAAAG
-AAAGTTTTATGCGTGCCCAGGGTATGCCTTGGAAGAGAATAGGACAATGGGGGCGCGCTC
-GCTACCTTTCATCGACCCAATATCGACAGCCGACACGCGTACTTAGAAGTACCTTCCATA
-ATCGTTGGAATAAAGTTAAACAGTCGGATTGGTCTAGCGTTGGAACTTGTCCGTCATGCA
-TAGTTCCGCTCGCACCGTCAAGACTGGGGACACCCATCAGCACAGCTCTGAGGCGCACAC
-TAGACATATACCCTAACAAAAGTAAAAGGTTGGCACATGCGCAACTTAACCTCGTGGAGT
-CCGAAAGGACACTCAAGCTATGTTTGTGTCAAACGCTACTCTAGGGCCCACAGATATCCG
-ATCGCCTAGGGTACAAAAACCAACACGAAGAGCAGAGCCTCCGAATTTTTATTGGAAATG
-AATACATGTTAAAGAAAAGTTGATCGAGTGGTGGCGATCGGGATCTGAATTTACGGGCTA
-ATCTCCACATGGAACCGGAAGCCCTAGCCAGACTGTCCTCGCCGCGACTTTACAGCGGTA
-GGGCGAATGCTTAGGTTAGGCGCACACGTACCTCAGGGTGACCAGCAATTAAACGTAAAC
-AAACGCGTCGATGTTCCAAGTGGAACGGTTCT
->NODE_12_length_4474_cov_8.262181
-CCCACTACGCGCGAACCCAACACCAGCTATACAGCCCGTTTCAGCATGCAGGAATAGCTG
-AAACGCGTTCTTTTCAAATCACAACTCTAAGCAGGGTAGTGCGCATCATAGAGGATCCTG
-GCTGTCCGCTCTATAAGGCGGTGACGAGATAGATATACCGATCAGGCCAGTGCCTGTTAT
-GCCGAGCCTGTACAAAGCCGTACACAGATTACACTATACTGATACTATCCGACTCGTTGG
-GGTGAGTTGAGACCAGCACGCTGGGTACTTTCCGACATCGTTTACTGGAAACTGAGGATC
-TTGCCGGGCTACTTCATAGTAGATAACGCCTAAGCCAATGTATGTAGGAACAGGATGCCT
-GCAGTCATCTCCTATTCGCCGTGCCGATTCTGGTACAACGAGTTTGGAAACTTTAACATC
-CGTACTCGAGAACTTACGAGGCCCCCCGCATGTGGAGAGGGGGTCCTTTTCCCGGGTTAA
-AAGTGCTACGGTAATGGGCCGGTTACCTCCTCCCAAGTATCTTGTGACACTGTGCTTGGA
-ACCCGCCCCGAGCTAACAGGCCAATGTGACTAGAGCGTGTCGCGGGTTGCCAGGACAATA
-CGCATTCCGTAACCGTTCTGGAGAGGCGGCTATAAGTCTCATCCCACACAGAAAATTGCC
-TACGACCTGACGAGACGCCACAACAAATGGCCGGATACGGCTCCGCGAGAATAAAACCAT
-TCCCTCATGTGTGTCAATCGTCCTGCATGAGCCTTAATAGGGGCCTCCGGTGAACGCCCA
-CTCGTATTATGGCATGTCTCTGTTGCCTGGTAGCGCCCACAGACGTTCAGTAAGTGTCGG
-TCGCGAGAGTCGCCAACTCCGACGTCCGGTACAGTTTCTCAATGGTGTTTACAGTTTACC
-TGGAACTTTGATGACATTTGTATTGTGCTTGTCATGGGCCAGAGGGTCCGAAGTTAGCCG
-CTCGAAAGGGTGATAGCTTTGTTATTCCAGTCGAAGAAAGGTAGGCAAAATGTGTGCAAG
-GTTAATGAAGTGCTCAACACCTTCCGTTGTCCTACTAATAGGGAGTAGCATGTTTACTTA
-GACCCGACGACCGTCATCTACGGACGATCATTAACCGCGCCTGATTAGATGCGACTGCGT
-CCTGCATACGCTCTTAGTGGTATCCAATCTTTAGCGGAGTGTGAGCAACTGATCCACCAG
-ATCCCGTTTCGCACCGGGGTCATACACGGCAGAGTCAGATTGCTTGCGATCCTCGACTGT
-ATGACCCCACCTTGTTAACCAGGTTAACTGATCGTGAAAACCTCTGATTCATTTGTTGAT
-CAGGTGCTGCTAGGCCCCAAGCTCACATAAGCCCTATATCCGCTAGACTCCCGATGGTCG
-AATCCGCATACAGTAGCAACCCGTGCCACTGCTCGATTAGTCTCATTGTTTCCCATTGTA
-CCCAGTACGAACCTGGGCACCTGGATCTCATGCAGTTGACGAGTTACCGCTTACCCAGAC
-GATTACGATGCCTACGAGAGATCAAGCCAGGGGGCGTTGTGAACACTAATTAGAATTGAT
-AGGGATAATTTCTTGTCCTCCGCTTCGGTGCTCTCCTGCGCATAACTCGGGTCTTAACGA
-ATTCTCGGTAAAATAAATCGCTGGGCGTGATGAGTTTGCGGCGGAGTACAGTAACGCACA
-AAGATGTGAACGCTACGTCTAAGAAAGGAAGAAACTGAGGCTAGGCAAACAACGAGGTAG
-TGTTGATCACTCAAAGCATCCTGTCGCACCGATCACCTGGAGTAGTGTTCACAGAGCCGG
-GATCGTGTGCCGTCGCAAAAGACGTCAAGGGATCCCATAGAGATTGATTATCCATACAAT
-GGTCAAGAATTACTAAGATCCTGGTCGCCGAAAACAAACATACATCACCTGGGAAGGGTT
-ATTCTCCACGAAGCAGGATATGGGGTAACTAGGTTGAAGCTGCCACTGCTGCCCTTATAC
-GATATGGATACGTTTTATCGGATTCGGCCGGTGGTGAGGTGTCCGCATAGCGGACTGTAT
-GGGAACGCTAAGAGTGTACTGGCAGGTACTTTCCAGTGTGTTATCACAATTGCAGAGCAA
-AATCCTTAGGTCGTATTCATATCGATGGAGGAGGGACCATATAGTACGGCGGCTACTGTT
-CGATAGTCTACTTCCGGTCAATGCGTGCCGCGACGATCCGCGGCATTGGAGTTAAGTTTC
-CATCCCCATGTACCCCACTTCCGCCGTCCGGGTCTATACGTAGACACCCAAGCGTGCGTG
-CCCATAAGCCAACGAGGCATCAGGTCAAAAGCCTCAACGCTGCACCTTGTTTTCCGGCGG
-CCTTAATAGGCCAGCCTACCTAATCCCTTAGACCTCGTGACTCCGGTCTATGATCCCTAA
-TGAAAACGTTGATTCCCAGAACTACACGTGGGAGGAGAGCTACGTTTCTGCATAAACGGA
-AATATCCCCTTCAATTTTATCGTAGTCTCTACATGTATAGGTTGAGGTCGGGACTTCAGG
-TGATCGGGCTATGTGGCAGTGACTGAGTAACATCTATGGACGATCGGTGAGAATTGACCA
-GTACAACAGAATGAGAGATAACCCAATAGCCAACCACGATGCGCCCCACAAGCCTCGGGA
-TTATACAGTACGCATTCATGATACCTGTGATCTTCAACGTCTCTTAGAACTAATCCTAAC
-ATGAGTAGAGGGCTCCATCAAACAAGGTGGATGGTAGTTGCCAGACTAACCACGCCATAT
-CAGTTCACATTCAATACTCGAGGCATTAGTTAACTTGTAGGTTGTTTCGATGGCTGCGGT
-GGTGTTCGGCACAATATGCCGATACGGGCCGTTCCGAGATTCATCTTAGACAAACGGTAT
-AGGTATGACGTATTAATTACACCACGGAGTTGCGGCCAGTGCTGCTGATTCTAGTGCGGT
-CCCGTTACTGAGTTAATGAGCCCGAAACGGATTCGTCGAAAAGTTGAGCAAGGCAGGATA
-GTAGAGCCACGACATATTTAATGGCTATTTTGGTAGCCACGGCTGCTCAGCAGAGTTGGG
-CCATCAGGCGATACGGGGATACTGCGCAATTGCTCGATACCACCGTAACATGCTATCGTC
-CGTGGCAGACTGCATTATACTTTCGAATGTCTGAGACGGGTCACGTAGTATGATTGTTGC
-TTACTGCCCTTAATCGGGACGAAGTTCGTTTGGTTCGAGTTCTTACGTTGACGAACACTT
-AGCGGATAAGTTTGGATATGTTACAATACGTCCATTAGTAAGTAACAAGTGCGGGGGCGT
-ACACCTACGTCGCAGCGGCACACAGTGCCCACGCGAAGCGCTCGTTTCGCCTCGTTGGAT
-TCACGGCGATCCGGTCCGTTTATATGACAAATCACTGGGGCTTTCGCGAAGAACATTAAA
-CATGAAGGTAAATTAACCGGCAGCCGCCTCCAGAGGCACAACATCATGCGAGGGAACCCA
-GGAAGGTTTATTCATGAGCGACATAATCCACAGCAATTAGTTGCTCTATAGAGGTGTGTA
-GAAACCAAAATAACCTGATCCCCTAACTGATAAAACCCCCCACCCGCTTACAGGTGTACC
-AAGAAGCCTGTCTAGATTAGACGGTCAGCCACCGCGAGTAAGCTTTAGTAATCGCATCTA
-GTCTCGCCACCATGAGGAACAAACGCCCGACATGTAACGAGTCCGCAACACCCCGTGTCA
-AGATCTACAGGGCTATAATCAAGCCACTTGTTATTCTTTTCCGGAGGAGCCGGTATTCTG
-TGGTGCCCAAACCGTCACCGTGCCCCAAGTGCGAAACCCCCCGGAGTATATGGATTCATT
-TGACGACAGGCTAAGAGCACGTAATTAATTTTCTAAAGAGACCACTATCCCTACTAATAA
-TATATTATCACGGTGTGTTTAAGACGACCCCACACAACACGCTAAGTTCGGCGCCTTGCA
-TGCATGATTAACGACGGCCTTAAGCCCATGAGCCGATTTTTTACTGACTCAGCAAGGGGC
-ATACAGCACATCATGTCGCAACTCGTAACGCGCCTGACGCCCGCACCGTGGTTCCCCCCG
-TTACAATACCGGGAAGCCACTTAGACACGCAGAATCAGCCTTACAATCCAGATTGTAGCT
-ACCACACGGTTCGTGGTCAACGAACTAGCCCCGGGTGTCAGCCCATTAATAGGCGTAGCC
-TGTCACCGAGGTTTAAGTATTACCCTACGGTCAGTCTATTGGGGCGGAGGTCGAGATGCC
-AATCGGGCGCCATTGCGACAGACCATCTCGCGTATCGCTAGAAGTTTCTACGAGTACATT
-GACCAATGCGGTGTCCGATCAATATGAAGATCAAGCACTCTGCCCGTTTGATGAACGAGC
-ACGCGAGGGCACTCTATGTGAAGGAGAGGGTTTCACGGAATACTCATAGTTGTCCTTCCC
-TCAGGAAAGAAGAGCCGACCTATGCACACTGAAGTGTTTCTTTTCAAACCCAGATTCAAG
-TG
->NODE_13_length_3598_cov_8.079210
-TATCTGAAATCTACTGAAGATGTCCACTATTATGCGACGCAAACCTTCACCTTCCACGAC
-CTCCCTTCAGGCGGGTGCAGGGCCTGCACCCGATTCGTTGCCTTACGGGGAAACCTATTC
-ACTCATGGGCATTAGTCACAGCATGGGGCGTCTTGTGCCAGCTCCCATCCTTGTGCCCTG
-TTAGGGCATGAGTTTCAAACCTAAGTCAAAGTTGCCCGCAACGTAGAAGACTTGTGCAGC
-CAAATCGATTATCTGCCTGTTTGTCGCGGTTTTTAGAGGTCTGGGCATAGGTCAGTGTCC
-GCAGAAACGTAAGTGAAGTAACTGCGCACGCATCGAGGCACCATATTACGAGTAACGCCT
-TGTTTCTCAAGCCGCGCAGTTTCGTCTCGAACGAAGCTTCTCTCAATCACATACGTGCAA
-GCGACGGGGGACTTGTTCCTTCTTTCTCGTGAAACCGTAACAGCTAAGGCCCTAAGCTTA
-TCATCCCACCAGCGTATAGCCTGAAGGCGGCCTGACTCCAGCTTAGTTGCAACGACATGG
-CATAGACCCGGAACTATTTGATGCCGGCCCAGCTTTTAACTGCTTATTTGCACTCGCATT
-CTCGTACGCCTAAATTCGGAATACGGTAGGTTGACCCGTGTTGTTCTATCCTCCATTTTC
-CGATTCAATAGTTAGGCCTATATACTTCGTGTCTTAATAATGTGGCCTTATGAGGCCCGT
-ACTGAGGACTACCTTACATAATGACAGTCAGGCCACTGGCCGGTGCTTGGTGCCTTCCGG
-CAATGAACTGGACATTGGGACCGGGCCTGTCAAGTGGTTCGGGTGCGAAAACCTTTACGT
-ATTACGGACGCTATGGCATCATGCGCATGGGTGCTTTGTAACAAAGGCTCGTCACTGCGA
-AATGCTCACCCCGCCGTTAGCGGGTTCCAACAACGGAAGCCTGTATCAGCGTAACTTTAA
-TCATGTCGTATATCTAAAATGGGGTACGTCGGGTCCGTTCTTCGAAGCAGAGCGAAGCGC
-GCTCACGGACTTAACCAAGAGGTTATTTCGATTAATCGCCAAAAACCACTAACTTGTTCA
-CCTACATGGATGATTACAAGAAGCAGTTCATGGGGTGCGCCCTCCGCGTCATCTACCAAG
-ATAGGGGATACACCCGTGAGTCCAAGGCGGTGGTCACTAATGAATCTGTTCGAGGAAACG
-TACCTGCACCAATAAGCTCATGGTACACCCTAGACCGGGTAGTTTAGATTCGCTGCAGGG
-TGGCGATCGCAGTAGGAATTTAGATACAGAGCGATAAGCTTGCGGTCGTACGATGTTATC
-ACTGGGGGAACTGTCAGGGGGTAGTTGGTCATTTCCCTTCTCACACCGATAGTCCGATAT
-AAGTTTAAGACGCCTCTCTTAACTCGCCCGAGGGCGCGGTGACTCCAAGTTGTCGATTCC
-CCTATAGAGAAAACTGGTGATGTGTCTGAATGGGGCTAGCAGGCTCTGCCGATCGGGCCT
-GACATTCGTTTTCCACTTTACCAATGTCAAAGACGTATCTTCTAGTCCTACAGCACATGA
-TTGAAATCTCAGGTTATAGGCTGTCGACGGCCCTCGTCTGGTCATAAGAGACGGATAAAG
-TCAAACGTGCCACGAAGCGTTGACACAACATACTCCATATCGTGAAGTCAGAGGGGTGGC
-TCCAAGGCGGATATCCTTAATGCCATTACCCATGCTCTATCAGGATTTGTACCCGCACCC
-GGGCCTCGGCCTGTCGGACATCCAGTGGATAGGGATCCCTGGGACAGTAATACAAATGGT
-GGCAACTCGAACGTCTTAGTACTCCACAGATAGAATGTAATCCCATATTGGTTGAAGGAA
-GTCAACTGCAGACAGCTGAGCGCAACCGTCTCCAGCCCTGCCTGCCTATTGAGTCGCGCA
-TAGAAACCCAATGTCTACATAGAGGCCTTGTGGCTGCATTCTGTGTGGAGGCCGTTTAGG
-GCAATTGAAGTCCCAACGGCCAGGGGCCGTTCAACTTAATGTATCATGTGTAGGGCATGG
-GGTGGCGCCGCTCCGGGGACAACGGTTGGGAAAAGGCATGGACAGTGACTCCTGACCTTT
-CTTCTCTAGTGATTACTTCAGGGCAGGCCCATATAACAATTTTGGAACTCGCAAGAGAGT
-CGGCGTCTTGGGCCATCACAGTCGTTGCTAAATTGCGTACCGTGTTGCATCGGTACGGGG
-TGGGCATTATACCTAATGCTCTCTGCAATGGGACAGCTCCGGTTCTAACCTGAACGCCTC
-TCTTGACATTCGCACGTCTATGGTTTGAACCTGCTCCACATGGATATGCGTAACATCGAC
-TCCCGAGTATAAGGACGTTACGAGAACCGCGCTTTCTCCACCATTAAGATGCGGTGTCTC
-GCTCCGTATAAACATACTGCTAGCTGTGTGTCTGTAAGCAGCATGATTTGAGGGTCAGTT
-ATCACAAGGCGATGTCGGAGAAATGAATGAGTTTTATTGCCACATACCTCTTCAGTATGG
-TCCGAAGAACCCCTCATGGGTCGACATCTGAGTCATGTTGACTCAAGTGAGCCACTAAAA
-GAGCGTCAGAGGCCTCCCCTCTATTCGTCGTATGCCCGCTTTCAAAGCGTATGAGCCAAG
-TAGGGATTGAGCTTGTTAACTACCATGCAGTTGGCAGATAACGTAAGAAGCTGGAGGGTG
-AGCTAGTGGTTGACCCCTCCCGATCACTGACGGGCTACCGAAAACCCGAGTCCTAGTCCC
-CGATACGAGAGGAGTGTAATTAAATAGTCTAGCACCGACAATTACGGAGTTCTTCGTTCA
-GGGTGTAATCCTAAACGGCACAGATTTGTAGCGACCACCTTGTTGTCACGCTTTTGGGCC
-TTTCAAGACATAGGACCCCTTGGGCCCAAGCTCAACATCGTCGCTGGCTAATGGCATGAT
-ACGGGTTGGCACGTGCCCGCCGATACTAATTACGGTCGCTTGACCGGGTCTATTAACTAC
-TTCACATGGACCGCGTAAGTCCACCACGTCTGAAGGACAGGGTATCATGGTTTTAATCGG
-GCCTGTCGCCCTTATTGTGACCTCAACTCAGACTTTGAGTCTGCTGACCGCTACAACCAG
-CGGTCCGTCATTTCATTAACGGAGTATACTGTCCGGGACACATAGTTCTAGCGGACGTCA
-GTTTACCTCGTGTGTCCGGAGCCATCCGAGGGGCCGGGCTCAGAGCCTTTTGACGAGAGT
-GACACTTTCAGGCAGTCTTCTGTTTCTGCCCACGAGCTCTAACCAAAGTTTGGGGCTCTC
-TACATCTACATCACGCCGTAGGTAACCTGCACCCGATCCACACGCTTGCGTTAGTATCTC
-GATTCCAAGCATCCCTAACGGACGGCGCGGTAGGTTTTACAAAGGGCGGGACTGTCTGTC
-AGCGAACTACAAGAGAGTGCGTGCCCGATCCTTGCTGTGGAGTGTCGCCCGTAAACGGCC
-AGCTAGTGCCCGAAATCTAGATCATCCCAGTAAATAGGGAATGATGTCCTTCGCCGGGTG
-AGGAGGACATCAGTAGCTTTTGACTGTGATACCTCACGCCCGGTCGCGGACCTGGGAGAA
-CCCGATGCCTGGCACGTTCCTGGGAA
->NODE_14_length_5731_cov_8.239400
-TCACACTCCACGGTTCTAATTATAAGCGGCTGAGCGATTGCGTATGCTCTTGTAGCAAGT
-AAACGCGCCCGAGATAACTGAGTCAGGATCGGGGGATCGCGCACTCACAATGGAGTGACC
-TTTCGCCGGAAACGACAAGCCGAGGCGACCCCACAAGACCGCTTCATGGTCTTGTCTAGT
-ATAAGTGCCACGTTAGCTCGTGTGGGGTAGGTAACCGCTGACGACACGTGTCTATGGTAA
-CCCTGTCTACTAACGGCGTCTGCACACCCGGGTCCGGTTACGCCTAGTGAAGAAGTGGTG
-TAAAGGGGCCGTGAGACGGTTTAACTATTGGGCCGAAATGGCACTACCGTTGCAACTCCA
-CATACCACCCCAGTACCCCACGCTAGAGTAAAGGTTTTTAGCAAGGTATTGGCGGCGTCT
-CGATGATGACAGTCACGAGCCTTTTTTTCTGGTTTATCCCGGCCTTGAGGCGTTTACAAG
-TGGGTGGCGTTAGCGGCTGTTCGGCGTGACAAGTACTGCGACCAAGTCAAAATTGGGGGT
-GAAAACTAGTATCGAGGGATAACACAAGTCGCTGATGTTGGGGGTGGGCTGTTAAGAGTG
-CTAATATACCTTGATCAGTCTCTAACGCATCCTTATTCACGGTATACTGGCGACGGCGTG
-TGAATGGCGCCCTGTTCGCTCAAGTTGGGCGTGCCCTAAAGGGTAAGCCATGAATCCATG
-GACACCCGCCGGCCAGGCGGAGGGGGCGCGCGTTGGTTAGAACGGTAAATTCTTCAAGAT
-TCTAATCAGTACCGCGGAATTTTTGGTCGTTGATGTACTAGGTGTACGCCTTAATCTTCA
-GTTATAATTAATGGCATTTCAGTGATTTCCACAGATCTGTGCCCTCCCGACCCTGCGGGT
-AGAAAACCAACAGATCGAAATCGTCAGGCTGACTGTTATTCCAACTACAGCTTGAGGGTA
-GGCCTCTTGCGATCTAGCTCGTGATCTCAATAGTCTGCACGCAGGCAAGTGCTACCCGGT
-CTGGATGATTATGGCCGACATGAGGGGCCGCGTGTTATTTACCATATCATACTCTCAATG
-GGGTCATAGCGACAACTACTTGCCAGCCCAAGACACCCCCTCTTATAAAGCCCGAGCACG
-TGGTTGTTCTCTCTTTTCGGCGCGCTCGAGTAGTTTCTCCGCACACAATAAGACAGTGGT
-AAAGCACTATAACGATCATATTCGCGTTCGTCGTACTCGTGGACATTAAAGACTGGAATT
-TTCAAGGTTATACAGTGGCTGTCGGCGAAAGTGGCAGGTGGGCGCTCGTGCTATAGACCC
-CTCCTGATTAATCGAGTGATCCTCGGATAGTTTGATGTGTTGGGGCCTAGATGACTCCTA
-GAGTTAAGAAAATACTAGGATTGTGTTAGTGTACGAAACTATGTTGATGTGAAGTCATGT
-GAATACGATCAATTTTAACCGTAGGTTAACGTTGAAGATGCACTTGGGCCCAAAGCGCGC
-CTGTATATGGACCGCAAAACAACTCAGCAGGCGTGAAGGAACAAGATGTTTCTAATATGG
-TGTGGTCTCAAATTATCTGCATATTAACTTGCTTATGAGACATTCAATTTAATAGCAAGG
-TTAAAAACGCACGTTGAAGGTAGCTCGCATCTGTTTCGACGCCAGGTGACTGAAGCATTC
-ACTGGCGTTGTGGTATCCGGCGTGAGCGGCCCTCTGCTAATTCGCGCGATGGGAACATAA
-GTCATTCATAGACTCGCCACACGAAAATCAGCTCGGTCCGGTTGCTGAAGGTACAAGTCT
-AAGACCAAGGTTCTAAGTCACATAGAGGGACTGATAGGCTATGACATCCACCCGCTGCCG
-GATCGCTGCCATCCCTTGTTGGTCTTGTTAGACGCTTCGGTGCCGGTTAATAGATTTCCG
-GTGGGAAACTACTTCGCGTTCTAGACGCGCTAAGCCGAATTATACGTCATGGGGAGTACC
-AAGGTACTATTGTACTCTGCATGTTTACAAGCCGCTTCTCTGCTGCATGGTAAGGCGTGG
-TATCGTTCCCATTTTGTCACGACGTGTTACGCCACCCGACCAAATCGCGTTTAGGTGCAG
-AGATGGATATCCAGCCGGGGTAAAACGTAGCATCTTGACGGGTGTTTTGCCGTTCAAACA
-GAATGGCTCGTTTTTTACCTCGCTGAGTCCTGCCGTCGTCTTATTCCATTGGTAAGTAAG
-TCACATTTGAATTGGGGCCATCCAATGAAGCCAAGAAGGTAGAATAACCTTTACCTGTGG
-CCTATTCCGAGTGATGGACGGCCAGGATCCTCCTGCAAGGCCTTCGATCTACTGTGATAT
-TTGTGCGCGATCTATCAAGTACCACACATACTAAAAGCGAAGGCTGGATACTTCGAAATA
-AAGTCGGCATGGTTGGGCGAAAAGACCTAGCATTATCGTCTGTAAATGAGTCTGCACGCT
-GGTTCCTTGACGGGCCTAGGGCAGAGGCTTTGACTCGTCTCGCAGATACAGAACTGGTGA
-GCGTGATGCGGCTAACGGGCAAACTTACAACGGGTTGAATGCACGGTACCAGAAACGTTC
-GTGGTTTGCGTAGCGCACAGATCGCCGAATGTTTGACATATCGCCAACAAACCAAAAGCA
-TTATCGACACCGTCATATAGTACATCGTGGTACGGTCGTCCACTAATCATAGATCATATC
-ACCCATATAGTCTCAGTTACTCCTTAACTCTGAGCAGCTGTGCACACGTTTTCAGGAGCC
-ACAATTATCCCGAAGGAGGACTAGTTATCTAACATACGCGAAACTTAAAGTGTACTCAGC
-GTAAGAGGGAGGCACGTCACGTATGAAAGTACATGTGCATTCAGATGCGAAGATGCGCTA
-GCGAAATGCGGAAATGCCCTTATGCCGCGCCGACAGGATACCACTGCCCATAGGATGATT
-CTCCGTGCTCTTGGACAAGACAAGTTAGGTGTACGAACCTGCGACTGAGCTGCAGAAAAT
-GAATACGAGAACTGCACCATTTAATCTCGTGGTGAAGGTAACTGCAACCAGGTGACGAGT
-TTCTTGAGCCACATGTGTGGATCCTATGAGGTTGGCATCAAAGAAGAAGGAGTCGATAAA
-GTCGGGTTGACTATATACTTGGAGCCAGGATTAGGGAGGGACTATGTAGAGTAGGTGTGG
-TAAGCATCCAGTCAAGAGCGTTCCTGAATCCCGAGTGGGCGGTTTCACGCAGTGATTGGC
-GAGGCTAATAGTGCGCGGAACGCAGGACTCGTGTCCTACACAAATAACAGGCTGTCGGGT
-GTCCTCTGGCTCATTCTGGGGTCCTCGTTGCCTACAGCGAATCTTAGATGCATTGACTCC
-TATGCTCCCGGATAAGCTTGGCCTCGGTAAGATTATGGGAGCTATCTGACATTGACGCCT
-CGATACACTAACGGCAACGAGCGCATAGTGGCCGTGCTCCGCACCTCTGAGAAGACTCTG
-ATCGCTCTATCAAATCAACCTTTTTGCACTACGCCCGCCAGAAGTGTGACCATACGCCAT
-CGTAGTTGGATTCCGACCAACAGCTACCTCTATAAAAGGGTGAATATCTTCACCTCATCG
-GTAGTCCCTTCGGTCCATTTGTATCTACCCGTTGAGCCTAACAAGCGCATGGGCGTCGGC
-GTGAAGGAACTTGGGCAGGCAATGTAATTTTCGTCTCCAAGACCCTGGCCCGCTCTACAG
-ATTGCAGAGTTAGCGGCAATAGACGTGCAAGGGGTACGCCACCTAGCCTGGGTAGATGGC
-CTGCCAGTCTTAATCGGTTCGCTGCACCAGGTGGGCGGTAGAGGAGGAACCATGATTGGA
-AAAATTGCTGCATATTCAGTCGTTGCCTGCTTAACGTTTTTCATGGACGTTCTGGTGTTG
-CGCCAGGATCGTGGGATACATCTATGTACCATCTGAGACTGTCGGCGGAACTCAAGACTG
-TAAAACGGCCGAATTAACACGAGGTGGGCGCGTGGGTATCAGAATCTGTTGTCTTAATAG
-GTACGCGGTCAAGGAAGTTTGTTAGTACAAGCAGGTGACGGGTGTCAGAAACATTAGTTT
-TTGATCGTGGTTGCCCATCGTACAAAATTTAGTAGATTTGACCACCTCAAAGACTAACGA
-TAATAGAAGGATTTCTCGACATTTACGACCTTTCGTTCATGACTGGTTCACAGCATTAAC
-GGATCATATTCGCGAGAGCACATGCATCCCAGATTACTGACGCTCCATACAGGTTTGCAG
-AAGTGACACAGGATGCCGGCGCTTACGTATTAGGCCGCCGTGTGGTGTACCGACACCGTT
-CCGATAATCGTCATTGTCCCAACGTGCCACAACGTTGCATCTCCTCACACTCATACCTCT
-TCAGTCGGTACTTTCCCGGGATAGCAACTTGCGGTACGATACGCGGTGCGCGCTCAAAGG
-ATCCAATCCGCGTTGTAACTACACGACGTGAGGAGGGAATTCTTTCCAATGGGTTAATCA
-TTATCCGTAGTTCGCGACCCCTTCGTGTTGATCGCGATTCAACTCTATAGCTATTGTTTA
-ACCGCCGTGGTCTCGCTCCACGTGTTGTGCGCATACTTTATGGCCAAGAGAGGATTACAA
-AGCGAAGGTAGCACATACCCTATGTCGTAGTGCATCACTCAAAAATCGCACAACTACATC
-AGGTTGCGAGATTCGCCAAAAAATTTATTATATTCACGCCGTACTCACAATAACTATTTT
-CTGGGGGTTGAATGACCACTTCATCTATCAAGATAGGTGGGGTCAATCATGTTATCCTGT
-TCCGAATTCAGACTCTTTGATCACGTGGACCAACGAGGAAGTGCTCATTATCGAGAGCAT
-ATCAGTTCTCGATAATCATCCGGGCCTTAACTCCAATCTGCCTTGAATGAGGACGGAGCA
-TTGACGAAACGCTTTGCTATTCTGAAATGGCGCTTAGTCGCTCACTCCATTAATCCCCCA
-ACGACAGTCGAACGTAGCCTGAGGCTTAATCAACCCGAGAAGCATCGTGAATGGGAGAGA
-GTGGGATGTTGTGTCTGCGGGCACTGCGCGCAACGACTTTAGCGCTATTCCACGTCAGAA
-CTCAATACGACCCCCCATCGTTCTCAATACTCGCTGAAAAGTTTCGACTCATCATCTGAT
-GCCAAGCACAATCCGTGGATTTAACAATAGCCAGGACATCGGAGGAGTGAGTGTTCTCGG
-GGTTCCATCACAATTGCCAGGGTATCGCTTGGACTCTTCCACACCGGGGCGCGGCGCGGA
-GAGGGTTCGAAGTCGGTATCGATAAGTATCCTGGGAATATAGTAGCGCGTCCTAATGGGT
-GGACCTTAGCTAACCATTTATCCACCAGTTGAACGAACACCCGTGCAGTGGGTTTGGATG
-GCGTAATGTGGCTATTCCTAGTGCATGTCGTGACTCAATGTCCTGCTATACAGTGACTTG
-CGGTAGCGCCATGAACCGGGCGCCCGATGCTCCTCCCTCCGTGAGCGTAAAAAGACATTA
-TTTTGGTTACGCCCCGAGGATCTGGACTTAATACTGCCAGACTGATTTGCAAGGAGACTA
-TGTCTCGTCGGCAAGAAGTGGCTACTGACAACTCTTATATGCTTTTCCTCGCTTCCCGTA
-ATCTATGAAGTGCTCCTTGCGGACGGCACTGCGCATGTACAAATTGGCATCAACTCCCGT
-CAAGGAGAGAAAAGACCGAATTAGTCGCACGGCATCCGTCTGTTACAATATATGTGCAG
->NODE_15_length_3575_cov_8.409231
-TTAGCAAGTACTCCGTACTTGTGGCGCTTGGACAGGATATGTACAATAGACTCTCGGGAT
-AGCGTGCACATATTCTCTTGGCGGCGCGGCCCGTAGAACACTGTCGTGACATTTAGTTCA
-GCAAGTATTCGCGTTGCCGACAGCTAAGATAGTATGATCCGGCTCCTCTCCAACAATCGG
-TTGATTAGAGAGATTACCTTCTTTCGGCCGTGTGTCTCCCGAGTCCAGAATCCAAACTCG
-GAGGTCTCTAGGTATGCTGGGGAATAGGCCTTAAGCGGTACCGATTTGAACCGTGATATC
-AGATGACCACCACTAAGTCGCCTGACACAAAATACATTTTTGACAAGTCTTGACCGATCT
-ATTGACCTTATGCTGCGGTGGCCGACACGCTCGCCCCATCTTTTATCTTGCAATCTGTCA
-GCACAACTATCTTAGATGGTCCGACCCCATAACTTATCGCAAAGATCTAAAATAGTAGAT
-CAAATGCGACACTCAAGATTATCTTAGAATGACGGACACTCGAGGTCGTTCATCAGTGCT
-GACAAGGCGGGGTACATCAGAATACCAAACCCTTCGTTGAGGATATTAATGTGCTACTGG
-CCAATCTGAATTCATTGTCAAAACATCGCACCCGAAATTCGGTGCTCCGAAGAATCGAAT
-GGAAGACGAACTAAATAACTATGGCGAGCCGCATTTTACAAAGATAGATCACCTGTAGTT
-CGGATGCGTACTAGCTAATGTAGGGTTAAACAGTGAGCATTTCCCATCCGTACGGCGTTA
-CCCCACTGCCCCCACTTCGAAAGTTGGGCCGTCTCCTGATTAACCTCGACCAATCCAATG
-TGCTATATGTTGTATGGTAACGGGGACGAAATGCTAAATTAGGACACGCGCGTGATTCCA
-CGACAGAATACTCCTGGGATGGCTGTGGTGAACCATGTTATTTGTACGACCGTCCATTCG
-AGTCGAAGATAATTAATTACCTATCCGATGGGATCTTACTTAATTATCCAAGCTAACTCA
-GTAATACAAAGACTTCGGATGCCACCGAAGTCTTGGAACTTGATCCAGTTCCTTCAAAAG
-GTTATCCACGTTCGTGCAACTCTTTCTCCATCACTGTGACAATGAGCACGCTGGTCTGCA
-ACCCCACCCACCTCCAAGGCAGTAGCTGCAGGTCTTGCTTAAAGAGCTCTCTTGATTTAG
-AATTGCTGATTCTCCAACCCTGTTGATAGTTCCCTACAGGTCAGATGGCGGTTGAGGTAA
-CCCCTGCGAACACATCGTACGTTCTACCGGGTCGTACAAATCATCTAAAACCTGTGCGGG
-ATTAATTCATTTTAGAGAGTAGCCACTTCGGTGAATGACCTTAGCGCTTTCGCTCCTCAC
-TCGTCACAACACCCACGCCACCCATTAGCGGTTGCATTTGTGATTGACTTTCCCTCCCTC
-GTGGGCAATACTTGTCGACGCCCATGCTGTTTCACCCTGTCTACTGTTTTAAGGGTTCAG
-GGCTTCGCGTTTTCCTGTGGCCCGGCGCGCAGGTCCTGCGTCGTGCAAGAAGGATCGAAA
-GAAAAGTAGATAGAGGGTTTCTGCCGACCATCTGATTTAGCGCTCGGGCTCACTATATGT
-AAAAGCGACCACATCGAGCCCCTCGACATCGTCTCCTAATAAACGGCGATCTTGACCTCT
-TTCTTCCATTGGCCATGCAATTTCAATCAGCTTAGGCCCACCGCGGGCCCACGGGGTAAA
-GAAAGACCATCTGTGAACATGCTTGCGGGTTCGATATCTACCACTCTAGGATGCATGGGA
-ATCCACCGTCATGGCGGATGTGGGGCACCTGTGTTCCTGTGCGTTAGTACAATACATCGG
-AGTCCTGCAACTCCATTCTTCTGGAACCATGGATGTGCACTTGCGGATTTATTGAGTCGC
-GTAAAATCGAGCATAGTAGTTGGAGGACGGCCGTCGCGGATGACATATATATTATCTCTA
-TCATCGTCGATCCACAGAGCAATCAGCGCGATTCTAATCAGGAACAGCTCCGTAAGAGCC
-GGTGAAGTATTCATGAAATCGACATCATTGCTCTAATGTTGAGTGCATCGTCAAAACCCT
-ACTATCATTTAGCAGGTGTACGAAGGGCATATCCTTCCTACTTGAAGTAATATCCCGGAA
-CGTCAGAATTAGGTTCTCTTACGGTTACAGATCCCTGATCCCGATCCTAGAGCTCCGCCA
-AGGCGAAAGCGACATAAGGGACAAATTGCGCGTCCCCGCGAGAATACGGACTAAACGCAG
-GAACTGTTCTCTGAGACAAGTCTGCGCTGTCAACCTAACGAAACGCATAGGATACGTCCG
-GTGAACCGTACGGGCGACATTGTAATACGCTCGAGGCAACGTATCTGACCAGCTTGCTCA
-GGGATCCTGAAGCAAACAATTAGGCACAAGCCTAGTTATTGTCCGATGATAAGCCATGTG
-GATTCCTTCTCCACCATACTAGTCGGCATGTGGCTCTTGATTTTCAGATGTGAAACGGAA
-TCGCGTGGAGATGGAAAAACCGCGGCACGTCGGGGTTAGATCGCCAATGCTTATCATCTT
-AGTTTCAGAAGGTCAGCGTGATCTATCTAATATCGACTTCCACATCGGCAACGCCAGATT
-ACGGAGATGTAAATGATCCACGTCGACGTCCGCTCATCGCGACTTAGTAGATTGATATCC
-TCAATTCCGCTTCCATTTGAGGGTCAGTTTATCAGCCTCGAGGCCACGATCGAGCCAGGA
-GTATTGTGTTTGAGTGTCACGTCGCGGTTTTGTGTAGAGAGCGGGGCCGCATCGTCGTAA
-TATGTGGGCACTGAACTTAGTCTTTACCTTCACAAAACACGAGAAAACTGGAGTCCACAT
-CATATGTGGTGCACAGACGTAGGAGTAATTTCCAAATTTCTAACAGTCATATTGTCTCCG
-CGAAAAAGAGACTCCTCTACTGTCGGACTGCACAAGTCCGGGAATCGATCCCTACAGCTG
-CAAGAGACGTCGGGCTCAGCCAAGCTAATGCGACGGAATTAGAGCAATGCCGGACCTCGC
-GATCACTATAGCCACCCTCTGAACATGGTCCATGCACGCCGGTTGGTCAAGAAAGCAAAG
-GGGGAGGTTGCTTCTCCGGTACGGACACGCTTCTTCGTCATATCTAGCGACCCACGGGGG
-TTTAATTGAAACATGGCGTAGAAGCGTTGGTTGTAGTGCGAAGCCAGCTTTTGCGCTAAT
-ATGTTCAAGAAGTCTTAGCTACAAGCCTAAAATCTTGTTTCGGTAAGCCTGATGGGCATT
-AGAAGTTGCCACCGATGGGCTTCACCGCAAGTAAATCCCTTGACTCAAGTTGCTCTCGGA
-TCGAGGCCCTGCGGCGGAATCAACCTCAGACGGTTAACGTATATTACGTAGTGCAAAATT
-CCTCGCCAAGTCTTCAACTTCCGCATCCTCTTGCTCAGCTGTTGGTAATGAAATTGTTCT
-TCTACAAATCTTATCCAGTGCCACTACTTTAGAGTAAGCTCTCGTTCCAGGTCTATACTA
-GCGTCCGAACCGTGACGTGCAGGGTGTTGCCGACAAAAGCCTGCTAGAGAGCGAGTTGCT
-AAC
->NODE_16_length_1221_cov_8.113841
-GAGGTGTTAGACGATTTACCATTATGGATCTACAGTCAGGTACTATCCTGCATCCGGAAT
-AGCCGCCGCCATTGCTTGTGGAGAGCCGTCCGTTTAATCCGGCTGGTAAGACCAGTCTAA
-CGGTGAGGAGTGTGTCGAAGCTGCTGGACGCGTGATTTTGGAGGAGATTAATTTGGAAGT
-GTCTGAAAAGTATTCATTGTAACAGCACCGCTACGCTCAAGAGGTCCTGCCTGTAAACTC
-GTAGCCAGGACTACATGTCGTGTCGGAGGTCTCGCGGACGTTGAGACTATTCTAAATAAG
-CGGGTACAACTTACGTAGTGTGCGATTAGGAGGCCTATAAACACCTTCGAAAGCTTAAAT
-TGCGACGTTTTGTACTCGACGGCGCGGAACGACTACCGTATGAATTGTTCTTCGTACCCT
-TGAACCCCTATGTCCTTATAAATACGGCCTTGAGGACCCAACATCCTGTGATTACTATCG
-GAATAAGCATTATTAGCACTTTGTACCCACGGTTCTAGCTTTAACTACACCTTACGCAGC
-CGCTGGCAGCGGCATAGGTAGAGAGATTGTTCTGGCATCTTGGCCAACAGGCCCAGGTTA
-TCTCCGTATTAGACATACTGAACGGAGCTGACTACATAAAGGCCCTTCAGACCATAAAAC
-GATGACAGCCTAACCTGCAGATCAATTGCACATGCGTGGAACTCGTGAAAATTGACCTAA
-ATGAGTTGCCCTGTGGGCTCCCGCACCAGAGTAGCACCACGCATACGCTCGTCATTGAGG
-ATGTATTTGGCGCGCGCAGTACTCCTAATGTAGGAAAAGTCGCGCAACTATGTAACTCAT
-AATCGTGAGTGGAACTATCCATCGAGATCTTGGTGCAGCTGCAATCGTTCTCGGCACCAG
-ATTAGATATTGCGGGTGATCTCACATAGAAGAATACATCCCTTGACAAACACAAACTTAT
-AGTGGATTGCCGTCCTAGTGCAAGACCTGCTCATGGCCCTGAATATTCATCGTTACGTTA
-AATCCACGTAGGTCAGGTTCTGCCAACCGGCTGGTGAATAAACCGAGATCTCCATTCGTT
-TGTTCTGTTGGTCCGGAAACTGCCGATGGCTTATACTTATACATACCGACTCTAGACCGG
-ATGGTAATGTTCAGCGAAGGCGTTGACGAGTGTCCTCCACGATCCATCGTTCTGCTTTGG
-GCATTTTAGTCATGCTCAGATAATTCAAAACGCAATCTGCTGGTACAAA
->NODE_17_length_922_cov_8.742950
-TCCACGCAGCCTTAAGTCGGCTATAAGGGGGGATGATTGGGATAAGTATGCGTTACGTTT
-GGTTTGCCCGGCTAATGAGCTCCCCACGCATGTACCCTGTGCCTGTAACATCACTGGATG
-CGCCTCTCAACTTCGCCTCTACGCGGGATAATGTCCCGTAATACTGTGTTAGTTGCGCTT
-CCCCCGCACTTGTGCCGACATATCAAGTTCCATGTCACAGTCAGTCTCAACGTGGCAACT
-GGACCGACCGCCCTGCATACAGTGCGTCCTGAACATACTTAGGAGGAGGCGCCAGTATGC
-GATAAGTAACAATTTTTTAATCGCAGCGACCGTAATCGTACAAATTGGTGCGATTCCTAG
-CCCTGCTCAGTAAACAATAACCGTCTATGTACGTTAAACTCGTTACTTCGGGTGGGCAGA
-AACCGGGAGTACCCTATAATGTTCACTAAGTGCGGCTTAACGCAGGTTCATCGCCACAAC
-AATTGTCGCCGATGAGAGTACGTGTATTTTGCGTCTCTTCCTTCCCGAACATGGGAATAG
-CGTGGGTTCTCACCGCAATCGGACCTTGCGGGTATGATCACACAACCTCAAAAAGGCATT
-GCGCTTATCCTCTTGATAGATTGCTCTCGCAACGATGGATCTGGTCGGAGGCAAGCGCCC
-TCTCACTGCAAGACAAATAGCCTGCATCGTCCACGCAGCGTTCTAATCCGTGTGGACTTA
-GTGGCTACGCATGCTTGACGTATGAGAAAACTCTGTAGAGTTTGGGCTCCGATAGTCTGA
-GGCCGTTCGAGAAACTCTAACCCTGGAACATATCGCAGGGACGATCGACGGGGTGCAACA
-ACCCATGGCATTGCCGTACTTTTAGCATTTGGCCGCCGGGCCCTCCCTACTGACAGGAAA
-CATTTAGTAAAGTTCCATAGACCGTTCCGTAGATAATCGCAAACTGCCGG
->NODE_18_length_4733_cov_8.332136
-AAAAACGTTATTCATACACTGCGTTTAGAGTTTTCACCATTGTAGTTCCTATCTGAGCGA
-GAGGCTAGGCTGTAAACTCCCAACAACGGGCAGGCGAGGTCGCGGCTTCACAATTCCGAG
-TGGTCGTCCTCGAATGTGGATCAGCACTTCTTATTACTTGTAGCAATGGAACATACCTTT
-AATACTAGAGTCAGCCCTGCTAAGCAGCTGATGTTTTCGGGCTGAGGTTCACGTTACTAT
-AATGTGAAGATTAATAGCGCGCCGCATCGTTCACCTTTATAGTTCGCAGCATTAGTCTGC
-GCTCCCGTTGTAAACATAAGCTATTTCTAACCTCGCGTTGCGTTCAAAGACGTCCTGACG
-AAGCGGCTCAGGCGGAGTGTAAAAGACTACAGCTTGAAATTATATTGGGCTACTGGATTC
-TAGGGGCCCATGATCCAAGCTTCTGGGGTGTCGTAACCCGTTAGGCGGAGAAAGAAGAGG
-TTACCGTGCCCAATATATGTCCTATTCAAGCGCCCGCCCAACAAGACACATCGTGGTGGC
-ATAGATCACTTTTTTCTAATCTGTAATCCTCCGACTGCACTATCTGATGACGTCTGGATT
-AAATCTGACACCACCATTCACTGAGGGTTGGAGAACCCGTTAATCCGGCGCAATCTGTAG
-TCTCTGGCCCTTGGCGTTCACCTAACGTTGGGGAGCAACCTAGTGCCGCTCAACCACAAC
-TCTATCTGCATTGACTTCCATTGTACTTAGCTCGAATGTCGGCGCACGCCCTGCTAAAGA
-AGGAGCCGAATTACAGGTACGAAGAGCTTTCTACTTAAGATCGCGAGAATCATCAAGGCT
-GAAAAGATAAGCGCTGTGGATTTTTCGGTCTGTCTAGTCGCAGACATTGTAATCAAGAGA
-CCGTGTGTCATCTCACGTGCTGTGTTCCTACCGTAGCGTAAGACGAGAAAGAGTACAATC
-CGCTCCGACCTTTTGGAGCTCGTAGTGGGATCATAAACACCAAAGTAAAGAATTGTACGA
-AAATGTTGTAAACAAGGCTAGACTGAATAGTACCTATTCGGTAGCGGGGGGGGAGGTGTT
-AGCACTGCACCTCCATATTTACTTAAGTCCGTACCTTCTATATGAATAGGTAATCAGACC
-AACACAAGCGAATGGTCACGCTGTAATCAATTGCAGGCCATGCTACGTGCTGTGTGTGCA
-CCGTGGACCTGTCTAAGATACAGAGAAGCTCCGTGCACGCCGGAATAGGGCCGCTTTAAT
-ACGCGCGGTTGACGTGACACAACGCGGTTGCTGAGTCTTTCTATCCCTCTTCGTAGGTCA
-TAAGTGTCCTGCCGCGACTTCTATAAACTCTAACGCATGTCAATCTGAATGCGTTGCGGG
-ACCTAGGACGTGGAACGGCGAGCTGAAGGAAAAGATATCTTGCACGTTCGAAACTTCTGC
-ACTACAGCTGCGAGACACGACTCATTAAGACTTGCAATTAGGCGCTGATTGATCTGATGG
-CGCGCGATAAGTAGTCTTCGTCAAATTCGAAGATCCCAAATAATGTTCTTCGAAAGCTAT
-TCAGCCAAAAATCATATTTCGACGTCCCTTTCTGCCAATAGTAAATAGATTAATACCCCC
-TATCGACTCTACTATCGCGAGTTGCGTTCCCCCGAGGCGAATCCGGTCGGATCAGCAGCT
-TGCGTGTGATGGAGCATAATAAATTATAGGGAGGGCCATCGTAATATTAAGAATTGCAGG
-TTCCAGCTCTACATATAGATTGAGGGTGAGAGTGTAAGGTGAAATCGATCTAACGTCCCG
-GCGGGACATCGCCGGGGAAGCCGATACTGTTTTCCCCTCCATTGACCTGGTAGCTTGCTG
-ACGCACATGCCCTCAAGGTGAGAGGCTTAGTGAAAAGGCACACGGCAAGCCCTGGGACTC
-CTCACCGCACTGCTGCGGGACGTACAGGTATACTCTAAGCTTATATGGAAACAGCGAGGG
-GTGGGAAGCGCTGAAGGGCTTGTCCGTCTGTTACCTTCCCAAGTGGAGGGTGAACTGACT
-CCGAGTGCCATACTGTTCTTCGACCACGGTCATGGACCCAGTCGTATTTAGAAATGCCCC
-AGGGAAGAGGTATAGTAGATAGACGGCTAGTCCCTTGACCGGCTTTGCGGGGTCTTCGTG
-CCGCGGGACGTTTGACAAGTGAGTACTGACATGTGGCTACGCGCCTTCCCAGACACACCA
-GAAACGCTAGGCTGCTGCAGAGGGAGTTGATGGCGGCGATGTTTATGTACTGCTGCAGTT
-CCTATTCGTATGTTAAGATGTATAGTCAACTCCAGCTCGAAACGATAAATGTCAGGGAAT
-TTGAAAGGACGCTCGTGACCCCAGCCCGAAAGGCCGAATGCATTGCCCGTAGTGAGAAGC
-GGCTCAGCGGGCCCCCGCATTCCACTAGGTAGAAATCAGAAATATTAGCTCGTCAGCAGT
-GTCCTAAATCATCTTACAAGTTGAATACCGGCTAAGAGTTAATACGAGAAATTGTGGCGT
-GCAAAGTACGTTGATGCTGCACTATGTGGCTCACCTAAACTGTTGTAAGACACAACTGGA
-ACAACATGCCCTTTTGATGGGATAACGTCCTTTTCGGCACCCTCGTTGCCGCTCCCTATG
-CTCAATGAAGCTGACACGTTCATGCACCTTAAGGGTGTGATCGGGGAGATTGGGAACGAG
-ACCGTGAGACCAGTCTCAGCAAGCCCTGCGACGTCACTATGGGGCAATTGTGGAGGTACA
-ACTCCGAGACATACCCAGAATGATACCTTTAGTAAGCGCCAGCTATATGCATGGGACCGA
-TTCATGATCTTCCCGAATTTGCACAAGACGGGATTTACTTCCGACGCAACGCCTGTTTCG
-CTGAGGTATCACATGAGTGGTGGCAGCACGTAAACCGCTCCAGTCGCTTTACCTATAGCA
-CGTTCTCATGTCTTCCGCGCCACGGCCTCGCCCTCATGCGTTTCATGATCATGTAGTTGT
-ACTATTGCGCGCTTGTTAAATAGTTATAGATTGACCACGACTTTTCGTCTCTACTTGTAG
-CGCATATTTGCCTCATTGCCTTTATAGTCCACGCAAAACCGTATCCCCTGGGTGGTGATT
-GGAGAAGTCGAGCGCTGTTAGTTATCTGCATAGTTAGTGGACACAGACATACTCAAATTA
-CTACATCAGCCTAGAGCAAGAGCGCACTCTAAGATAAAGTAGGCAAGGTCCCCAACTCGA
-CTACTGCCTTAGCCTGAAACTAATATGGTGTTACACGCACCGGTCGCGATAATCAGTTGA
-GCGGGGCCTCGGCACGCCCATTTCCATGCACTGTACTTGATCAGGACACCAGCTCGGTCC
-CCGCAAGGTAACGTACGTAGAAAGACCCCTGTACGCACCGCAAAACCTGTCCAGAGTCGC
-GAAGACTGTCCATGTAGCCAGGACGTTCGGATTTGGCGAGCGCGACGCGGTCTCCAACAG
-GCAACACTACATGTTGGTCCGGTGATTGGTCCTAGCTAGAGATTCTCAAGCTCTGCCAAA
-TAGCAGTGCCATTACAGGTAACATGGAAATCCAAGCACCCCACGCTACCCTAGGGCCATT
-TAGGTATGTCAGGCCACGCAGCCCACCCCGAACGTAACGAGGACTGGCTTGCATTGATCA
-ACAACCCTGTTAGCGGGGGGTGCCTTCTGTTTTTGGGCTCCCCTGTTATAACGCTTCCTG
-TAACAAGAACTCGCAGAGTCCGCGACAGGGCCTTGAACAGGCAACCGGCCTGCTGCTCCA
-TCTGTATCGGCCATCGTATGTTTAAATGCTAACGGCCCTACGTCTAGACTGGGGACGTCC
-CGCTACGATAATGGGGTGCGATGCTATCCTTCCTCTCCTTCCAATTAACCTTTCCGGTCT
-CTAGCTTGTCGCGATGCGAGCCCCTCAGGCTGCAGTACTCTCCTGCCTAGAAGTAATTGT
-TGTGTCTGCGATGTGTAGGTACTCTACTTTTAGGGCTACGTAAGGTAACATGCGTTACAG
-AACCGCTAACCACACCCTAGTATCCCTCATATCTCCACTTTAGTGCAGATTCGCCTATAC
-CACTGTGACGAACAGTCATGACTGCCGGGTTCCCCCCTTCCTCCTCAGTCGCTCTGTGGA
-CGTTTCCACTTTAAAACGACCACCGATGAAACGCCGTCACTGGTGGTTATTACACTTGCG
-CGTTCTCCGCGTTATTCTTTCGGCAGGACGGCATCTCTGGCGTAGTTCCACTCTTTCTCT
-CGTAGCAGCATCTTAACTACGCACCTCCGGAAACTTTAGAATATCATTAGCATATAAGAC
-GGAACTATTGTAGTTCTCGAGAATTATGACCCCATCTCTGATCATCGTGCTGATTAACCG
-AAGTCCCACACTTTCAGATTCAGTGGTCAATAGACATCGCACCGAAAGTGACCATACGCT
-CGTCATCCAAACCACCCCCCCACAGCGCAGATCTTGTACGTTTTGTTTACTACACCATAA
-AATGTGCACCGTATAGTCATTGTTTCAAGTACAACGCTGCAGGCAGGTCCTTTCTGGATA
-GTACTCATTTGGCATAAATCCCAATGGCCAAATGCTCAAACGGCTGAGGCCCGCCCCGAA
-ACTTAATAGCCAGAACTGACTTTATGAACTAAAGATGCGCTCTAAGACGACGTATGACTC
-GGTATGAACCGGAAAGTTATAATATCGTGCCGGATTATCTACCCCAGTGTATACCATCCT
-GAGGTTCCGACTTAGCGGGGT
->NODE_19_length_3722_cov_8.399248
-GACTGTTTTAGCCTCCAGCATCGTTCGTTCGCCACTTAGGACAGACTATAAGCGCCATAT
-CTCGTGGGGACGCCACGTGCTGACCCGCCGAGCCAATGTCTAAACAGTAAATGAATGGAT
-CCCGGCTGAGTTGTTTACGACGTATATCGAATCCGTGCCGTCCCACAAGGAAAAATATAG
-TAGACAAACCGAGACTCCTTTATTATTATTGGAATCATCCAACTAGGCTCAGCAGCTCCG
-AACAAAGCTTGTTAGTGAAGGCATCGCATGTAGAATAGATGGGCGCCCCCTTGTTTGAAC
-GTCCTGATAAGGGAACCCGTGCGCACAGCAAATCCGTCCACTGTAGACTGAGTTTAATGG
-AGGTATGTATTCTGATACAATCGTACTAACGAAAAATGTTCTAACCTCGACCCTACATCC
-CACCACCATATCTACACCGTCTAGTCTTAAACAGGCTTCTAAATACACGGATCCCAGAAG
-CAACGGGGGTCGACCAGCGCTGACTGCCGCATGACAGTGATTGTAATTCCACAAGTGTCC
-CCATCCTTCGAACGTGGGCAACCACTTAGACTCCGGTGGAAGACATTTCATCCACTTCTC
-CACTCTCACTACCATGTGCCTAGAAATTCGAGGCCACTAGGCAACTGCCTGATACTAAGC
-TGACACCCAGTTTTTAGCCAATATACGAGAGCGGGGTATAGTTCGGCCTTCTGCGGTATC
-ACGGTACGAAGGTCTGTCTGAACGCTCATACTCTGAATGATCTTGGCGTAATAGGCCTGC
-TTAATGATCGTCTGAGCCAACAACGGGACACAACATAAGCGCGGAGACTACAACCTTATA
-AAAACATCACTTTCCTACATCCACTCAGCTTGTTGCAGGATCTGTACTCCGGTGAGAAAC
-ATTTTGATATTTATGTTTGCCCTATTGTAGCAGATCGAAGTTGTGATGTCTAGGAGGGCG
-CGGTTCACCAAATGAGGTACATGTCGCTCGCGCTCACCCGCCTATTGCGGTGCCCTTGGA
-CAGGTTGAATTCCGGACAGTTCCAGTTCCGGGGAACAGGAGCGTTATAACTTGAAATTGC
-CATTAACAGTCAATTTTTTTAGTTGTTGGCTACGTGGAGCTTCTGCGCACCATATGTTAC
-ATCGCCAACGCCGGAATTGTATAATTGGGGTTCCCGGCGTTTACGCGCAACATCAGAGAT
-ATGCATAGAGGTGGCATTCTTGAGTAAATATTTCCAACGATATCTACGTTGGCGACGACC
-AACACGACTGCGTAAGCCAAAGTGATTTAAAAACACTAGGTTCGTCAAGACTTACTTAGT
-ATAAAACACTGAGTGCAGGTGTGCTTCGTTGTGGTTGATTTCTCCCGCTAAGTGTGCACA
-ATTGCGCTGATCGGGTACATCCCCTCTCCACCTCAATCAGGTTACGTCTTCAAGCATCCC
-CGGCTGCTACCGAAGGGCTCAAGCTTCGAGTGAGTAAATAGAGGAAATCAAGAGTTGAGG
-GCAGTTGAACAGCTAGTCCCCCTCAGCGGTAAACGAACAAGAGATTGTATACATGACTGT
-GTTTACTAGTCCTTCTGTGGGGTGCGTGCCCAAATACGCACGCACGTACCGTTGCAAAGC
-GTCGTATCGACTGGATATTCCGAAACCAGTCATTGGTCTGCACTGCTGCGTGATGACTAT
-TGTGCCAATAGAAAATCTCGCCAGATGCGTACCTTGCAGAACAACATGTCCCGCTGACAT
-AAACAATCAGCATCAAGAGCCTGTCCCCTCATGCCGCATCGACCCCCTCACGTTCACTGA
-AGTGTAAACTCTTGCCAGACGCAGCCGGAAGCTCTGGATTTAGTTTATGAAAGAGTGCCG
-CTTAATTGTGCGGACCTCACGCGACATTCAGTTCTTAGGTATGTTTATCCATGGTTTGTA
-GCTCGTATCGGGGACCACACGCAATTAGCTTTAGAGCACTTACCAGGATTCGACGTAGGC
-CCACTAACCCAACCCGTTGGGAAGCTGGCATTCAAAAACCGCCTGGCCGAAAAATCTCTC
-CTAGTAGTCACTCGGACACTACTAGGCCTCGAAGGTTCGACTTGGCGTCAGCCCCTATCT
-ATAAGGTCTCCACATTCCGTCAATCGGCCTCCTCCCTAGTCTTGTGCAATTCTAACGTGT
-GTACACGACATGTGCGCGTCGGGCGTGAGCTAATGCAACCCAAAGCTTTGACATTTGCTA
-GTATGGATTCAACAATCTTCCTGGGCCATAACTCAGTACGCCGGGTGTGCAAATGTATTT
-TACTCCCAGGTTTCGCAACTCCTCACACAAATACGCTTCCCAACGGGGGTCTCACCCCGC
-CTCCATGTTAAAACCGTACGTGCATGGAAAGCTTTAGCTCCAGGCTAATCGTAATTGCTG
-GCACATCTACAGCGAGGAGCGCAGCACTCAGTGGCGCGCCTGTAATGGACAGGAATACGG
-CACTGGGTCTCACACGATAAAAGGCGCCTATAACATTGGACTCTAGCACCAGGGATAGAT
-GATGCTCACACTTGGTATTCATTGCACCGGAAGAGTTATCAAATGGTGCGACGTATTCCC
-TCCCCAACAAGAAGTTAGCCCCGTCGGAATGTCTCGTCTTCCTGTTCTCGAGATCCCACC
-TTCATGTGTGGCACTTAATGGTAGGGTAGCCCAGGTACGATACTCATGAGAGCACAGAAA
-CCGGAACACTAATCACCTTCCTAGTCGGCGGTAACAAGACGCGCGGGACCCGACAAGTGA
-CATCCACCGGTATCGCTACAGTGGAGGTCATTCGAGGGTAAGCTTTAGTGGCCAACTGAA
-TTTACAGTGCAGACCTACGTTACACCGATGAGGAGTAATGGTAGACCAGTTGAAGCCACC
-TCTCCGACGTTAGTGGAAGTTGCTGTAAACCTTAAAGAGCACCGCACCATATCCTACTAC
-CCAACAAAAGCAAGTCGAGGTTGCACCCACGCGGCTGGTTAATATGCCGAAGTGTTTACT
-CTCTGGGAAGTCGTCCCTTATTGGCCCACGTGGACATTATCAAATGCACAAATGGATTAA
-GAGAATATTATAATATCGAGGAGGTAGGATTGTCGTCGTAGGATCCGTTGCCTATGAGAA
-CTGACATGGGGCAGAGTGCGCGAAGTGTCGTGGGGTGGCCATGCCGTCAATCGTCCTTAA
-GTTACCTATACATTCACACCACTGAATTATAGTTGAACAACCAAACACCGTCTGTTGTTG
-GTACGGGGTGGAAGAATCGATCCGTCCCAAAGTAACTGAGAGTACTCAATCTAGCTTTAT
-TAGTCGAAAAGATCCACGACCCCCAGATCATCCCAGTAGTCATAGAATGAATGCAGAACC
-CAGGCGAATGTAGTAATATGAACGCGACGGTTGCCAACATTATGTTGGTGATGGGTAGCG
-AAGTCTTCCTAATTGGGCCCTCCCTTATCCGGCACTTAAATCCTATCTAGATACATACTG
-GCAACCTACTCAAGTCCCAGTACTGGTGTGACTACACAAGACTATGCCTCTTGAGAGCGC
-TTTGTAGCCTTCAGCACTCAAATGAGGTTCATATCTAAACTAGTGTTTGAATATCCCAAC
-CAACACAACCCACTATGTTCATAAGCCACCCGGCTGGAGACTAGGACAAACATCAGTGGA
-TTTCAGTGGCGTATCGTTTTTATTGACCGTCCGATGTGACATCAGGTCCGCCGAAAACCG
-ATAGTTAGCAACTCGCTCTCTAGCAGGCTT
->NODE_20_length_3349_cov_8.209913
-CTCTCAAGGAAGCTCTATCCAAGCGATACAGCCCGGCTCTTAACGCCTTCGGCGCCGTGT
-GATTTGACAAGCCGATGTAATTAATGGGACAGAAGGCTGGGTAGAAGCAAAGTCCCCCCC
-ATTGGTTGAGCATATGTCACAGCGATTTAGCCAAGTGCATGCAAAGCGAGTGCCGAGACG
-CCTACAGGGTTGACGCCTGCAGTAGCTTGTTCTGCGGTTTGCTGTGTTGTGTTCCGGTAC
-TATCTCGGACTTCATTTTCTTACCGCCCTTCGACGCAAGCAGTCATGATACGGTTAGGTA
-GTTTACGTATCGCTGAACGACCGCCAACTAAGGGACATCCCCTCTACTTCCATCATAAAA
-CGGACATTCACTCGTTATCTCTTTATTTGCGAACCCGGCCGGTCCTGCGCTCGTAACCCC
-AATGGGTAATCAATTACACAGTACGGTTAACCGAGCCAGTGCATGGGAGGTAACGGGGCG
-CAGAGGGCCAGGTGCCTTACCCCGTTATAATACAGAACGGCACCGCCCGGTGGGCTGTAT
-GGGATACGTGATCTTAGGCTTCAGTGGGACCCTCGAATCTAATCAAGTGAGACGTCCCAG
-CTGGATTAGATGTGGCCCACGTATAGATTATTTTGTAGATAATGAAATGAAGTGTAGTTT
-CTATGTGAGTTCTGCACTGTCGTGTTAGCTTCAACGCGAATATGAGCCCAAGGTCACATA
-GGTGGGCAGTAATCAGACCGCACGCAACCAAATAACAGACTGTAATCCTACGTACTGAAC
-ATTCACCGGCCGCATTTATAAACTGAGATCCGGCACGTCATAGGAGTGTTTCCAACACTC
-GTCCGATGAACATAGGGTGGCGAATGCTGTTAACCATTATAACCCGTTGTCATCGTTCTC
-TCTTCCTAGTCGGGCCATGCATGTCATCGCGTACAAGTGTAGAAGGTGGGGACCTTCCTG
-CAGTGACGGAGTTGCTTATCCACCTCAGAGTCGCCTGCTGAAGAGATCGGATATAAACGG
-TCAGTTTTATTTCCACCAAGCAGTGGCGCACAGATTGTTACGGTTAAGGATCCTCAAAAA
-GCCGCTTCCCCCGGTACTGAGTTAGATTGGTTTCTTCCTTGTGGATCCAGACAGAGGAAG
-GCTAACTCTACTGGAGGGAGCCACATGTCGGGAGAGCGTTCGGTAGCTATCTAATACTAT
-CACCACGGCCACCACACGCAGAATGTAGCTCTTTGCACCTTTTAGTTCTATGCATAGAAC
-TGACGCTACCAGCTCATGCCGTGCCGTAACACTTCGTCTTAAAAAGTCACGACTCAGCAG
-GATATTGTCTGTTGAGCCTTAGTACTATTTGCATGTGGCCTTGCATGGAATTATTCTACC
-GGGACTGATCGCTTGCGCGATTTTTGTCGGGCATGATAGCCGTCAATCCGAATATCAAGA
-CTGATCCGGTCACGCTGAACGTACAGGTGTCCTCGAGGAGCGGGAAGAGAAATGGATTCC
-TAGGGTATACTGGCTTGGACACCGGTTCTAGACGGGGGTCGGTGGAGACGAGGCGATGTT
-TTCGTTGATCGTTGTGTATGTGTCGACTGTCATGTGTCGTCTTAGTGAACTCTGAGCCGC
-AGCAGCATTGTAAAGGGAATCAACCGTTATATTTTTGCTGCTGGCCCGTAGTGCCCCAGA
-TATAACTTATTGCAAGCAATCAGATAGAACAGTCAACTTCGGCGGTGGTTAAACCGTATC
-CGGGAAATCATTTCTAAGCGTTGCCAGCGATGGCCAGTACACTTCCGCGCACCCGTCCGT
-GCACGCTCGGCCTGATGAAATGTGTAACTAGAGGCCGATCGGATTTGCACCCTGCCATGG
-GTGATACCCAAGGCAGGATTGGTCCCGCCGACTCTGGAAGCGCAGTGGGCTAAGTTTTCT
-GGCCGGCTGCACTCCTCATCAAAAGTGTAGCCAGTGATGACGTTAAATTGAAGACGTTCG
-CGCCGATTCTCCGGTAACGTTTGTCCAACGCTAAGGGTCTCGGCCCGCCGATGATATCGC
-GACCCGATCGATCAGTTTACTAACACCCGGAAGGAGACGCCTACCGTCTTCGTGTGGTCC
-TCATCGTGAGATGCCTGTTCTGGCTTAATTCTACTGCCCATGCGGGTCTAGGTGAGACTT
-GTTCTGACCGGCTTGCGGGACTCAGGGAGTTATCCGACGTGGGGATGCCTGAAGCCAGCC
-ACTAATTAGTAAGTTGCGGAGTGTGGTGGTCTCTCTCTTCCCATCATAAGGGCTTTAAAG
-CGCCCCTTCGCCTTAAAAGCCGTCGGGCGGATATGGTACAGCATGTCGGTCTTATCATAG
-CACCTCATGTTGGACTAGATTCTGTTACCTATATCAGATTAGCGTGGCGTTACACCCCAC
-GAGAAAATTCCCGGTGTTCCCGTTGTATGTTCTCTCCGCCGTCTGAACCGGGTTGTAATA
-TCCGTATTTCTGACTAGCTGGGTAGCTTACGCCAGTACAAACTAGCATGAGGAGAGACAT
-TCGCTATTAGCATCTGTAATTACCCTCACGACCGGTTAGAGTAACGCTAAGCGCAACGAT
-ACTCGCCGCGTCCCTGGAAGCACCTCAGCGTGGCATTGTTACGTTGCTGAAAATACACGG
-TCGGGCATGCCACTCTTAGGTCTGGGGCGATATAGGGGCCTCGGAAAAACGAGATAAGCC
-AGCACTACGAGCACCTTGCTGGACTCGGCGTAACTACAGATATCCGCTTTGCGTGCTTGA
-CCAAAGCAAGCCGATCGCAGATGATGGGCATCCCGTCGGGTACACCAAACTTTACAAGGA
-GCGCTTAGGCATTTTAATAACGCTTTCTTACCCGAAAGCTGATGGTTTCCGCGGCTTACC
-GTAACCGCAATTCTGGCCATGATGGCCCCGACCTCTACCAGTCGCACCGATTCGAATTAT
-ACTCGTCAGGGTCAATCCCGGCGCGCTAGTTGGTTCATCGACGCTTCGGATAGCCCGTAA
-ATGAGAACGTTTGTTAACGCCGGAGCACTCCTACAACACGAATCGCGGTTGATATAGTTT
-ATGTTTGGTCGTCCGACGTTACAGGAAGGTACTTAATCTATAAATAAGCCGCTTCTCACA
-TCAGTGAGCGTGATTCGTTTCGATCAGAATTACCCACCGGCTGTCACGCATGATAATGAT
-GCGAATCGTGTGGGCGGCGGTTCTAGTTTGACCGGCTGTCAAATTTTTCTCTGGTAGAGC
-CCTTGTCGGGAACATTCAGGAGTCAGGATAGCGTCAATCCATCCGGATTTGGCATTTCCC
-CGTGGGGTGGTGAGATGAACCGGCACCCATGGTATTTTTTCCCATTGCGCGTCCTTAGGC
-TCGTATTACCCACCCCA
->NODE_21_length_529_cov_8.474480
-GGGAAGTTGCTATTAGATTAGCAATAAGAACGGTGGCGCATAAGACAAATATAATTCTCC
-ATTGGCCATGAGTAATCATGTACTAAGCTAGTTCGCTTCGCCCAGCTTGTCCTGCTGTCG
-TTCGCTAAGCGATTACCAATTGAGACCTCGCAGGTTGTTAACATCCAGCCCATCGTTTGA
-GTAAGTTAGGATTCGAGTGTATTTCCGAACAGAAGGACGGTTCTAATGTGCTCAGGCAGC
-CGAGTGATATCTGTGGTGAGACCCCTAGTGTCCTTAGTTGGACATAGGGGAGTCTAATGA
-GGCTCATTTGCGGTGGTCACTCTTGGTTGGTAAATCAGCTAGCGCAAACCCAGATATTTC
-CGCCGAGGGTGGGTATTCAAGCCAGAACTAGAGTCCTATCTCTCCTCAACCGGGGAGTCG
-TTGCGAGCAGGTTCCACGCCTGACAGGGCTAATTGCTATTGCGGTTGACTCACCGCAAAC
-TAGGTAAGATCTAACTTTTCTCCAGTGGTGATGGCGGCAGAGCCGGACGAGCCACTTTGT
-CGGAATGGCGACAGGGA
->NODE_22_length_2708_cov_8.432054
-TACCGTTAGGGGCCGTAACCTTGACGTTTGCCACCCAAGTAATCCGCGAGTGCTCCGACC
-GATGAAGATCTGGCTGCTGGATATAAAACACTTGTTAAAAGGGTTATGGGCATTTTGTGG
-AGTACGGTCGCGGGTACACGTCATATAAGTGAAACCATCGTTGCAGTGCTCTAATACACC
-GGGGTCTCTGTGGTCCCTCCTATTTGGTCGTTGAGCCCCCTTAAGGATTACTAAATCTTC
-TGACGCTACCATCCTGGTCATAGATATTTAAGATCCTCTCAGTGTACCTACGCCATAGTC
-AAAGTAGCAAGCTGACAATAGACCACTTGGACCTTCTCTGATACCTCACTGATTCATCGA
-AACTACCAATCGCAACCCCATGGGAAGGACGAATCTACGCGAGTGGTAGTCACGACTAAT
-AGGAGTCGTCTGCTACTTGCCTTAGTAATCAATGGTATTATTCTTAGCGTCAAATCTGTT
-GCCTGGATATGTTCACCTTCGCCGAACTAGCGGGGGGAAAACGCTCCAAGTTAAAATTCC
-TTTTTGGCTGGGCATGATACCGGTACGGTGCTTCCGGTGAACTGATGGCCGGCAAGCAAA
-GTCAGCTCGCCCATACGATGTCCTTTCACAGCATCCTCTAACCTATCTCCATGCCGGAGT
-TGATATCGCCGAACCCCTGCTGCTTCTGATGACACCCTTAAAGTTGGATTTTTATAATTT
-CCGAGGCCGGCCAAATGTAATGTGTTAACCCCGTGCTGTACAACCAGCTCAATTGGCGTA
-GCGCTACGAGTAGTGTCAAGGCGACTGCTCCCCCTATGGTTTCGGGGGCTTCTGCTAATC
-ATCACCCTGGGACGTTATGATCTTCAAGATATCTGCGGCCCTACGAATTCATTGTTAACA
-CACTATACCCATAACGAGGACGTTCGCTTCGCTCTTCGACATCGTGTTAAACACGCGTAC
-CACTTAGTCATGTTGTCGTGTGTGGGAACTTCAACTTCTGAATTCTAGGATCAACCAAAT
-GGAACTTAATTAGTTTATGCTGTGAAAACCTCCAAATAATATCGGTATTACACTGTGGAT
-AGAAAATTTACCCCGGTTCGGCGCATGGCCGTCAAAAGCCTTTGGGAACTAAAGGGCATC
-TGTATCGTTCCACACCAATAGCCGACGTAAGGGCCTCACGAATTTACTCCTACTTAACCC
-CAAGTAGTAAGAAGCTGTACATAAGCGGTAAGATAAACATTTTAACTATAATCTCTCCCA
-AAGTTGTAGATGTCCTCGATGACCCTCACAGACTTGTTATACATTGGCTTGAGCACGACA
-TGAGTACTGGGACGACGTTGAAACGTTCATAAGTCTCGACAATTTCGTGGGGCACCGTAA
-AAGGCGGACACAAGCAGTATACAACCAGGACGGTTCCGGATGTTTCTGTGGTAGTGGTAA
-CCGAGAGAGTATGCACCATTGTTCTTCGCTCAGCGCGGTGAGTCTTCGCTTATTTCCGAA
-ATGCTTCTCAGTGTTCCGGATTCGCAAACCGGTGTTGAACCTTCCAGAGTTACACAGGGG
-CTGATTGAGCCACGGACGCCCGGACGGTCGTATTCTAAGCTGCCATGTAGGCCTCCCTTA
-GAGAGAAGCTACCCGAGAATAGTTGCCACTCCCCTTTCGTCGTAGCTTTCTAACGCACTT
-CTGGGCATTTTAACAGGCTGCGGGAACAATAGAACGCCTTGGTCGGTTAATGCCATTCTC
-GACGGTGGGCTCTACGGGTCTCCCCGTGGTTACCTTCAGACTTACTGAGCACTGCTTAGG
-CGACTGCAGGCCCTCCAATACCAAGAACGTCTGCATTGGCCCTTTACTGCACTTTACATT
-CAGGCCAGACCCCTGTCTGCGACGCGCGTGAGGAGGAGATTCGCCGATACTTTTAGGGCA
-TTTTTTCCTGACTTACCGAAGTGAAGACGGATTACGTGACGAACCCCAAACCTATGTGAG
-GACAAGCCTACAGGAACAGGACGAAACCTAACTGTGGAAGCGACATCGTCTTACTGCAAC
-ACGCTGCTGCGACATCTAGTAGACTGCTATGGCTTTTACGTCATCGGTTATGGCTTCGAC
-CGTCAGGAATCTTCACGGTCCCGGTCGAACCAGAGTCGTCTTGCGGCCAGGTCATTAAGT
-TCCGGATAGTGCATTCCTGAACTCTGAACAGAGAGCCTCATGCGCAGAGAAGCCAGATGA
-CCCAGGACAGGAACTACGTTGTCGAAATCATAGGACGCGTCAATTCAGTACTGAGAGTAA
-GAAATGGGACTCCGGACAAACAAGCGTCATACACGCCAGGAAGACGTAGATGGCGTCACT
-GGGTTCGGTGATGTAATTCTCCAGTCGGCGAGGAAACTGTTATGAAGTCTTTCGTCTTCG
-ATCCGAGCACAATGTATGTCGATTGATAGGAGAAGAAACTCCCGGAACAGGGGGACCATT
-CTTTAGTAGTCGGACCTCGCATCACTCCGTTGTCTTTTGTAAACATGCCTTTCGTTACCA
-AGGTCTAATCGGTAGGGGCCCCTCCCGTAGCAAGTAAGCACCTAGTAACACTTCTCATCA
-CTATCAGTAAAAGTTCGAGCATTCATTACGTCCTACAGTTCAAACTTATGCTGTCAGCAT
-ATATTGGAAGGAGCCATAGTTCCGCTTGACGCTGAGCTGATAGCCAGTCACAACGGTCAG
-CTACACTATCCCTGTCGCCATTCCGACAAAGTGGCT
->NODE_23_length_309_cov_8.197411
-ACTAACAACGTCCATGATTTTGCACCTGCGGCTCCTTCTAATGCTCTTCGGAATACAAAC
-GGGCATATCTTCGCGCTCAATGATGCAGCAATTGATGAGTTCAGTGTGTAGGGGCATCTA
-GTTCCTATTGGTTGCGAAATAGCTCGTAAGCGCATTATGTCCGATTTAATTAGCTTTTTT
-CACTCAGCTAAACTCCGACGTATCCGACCAATAGGCGAGGATGGGTTATATTAGAGACTG
-CTCCCTTATCGTAACGAATTAGGCATTAAGGCCTGTGCTCTCCTCGGCTCCTTTATGTTG
-CGTTCGGATCCGGGGTCACACGTACATATGGCAGAGA
->NODE_24_length_798_cov_8.110275
-GGATACCGACTGTATTCATGGGACACCGAGATCGCCATGGCGGTGGATGACACGTCATGC
-ACCTCCGGCTTGTTGTATCCGGAACAGTGATCATAGTGGTTATAGTCGATCGATCGCGTA
-TAACTCAAGCTTCTGAGCACGCACCGGAGGTGATAGGGATATAAAATAGTAATCGAATAT
-CACCAGGGCAGTGTCTCTTCTGCGCGTACAGTTGTCACTGCTCGCCTTTATCCGGAATCC
-ATACGCCCAAAGCAGCCGTGTAGACGGGGGCTAGTAACCCGTTAGTCGTGTGGTCGAACG
-CGTACCGGGCGCATGTAGTATTCTTACCGGGAACCGGCAAAGGAGAATGTGTTAGCCGGC
-GATCGTGCACCTTGAGCAAGTGCCGTTTTCGACTGAGATCCTGAATCTAGACTCGGTCCG
-TGCAACACTAGAGGGATTGGGTTCCAAAGGAGGTTGGAGGCTCCTTGAAGGACGAACGTT
-TAGTCTTTGTCTTCTGGTCTATACACACGGCATGTCAACTTTTCTTAGGCTTGGAGTCAC
-TGACGGTAAGTCTTAACGGGGAGTGTGCCCACTCCCCCCGGTAGGGCGTCAGCGCCCAAT
-CGAGTTTGGCCTAGATGTCATCCACAACGCTTGAGAACATATGATACGTAGTTATTGTCG
-GGACTATCACATTCGAACTAAGTTCTCTAGCATACCTGAACTAGACCAAAAAATCGGGCA
-TCGCATCGAATGGTCTAATAAAGCAGAGTTCCAGTGGAGGCAAGGATTTTCGTTAGTAAC
-TGCCATTTGCCGCTGGAACCTGCATTCCCCTCGGCAACGTACTGGG
->NODE_25_length_1068_cov_8.623595
-TGTACGTGAGATTGCCCCCTTGTACTATAACGAAAGCACATGGCATTGGGTGCTACTTCC
-TACCGAACATCCCGGCAAGTCTCTAATCTATGCCACTCTTCGGTCCGAGTCCGCAGAGGC
-GCCACGCTTAACAAAAGTGCAAAAACTGTATGTGGCGCTGTTATCCCCGGATTGACGTTA
-AATCTAGACTCTCGCAGTAGGCTCAAGCGGAGAGTTGGGGGGCAAGTTATTCAGGGCTAA
-GCGATAAATTACGGCACTTGGAGCATGCAGCCCCTTACTGACTCACAGCGAAAGTGGTTT
-ATCGAGTGACGTAGACTCGAGCACATGGTACCGGGGCGTAATGGGGTGTATAACGCTGAC
-CGTTATGACTCCCATTGGGGTGGTCTAGACCCCTCTCGGAGCCCCAAAGATAAGGGTGAG
-TGACCGACTCGATACAGTACTCCCGAGAGCCCACATGTGTCCGGGCAAAGACGATCCAGA
-AAAAGCATCCAGGCGCACTGATCAGGGCTGTTCTTGTTGTGGTAAACCAAATAGCCTACT
-ATTGTATTATTCGGGGTCAATCGGTATTTCTCTTGTTTATCAGTGCCGCGGAGCTTACAG
-CTGTTGTTGTACCAGTTGAAAACGACGGTATCTTATATGAGTGCATTTCTGCATTCGGGC
-AACTGAATAGCAGGCCCTAAGTCGACTACCTACAGTTCCTTGGCACACAAGAGTGTTCAC
-ATCCAACTCGAGCAATATGAGGCGACGCACTGGATAGTGTATCGTAAACTGTGTTGACCG
-GTGGCACTGGCCTCCTGCCCAGATTCACGGTTCCACCGCAGTAAGTCCAGAATGTCGCCG
-ACGTAGTATCAGCAGATTATGGCCTCTTCTTACATTGCTAATTAAGATACCAGTGTTTTA
-GTACCCTCCTATGATAGGCTGCGTTGTGAAAACGCTATACATTCGCGGTTATCTTACGGT
-GCTGCCGGGACGCGGTCGCTCCTACAGCAAATTCTGGCCTTGTCATCCAAAATGGTACCA
-AGTATGCGCGTCGTAGGACTACGACACTCGATGCTAAGGATTATATAGATCTTCGCGGTC
-TGTCAAGTGGTTGCGC
->NODE_26_length_1401_cov_8.673804
-ATCGCTTGGATAGAGCTTCCTTGAGAGTAAGAAAGCTCTCCGGTGAACTCGGCCTTCCGC
-GCCGCTTACGGGCAGTAGCAATGCACAGTGTCTCTAAGCCATACTGCTAGTACGCGTCAG
-ATTTAGACACGCAGGTATGCCGCTATCTACGAACACAAGACACCTAATTGACAGAACCAC
-GGGGTGTTGCATGCACCAACGCGTTGTATTCCCTTCCTATAAGGGGTTGAACCGAAATAT
-TCAACACGTGGTGAGATCACCAGGTGGTGGTCATCCTTTGCCGTGAACCAGTACCTTATC
-GGGGCATCTTTAACTGCTTTTGGATTTGTGAGAGAGGATCTGCTACGCACAATGAGGTCC
-GCTGTAAGATTTGCGGGATGGAGCGGAAGCGAGCGCCTTCGTAAATGGTGACGTTACTCT
-ATTGAGTGCTTTGAAGTGAGAAAGTTTCGAAGTAATGTCTGCGACGGACGGCTGAGCTTT
-TACGACCGCTCTATACGGCTCTAAGAGTTGTGGAAGGGATCCGCAGGGCTCGGGGAGAAG
-GTAATCGCTGAATTCACTGGGAAAGGCATCGCATGTAACTTCTGAAGGTCACCCCTTGTG
-TGATCGTCGAACCTAGTGAGTATACATCTTTGCTGGCCTACTCGGCACAATTCGAGGTTC
-GTATGGCATAAATCGCTTGTTCGATGTGGGTACTAACCAAGAACCTTAGCTCTGGGACAG
-TATCTTCCACCGCGAGCTTTAGATAGGCTGTTGGAGCCTGGAATGACTTAGATTTTCCAC
-AAAGGAAACTGTAGGGTTGGAAGTTGGCTTGTTGGCGGCTGTGGGAACTGTTTGGGACTT
-ACTTTCACTGACCGTTGAAGGACCGAAGCTCCCAAACAGCGGGACGTTGACAATGGTGAA
-CCCGGCTTCCAATTAACTATTCTTACCTTCTCTATCCGATTCTTATTCGTAGCTCCCTCA
-AACTCCAGTCCTGAGGTCTGCTAGGCTTAAACCCAGGCAGGGCAGTGGACACAATGCTGG
-TGTATTGGATAGCCGTAACACCGCCCATAGCAAAATTTCAGCGTGCGGCATTCCATGAGT
-GTTGTTGGGTGACCTTGGGTGCGTGTGATATGTGAGGGCAGTCTAAGGGAGACAATTGAT
-TTCGGCCAAGAGCCCGGTAAAGCCTCCGTCCGAGCGAGGAATGCATTGGATGGAACCCAA
-GCTGAACAGTAGGGTTCTCTTAGCAGTCTTGCACTACAATAACGGACTTTTGTCAATTCG
-GTTGAGTCTTATACCGGTGCGCACGACCTTTCGGTTAGATGCGGGAAATGGCTGGCGAGC
-TCGCTCAAACTGGGAAGACCTTGGCAATAGATAGCTTCTTGTCACCCTGGACCGTGGTCT
-GCGGTTCGCCGTATACCCATTAAAGTGATTTCAGTTCACGCTGCTGGAT
->NODE_27_length_2129_cov_8.140442
-CCATCCTGAGGTTCCGACTTAGCGGGGTGCTCAGTGCATAGCGCATGAAACGAGTGTATA
-CCGCAGGACGCCAGGATGGCTGGCGTTGGCGTATTTATGACTGTGTCCGTTGTGCTACAT
-CGTATTATCTCCAGCCCGCTTAATGATATCTAGATTCCGTGGTGCTTCGCTTCTACACCG
-GGCTGCACGTTTAATTACCTTTGATGTCGGCTTTGCTACGGTAATCCAGGAGTTACACTG
-GCAGTCTACCCCTGGGGTATGAGCTGCCGCCTCTGGTCGTGGGATTGTATAAATTCTTTG
-TGCGTATTTTACGTCAGGGAGCAGTTGATACAGAGAATGCACTGATCCTATTCAAGTCTG
-GACCTGCTGACGAAAGTACTGTTTAGGAGGAAAGTATACAAACCATAACGTTGAATTTTG
-GCATGGGTAAGGAGATCGAGTTGTAATCCCCGGCCTGCACATGAACTGGATTGGTGGCTG
-GAATGTGAAAGTGAACGGTGCATTTGTTGGCTCAACGCCACGGACGGTAGGCCCATTACG
-CAGTCTTCTTCAAAGCCTAGACCCCTCAGAACGGTTTATGGCGTGGATGTAGTCAAAAAA
-CCGGGGTCCGTGGTGGTAGTTTGTATTTGGGGGTGCACCGTTTTACATCGCTGGTACACT
-AGTAGCTCCCGTTCTAACCCTGAGAGGCAGTTAGAATGGGCATGCCGGCGACCCTGCAGA
-CAGTGGCAACGTTCTGATCTAGCGTGAAGCGCCTGCCTGAGATACTAAGGCCGGGGAGGA
-TGTTCGTAACACGAAAACGATGTTGTATTTATAAAACCTTGAACTGGTCTCTATTGTAGT
-TAGTGGAGGTGAACTACGCCGCACTGTTAGATCTGTACTCGACTAAGTTAAACCGTCAGA
-AACCTATGGTTGTACAACGGGTGCTCAAACTGCACAGAGTTGCTATCCGTACTAAGAGCC
-AGAACCCGATCTGCCGACACTTACTCAGGGCTAGTGACAACTCTCTCGGCACTTAAGGCG
-CGTCGCCTTAGCGCCGCAGACACGACTTAGGTTCTGCAACGAATAATAGCGTATGAAAAC
-GATATGGTGTCGATTTGGCGATATGGTTCTCCAAGTAGGTGCGAACCTCGGAACAGATCT
-GCTATTCATACCAATCTGAACAACAACCATTCCTTTTAGCTAGTAAATCATTTTATACCG
-GTGCAGACCGTTTCGCGTTCAAGTGGCCGCTATTCGACCCGCACGGCAGGGACTCATACG
-CTGAGTATGAAAGCTCTGCCCGGATCGCGCTCATTTAAGCCGAACATCCGGAGCCGGACA
-ATCCGGAGGAACATATTAGATCTAGAACTCGTAGAAATCATAAAATAGACATGGTAAGGA
-ATGAGAGTTATTACTCGTCCGCTGGCCTCGCACCCGAGTATGTGGTTAATCTTCAGTGCA
-CAGGAGTAGAAATTTCGTGAATGACGAGACCGTTGTAGTCCACCATGCGGCTCAAGCGAC
-CCTTTATGATTTTCGGATTTACGGGCCTCGCCGTTATAGATGCAAGGCGGACGCATTGCT
-AGCCTTCGAATTCGCGTAAATGAGCCCTGGGGGCACGAGAGACGTACGACTACGACTGCT
-AACAGTGCGGGTAAAAATGTAATTTCTTGACTCGGAATGGCCGTAAGATCTACCTTTGCG
-TTAACGCCGAACCCCTCACGTCACGAGATCCGCGGTTACATGTCTACGATGGGTGCCAGA
-TTAGGCCGCGACGTTCTCTGAGTACGTAAGTCAGATTTCTTCCCTCCAAAGTAACACAAG
-CAACGACTTAGCCTTGAACATCGTGATGGTCACTTGAACCGGCGGTATATGTGCTTGTAC
-CCAGGGCGCGTAAGCGGACAAATGGTGACGCGGCCTAGGCCCGCTAAGTAACCTTGCTGG
-TTCGAGATACGTCGAAAACCGACTCTTGTGCATGCACTAATTGACAGGCCTGGCTGTACG
-TGGGCGTATACGCGCTGCGGGCGTCTCAAGTAAAGAGGGCGTAGTAATGATTTTCAGGAT
-CTGTCTGATGAATTCACATGAACGATTGACCCCGCATTTTTAGGCAAGTGCCTCGGGGAG
-TGAATCATTGAAGCCGACCGTTGAGACAGGCTGGTTCCTTTGGTATCGGCTGACTGC
->NODE_28_length_2477_cov_8.134841
-ACGAACGATGCTGGAGGCTAAAACAGTCAACTAACTCTTATGGAATGCAGAGACCGCTTA
-TCCAGGACTACTCGCGGAACCGACAGGATGGGGTAAGTTTGGCGTACCGGATCGTTGTCC
-TTCCAACGAACTGAAGGTAGACACTTGAACTCGAACAAAACAGAGCCTGGCGCATGGACG
-GGACATATTTCAGCGGGGCAAAGGCGCTCGCCCCAATAGGCTCTGAACCACCGTCCCGCT
-AAACCACCGGACACTAGTATCCAAGGTCCCTTGTTTCTACCGCTGTATCGGAGCAACGCC
-GTTGGTGTCCTCACTGGCAATCTCTGGTTGCTATTGCAAACCCCTCGCCGACCCGAGACA
-CCTGCGCCTGGTCTGCATCTCGGAGGGCGTAGTAAATGGTAGAATTTACGAATACATTAT
-TAGTACCTCAGAGCAGCCACGTGGAGTTTACTTACATACCCATATGCTGAGTGTGCGTCT
-AACGCATCTACAAAGTTCATCGACCTTGGCCGGAGTCGAGTAGAAAGATCGTCACGACAT
-GATTTTGGTTTGTCCAAACTACCGTTGATTAGCTAAAGGAAGAGAAGAATCCCCTGAGAA
-CAGAGCCTGAACCTTTATGGCTCGCAGTATCACATTGAGAGACGGAACCGAGGAACTGCT
-CACGCGACGCTTCACAGCCTATCAACTTCAGGGGCTTGGGTGCAGATGACCTGACATGCG
-CTAGGTCCGTAGTCCTTCCCTACCAGTCACCGACCCACATTGCACTCCCATCAGCGGCTC
-CTCGATACCCCTACGTCCGTTATCAAGATTTGTCGGGGTCAAAATACCCCTGTTGTAGAC
-AGTAGTTACGATATTCTTCGCATAGTGGGGCTTTAGGATCCAATATTACCGCCACTATCG
-GCGACAGAGGAGAATTGCCTTGTCTCGGATTCTGCACATTCAGACCGGCGAGGCGAAGGG
-TATTACACGTCCGACTTTCTTGTCAACCGCGAAGGGGAAAAATGAGCATGTCGGTGCTGC
-CACCTCCCTTCCAACTGGACAACTATTTGGATATTCCGACGAAACGTCCTTATCAACATG
-CATTCCATTTCGGCAAATCCTCTGATCGTGTCTCGCCAGACTCCAAGTAACAAACCTGGC
-GCTCTCGATGTTTATAACCTTAGGAGGGTCCACCGGCACTGGTGTCGAGAAAAATCGCAG
-TTCGTGCCCGTAGGTTGCTCAAAGCGCTCAACTTACAGCATCATTCTACGCCGCAGAAGT
-ACACGCTTTATTCTTGTATTATATATTAAATGGGCGGTTTGAATTGGAATGAGATTTGCC
-CAAATGGGATGGACAGCGCTCCAGCAGCAACCACCACGTCGAGCTCACCATGTTTTTCTT
-TTTTAGATAGTAAAACTAGGATGTTCTAGATTGAGAGCTTCGTGAATCTGTAAATGTTAG
-CTACCAAGTCAGCGTTAACTCGACCAGACAGTCTATATCATCTCGGCAGTGAATGAGCCG
-TGGCGCCTTACCGAACTCCGGGCTCCGTCGTCAAAGCAGCCACCCGTATGAGCTACTTTA
-GGACGTTATCTTGGCAGATACACTAACGCATATCCGTCATGACGTCACGGTCAAGCTATA
-ACGCCTCAGTCAAACCGCGCGGGGACCGTCGTAGTAAGGGGAGGCATAGTGTCAAGGATT
-ATTTCACGTCTTGCTACTGTCCGTGAGGTTTCGGCGATGAGCTCATGCGAACGCATAGGC
-CATTCCAAAAAACATGACAACGAGAGCGACCCGGGCATTTGTCGTCCATCTGCGCCCTAG
-GTGCCGCAATGTATCGGTAATACTACAGCCTACTTCCCCATGGCACCCTTGTTTGGTTGA
-TTATCGTACGGCCATGGCGTTGACTTTTTGTTCGAAAAGTACGGCCTGCTGGGCCATCTT
-AATACTGATACCTAGGTTATAAAGCTAAAGTTGTGCACGCAAGACGGTGTGGTACAGCAC
-TAACGAGGCGGTGTGCTGCATCAGCAACCTAGCAGTGTACTGACTTTTGTTCTTCAGAAG
-GTTCCGTAACACGCCAATTCATTGACTTCATAGACAGCTGTTACACAGTTCCGCTATGAA
-GGGCCAATCACCGGACCCACATCCGAAGTCCAAGCCGTCACGAAATATAATGCACTAGAT
-ATGGTCTCCGTCCATAGTTGTGACTGTCGAACTCGCTACAAGCAGTATAACCGGCGTGAA
-CGGCCCTGTGGTAGTGGTGGCGTAGTCGACGTAACGCAATGTTCTTTACTGCAAGTGTAA
-ACGCGAGCGATAATCGCACAGCGACTGCGGGGTCTACCCCTTGCCCACCTCCTGCAAAGT
-GATGTCGTCCTGCAAATATTTGTTCCCCCGTTACATTAATTGCCATAAAATAAGCATGCC
-CCTAGTTTACCGCGAAGAAATAGAGGGGATCCTTAGTCGCAGCATTTCATCGGTCTCTAT
-TGAATTTCATTTGCCCGTTCCGCGCCTGTCGGGAAGGACCACCAG
->NODE_29_length_2259_cov_8.258521
-ATAAGCGCCATTGTCCGTCCGATGTCATCGGCCGCATTCATATCTCTCAAGGACAAGATT
-TCCATGAGGCTCCGTATGCTGTGGCGGTTGTGTAGTGTCAAAGGTCGGTAGCTATAGGAC
-ATTTTGGCCAGCAATTCGGAGACCAAGGGGAGCTGACACGATACTTAACGATGCCGGTCA
-CCTGACGGCTAGTATGATTCGTCACGTTCATGCGACTGTCCATAAGTACGGTCTAGCTCG
-TCAATACTGCATCTACCTGGCAGGTGCACGGATGATGCGAGGTTCTCGGTATTGGGATGC
-CACCGCAATGACATCCTGTCCTCAGTGGGAATACAGTAGGGGTGCATAGGGTGTTAGCGA
-CGTCAATTACCTTACCCCCTTTTCGGCAAAACGATGAGCAAGTTTCAAGGTCCGTACAAC
-ACGTCCCCATCACCTAGAAAGACTGATTCAACCTAGAGTACAAGCATTATTGTCCGCCCG
-CGAGCAACGTGTTGGCGCAGAAAACGGGTTCACCGGCGAACGTAACCTGGCTGGTTACCT
-AGTGTCACTACAGAATGGGAATTGCGCCTGAACTGAAGCTTGTCTAACGGCGGCATTCCT
-TCTACCCCTGCGCAAAAACGTGACTAATCCGCTCCAGGCCCGAGTAGTATGTCGACTCAA
-GGCCTTCCCTGGCGAAGGATCGGTATATAAAGGCACACGGAAAGTCGCTGACATACGAAG
-AAAGGATGGCAGCCAAGTGCCGGGCGTTGTCGAGAGGTAAACTGGTGAGACATAGAGCAC
-ACTATAGGTTGAACGGCAGTCTTATCAGGATTGGTCGGTGCGGCTATAACACATCACGGT
-GCGATGGGACACTGGTGCTGGTAGTCGATATGCGGCAATAGTCCCTATAACGTCAGTTGG
-TGACATGATCACACTCATAATCGTTGCGCAACGCGGAAGTCGCCTAGTTGTTTCGGTTAC
-TCGCGATGACCCTGGGGACGGACCCTACGAGGCATTATCAATCACTGATAGCATGGGGTA
-TCGACGACCCCCAGCGCAGAAACATTGCGCCCGACTGCATTCATTGCAGTAGTCGGCCTT
-GCACCCATTCGGGGCGATGGGTAGATACAAAGCATGGACCCTTTCACGTAAGTCATAACA
-ACGCGGTAGACTTAGCAATAATGTAGGAGTATCTATCATTAAGAAACAAAAATGTAAGAT
-CCGGAGCCGAATAGTAGACTACTTATTACATGCCCCAGGGTGCTAAAGACCAGCAGATTC
-TGTAAACATTGGCACCACACGCCCGCTGCGTACTCCTGCGGTATTGCATCCGGGTCAGTC
-CTCGGGTCCAATTAGTGTTGAAATGTAGCTTGGCAATTGATGTTGGGCCCTGCTCTGCGT
-ACGTGGTGGCGCTGAGAGTCTGTACAATCGGGTACGTAACGGGCATTACGGCACCCGCAT
-TTCTTGCGTCTCTGGACGAGAGTCACGGGTCGGTCCCGAATTCGCAGGGTCGCATCCGTA
-CCGTATACCAGAATGCTCACACACCTTTCGTGTCCTAGCCGTCGGTAGAATACTGGTCCA
-TATTCAGCGTGCGTTCTTTTTGAAGGTCTACGCACGCAATTGAGGATCTGATAATGGGTC
-TCAACCGGCGGCCGTTGGAGAACACATTTGCGTCGCGATATCCAAATGGTAGTCGAGCAC
-ACTTGCAACAAACCACCTATGACGGAGACGCCTACCCCGGCGTTATACTACCCGTTGGTA
-AACAAGCCATTCGGAGGCTCCAGGTGCCAACAATAACGCCCCTTTTCCACGGCCAATGGT
-GTTTGATAGCCTGATCAATACCGTGTTCCCATCAGTAGTGTCCCCAGCCCGGTACCTCTA
-GTATTGTTAGCTTTACTTGAAATTCACACACATCTTTGGACATATACGTATTAGTCGAGA
-ATATATGTGCTTCTTATCGGCCCCTATGACGAAGAACGTTTTGAGGACTTTAAACACAGC
-CAGCGGCTACTAACAGTCTGAGGAGAATAGCGGTTACCACGTCGAGAATTGTCCTTCATC
-GATCTTCAACCGATACCACATTTAAGTCGGTCGGGCCTCCCTTCGTGTTTTGTGGTAGCT
-AAATGGAACGCGCCATAGGAGCGCTCATTCGTCGGAATAGCCAGGACTTTTCACGTGGGC
-ACCCTTCAGCGTTGCCTGAGCTTCCCATTTCTAGCTCGTAACTTACATTCCCAAGCCTCA
-GGAGACCCTCCTGCGGGTCCAGGAGCGTATAGCAACCCGAGAACCGTTCCACTTGGAACA
-TCGACGC
->NODE_30_length_2288_cov_8.328671
-TCCTAACGCCGACAATGGTATAGATTTTATATACGACTTTCCTGCTCTGATCAGCACATC
-TTAACTAGGTCTAAGCATCGAATAGCATCAACTCCAACTGCAGCCATCTATTAGATTAGC
-ATGAATAAATGCAATCAGGAGCTGTTCTAAAATGATCCTCACTAGGCGATGGAGAACGTC
-GTGCCGAGTTTAAGAGAGCACTGGCTGTCCATAGACCATATGATCCGCTTGAGAGATATA
-CTTCGTGTTCTGAAGCCAGATAACCTCATACCAAGGACCTGAGGAATCAGCTGGATCGAA
-GCCGCAACCCCTGTGGTCATTCGGTGCAACCTGGCAGGCTTGTCCCAAGATGCCACACCA
-TGTCCCCTTTTGCGATTATCATTCATGACACAGACTCTTAGGTTATGTTGATCAACTTGA
-TTACTGCCCACTGAGGTCCGTCCACGCCCTCAGGCGAGTCGAAACGGATTTGCAGGGATT
-TCTGTCATTTAGTAGAGCCGAAACATATTTGGAGATTAGGTGATGTTCAATAATGCGGAC
-CGAGAACTCAGAGGTCCTGCTCGAAACTGCATTACACTTGTCGCAGGCCATACCAGCCCT
-GCGGGAGTTCCGTTTTCGAGGTTAATGCCTATATCGTTCGCGAAGTTTCTGATCATAGCC
-CCCCAGATGCCTACTGCGCGCTGAAGACACGCGTTTGTGAAATACGGGAACCTTGAGGCG
-TTACTTACGTCGTATAGCTGCATCTCCCTGAGCAAATACCTGTGGGTAAGGCGGGCTTTT
-CTCTTCTGGCTCTGAGCTGCCCGTTCAGATCGGTCCAATGCGACCATGTCTAGCTCGTAT
-TCCCAGTCGGTACTCGTAAGCTGAACCTCCGATTCTCAATTATATAGTAGCGCAGCCTAG
-CGGACATGAAGTACTTGCGGTAAAAGGCGGATCGTGGGCTGTGGAGGGTACTACTAACGG
-AGCCAATTGAGCTATAGCGGGTCGCATCGCTGTATTAGGGTATGCTGTACCGAGCCTAGC
-CCTACGTCAGATGTGTGATTCACGTGTGGGTTTGTCATGACGATGGTAGGTAGCGCTCTG
-TGCTACAAAGCCCCATTTTCCTCAATCTCCCATTTAATAAGCCTGCGCCCTGAAGAAAAC
-CCCAACAAACAGGCCCTTGACCGCGCGGCGTGTAGACTAGACAGGGTCCGCGTAACCGTG
-AGATTGTACAGCCTATCTCGCGCCGCGTTGCTACGTAGACGGTTCTGGGTCAGGCATTAG
-CCCGTTCTCCATATGCGCACACCGTGTGCTATACCTAGGGATCAGACCCCGCGTACCTTG
-GTCGAGGCCATCTACGAGTCACTGATACGTTATCGTTAAACTCAAGGACCGCGCTGATTG
-TTGGAACTCGAGCCGCACGCGAGCCCTCCTTAGCGGCTCGCCATTTATAGAGGGTTTTAA
-GTAAAGGGGTATCCGAATTACTGACGTACACTTCTAACGGAGCCTACTTATATGAAAACC
-AGATTTTTACCAATGTTTTGAGGTATAATCCTTCGGAGGATTCTGTTCGGTGAGGCCGCA
-TTTGACACTGCTGGGACCGATCGATACAGGACCTTGCATAGATATGCATTATATTATAAG
-GCTAATGCTCGCCCGATTCTGCGGACGACTGTACTAACGTGACACTACGCAATGGTTCTA
-ACTATTATAGTTGATATTCCCCCATTTGATGAACATACTCTGAGGTGCGTGTATTTGTCT
-GTTGAAGCCCGATGGCCAGTTATTTGGCCTATGAGTAAACCGCAAACCATAATTTGGGTT
-CATAACTACTCGCGGCGTGTGGTCGGTAAGTGGGGGTCGAATGCGAGATATCGGGACCAC
-AATGGCCGGTGGTCTCCCCCCCGATCAAGCGGCCCTTGCCCAAACTCGCTTGAGGTTTAC
-AGACTCAGTGAAGACTTGCACCTCTCCGACTATTCGAGCTACAGCCCATGCCTAGGCTAG
-AAGTTAGAGTTGATACACCATGCTGTCATGGTGATCACCGACAAAACCCGCCCGATCCTA
-TCACGTTGAACACCAGGCTTTAAAGAATGTACCATTTGCTGGTAATGGACCTCGATGAGA
-TGGAGCTCTCACTTCTGTCGATGCCGATGTACCGGATCCGGGTGCCCAATGCGAGTGTGA
-GGGTAATTCCCATCGAGTAGGTTATGTGCGGTAAGCAGAGTGGGTAGCTTTGGTGCCGTG
-AGCAGTCTCGCAATGTTCAGATAGGTTTCTCCCGCTGTGTCTACGGACTAATTACGTCCA
-ATCCCTATGTTTGTACCAGCAGATTGCGTTTTGAAT
->NODE_31_length_2459_cov_8.186662
-TTATAATTAGAACCGTGGAGTGTGATACAGGTCGGGGGCTACTCGCACTATGTGATCCAC
-TTACCGTAAATACGCAAGCTGAGCGGATTCATAAACGTCTTATATCATTCGCCATTTTGG
-AGCAGCGCATATATATAAGTGACTCATATCGAAAAGCGTGGTCGTCCTGTTATATAAGAT
-ATTATAGAGGGACAGACTATGTTGTTGTCTGCGGCCGACAGACTATACTACCTATGTGCC
-CTGTCAATACAGCCCCACTTCACAAAGAGTCTTTGATGATAACCCTTCAGCGGGGGGCGC
-ATATTTAGCAGCATTCGGGTATCGCTAAATCCGCACAAAGAGTACGCAAATATAGCTTCA
-GGCATCGAGGGGACTCAACAAACAATCAGGAAACCTGTTACCTCTGGTGATTAATCAACG
-GCTGGACATCCAGACCGTAATATAAGCAGGTATGGCGACCCGCTGGCACCCCCACGTGGC
-ACGTTAACACGCATCGCGTTTAACACTTTCCTTTGGTGAATGCTGGGTACGACGCCTACG
-CGCACTTACTACCGATAGTCTCCAAGGTGTGTCTAGTTGAGTCTCGTCAGGATTATCGTT
-CCTGATATGTAAGCTTTGAAATAAGATATGTATGTACTTTGTTACTTACAAGTAGCCCCA
-ACATTTTCTTACGAGTTCAACAGACAGGGTGGAGCAGCCCACGGCAGAGGCTGTATAGCG
-CTAGGCGAGTCGATCGATGGCTCTTCTTTACCACTGGCGCATTAGAGGTCAAAGATTTGT
-TTATATCTATAAGTACATTTAAAAGAACTGAGGAGGTTCTTCTCCAGCTGATGATAATCT
-GGGAGAGGTACGCCAGCGTAAATGAGGCGAAAGGAAGGGGGAAACAGGTGGTGCGGTATC
-AACGGCTCACTGCTGGACATTGGCTATTCTACTGACTTGTACGGCAACCCAATGCTTCGA
-AGCTACAAATTCACTCGTGTAGAACCTAGCAGTCCATGATCTACCTTTTCGTAGTCAGCG
-TCCTGGTCATCCGCTTCGGATCTTTTATCCGCGTACCTGGGTTACGAGAGGATCTTAAGG
-CATATTCCGTTATGAACAGCTACGCCCGCAAGATGAGTCATAAGGAGTCACAAGGCTATA
-ATTAGCAACCAACAGACATGAAGATACGACTAAGCTTCTATAAAAGACGATGACGTGAGG
-CCTCTAAGCATAATCAGCGACCTGTCCCCTTGAGATGAGAACAAACCGTTTAAGGTTAAC
-TATAGTTCACCAGCCTTGCGCAGCGCCGCCTACGAAGACGCGGATTTGCAAGCTATACCC
-GACATGACGCTTTCTGCGCGTCCAACTAGCCACTAACACTCAGAGGTTAACTCGTGTTGC
-AAGCTGGATTTAACCGTACAAGTCCTTAGGGGGATCGCCCCAGCCTTCTACTGAATTAAC
-GGTAGTCAAGGCGAGTTCAGCCCAGCTCCTTTCGTTCAAGGGTAGGACTATCGACACACT
-AAGCTGCAGCGCTGCCACGTGCAACCAGGCCGGATCGACACACAGTCGATCGAGGCTGAC
-ACTGCTTTTAACACCGATACGGTTAGATAACAGAGTTCTTGTAGACCCACGTTCGTTGTA
-TAACATAAATTGGTCTAGACTGATTGGTACTTCTAGGCGTACCTAGGAAGCAACTTTCGA
-TCTACAGTCAGCCAACGGGTATTACGAATGAGAATCACACGTGTTTCCCTAGGTGTCGAC
-CATCAGGAAGCGCACATGGACGGAGCTTTTAAAACAGTCGGGATGGACAGGGAAGGCCGC
-CGCCGTCCGGTACAATGACGGTAGTGCCATGCCTGAGTCCGACTACGGCTCTGCGGATTA
-GCCTATTTGAAACCTCTGAACCAAGGGGCCGTGTGGGGCCGCCTTCCGTCGAGGAAAGTC
-TCACCTATCCATTGTGTAAGCGGTCTTCCGTCATGCGGATACTTTGCGGCATTGGACCGT
-ACAAAGCTCCGCGCACTCTCGTACGGGTAAGACGACCCAGGTTCATGAAGCGCGTTACTA
-CCAGAAACCATATGCACTACCCTTTGGAACACTCATCAATATTACAAGTATCCGACAGCA
-ACGTGGGAGGTGCGGGGGACGTGACGCCCGGCTAAGGGGAACGCTCTCTTGGGCGTTTAA
-CGCAGCGATAATCTAAATCTGACACTTAGACTGGACAGCTTGTACTCCTGACGGGTCCAA
-CCTATTCTGGTCAGCCCGGACTGTCATGCTGTAGTTCATTGGATAGACATGCGACTAACC
-TAATGTGTTCTGTTCTCCCGATTGTACTATATTCGCACAAGTGGTTCAAGGCCGTAGCTT
-AAGTCCACGACAATGTGATTGGAAATAGAACAAATCCTGTAATATGTGGGCAACAAACTC
-CACCACGCAAAAAAAAGTGAGTAGACTAGGCTGTATAGAAGCCTCCTTCCTTATCAAAAG
-GGCCCCACTACGCGCGAACCCAACACC
->NODE_32_length_2859_cov_8.388247
-CACTGCATCCGTCTGTTACAATATATGTGCAGCAGTTGACTGCCTCCGTGAAGACACAGT
-TATCATGCTCACGTTCCTCGTTTGGACCAGTCTATTTAACGACCGATGTCTAAGACTGCG
-GTGTAGGCCAACCACTACGGAATTTCTATCAGGTCGCCCTGTTCAAACAGGCACTGCCTA
-GACACTACTCAAGGAGTGGGCACCTCGAGGTGGCTATGAGGCTTGGAAACATAAGGGTCA
-TCGGCATATTTGGATCCGTCAAACCGCCTTCCTGGAATCAAGTATACTGTAGGCATGCAG
-AGGGCGTTGGCAGGGTCGGTATCGGGTAACTCATGGTACGTGCTATACCTCGAGGCCCAG
-AAGGTGACATAACCGGGATGGGTGAACGCTTCAACCCAATCGCGTCGTGATTCGCCTCGT
-GTTGGAACGGGTGTTTTCTGGACTGTGTGTTTAGCACGTTTGTGTCTAGGAGCCAGCTAG
-GACAATAGGATAGGGTGATTAGCGACGGATACTGTGAAGGCACTTCTGTACCGAACAGGG
-ACGACGTCGCACATTCCTACCCCATCGCCAATTTCTTCAAACGTCTATCGAACTCGTGAG
-AACTTTGGATGCTGGCGCTACAGGTTCCCTAACCAATTAGTTGGTACCAGCGCTCCCCAC
-GGTAGCTATATATGACTTACACATCTATGGCCTCACCTAGACACGACCGGACTAGCAGCC
-GTACACCGGGGGGTAAGGAAGTGCTTTTTCAATGACGGTATGCGACTCAACATGCATCGT
-GCTCACCCGAGCCAGTAGTTAGGTGTCATATACCTGTATAGCGGTATACACCTGCGACAG
-GCCGGGGGCCGAGCGGGTTTAGTCCTCCGTATGGTTACTCGACTGGGGGATGATTTCCAG
-ACTGGGTGGTTGCGATTGGTTTGAGCGGCGGCTCGTTATTCACCGGATGGAGCACTATAT
-TAGTCGTAGGCACTAGTCGACTACACGAATCTTTTATAGCCCTGTGTGAGTTTGGTCTGA
-TCTGTGCCTACGCCGACAGATCATATAATCCCCAACTATAGAAATCCACCATAAGATTGC
-TAATATCGCTTCAGGGTAACATCTAGCCTCAATCCCCGGTGAGGGGCGTATAGGGGTTAG
-CTGCTGGCTCATCAAAGAGGGCGTGGCACCTTTTGGGAATTATCCTCAGATGGTCGCAAC
-CTAAACCGATAGGTTAAAATGACTCACTGAAAGGGCACGGAAGCGGACGTCGGACCGCTC
-CCCACATGACTGCACCTATTCCAACAGATCTATACTTCGCAGCTAACTGCTATTCAAACT
-GGGTATACATAAGACACTACGTGGTCTACGAGCGTGGACACTGCGCTTCAGTTCGGTAAT
-CCGGTGCGGCCTCACGAGACACACCGCTGGAGCTACTTATTCCGTGCGCTATTGTCTGTT
-CACTTAAATGCACGCAACGGTCTCGAGTCGCCAAGTACGGCTTACTGGCAGGGTGTGTCT
-GAGATAACAGTACTCGCCTTCGTTATCGAACCACTCACGTATGGGTGCAATCGTCCGCCT
-TTCGACTAAGACAGTATCCGGTAACTTGCCCAGTTTAAAGCCCATCGATCCCGAAGCGAC
-GGAGGGTCGGACCTCGGAGCTCATGGCATGATTCTAAAAAAATTCCTAACCTGCGCGGTA
-GGTTCGTTTTCCTCTAACGCGTAATTCCACAGAATCTTCCATCGCCCGTTACTCGCGACC
-ATGGCATCGGACCTAGGGGCTGGGGGTCTCGCCGGTCCAAAACTACTAGTTAATGAGCGG
-TTGCACGAATTATTTAGAACGTGTCACTCGTCGAGAAGATTTCTAGTACCTTCCCCGGTT
-TGGGATTAGAGATGTTCCCCTCCATGCGGAACGGGTAGCGCTATACCTGTTGCTGATACC
-GCGGCACGACCCGGCCTCTTCATATGTCCTGTTCATTTATGTTCGTCTTGTAACCCATGC
-TATAGAGTAATCATTGTGAGGCTGACGGACGGGGCGTCTTAACCTAGAAGTTACTGAATC
-TTCTTTGTCTCGACGGTTCACCAGAGGTCATTTCCTCGGGGTTGCGATGTTGACTCACTC
-ACCATGATAGGTGACCAATTTCGGACCGCCTTCTTACGAATCGAAAGACCAAAAACAAGC
-TAACCATCGTCTACCTGAAAATTGAAGGAGACGTCTGTTGGTCCGAGCAACCGGTCTACG
-TCTGACATCTCAAAGAACAGCGCCTTTAAAGAACGCAACAGAGTTAACTCCAGCCGGGCA
-TACGCCTTGACGACTGAGTTGTGTTGCCGAGATATCGGCTTTGGCAGATAAGTTGCTATC
-ACCCCATGGCACGCTACCTAACAGTCCCTCAGAAGGGCCATGCCACAACGTCCGACCACA
-ATACCAACCGTCGTCTACATAACACTTATCAGCTCAGCCAATTGGTGACTCTTCAAAGTA
-TACCATGGACACAAACCGGCAATGACATGGGCACGCGACTATAGGCGACGCCTCCAGCAA
-GCGGGGTTTCGCCGTCTAGTGAAGGTTCTTCTGAGGGCACATCTGTTTCCTACAGATATT
-ACCTCACCCCTAAGTGCCAATGCCACAATGCATACTGACAAAACAGGACCGGCTAACCGT
-GAGTCCCGTATTAGGTAACGAGCACGCGTCAGGACTCAGTAAAACGCCTGCTAGGTTACA
-GTATGAACACTTTCTTGGAACGACGGCGCCAGATGAAGGAGCTTTAGCACTATCTAAACG
-AATTGAGTTAAGCGACACCTCCATCGGCTAGACTCTACGCGCCAGTTATTGCACATGCGT
-GTGGGTAGGATGTCACTTCCTAAAGTCTGGAAAGCTCAGTACCCGCACTAAGCCGTAGGC
-GCGACAA
->NODE_33_length_1804_cov_8.446785
-TCGTCGCTAGGTTGCGGGCATCACACAAATATCGGGCACCGTAGCGAAACATTAATCATC
-ATCCGTTTTCAGAAAGGAGTGGGCGTATTTCTTGACCAACCATCATTTTCGCTAGCTGCT
-GGGCATGCTGGAGCCGACCAGTCGAATTGAGAGCCGATATCGTTAAGACTAATGGTGCGA
-GCCAGGTGGTCTCATCACGGAGGTAAGGCCTTGAAAGTGAGTATTTCTATCACTAGTGAC
-TTACTACGTTGCGGCCCGCCCGGGGGACACGAATCATTGTGAACTCGATTGAGATAGTCG
-AAGCTACGTTCCTGGGTCTTACTGCGGTGACGAATTAACTTTATCTCAAATACTTGCCCT
-CTGCTCATGGGCCGAGCGGCGGGACCGGGAGATACGCGCTATCCCCTTTCAGTGGATATG
-ACGTCTCGCGGCCTGTACGATGGGCATAAGGCTAAAAGGCAATGTCCATTAGCGAGGTTG
-CCTAGAAGGTTGTGATACTTATCGCCATCTCGCCTTCTCTGACGTGCTTAGATTGAAGTC
-GAATCTGGGTCCTTTGCACAATATGGTTCGATGAGATAGGTATGTGCAGGAGGCCATATA
-GATAACAACTGATCTGTAGCGGTATACTAATGATGCATCGGTGCACTTCCAATTATTCGT
-GCCGATTCGATATCCTTAGACGACCCAAGGTATATAAGCGTATGCAGACACGTCTAGTCC
-CACCCACCTGTGGGATTGAATCGGGGGCCTGTATACACGTTCCCACATAATTCCCATTCC
-TTATGAAGCGCATGCTACGAGCTTTATGTATGTTCGTCAATGATACGATCACGTACTAAT
-ATCATTGGAGTAATTCCCCAGGCCCCGCCGAGGCGCAATCGGCTGAATCCTATACCCTGT
-GGCATTCATACCTGACGAATGTTCTAGAAATGGAGGTTGGTTAGCATTCTGTGGACGTGG
-TCAGGGACCGACCATGATCCGTACCCGAAAGTGTCACCCTTCAACTGGGTTCTAGACAAC
-CTATGGTTTAGTGGTTGGCACCCACTCGACTCATAGCTGCTAACTTCCCGCTTTTAGAGG
-GCTGCTCGGTTGTTTGTATATCTGATTGTCCCTAAAACGGAGATCAGAACCTGAGGTCCT
-GGACGACGCACCGCCTCTAGACCTCTCCAGATAAATCGCGGGAAACTCATTAACTGACTC
-TTAATATAGATATTATAAAATAAACAGCCCGAAGATTTACATGTGGGGGGGGGGGTGACT
-CTACGAACAAGATATCTCTCTCTGACCGCGGGGGTAGACGATGAACCTGCAGGAAGCCCT
-ATCGCCGTCTGCGACGGTCAAGGGGGCTAGGACAGGCACGTTTCACAGACGATCGCTTCT
-CTTGTCAACGGACGGCTGTTTGTTTCAGCCGGCCCATCCATTCCCTGACGTAAGTTAACC
-CTTGCATAGAACTCGCACCCTCGTTCGTCTATTACAAAAGAAAAGGCGTGAGTGCTTTGC
-TTAGTCGTGGGGGGGAATTAGTGCCAAATTCGGCACTGACAGTTAGTCCGCTCTCGTCTT
-AACGGGTCAAGCGCATTTACGCATACGATCTTCAGTGCATCGAAAATTTTACACCAGTAC
-ATCCATCGACCGACGACCTCAAGACTATGCCGAGAACCTCGATGGCGTGGAGGTGTGTGC
-ATTACTCGAAATATCGCAGTGGGACATATCCTCAAGACCACCTCACACCGCTATTGTGGT
-TTGATGTTTAAACTGCAGTCAAAATTGGCACCTACTGAGGAGGCGATGGGAGGATCACTC
-GCGCCAATATCCCAGTACGTTGCCGAGGGGAA
->NODE_34_length_323_cov_7.232198
-CGTCCTTAGGCTCGTATTACCCACCCCAAGGAATCACATGCGTAGTACCGATTGTAAGCA
-CGGAGCAGGAGATTTACCACTCTGCAGAAGCCAATTGTACCGAGCGTTCGCATGTCTTGT
-GACAGTGAGCAGAGGCAACAGGCGGTGACCCCGGCCAATTCGAGCCTTCGTATCTGCCGT
-GGTACAGCTAGGAGGGTATCGCACTCTCGTAGCGCTCCGAATACTCGCCGACCGCCTTCT
-GCACAACAAGTGAGTCTTCAACTTTGATATTAATTTTGAGCAGGTTTGGTACCAGTCATT
-GTAAAAGAATTGCTGAATCCCTGCTCTCGAGCGTCTTGCCGTTAGGGGCCG
->NODE_35_length_1242_cov_8.840580
-TTCCCTGTAACCTCTTCAGGTCTATTATCATATAGATAATACCTGATAACGTGCTCATCC
-AACTCTAATAATCCTACGACTGCCTATTAAAAACTCCTGATGACTTCACCCATGCGTACT
-ACTCGGGTGAACGAGCTTCAATATCCCAGGTGTGTGCGCTGCACCTGAGAATTAGAGACA
-GAGGTGAAACTGTTTAGGCCGCACGGCAGGACTGTGATGAACTTAGATACAGGATAGCAC
-TAGGTCATAGAATTAACATGCTATTAACCAGACATACTTCGTGCGGCAGAGTTGGGGGAT
-TGAATTAAGTGATAGCGTCAATTTGCGAAGATAATTTTACGGGCGATATAATATTGACGA
-TGTTGGTCCTTACCCTCATACTACGTTGACTTAGGGCCAGATGCAAACATCCGCGAACTA
-TGTTAGCCTCAAAGCAGGCTCTAAATACATCTCCGGTATGCTGGGAGAGATTTATTTAAT
-TGTCTCTGCGATGTCATTACTAAGAAGTAGGTACATTTCAGGTACAAAAACTACGACATC
-GGCTTCGGCATTGGTTTTTTTAGACAATAAATGCGCTAAAATTGCGCACATAAGAGGCCT
-CCGTTAAGAAGCTCTCTCCACCAGTCACGCATGGGCGGTTTCAGGTTCACCGGGACTAGC
-CTATCGCAAATTGTGAGCGTGTCACCCACACGTCCATGAATTTCGCCCTTACTCGAGTCT
-TGCGAGTTCTTATTCCAGGTGGCCTTCCGGAGCCACATACTACGTGTTAGTGAATATCCC
-TGTATACTTGAGGCACTAAAGTGGTGGGTAAGGTTCTACTGCCATGCGGGGACCGCTCTG
-CTATTTAGACCGTTTGCAATGTTAACCTGACTACGTCTCCATTTGGCTTGGCCCCCGGAC
-TCATGTGTGTAGGAGAGTTCCCTGGATCTTGGAGCTCTGTGTGCTACCTCTCGGTCGTGC
-GATTGAGATATGTCTGCAACCTGACCCTATCTTAGCCACAACGAGCGAGGCTCTTGAAGC
-TTAGTGAAGCCGGTGCCCCTTGGCCGTCGCGGAGAAAAAGGCCACTCGAGCAATCCCATA
-GCGGAGGATTTCAACCTTTACAAGACTCCGCTATGAGAACTTGATTCTGCTACTGCACTC
-AACAATAGTATTACTTAAGTCCTTACAAGTGGATGAGGGCTCATGTGGACCCGAATCCTA
-ACGAACAGTGAGTACCAAAACCCTGGGTTGTTTGAATAGGTGCGTGATGATTCATTGCTC
-TGCTACTTCC
->NODE_36_length_687_cov_8.176128
-AAAAGTAATCTTATGCATGCAGTTCAGTTGGTTTACGACCCAAGTGTAGCCGTACACTTA
-GGACCAGTATACACTTTGTCAATTCAAGATGGCGTGGCCGAGAATTAGGTAGATCCACTA
-CCGGACCGGGCGACTTATGGGGAGCGTCTGCAATTAAAGGGTCTAAGCTATCGAAAGTCC
-GTGGGCGTCACTAGGAGCCCCCTACTATGCAAAGGTTAGACTACGGCATTGCACCCACAG
-GATTTCGGGATTTTACCCGCAAGACTCCACTGGGCCATTGTGCTCCATGGATGGTTCCAC
-GATAGCCGACAATCTCGTACGAAAGTATAAATATTTACCCGGCCTAGGTGTCGTGAGGTT
-GTGTTCGTGTAACCGCCATCTGGCCAGTGCGCCAAAGGTACACTCTATTTAGCGAGTGCC
-TAGAAGAGAATGAACCTCAGAACCTCTGTATGAGTCATTCTGTTGACCCCACGCGCGCTC
-CGTGAGTCGGGCCCCTCGCGTCTCGCGAGCCTAACATACCTTGAATTCCATCCGGTTCTC
-GACGCGTATACGATGATCGAGCCTAATTCGCTTGGAACATCCCCATGTCAATCCGCCCCG
-AGGTAATACTAGACAACGAGGACTCTCTCGCCATAATTAAGATGGTGTCGCTGGGACTTG
-CATCATCTGGAAGTGAGCTTTAGGGAGAACGCCGTCCACAGCACATCGACCTCTC
->NODE_37_length_541_cov_7.621072
-CCGCGCCTGTCGGGAAGGACCACCAGCCACCAGATGGGCTATCCTGAAATTTTGTGCTAA
-GAATCACTCCCGTTCGCACCAATAATGCATTGGTGGGTCTGCAACACTTACTTTCTGGCC
-CTATAGATATGCTTGCAACTCGCTATCAAGCCGCTCCAAGTGGCGGTAGTCCCGGTGGTT
-TTCATGAGAGTCTACCTAGCCTGGTTTGGTCGAGAAGCGGGTTCACGCGTGGTTGAAACT
-GGGTAGCTGTGCGGGGGTTTTGAGGCTACGCGCTGATCCCATGTTGTGTATCTGGGAAGG
-ACACAAGCACGCTTTCTGGCAAGCCGTCTCCTATGGTCTTCGCGAAGCGCTGGTCTGCTT
-ACAGAAGTTACGCATGGACTGTAGATTGCCGCCTTAACCAGCGGCTAGCGGTGAGCGCTT
-AGGAGCGTGACTTTCGCGACTCAAGACGCAATTAGGGCCGAGCACTGAGGATGTGTTACC
-ATAAGAATATAAAGCAATTGTAATACCCTCATCATGTCGAGGGTCGACTTCATTCGCTAT
-AATGAGAGGTCGATGTGCTGTGGACGGCG
->NODE_38_length_2474_cov_8.297494
-CTTATAGCCGACTTAAGGCTGCGTGGATTCCAAAATAGACAAGATTAGCCCTTAGCGGAC
-TCCAGCTGAAAAAGAACAGGGTCCTTGCCGGCATCGCAACAACCTGCAGTTAGACGATTC
-GGGGCTAGAATACCCATGACCTGAATGATCCCTATCTTTTTTAAACATACACAGCAGTAC
-CGGAGCCCACCTACAAGATGCTAGGCGACTCGCTGTAAAACCTCGTCCAATCTTTCCGCG
-CGAGCGCCGCCTTCACACGACGGCCCGGTAAAGAGATTCCCTCAACCATACAGTCTAAGA
-AGAGTTGGGATTTATTGCTCCACTTTGATAATTACGTAAGATCTACGGGCTTGAGCTACG
-CCCAGTGCTGTTCCGCGATACGTTTCCGCGCGAGGGCATAGTTAACCGCCGTTCGGGTCT
-GGGGAAAGCTGTGGTGTCACGGACTGACGCCATTGTTGCACAAAGTGCATGGCGACCAGT
-CTTAGCTGTCGACGATGTAGGTCTCCAGCTCGGAGCCCTAGCCTACGGATAGGCGTGGGT
-CTCAATCCCAGTCTTCACTCAATGCCGAAATCTCCTAGCCGTCAGACGCCTGCTAGAGGA
-GGGGTTCTGGCACGATGGGTTCCAAGGCACCTTTCGTGCCCGCGAGGGAAGTCTTGCCTG
-GACCAGTTACACTCAATGGTGAGTACCCTATCCATCGGATTAATCATCGCAAGTAGACTT
-GTCTTAAGGACGACCCGAGACTCTGCCGGCGAATTTTTCCTGTTAACGATGGGTCAATTT
-ACTAATTTGCAGTACTAGCCGATATACATATTCGTCCTAAAAGTATTCGAGAACAACCAC
-CTAGCATTTTTTACGAACCGGTGGATGGAGTGCTATTAGGTCCTGAAGCCCTCTGCGATT
-TGCAGCTCCCACGCAACATTGAGTTAAGCACAGGAATAGCCGGATGACTTACTGATTACA
-AGATAATTACAGTGGTCGAAGACCGCACCCCGTCCTGATGGTACGGATCATTAAATCCAG
-GGAGTCCCGAAAAACGTGCAGATTATGCAGTTAACACGCTTCTTGCCCTGCCGAAGTGTA
-CGTCGACAGTTCATAGACTTTAACACTATGAACTGTTTTCGTTTGTCGCCCACCGGGCGG
-AGGCCAAAAACGTACCATTCAACCCTTACCGCTAGACGACGGTCGCGGACTACCCTACTC
-GCGGCAGGTTTCCTTTACGATCAAGCTTGGACTTTCTCTGATACGTCGATGTAGATTTGG
-GGTCCGGCTGTACTCTGGCTCTGGCGCAGTGACCCTTAATGTTTTAGCTTAAGTGTCTTT
-GGTATCTTCTGTGCGCCATATTCCGTAATTTCCTCCAAACTGAGTGTAGGCCGGGACGAA
-CAGTTTATAAATGACCGCCATGCCATGGCGGGGACCACAACATTACAGGGGCATTCGCTT
-TCGGGTTGCAGGACGCGGTAAGGCCCGAGCTCGCTACTGGTAATGGAACACCGTGTAATG
-CTTAATACGTTCTAACGCGTCTCTGTGGAGACCTCCGGTACGCAGGGCTAAATCTCCCTC
-TTGAGAGCGCCTTTTGCCTACTAACTCGAATATCAGCGTTTAGTTGCATAACTACATTGA
-TCATTACATAAGAGCAAGAAGCCGCGGCCCCCGCACCCGACGTCAACCTGCCTGTAAGCG
-TGTCTTTCACCCTAGTCAAAGCCCTCCATTGGCCTCAGGATTCGATGCTGCCAGGTTATG
-TCAAGACGGTGGTTATTGAGCCACTGATGACCCGGAGTGATCGGATCTCCGGGGTCAAAT
-AGACAGCGGAGCCCTCAACCCTATCTACTCATTCCTTGCCGTGTACCACGGGCGCGCGTC
-TAAGCCCAAGGGCAGGGTGTCAGGGTAACTCATCGATTCTCTCTTTCCGTCTATCGGCGA
-CTAACTCAGGTACATAAAGGTTGTGTGACAAGACGCATCGCAGGACTACCTCACAGAGGC
-TTTTAGAACCGTCCCCGAGACCCCGCTGAGATCTGCCGCTTTGAATCTATTCAATGCGCC
-ACACAGGGATCTTTTTGCGGACACCTTTCAAGCCTGTGAACCTAATAGAGCAACCCACAC
-CCTTGTCCCCCGGCTGATAACCACGGTGTTAAATTGGAATCCGTGCCGAGGCTTTGCGAA
-CAAGAAAGAAGGGACACTTCCCGAACGCTTCCTGTTGTGGAAAGAGGCCCGGTAGTGCCC
-AGGTACTGCCCCCCTCTCGATAGGACCGGGAGCGCCAAACCCGGGCTGGCGCCCTGGCAA
-TAGATTGTAGACTGACTTTCCGTGTGACTCCTCTTAGCTGTTAGCAAATTGACCTATTCT
-AGGGCCGATGGGCGCTGCTGACGGGCGGCACCGTTAAGATAGGCCTATAACACAGACCGG
-CTATGTTGCTGCGATTTTGTTATCAGCCTTAAGATATTGCGAGAACTTCGGAGGCGAGTT
-CTTTTGTTCGAAGGATAAGCGCCATTGTCCGTCCGATGTCAT
->NODE_39_length_729_cov_8.684500
-AGCGGCATAGCCCTGTCGCAGTGGATAAAGCCCTTTATGACTCTTTGACTAAGTGTGGTT
-CCAGATCAGAATTCGGAATGTTGGGACCGAATCACCTTCCTCAGGTCTTACTTTCGTGTC
-GTCATGCGCTTAATTTGAGGATCTGGCCAAGGTTGGGAATTTATTTGCTATTTAGCGAGG
-ACCAATGGTTGGGGGCCATACGTATCGCCAAGCCGGAAAATGGGAATCCGCGCAGAGACT
-CCCGGTATACTTTCCAGCCTTTCATTACAGCCTGTGGACGCACACTATAGGTCTAATAGT
-GTAGCTATTCCACTCGGCGGTACAACCTGTGAGGGTCGTCTACATGTCACTTCCACGCAA
-AGCGATCGGATCCAGATCGTGCGTGGCCTCCTAGCAGTGATCCAGTCCATAGAGGTCTAA
-ACAAACCGATGACTATTCATAAGCGAATTAATCAACCCTGACGCCGAAAATAACCTCCGA
-CGATGAAACAGCCATGGTGGAGTATATCGGCTACGTCTTGTCAACTTTGCGGTCTTCGAT
-ACTCTCAAATTTATACGTAAAGTATGTCATACATGTCGACCTCCGCGAAGAACTAACTCG
-GGTTCCGGTGAACCCTGTTGCAGGTTTCGATCGGAATGGGCGGGTTGCGCTTCGGCCCGT
-CCAATAAGTGAACGGACAGTGCGTTAAACGATTATGCTAACAAGGGTTTCGCGCAGCCGT
-TGGTTCCAAGACGAACGTACATGGATACATATCGGAT
->NODE_40_length_750_cov_8.142667
-CTGTAACCCAGAGTAGACTTGAAGTCGGATGGGCCGGATACGTTGGGAGGGTAGTAATTG
-AAATGATCGAACTACCATCGCATTCAAGGGCACTAACGAAATACACTCCCGCGTGGCCAG
-AGTACCTAGAAGTGCGAGTTGGGTCAGGACGTAGAAGGATCCAACTGATAAGACCGTAAA
-ATGATCTGCGTATACATGACTGACCAGGTACAAAAAACTAGGGGCTACGCACATTGCCAG
-TATTAGATGAGTAGGTAGCCCACCGCCGCTGTAAGATTATTTACGTCGAATTCATTTCTC
-TCATAGTATCGGAATTGATAGGACACACGCATACTAGGCCACGCCGTCCAAACGCTGGAG
-AGAAGAGCCAGGTACTATCAGCTGTGGAGCCTTTCCGCGGACCTTCGTATCTCATTTCGG
-CGCGATGTAACCCTAAAGCAGAACACACTTAGCCTAGCGTGCACGGGTTCAATGATCAAA
-CGGCGGCTGAGCTCGGGATTCCTTATGAGGCATATTTCAAAAGATCGGGCTCCTCTATGG
-GCATACGGATGTCACAGCGATAACGCAGACCGAGACCTAACCCACACCCGACCGCTAGAC
-AGCTCCAACGGAACTTGGCTACACGGGGGGTAAAGATGGACACAGACTGTGGGCGTTAGC
-CTGAATCTACGAGAGGCCATAATGCGCGGGGAGGGATAATGCCTGAGCATACGACTTGTC
-TAGCGCATCGCTGAAATGCGATATCGTCGGTCCACGACGCTAGCACTAGCGACCTTAA
->NODE_41_length_406_cov_8.285714
-TTGACATAGCTAGCACTGTGGTGGTTTGTTTGGGTTGGACTTCCAGGTACGGCACATATG
-TGCGAACTGCACACTCTCAATGGAGTACTTATGCCGCGCTACAATTCGCGGAACATAAAA
-AATGCAAGGGCGTGTGCACGGTGTAGGCTGCTTACAACTGTACTGACAAGGTGCGGTATG
-GACCAGGAACTTCAGAAAAAGGTATCTTCGCATTCTCTACATCGTTGTTGTGATGAACTG
-AAGTTTGCTGGTCTCATTTGCTAGGTGGACAACGTCGGGCAAAGAGGTCGCTCGCTCTCC
-AGGCACGGTATACAGCGAATGCGTTTGAGAGGGAAGCGCCTACAATCGTCGGGACGAAGG
-AACGACAGTCTGGAGGTTCGATATTGCTGTGGATAAAAGTGCGACAGAATTAGTTGCACT
-ATCAGCAGGTGAAA
->NODE_42_length_1194_cov_8.309045
-CGAAGAGCGGTAACTCCCGAGGTCCCTTCCATTATGACTGAGGAACCCGTCCCAGTGGGT
-TTGTTGCATAGTTCTTGCACAGGGGACAGTAGGGCGAGGAGATCCTAAACCATTGCTTGG
-TGACACTCTCCCGATTTTTTAAATTGCTGTCCCCGCGGGCTTGCACCTCATCCTCACGTT
-CAAGCTTTCGAACTGCATCCTATATACAGAATCACGTAGAGGCACTCGGGTCGGGCGTGA
-TGTAGATGCCGTTTTCGCTATGGGCATTTCAGTTTGAGACTGAGGATACGCACTGGTGCG
-TCATCTCCCCGATGTCGGGTCTAGGGACACTATTTATACACTCACAGAGATTTTCCGCGG
-TCGGACGTCTAGGCTTCCTTCTTAGACAGTTCACTATCAAAATGCGCGTCCAAAAGCCTT
-AGAATTAGAATAAGGCATTTACTACTTGAGCAACATAAGACCACTGTTGGGGTCTCAGTA
-ACAAGATTACTCGATCGGAAAGTATGCTAATACTAATTTACGCTGACCGCCTAATTGATG
-AGGGGGGCGCCTTTGGTTTGCACCCAATATGAGAGATACCCTACGGTCGGTTGAATAATA
-ACCGCTGAATCCGCGAACGGTCCGGCCGCATCCATTTCTTCCCTGTAGCGAATCGCGAAA
-ATCGTCCGGAGTCTTAGTGTCTAAAGGTGGTTCACACGGAGATATGAGCGCGCCTGACCG
-TACAAGAGAGGTTCTGATACCGATTTCTAGGTGTTGGTAGCGCAAATATTCCCCACACAA
-TGTCGGTACAGTGATGAGGAGACTCCAGGCGCTGGCACCGCACAAAGATCACCCAGGCAA
-GTCCCTTCCATGAAGACCCAGCCTTCCCGGGACTGGTCTACTGGTCGAGTAACCTATACC
-GTGTTACGCCGGAAATCTATGATTGGTCTCGCAACTAGCCTTATAATCTTCGTACCTCGG
-GCTGCAGGTTTGTTGTACATACCTGTCCATTGAGAGTGAGGTACTGATTAGTGATATACT
-TACAGCGCAGTGCATAGTTGTGCCGACCAGAAGCACGGGGAGACGTGAGCGGTATCACGC
-TGCGTCTGTCATTCACAGGTAACTAACCCTGCGTTCAGTTTAGTCGACCGACTCATGCAT
-CGATCTACCAACAGACCAGGTTTGATCGCGGGAGCGGCTTCAACGAGTCCCAAAGAATTC
-CCTGTAACCTCTTCAGGTCTAT
->NODE_43_length_2159_cov_7.735063
-TCTTGGTATACGGCCGTCCTGAGGACTAACTTGGTACGAATGGCTTATACGGCAACCTCC
-AACGTAGAGTACCGTACTTCACTGCTTTGCATCCCACAAATACAGAATTAAACTGTGCGC
-GGAAACACCCCACTAATCTTCATGTCCGGTTCGTCGACTGGCGAATATATGCTCTTGCCC
-AAGGTTATAACTCATCTTATGTAGATCTAGACGGTCCAACAGACGTGCGGACCATGTACA
-GCCATACAACCATGCCCTGAGGCTGACGAGGGTTGGTTGAAAAAGGCTCATTGATCAATA
-TCGGAACTTTTATAACGCCTCATACGCCGAGCCAACCCAAAAAAAACGGGCTTATAGACC
-ATGCAGGCTTCATGATGCCAAGATTTTCAAGAACGATACTTGTGATCTAGTACTTATGCT
-TATTCCTAGATCGGATCCGGACGCCGCAAGTTGGGTACAGCTTAGTTTCCCCGAGTGTTG
-CGGACATCGTTTTGTCGGATTGAGGGCACCGGTAGACGCTCAGATGCCAGAAAAGGGTGT
-AACACAAGGGCTGTACCCGGTGGTGACATTTAACACCATTGAGCTGGCACTTTCTGCAGA
-AGAATACACATTACATATAAATTTAGCCTAGTGGTCTACAAATACATCTACTTCGATACG
-ATCGGATCAACAAAACAATTAAGTCCTCCCTCACTGCGTGGAGGCTTCTGCTTTGAAGCC
-TCGTGCGTTCCCGATTTTAGCCCACTCCCGTATCACTGCGTGACGTACGCTAGAATACCC
-AAGTCGCAAGTTATCTGCACGACCACAATCGTCAGTGTTGCGCGCGCAACCGCGTGTAGG
-CACTAAGGTCACAGTCAACACGTTAGCAGTGAAATAACTTGTAGCTAGTCGCACAAACAG
-ATGATCCTGAGCTTTCGTTGCCTCTTCTAGCACACACGTAGCCCAAGTACCCTAGGTTCT
-CGTGGAGAGCAATCGTCAGCGTGCTATGAACCGCACCGCAACATGGGTTCCCATGAACGA
-CACTCCAGACGAGTTACCAAGCCTATTAACACCGCGTCCTTTTCGGGAAGAGTGCTCAAG
-GATTGAGGGTCCGCGCTACTGCGCTTCCACTGCGCATTGCGTGCAAGACTTTACCACGCC
-TATAGAACAGGGGATGCCGGAGCCTGCAAGCTGAAACAGCTATCCTTGAGACACGTATAA
-CCATGATTACATGTATGACTGCAGGGCGCCTGTTCCTAATGATATTTGTACCCCTTTCGA
-GCGCATGTTGGCGCCGCAAAACGCGCCCGTCCATGAGCTCTCTGTAAACAACCGTTAAAG
-TCTTAGTGTGTGTGAGTAGAATCCCAACAAATCTGCCCTATTTTCTCAAAAATGGAGGGT
-TGGACCGTGCTGAGCGGGGGGTGCCAGTTAGGGCGTGAGAGGGGATAGGTAAGTGTTAGG
-ACAGGTCATAACGTAGGACATCCCATAATTGTATCGGGGCGGTACTTATAATCCAGACGT
-AAGATTGCGATAGGCACAAAAATCGATGCCGCGACCATTGTGGCATCCTCCTGCCACAGG
-GATACACCTATGGCTGCCTAGCAAGCATCTCTTATAACCTCACAGAGTCGTATTACACAG
-ACCTCCACGCATGCTACGTTAGTTGTAGAAAACGAGTATCCTATAATCGGAGCTCTTCCT
-CGAGAAATATACGACGAATGTAAATCTGGAGTGGCGGCCGACTGGAAGCACAACATTTGC
-TACGGGAAAGGATCTCGTATTCTTGTTCGCTCCATTGATGGCTCGGTACTTCAGAGCTAT
-ATCCTAACATAGATATCTTGGTTGCAATTAGATTCGAGAACATGTTCAGAGATGGCGGAC
-TGCGGTCGCCGGCCAAACAGGGGCAAGGTGAGCCATACCCGTATCATCGTAAGGCGTACG
-GCATGAGTGTAATAAACTCTTCTCAATTAACTCCGACCTTATATAATCTCAGGTTGTTCA
-TGTCTCCCGAATTAGTAGAATAGCTGATCCTAAGCTTGAGGCCGCTCGCGGAGAGGGGCT
-TAATGCTCATTGAAAGAGACAGGGGAACGCACCACTGACGTAAACCGCTGGTAACGAGTG
-TAACACAGCCAAGCATGGACAGAATCTTTGGTGGATTACAGGAATCTCTTGACGAATTAT
-GGGAAGTTGCTATTAGATTAGCAATAA
->NODE_44_length_498_cov_7.586345
-GACCTTTCCGTAGATAATCGCAAACTGCCGGAGCGACACCAGACATGCCACCGCCACTGC
-TACCACTTTGAGGCTGCCAACTTGTCCTTCTGATCACATCTGGTTCCATAATTCATCAAC
-ATATCAAAAAGTGACGGCTTATGTTTTATAAACTGCTACACCCTGAGGAAAATGAGAGTG
-TCCTTGTGGAGCGCATTGCAACTAGCTCGCATCTAATGTCCCAGCGGGCTATTCCAGCCT
-TAGCTCACCGAGTCAGAGGGTGCGGTGTCAAGACACTCAGGGCACCACGTAATCTTGGGG
-TGCGCGAAGCAGCATTGACCAGATTCATGTCACGCATGTAAAGCCTCATGAAGTTTGACG
-GGGAGGATGTCGGGTCTGTTTCAGAGCTCGTCATAGAACTAGGATACTGCGAACAAAGTA
-GAACGTCATGCTTCGTCTCCCATTACAAATTACCTGTGGTGTATTGCTGACCTCGACCAT
-CCAGCATTTGGGACCTAACACTTGAATCTGGGTTTGAAAAGAAACA
->NODE_45_length_718_cov_8.406685
-CTCTCTATTGTATAACCCTGCTTTTCTTACACCGGCTGTGGTTCGGCTTTGCACATACGG
-TGGTGAGATTTAAAAGGCACTCCAAGACCATTTGCCAGCGGGACCGGACGAGAGAGCTCC
-ACGGCGTGTGCACCTAATATCCCGAAATTAGCTTGGTCAGAACAATTCCGCTACCAATAC
-ATTATAGAATATTCAGGCTCCTCTACTTTCCTTGGGAGTATTGAGTGATTACTTTAGGCT
-CTAACTGTGACGATCGTGTGAACGACTGACGCCACCCGGTTCACTGGAGGACTTGGACTG
-ACTTTGTCGAGCCCTGATTAGAGCGCGCACGAGATCAGTAGAGGCTGTAGCCCCGAACGT
-GCAAAACTAGCTGGTCTTGGATGAAACAGAGCCTGAAGCATTTCGTGAGGTTGCGAGACA
-TGGATTGTGGCGATGGAAAGTCAGTCGCCGCGTGGTATCACCTCGCCCAGCAGGTCAAAG
-GGTTCGCACTATTCTAATTTTGCAGGACCCGTACCCACTCAGTGAAAATAGGAGTACGGC
-CCCGATCGCCCCCTGTATGAATGTAAGTCATGAGCGCTATTGGCGGCAGGCAGCACTCTG
-ACACACCCTCAGTTTCTGGCTTTCGTCAACCGATTGCTACCAGCTAGCTTCCAATCGTGG
-AGGGCTCTCTGTACGCCTTCGCGGCTTTGTTGAGACCCACGCAGTTCTAGGTTGTCATTA
-TCCGATATGTATCCATGTACGTTCGT
->NODE_46_length_647_cov_7.907264
-ACCCGCACTAAGCCGTAGGCGCGACAACTAGTTTAACTAAGTTGAAAGTCGCTCTTCTGT
-CGGGGAAACAATGTCCAGTCCAGTATACGACGTCCCTTTCCCCCGGCGCGTCAGGGAATT
-ATACCGGCCCTAGGTACGGTGAGCCGGCTTGGCGTTAAGATAACCCCCTGCAGTGAGGGC
-CTGCCGCTACACGGATCGTGTCGCCTCAAGGTGTACCTTTGCAGCCTGGGACTGAAGGGA
-AGTACACGACGTTTGGGCCAGCCTACCCCTCTAGGTATTACGAAACACGATGATCGTCTG
-TGAACGTTCATACTTTGACTTTCCTTGCGACGACCCAGAAGTAGATCGACGCACGCACTT
-TAAGAGCTTATAGCAGGTTTCAGGAAGACGGATCCATATGCGTAGCGGCTAGTCTTGTCA
-GATTGAAATCTATCCTTGCGTTGTGACCAACTGGGCAGAGCCGTGGCAGGTAAGCATAAA
-GGAACTAGATTGGTCCTTAGCCGAGATGGCACAATTGCGGATAATCCCCGTAGGATCCGA
-CTGACCAAATCTTGTGTGCATAATAGACAGCAGAAAAAGCTGTAGAAGGAAAACGGCGTT
-TCTCTTCTAACGTGATGTGCAGCCTTTCGCTGCATTGCCCAGGTAACAGTTGGCCCCCCT
-TTGCCCCAATTCCCC
->NODE_47_length_407_cov_8.117936
-AAGAAAAGCAGGGTTATACAATAGAGAGCGCCTTCTTCCCCTTAGGACGGGTCGCCAGTC
-AAGTTAGGCTTTGGTACTGTCAGGGATTGGAGGTGCTAAAATTGGGTTGCGTCCGTCCGT
-ATCGGTACAACATCGCTCACGTCTATTCACAAACTGCTTCTCCGGTACCATTTATTTGAT
-TAAAGTGTGGACTCTCATGCACCTCATAGTACAACGTACCGCGCGCGGCAACGCATCTAT
-TAATAGCTGGAATGCCTTTATTCCAGCCCCAACCTCTAACGACCGGGCCGGACTGGCTTT
-AATCCTGATGCGGGTAAGCCATCCTTTAGTTGTTTAGCACTCTCTTCTCTACGCGCCGGT
-CCGAACAGTAAGCTAAGCTTATATATACCGCGATGAAGTTGTGTGGTCTGAACCTCATTC
-GATGTCGTTCTCACA
->NODE_48_length_215_cov_7.604651
-CGGCAGAGCCCCGACGGGATCTGGAGTCACACAGGTCTCGATTGTAACTAAATGGTCGCC
-TCGTAAGCTATATGGGTTTGTTGTGAGTGTAGCGCCGAGGACGTTACGTAATTGGCTAAC
-AATCGCGCCATCCCAACCTCCTAAGGGCGGGGTGTCTCGACCCGGCTAGGCTCCTTTCAC
-ATATCTAACTAGACCTGATAGATTCGTAATCAGCTTCTTGGTATACGGCCGTCCTGAGGA
-CTA
->NODE_49_length_184_cov_7.711957
-CAGACTGGTTCCTTTGGTATCGGCTGACTGCGGGTTTTACTGCAATCGGGCTGTCCGCTA
-TGTGGTGGTCTGCCTGCGAGTCCAATCGCAAATTTAAAGAACTGAACGGTATAGGGCACA
-ACATGGCTACACAGCCCCCTGGACACAATTTCGCCGGTGGACTGCTACGGGACTAACAAG
-CCTTTCTTTAGCAAGTACTCCGTACTTGTGGC
->NODE_50_length_328_cov_8.512196
-CCCGAAGTCGACAGTGAATAGCGCGCGCTTTACATCACAGTATTGTGGTCTGTCTCGCGC
-CCGGCCTGGTACTTACGGTGAGATATAGATACAGTGTGACCAGATGCGCCACTAATTAGT
-TGCAAAGTTGAAGGCCAGTCTTGTTGGGTAGGGTGGTACGGCTATAGAGCCGCACAGTTC
-ACAGAGCTTGGCACGTCATTCCCGCGTTGGCGTCATTCGGAAAACGTGGTGTATGCGCAA
-TCGGGGCGATAAAAACGTAAGGAGCGTTTATGCCAAACGAAGAATAGCTGGGAGACAACT
-AACCGCCGGTGGGGTCGCGCTATTGAAGACCAGGCATTGCGAAAGTCAAACTACGT
->NODE_51_length_716_cov_7.587989
-ACCAGGCATTGCGAAAGTCAAACTACGTCGCCATCGCGGCCAGAAGAGCGGCGTAGAGCC
-CTGCGTTTGCATCTTCCATTGCAAACGCTAGATCCCAAAGCCGGACTCCGATTCTAGGCC
-GTGCATGCAGTCTCATTTCAGCACGTCACGGTGAAGTGTTCTCAACATACAGGAACTCCC
-ATAGTCATTAGATTCTACTCGTTATTCGCTTCGATGCTCATTCGTGGTTCACAACTTTCA
-GCCACAGGATGTTTGGCACACGCCGTACGCGAGTATATCAGATCTCTCCCCGTTTCGTGA
-CAATAATATAAGATTACTCGAGCTCAATAGTCTTATATTTATCAGCATACGAATTCTTCT
-CAAAACTAAGTACCCAGCTGTCGTACAAACTCGAGGCCGCACGCGTCAACGTGAGTCTTC
-AGTGGCATGGCGATAGGCTGGCGCGAATTTCACAGACTTTCAGCTGACTTAGAGTGGTGG
-GTGTTATATTTCTCGTTGATCACGGAACTGTCCCAACAACTAGGCACCTGAAGCGCCTGA
-CCCTGCTTCAAAAGTCTAGGGGGCTCGAAAACCCATTAGAATCACACAAAGTGCAGGGGG
-GTTTAAGTAAAATCACCCCCCAAACAGTGACATATAACTAGTACAAGCGATTATTCACAG
-GCTCCGCGACGGATTCTGGCGCCGCATCGTTAAGCCCTTCAGTACGCAAAGGCTAGTTTC
-GTCGCTAGGTTGCGGGCATCACAC
->NODE_52_length_131_cov_7.816794
-ACAATAAGTTAAAGGAGCCAGAGAGATAGCGGTGTGGTACGACGGTGCAACGATGGTCGC
-TATGGGAACAGTCTGTTAATACGAAAGTGAACAATGGTTATCTAACATGATGGCTGCCGT
-GGAGGTCCGACGCAGCGGCATAGCCCTGTCGCAGTGGAT
->NODE_53_length_219_cov_7.424657
-GTGATGATTCATTGCTCTGCTACTTCCGAATTTCTGATCTACGAAATCTCGGGTCCCTTC
-TGAGATAAGCTTGGTGGGACTGACGCTTAGATCCCCACCTGAGCGCTATTGGGGAATTTA
-CTTGACTCGAACCGGTTCAGCGATAATTTGTCCTTGATTGTTTACCAATAGAGGTGTGCG
-ACTCATTAGGGCCGGGTGGGGAGATCGGTTATAACATAACTTGACATAGCTAGCACTGTG
-GTGGTTT
->NODE_54_length_60_cov_6.783333
-ACCCGATGCCTGGCACGTTCCTGGGAACAGCCTGGGGCATGAGACGGACCCGATATACAA
-TCCTAACGCCGACAATGGTATAGATTTT
diff -r d81360ea69d8 -r 7db5615f4621 tool_dependencies.xml
--- a/tool_dependencies.xml	Tue Jun 28 17:30:32 2016 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,21 +0,0 @@
-<?xml version="1.0"?>
-<tool_dependency>
-    <package name="velvet" version="1.2.10">
-        <repository changeset_revision="a6d81014257d" name="package_velvet_1_2_10" owner="simon-gladman" toolshed="https://toolshed.g2.bx.psu.edu" />
-    </package>
-    <package name="velvetoptimiser" version="2.2.5">
-        <install version="1.0">
-            <actions>
-                <action type="download_by_url">http://www.vicbioinformatics.com/VelvetOptimiser-2.2.5.tar.gz</action>
-                <action type="move_directory_files">
-                    <source_directory>.</source_directory>
-                    <destination_directory>$INSTALL_DIR/bin</destination_directory>
-                </action>
-                <action type="shell_command">chmod ugo+x $INSTALL_DIR/bin/VelvetOptimiser.pl</action>
-                <action type="set_environment">
-                    <environment_variable action="prepend_to" name="PATH">$INSTALL_DIR/bin</environment_variable>
-                </action>
-            </actions>
-        </install>
-    </package>
-</tool_dependency>
diff -r d81360ea69d8 -r 7db5615f4621 velvet.xml
--- a/velvet.xml	Tue Jun 28 17:30:32 2016 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,120 +0,0 @@
-<tool id="velvet" name="velvet" version="0.1.0">
-    <requirements>
-      <requirement type="package" version="1.2.10">velvet</requirement>
-    </requirements>
-    <stdio>
-        <exit_code range="1:" />
-    </stdio>
-
-    <command><![CDATA[
-        velveth
-          out
-          $kmer
-          #for $i in $files:
-            -${i.filetype}
-
-            #if str($i.paired_type.paired_type_selector) == "paired":
-
-              #if $i.__index__ > 1:
-                -shortPaired$i.__index__
-              #else
-              -shortPaired
-              #end if
-
-              -separate $i.paired_type.input1 $i.paired_type.input2
-            #end if
-
-            #if str($i.paired_type.paired_type_selector) == "single"
-
-              #if $i.__index__ > 1
-                -short$i.__index__
-              #else
-                -short
-              #end if
-
-              $i.paired_type.input1
-            #end if
-
-            #if str($i.paired_type.paired_type_selector) == "paired_collection"
-              #if $i.__index__ > 1
-                -shortPaired$i.__index__
-              #else
-                -shortPaired
-              #end if
-              -separate $i.paired_type.input1.forward $i.paired_type.input1.reverse
-            #end if
-            #if str($i.paired_type.paired_type_selector) == "paired_iv"
-              #if $i.__index__ > 1
-                -shortPaired$i.__index__
-              #else
-                -shortPaired
-              #end if
-              $i.paired_type.input1
-            #end if
-          #end for
-          
-          && 
-          
-          velvetg out > $log
-    ]]></command>
-    <inputs>
-      <param name="kmer" type="integer" value="29" label="K-mer" help="The kmer value to use for velvet - must be an odd integer between 19 and 191" />
-      <repeat name="files" title="Input files" min="1">
-        <param name="filetype" label="Input file type" type="select" help="Input file type">
-          <option value="fastq">Fastq</option>
-          <option value="fasta">Fasta</option>
-          <option value="bam">Bam</option>
-        </param>
-        <conditional name="paired_type">
-          <param name="paired_type_selector" type="select" label="Single or paired end reads" help="Select between paired and single end data">
-            <option value="paired">Paired</option>
-            <option value="single">Single</option>
-            <option value="paired_collection">Paired Collection</option>
-            <option value="paired_iv">Paired Interleaved</option>
-          </param>
-          <when value="paired">
-            <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select first set of reads" help="Specify dataset with forward reads"/>
-            <param name="input2" type="data" format="fastqsanger,fasta,bam" label="Select second set of reads" help="Specify dataset with reverse reads"/>
-          </when>
-          <when value="single">
-            <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select the reads" help="Specify dataset with the reads"/>
-          </when>
-          <when value="paired_collection">
-            <param name="input1" format="fastqsanger,fasta" type="data_collection" collection_type="paired" label="Select a paired collection" help="See help section for an explanation of dataset collections"/>
-          </when>
-          <when value="paired_iv">
-            <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select set of interleaved reads" help="Specify dataset with interleaved paired reads"/>
-          </when>
-        </conditional>
-      </repeat>
-      
-    </inputs>
-    <outputs>
-      <data format="fasta" name="contigs" label="${tool.name} on ${on_string}: Contigs" from_work_dir="out/contigs.fa"/>
-      <data format="tabular" name="stats" label="${tool.name} on ${on_string}: Contig Stats" from_work_dir="out/stats.txt"/>
-      <data format="tabular" name="graph" label="${tool.name} on ${on_string}: Last Graph" from_work_dir="out/LastGraph"/>
-      <data format="tabular" name="log" label="${tool.name} on ${on_string}: log" />
-    </outputs>
-    <tests>
-      <test>
-        <param name="kmer" value="29" />
-        <param name="files_0|filetype" value="fasta" />
-        <param name="files_0|paired_type|paired_type_selector" value="single" />
-        <param name="files_0|paired_type|input1" value="test_reads.fa" ftype="fasta" />
-        <output name="contigs" ftype="fasta" file="contigs.fa" />
-      </test>
-    </tests>
-    <help><![CDATA[
-        The Velvet wrapper, wraps both velveth and velvetg for single kmer value with no parameters supplied to velvetg. It is mainly for teaching how kmer size affects the assembly. 
-        
-        It returns the contigs.fa file, the contig_stats.txt file, the LastGraph file and captures the screen output to the log.
-        
-        This tool is mainly wrapped for assembly teaching purposes. It should not be used for actual assemblies. Please use the Velvet Optimiser for this purpose.
-        
-        The kmer value supplied needs to be an odd integer.
-    ]]></help>
-    <citations>
-        <citation type="doi">10.1101/gr.074492.107</citation>
-        <citation type="doi">10.1371/journal.pone.0008407</citation>
-    </citations>
-</tool>
\ No newline at end of file
diff -r d81360ea69d8 -r 7db5615f4621 velvetoptimiser.xml
--- a/velvetoptimiser.xml	Tue Jun 28 17:30:32 2016 -0400
+++ b/velvetoptimiser.xml	Thu Dec 21 18:23:10 2017 -0500
@@ -1,150 +1,138 @@
-<tool id="velvetoptimiser" name="VelvetOptimiser" version="1.1.0">
+<tool id="velvetoptimiser" name="VelvetOptimiser" version="2.2.5">
+    <description>Automatically optimize Velvet assemblies</description>
     <requirements>
-      <requirement type="package" version="1.2.10">velvet</requirement>
-      <requirement type="package" version="2.2.5">velvetoptimiser</requirement>
+        <requirement type="package" version="1.2.10">velvet</requirement>
+        <requirement type="package" version="2.2.5">perl-velvetoptimiser</requirement>
     </requirements>
-    <stdio>
-        <exit_code range="1:" />
-    </stdio>
+    <version_command>VelvetOptimiser.pl --version</version_command>
+    <command detect_errors="exit_code"><![CDATA[
+        export OMP_NUM_THREADS=2 &&
+        export OMP_THREAD_LIMIT=2 &&
+        VelvetOptimiser.pl
+            -t "\${GALAXY_SLOTS:-1}"
+            -s $start_kmer
+            -e $end_kmer
+            -d out
+            -f "
+            #for $i in $files:
+                -${i.filetype}
 
-    <command><![CDATA[
-      export OMP_NUM_THREADS=2 &&
-      VelvetOptimiser.pl
-        -t \${GALAXY_SLOTS:-2}
-        -s $start_kmer
-        -e $end_kmer
-        -d out
-        -f "
-        #for $i in $files:
-          -${i.filetype}
+                #if str($i.paired_type.paired_type_selector) == "paired":
 
-          #if str($i.paired_type.paired_type_selector) == "paired":
+                    #if $i.__index__ > 1:
+                        -shortPaired$i.__index__
+                    #else
+                        -shortPaired
+                    #end if
 
-            #if $i.__index__ > 1:
-              -shortPaired$i.__index__
-            #else
-            -shortPaired
-            #end if
+                    -separate '$i.paired_type.input1' '$i.paired_type.input2'
+                #end if
 
-            -separate $i.paired_type.input1 $i.paired_type.input2
-          #end if
-
-          #if str($i.paired_type.paired_type_selector) == "single"
+                #if str($i.paired_type.paired_type_selector) == "single"
 
-            #if $i.__index__ > 1
-              -short$i.__index__
-            #else
-              -short
-            #end if
+                    #if $i.__index__ > 1
+                        -short$i.__index__
+                    #else
+                        -short
+                    #end if
 
-            $i.paired_type.input1
-          #end if
+                    '$i.paired_type.input1'
+                #end if
 
-          #if str($i.paired_type.paired_type_selector) == "paired_collection"
-            #if $i.__index__ > 1
-              -shortPaired$i.__index__
-            #else
-              -shortPaired
-            #end if
-            -separate $i.paired_type.input1.forward $i.paired_type.input1.reverse
-          #end if
-          #if str($i.paired_type.paired_type_selector) == "paired_iv"
-            #if $i.__index__ > 1
-              -shortPaired$i.__index__
-            #else
-              -shortPaired
-            #end if
-            $i.paired_type.input1
-          #end if
-        #end for
-        "
+                #if str($i.paired_type.paired_type_selector) == "paired_collection"
+                    #if $i.__index__ > 1
+                        -shortPaired$i.__index__
+                    #else
+                        -shortPaired
+                    #end if
+                        -separate '$i.paired_type.input1.forward' '$i.paired_type.input1.reverse'
+                #end if
+                #if str($i.paired_type.paired_type_selector) == "paired_iv"
+                    #if $i.__index__ > 1
+                        -shortPaired$i.__index__
+                    #else
+                        -shortPaired
+                    #end if
+                    '$i.paired_type.input1'
+                #end if
+            #end for
+            "
 
-        #if str($advanced.advanced_select) == "advanced"
-          $advanced.verbose
-          -k $advanced.optFuncKmer
-          -c $advanced.optFuncCov
-          #if str($advanced.velvetg_opts) != ""
-            -o "$advanced.velvetg_opts"
-          #end if
-          -m $advanced.minCovCutoff
-          -z $advanced.maxCovCutoff
-        #end if
-          ##&> $stderr
+            ##if str($advanced.advanced_select) == "advanced"
+                $advanced.verbose
+                -k '$advanced.optFuncKmer'
+                -c '$advanced.optFuncCov'
+                #if str($advanced.velvetg_opts) != ""
+                    -o '$advanced.velvetg_opts'
+                #end if
+                -m $advanced.minCutoff
+                -z $advanced.maxCutoff
+            ##end if
 
     ]]></command>
     <inputs>
-      <param name="start_kmer" type="integer" value="31" label="Start k-mer size" help="Odd integer, Lower limit of k-mer size range to search for optimum value" />
-      <param name="end_kmer" type="integer" value="191" label="End k-mer size" help="Odd integer, Upper limit of k-mer size range to search for optimum value" />
-      <param name="kmer_step" type="integer" value="2" label="K-mer search step size" help="Even integer, the k-mer value step size when searching the range" />
+        <param name="start_kmer" type="integer" value="31" label="Start k-mer size" help="Odd integer, Lower limit of k-mer size range to search for optimum value" />
+        <param name="end_kmer" type="integer" value="191" label="End k-mer size" help="Odd integer, Upper limit of k-mer size range to search for optimum value" />
+        <param name="kmer_step" type="integer" value="2" label="K-mer search step size" help="Even integer, the k-mer value step size when searching the range" />
 
-      <repeat name="files" title="Input files" min="1">
-        <param name="filetype" label="Input file type" type="select" help="Input file type">
-          <option value="fastq">Fastq</option>
-          <option value="fasta">Fasta</option>
-          <option value="bam">Bam</option>
-        </param>
-        <conditional name="paired_type">
-          <param name="paired_type_selector" type="select" label="Single or paired end reads" help="Select between paired and single end data">
-            <option value="paired">Paired</option>
-            <option value="single">Single</option>
-            <option value="paired_collection">Paired Collection</option>
-            <option value="paired_iv">Paired Interleaved</option>
-          </param>
-          <when value="paired">
-            <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select first set of reads" help="Specify dataset with forward reads"/>
-            <param name="input2" type="data" format="fastqsanger,fasta,bam" label="Select second set of reads" help="Specify dataset with reverse reads"/>
-          </when>
-          <when value="single">
-            <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select the reads" help="Specify dataset with the reads"/>
-          </when>
-          <when value="paired_collection">
-            <param name="input1" format="fastqsanger,fasta" type="data_collection" collection_type="paired" label="Select a paired collection" help="See help section for an explanation of dataset collections"/>
-          </when>
-          <when value="paired_iv">
-            <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select set of interleaved reads" help="Specify dataset with interleaved paired reads"/>
-          </when>
-        </conditional>
-      </repeat>
+        <repeat name="files" title="Input files" min="1">
+            <param name="filetype" label="Input file type" type="select" help="Input file type">
+                <option value="fastq">Fastq</option>
+                <option value="fasta">Fasta</option>
+                <option value="bam">Bam</option>
+            </param>
+            <conditional name="paired_type">
+                <param name="paired_type_selector" type="select" label="Single or paired end reads" help="Select between paired and single end data">
+                    <option value="paired">Paired</option>
+                    <option value="single">Single</option>
+                    <option value="paired_collection">Paired Collection</option>
+                    <option value="paired_iv">Paired Interleaved</option>
+                </param>
+                <when value="paired">
+                    <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select first set of reads" help="Specify dataset with forward reads"/>
+                    <param name="input2" type="data" format="fastqsanger,fasta,bam" label="Select second set of reads" help="Specify dataset with reverse reads"/>
+                </when>
+                <when value="single">
+                    <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select the reads" help="Specify dataset with the reads"/>
+                </when>
+                <when value="paired_collection">
+                    <param name="input1" format="fastqsanger,fasta" type="data_collection" collection_type="paired" label="Select a paired collection" help="See help section for an explanation of dataset collections"/>
+                </when>
+                <when value="paired_iv">
+                    <param name="input1" type="data" format="fastqsanger,fasta,bam" label="Select set of interleaved reads" help="Specify dataset with interleaved paired reads"/>
+                </when>
+            </conditional>
+        </repeat>
 
-      <conditional name="advanced">
-        <param name="advanced_select" type="select" label="Set advanced parameters?" help="Set more advanced Velvet Optimiser parameters - see help for details">
-          <option value="basic">Basic</option>
-          <option value="advanced">Advanced</option>
-        </param>
-        <when value="basic"></when>
-        <when value="advanced">
-          <param name="verbose" type="boolean" checked="false" truevalue="-v" falsevalue="" label="Verbose" help="Include verbose velvet output in log file" />
-          <param name="optFuncKmer" type="text" value="n50" label="K-mer optimisation function" help="See help below for possibilities!"/>
-          <param name="optFuncCov" type="text" value="Lbp" label="Coverage cutoff optimisation function" help="See help below for possibilities!"/>
-          <param name="velvetg_opts" type="text" value="" label="Other velvetg options" help="Add any other required velvetg options from the advanced set"/>
-          <param name="minCovCutoff" type="integer" value="0" label="Minimum coverage cutoff" help="The minimum coverage cutoff to consider in the optimisation"/>
-          <param name="maxCovCutoff" type="float" value="0.8" label="Maximum coverage cutoff" help="The maximum coverage cutoff to consider expressed as a fraction of the calculated expected coverage."/>
-        </when>
-      </conditional>
+        <section name="advanced" title="Advanced Options" expanded="false">
+            <param name="verbose" type="boolean" checked="false" truevalue="-v" falsevalue="" label="Verbose" help="Include verbose velvet output in log file" />
+            <param name="optFuncKmer" type="text" value="n50" label="K-mer optimisation function" help="See help below for possibilities!"/>
+            <param name="optFuncCov" type="text" value="Lbp" label="Coverage cutoff optimisation function" help="See help below for possibilities!"/>
+            <param name="velvetg_opts" type="text" value="" label="Other velvetg options" help="Add any other required velvetg options from the advanced set"/>
+            <param name="minCutoff" type="integer" value="0" label="Minimum coverage cutoff" help="The minimum coverage cutoff to consider in the optimisation"/>
+            <param name="maxCutoff" type="float" value="0.8" label="Maximum coverage cutoff" help="The maximum coverage cutoff to consider expressed as a fraction of the calculated expected coverage."/>
+        </section>
     </inputs>
 
     <outputs>
-      <data format="fasta" name="contigs" label="${tool.name} on ${on_string}: Contigs" from_work_dir="out/contigs.fa"/>
-      <data format="tabular" name="stats" label="${tool.name} on ${on_string}: Contig Stats" from_work_dir="out/stats.txt"/>
-      <data format="tabular" name="logfile" label="${tool.name} on ${on_string}: Log file" hidden="True">
-        <discover_datasets pattern=".+Logfile.+" dir="out" visible="True" />
-      </data>
-      <!-- <data format="tabular" name="stderr" label="${tool.name} on ${on_string}: STDERR" hidden="True" /> -->
+        <data format="fasta" name="contigs" label="${tool.name} on ${on_string}: Contigs" from_work_dir="out/contigs.fa"/>
+        <data format="tabular" name="stats" label="${tool.name} on ${on_string}: Contig Stats" from_work_dir="out/stats.txt"/>
+        <data format="tabular" name="logfile" label="${tool.name} on ${on_string}: Log file" hidden="true" from_work_dir="*_Logfile.txt"/>
     </outputs>
 
     <tests>
-      <test>
-        <param name="start_kmer" value="21" />
-        <param name="end_kmer" value="31" />
-        <param name="files_0|filetype" value="fasta" />
-        <param name="files_0|paired_type|paired_type_selector" value="single" />
-        <param name="files_0|paired_type|input1" value="test_reads.fa" ftype="fasta" />
-        <output name="contigs" ftype="fasta" file="test-contigs.fa" />
-      </test>
+        <test>
+            <param name="start_kmer" value="21" />
+            <param name="end_kmer" value="31" />
+            <param name="files_0|filetype" value="fasta" />
+            <param name="files_0|paired_type|paired_type_selector" value="single" />
+            <param name="files_0|paired_type|input1" value="test_reads.fa" ftype="fasta" />
+            <output name="contigs" ftype="fasta" file="test-contigs.fa" compare="sim_size"/>
+        </test>
     </tests>
 
     <help><![CDATA[
-      **Velvet Optimiser Overview**
+**Velvet Optimiser Overview**
 
       Velvet_ is a de novo genomic assembler specially designed for short read sequencing technologies, such as Solexa or 454, developed by Daniel Zerbino and Ewan Birney at the European Bioinformatics Institute (EMBL-EBI), near Cambridge, in the United Kingdom.
 
@@ -162,15 +150,11 @@
 
       VelvetOptimiser performs a number of velveth and velvetg steps to try and optimise an assembly based on the metrics provided below.
 
-      .. _VelvetOptimiser: http://bioinformatics.net.au/software.shtml
-
-      **Velvet Optimiser**
+      .. _VelvetOptimiser: http://github.com/Slugger70/VelvetOptimiser
 
-      Galaxy tool wrapper for newer versions (2.5.5) of Velvet Optimiser. Written by Simon Gladman of VBC/VLSCI.
+      Galaxy tool wrapper for newer versions (2.5.5) of Velvet Optimiser. Written by Simon Gladman of Melbourne University.
 
-      Written for use on the Genomics Virtual Laboratory.
-
-      **Outputs**
+**Outputs**
 
 
       **Contigs**
@@ -215,42 +199,47 @@
 
       Coverage cutoff optimisation function   : The optimisation function used for cov_cutoff optimisation. (default 'Lbp').
 
-      Velvet optimiser assembly optimisation function can be built from the following variables.
+      Velvet optimiser **assembly optimisation functions** can be built from the following variables.
 
-      LNbp = The total number of Ns in large contigs
+          *LNbp* = The total number of Ns in large contigs
 
-      Lbp = The total number of base pairs in large contigs
+          *Lbp* = The total number of base pairs in large contigs
 
-      Lcon = The number of large contigs
+          *Lcon* = The number of large contigs
+
+          *max* = The length of the longest contig
 
-      max = The length of the longest contig
+          *n50* = The n50
 
-      n50 = The n50
+          *ncon* = The total number of contigs
 
-      ncon = The total number of contigs
+          *tbp* = The total number of basepairs in contigs
+
+        Examples are:
 
-      tbp = The total number of basepairs in contigs
+          'Lbp' = Just the total basepairs in contigs longer than 1kb
 
-      Examples are:
+          'n50*Lcon' = The n50 times the number of long contigs.
 
-      'Lbp' = Just the total basepairs in contigs longer than 1kb
+          'n50*Lcon/tbp+log(Lbp)' = The n50 times the number of long contigs divided by the total bases in all contigs plus the log of the number of bases in long contigs (as an example only.)
+
+        Defaults are:
 
-      'n50*Lcon' = The n50 times the number of long contigs.
+            *n50* for k-mer length optimisation &
 
-      'n50*Lcon/tbp+log(Lbp)' = The n50 times the number of long contigs divided by the total bases in all contigs plus the log of the number of bases in long contigs (as an example only.)
+            *Lbp* for coverage cutoff
 
       **Hash Length**
 
       The hash length, also known as k-mer length, corresponds to the length, in base pairs, of the words being hashed.
 
       The hash length is the length of the k-mers being entered in the hash table. Firstly, you must observe three technical constraints::
+        - it must be an odd number, to avoid palindromes. If you put in an even number, Velvet will just decrement it and proceed.
+        - it must be below or equal to MAXKMERHASH length (cf. 2.3.3, by default 31bp), because it is stored on 64 bits
+        - it must be strictly inferior to read length, otherwise you simply will not observe any overlaps between reads, for obvious reasons.
 
-      # it must be an odd number, to avoid palindromes. If you put in an even number, Velvet will just decrement it and proceed.
-      # it must be below or equal to MAXKMERHASH length (cf. 2.3.3, by default 31bp), because it is stored on 64 bits
-      # it must be strictly inferior to read length, otherwise you simply will not observe any overlaps between reads, for obvious reasons.
-
-      Now you still have quite a lot of possibilities. As is often the case, it's a trade- off between specificity and sensitivity. Longer kmers bring you more specificity (i.e. less spurious overlaps) but lowers coverage (cf. below). . . so there's a sweet spot to be found with time and experience.
-      We like to think in terms of "k-mer coverage", i.e. how many times has a k-mer been seen among the reads. The relation between k-mer coverage Ck and standard (nucleotide-wise) coverage C is Ck = C # (L - k + 1)/L where k is your hash length, and L you read length.
+      Now you still have quite a lot of possibilities. As is often the case, it's a trade-off between specificity and sensitivity. Longer kmers bring you more specificity (i.e. less spurious overlaps) but lowers coverage (cf. below)... so there's a sweet spot to be found with time and experience.
+      We like to think in terms of "k-mer coverage", i.e. how many times has a k-mer been seen among the reads. The relation between k-mer coverage Ck and standard (nucleotide-wise) coverage C is Ck = C * (L - k + 1)/L where k is your hash length, and L you read length.
       Experience shows that this kmer coverage should be above 10 to start getting decent results. If Ck is above 20, you might be "wasting" coverage. Experience also shows that empirical tests with different values for k are not that costly to run! VelvetOptimiser automates these tests for you.
 
 
@@ -260,7 +249,7 @@
 
       -max_branch_length integer        : maximum length in base pair of bubble (default: 100)
 
-      max_divergence floating-point  : maximum divergence rate between two branches in a bubble (default: 0.2)
+      -max_divergence floating-point  : maximum divergence rate between two branches in a bubble (default: 0.2)
 
       -max_gap_count integer            : maximum number of gaps allowed in the alignment of the two branches of a bubble (default: 3)
 
@@ -300,10 +289,10 @@
     ]]></help>
     <citations>
         <citation type="bibtex">@UNPUBLISHED{GLADMAN2012,
-          author = "Gladman Simon",
-          title = "VelvetOptimiser",
-          year = "2012",
-          note = "https://github.com/slugger70/VelvetOptimiser"}
+            author = "Gladman Simon",
+            title = "VelvetOptimiser",
+            year = "2012",
+            note = "https://github.com/slugger70/VelvetOptimiser"}
         </citation>
         <citation type="doi">10.1101/gr.074492.107</citation>
         <citation type="doi">10.1371/journal.pone.0008407</citation>