diff --git "a/noisyDNA_L60/ground_truth_cleaned.txt" "b/noisyDNA_L60/ground_truth_cleaned.txt"
deleted file mode 100644--- "a/noisyDNA_L60/ground_truth_cleaned.txt"
+++ /dev/null
@@ -1,15843 +0,0 @@
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GCTCTAATCACAGAAGGCCCGCATGCACGTATAGGAAGTCCAACAACGAACTCTTTTTAC
-GGCCCCTGCAAGACAGAGTAAGAGATGCTCTAGCATTCTGTTACAACTTTCGTAATGACC
-GGCCCCTGCAAGACAGAGTAAGAGATGCTCTAGCATTCTGTTACAACTTTCGTAATGACC
-GGCCCCTGCAAGACAGAGTAAGAGATGCTCTAGCATTCTGTTACAACTTTCGTAATGACC
-GGCCCCTGCAAGACAGAGTAAGAGATGCTCTAGCATTCTGTTACAACTTTCGTAATGACC
-GGCCCCTGCAAGACAGAGTAAGAGATGCTCTAGCATTCTGTTACAACTTTCGTAATGACC
-GGCCCCTGCAAGACAGAGTAAGAGATGCTCTAGCATTCTGTTACAACTTTCGTAATGACC
-GGCCCCTGCAAGACAGAGTAAGAGATGCTCTAGCATTCTGTTACAACTTTCGTAATGACC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-GGCTCTGTAATCGGTTTGCATGCGAAGTACCAAATAACATTAACAACCAGCAACCGACGC
-CCTAGCTGTTACGGCCTCCCGTGGTTAGGCATTGACACCACCACAACAGGAACCTATGGC
-CCTAGCTGTTACGGCCTCCCGTGGTTAGGCATTGACACCACCACAACAGGAACCTATGGC
-CCTAGCTGTTACGGCCTCCCGTGGTTAGGCATTGACACCACCACAACAGGAACCTATGGC
-CCTAGCTGTTACGGCCTCCCGTGGTTAGGCATTGACACCACCACAACAGGAACCTATGGC
-CCTAGCTGTTACGGCCTCCCGTGGTTAGGCATTGACACCACCACAACAGGAACCTATGGC
-CCTAGCTGTTACGGCCTCCCGTGGTTAGGCATTGACACCACCACAACAGGAACCTATGGC
-CCTAGCTGTTACGGCCTCCCGTGGTTAGGCATTGACACCACCACAACAGGAACCTATGGC
-ACCCTTGGTTATGTTCACAAGGTCGGATGGGTTTACAAGAACACAACGGGATATACGAAT
-ACCCTTGGTTATGTTCACAAGGTCGGATGGGTTTACAAGAACACAACGGGATATACGAAT
-ACCCTTGGTTATGTTCACAAGGTCGGATGGGTTTACAAGAACACAACGGGATATACGAAT
-ACCCTTGGTTATGTTCACAAGGTCGGATGGGTTTACAAGAACACAACGGGATATACGAAT
-ACCCTTGGTTATGTTCACAAGGTCGGATGGGTTTACAAGAACACAACGGGATATACGAAT
-GGCGTACTTACAAGAACGTCTCAAAGAAGAAGGTCCTGTGATACAACGCTTGGTCTTTGC
-GGCGTACTTACAAGAACGTCTCAAAGAAGAAGGTCCTGTGATACAACGCTTGGTCTTTGC
-GGCGTACTTACAAGAACGTCTCAAAGAAGAAGGTCCTGTGATACAACGCTTGGTCTTTGC
-GGCGTACTTACAAGAACGTCTCAAAGAAGAAGGTCCTGTGATACAACGCTTGGTCTTTGC
-TACTCAGTCAGCTCCATAGCTTCTGGTGGCGACGGTGAATACACAACGACTGGTCACGTG
-TACTCAGTCAGCTCCATAGCTTCTGGTGGCGACGGTGAATACACAACGACTGGTCACGTG
-TACTCAGTCAGCTCCATAGCTTCTGGTGGCGACGGTGAATACACAACGACTGGTCACGTG
-TACTCAGTCAGCTCCATAGCTTCTGGTGGCGACGGTGAATACACAACGACTGGTCACGTG
-TACTCAGTCAGCTCCATAGCTTCTGGTGGCGACGGTGAATACACAACGACTGGTCACGTG
-TACTCAGTCAGCTCCATAGCTTCTGGTGGCGACGGTGAATACACAACGACTGGTCACGTG
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AACGTGGGGTGTTGGGCTATGGAATCGCCTACGCGATGTCGAACAACCACCCATTGTTTC
-AGTAGTCTTGAGCGCAGTAACTGGGCAATGTAGAAAAATACCACAACCCAGAGGTCCGCG
-AGTAGTCTTGAGCGCAGTAACTGGGCAATGTAGAAAAATACCACAACCCAGAGGTCCGCG
-AGTAGTCTTGAGCGCAGTAACTGGGCAATGTAGAAAAATACCACAACCCAGAGGTCCGCG
-AGTAGTCTTGAGCGCAGTAACTGGGCAATGTAGAAAAATACCACAACCCAGAGGTCCGCG
-AGTAGTCTTGAGCGCAGTAACTGGGCAATGTAGAAAAATACCACAACCCAGAGGTCCGCG
-AGTAGTCTTGAGCGCAGTAACTGGGCAATGTAGAAAAATACCACAACCCAGAGGTCCGCG
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-CTTTAGAATCTCTAGCATGACTCGGGTAAGATGCCCGCCGATACAACCACTACTACCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-TAGTCTTATAACTAAAGTGGGTGGGCGCACTCGGCGGAAGACACAACTGAGTCTCGCTCC
-CCTCTTATGTCCTTGGAACTGCTGGTATCCGTAATGTTCTCTACAACCCGTGAAGAAACG
-CCTCTTATGTCCTTGGAACTGCTGGTATCCGTAATGTTCTCTACAACCCGTGAAGAAACG
-CCTCTTATGTCCTTGGAACTGCTGGTATCCGTAATGTTCTCTACAACCCGTGAAGAAACG
-CCTCTTATGTCCTTGGAACTGCTGGTATCCGTAATGTTCTCTACAACCCGTGAAGAAACG
-CCTCTTATGTCCTTGGAACTGCTGGTATCCGTAATGTTCTCTACAACCCGTGAAGAAACG
-CCTCTTATGTCCTTGGAACTGCTGGTATCCGTAATGTTCTCTACAACCCGTGAAGAAACG
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-AAAGTGGTTGCCAGCCGCCACTAGCAATCAAAAGATCTTCAAACAACTGGCACAGCACCC
-GCGAGAACCGTGAGCCAATTCAGCCCAGCTTCTTAGGCGTGAACAACGAAAAGGCACCGC
-GCGAGAACCGTGAGCCAATTCAGCCCAGCTTCTTAGGCGTGAACAACGAAAAGGCACCGC
-GCGAGAACCGTGAGCCAATTCAGCCCAGCTTCTTAGGCGTGAACAACGAAAAGGCACCGC
-TTTAATAGTTGGTAATGTTCACGACCCAGTGGTTCCCGTTGTACAACGACCACCCGACAA
-TTTAATAGTTGGTAATGTTCACGACCCAGTGGTTCCCGTTGTACAACGACCACCCGACAA
-TTTAATAGTTGGTAATGTTCACGACCCAGTGGTTCCCGTTGTACAACGACCACCCGACAA
-TTTAATAGTTGGTAATGTTCACGACCCAGTGGTTCCCGTTGTACAACGACCACCCGACAA
-TTTAATAGTTGGTAATGTTCACGACCCAGTGGTTCCCGTTGTACAACGACCACCCGACAA
-TTTAATAGTTGGTAATGTTCACGACCCAGTGGTTCCCGTTGTACAACGACCACCCGACAA
-TTTAATAGTTGGTAATGTTCACGACCCAGTGGTTCCCGTTGTACAACGACCACCCGACAA
-GGGTGAAGACCGAACTCGTGTCCTGGGCCAAAAGAGAGATTTACAACGGTAGTATTGAAA
-GGGTGAAGACCGAACTCGTGTCCTGGGCCAAAAGAGAGATTTACAACGGTAGTATTGAAA
-ACTCGTCCCTGCACGAGGATGCGCACTCCTGCTTGTTCCCCCACAACTGCCTTAGGCTCA
-ACTCGTCCCTGCACGAGGATGCGCACTCCTGCTTGTTCCCCCACAACTGCCTTAGGCTCA
-ACTCGTCCCTGCACGAGGATGCGCACTCCTGCTTGTTCCCCCACAACTGCCTTAGGCTCA
-ACTCGTCCCTGCACGAGGATGCGCACTCCTGCTTGTTCCCCCACAACTGCCTTAGGCTCA
-ACTCGTCCCTGCACGAGGATGCGCACTCCTGCTTGTTCCCCCACAACTGCCTTAGGCTCA
-TACAAGTACATAAATAGTTAGGTACCTTCGGCGGGGCTTACCACAACCGATTTAGGCCGA
-TACAAGTACATAAATAGTTAGGTACCTTCGGCGGGGCTTACCACAACCGATTTAGGCCGA
-TACAAGTACATAAATAGTTAGGTACCTTCGGCGGGGCTTACCACAACCGATTTAGGCCGA
-TACAAGTACATAAATAGTTAGGTACCTTCGGCGGGGCTTACCACAACCGATTTAGGCCGA
-TACAAGTACATAAATAGTTAGGTACCTTCGGCGGGGCTTACCACAACCGATTTAGGCCGA
-TACAAGTACATAAATAGTTAGGTACCTTCGGCGGGGCTTACCACAACCGATTTAGGCCGA
-TACAAGTACATAAATAGTTAGGTACCTTCGGCGGGGCTTACCACAACCGATTTAGGCCGA
-TACAAGTACATAAATAGTTAGGTACCTTCGGCGGGGCTTACCACAACCGATTTAGGCCGA
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-CCCCTCCTCTATTTAGCAACTCGACTAATGCCGCGTACCTTCACAACCTGAGATGTCTAC
-TGCAAAGTTGGTCGTGTTATTGCCCGAAGTGTTCAGAAGTTGACAACGAAGGCGGGCTTG
-TGCAAAGTTGGTCGTGTTATTGCCCGAAGTGTTCAGAAGTTGACAACGAAGGCGGGCTTG
-TGCAAAGTTGGTCGTGTTATTGCCCGAAGTGTTCAGAAGTTGACAACGAAGGCGGGCTTG
-TGCAAAGTTGGTCGTGTTATTGCCCGAAGTGTTCAGAAGTTGACAACGAAGGCGGGCTTG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-TGGGAGATGATTGCTACCTACTGGTTTGCCTGTCGTAGCTACACAACCCTACAACCCGGG
-GCGGGACTGCCACCCGGGTGCACTAGTTATTGCCAAGAAAAAACAACTGGCTGATCCCAT
-GCGGGACTGCCACCCGGGTGCACTAGTTATTGCCAAGAAAAAACAACTGGCTGATCCCAT
-GCGGGACTGCCACCCGGGTGCACTAGTTATTGCCAAGAAAAAACAACTGGCTGATCCCAT
-GCGGGACTGCCACCCGGGTGCACTAGTTATTGCCAAGAAAAAACAACTGGCTGATCCCAT
-TGAGGCGAGCCGGGCGAAGTACTTGAGTCTTTCCCACAGGTGACAACTGCTGACAGGCAA
-TGAGGCGAGCCGGGCGAAGTACTTGAGTCTTTCCCACAGGTGACAACTGCTGACAGGCAA
-TGAGGCGAGCCGGGCGAAGTACTTGAGTCTTTCCCACAGGTGACAACTGCTGACAGGCAA
-TGAGGCGAGCCGGGCGAAGTACTTGAGTCTTTCCCACAGGTGACAACTGCTGACAGGCAA
-TGAGGCGAGCCGGGCGAAGTACTTGAGTCTTTCCCACAGGTGACAACTGCTGACAGGCAA
-TGAGGCGAGCCGGGCGAAGTACTTGAGTCTTTCCCACAGGTGACAACTGCTGACAGGCAA
-TCGACTCCTGTGACGGCCATTTTGCATGGTCCTGTCCGAGATACAACGGGTGACGCAATT
-TCGACTCCTGTGACGGCCATTTTGCATGGTCCTGTCCGAGATACAACGGGTGACGCAATT
-TCGACTCCTGTGACGGCCATTTTGCATGGTCCTGTCCGAGATACAACGGGTGACGCAATT
-TCGACTCCTGTGACGGCCATTTTGCATGGTCCTGTCCGAGATACAACGGGTGACGCAATT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-ACACGGTATTCGCCTCTCGTCACCCGCACCCAGATTCAAGTGACAACATTGAAATTTACT
-CGAACTTGAGATTGTAATAGAGGGACCTGAACATATAGCGGGACAACCCATTAGAGCCTG
-CGAACTTGAGATTGTAATAGAGGGACCTGAACATATAGCGGGACAACCCATTAGAGCCTG
-CGAACTTGAGATTGTAATAGAGGGACCTGAACATATAGCGGGACAACCCATTAGAGCCTG
-CGAACTTGAGATTGTAATAGAGGGACCTGAACATATAGCGGGACAACCCATTAGAGCCTG
-CGAACTTGAGATTGTAATAGAGGGACCTGAACATATAGCGGGACAACCCATTAGAGCCTG
-CGAACTTGAGATTGTAATAGAGGGACCTGAACATATAGCGGGACAACCCATTAGAGCCTG
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-GCCATCGCTGCAAGGGAAACTTGTGCAAGACGAAGACGCCGGACAACAACCCCGCCGACT
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-TGTACTTTGCAAGTATTTCACCAGCTAGTTACACCTTCCTTCACAACATGGTTCTAACTC
-CCGTACAGCACTAGATGATACGATGACGCTACCTGGTGATAAACAACGTCGCCTCACAGA
-CCGTACAGCACTAGATGATACGATGACGCTACCTGGTGATAAACAACGTCGCCTCACAGA
-CCGTACAGCACTAGATGATACGATGACGCTACCTGGTGATAAACAACGTCGCCTCACAGA
-GCCTCCAACATTTGGCCGCACTACTCCGTACTCCCACCTAAAACAACGGCTCTTAGCGCG
-GCCTCCAACATTTGGCCGCACTACTCCGTACTCCCACCTAAAACAACGGCTCTTAGCGCG
-GCCTCCAACATTTGGCCGCACTACTCCGTACTCCCACCTAAAACAACGGCTCTTAGCGCG
-GCCTCCAACATTTGGCCGCACTACTCCGTACTCCCACCTAAAACAACGGCTCTTAGCGCG
-GCCTCCAACATTTGGCCGCACTACTCCGTACTCCCACCTAAAACAACGGCTCTTAGCGCG
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-ATCTTTTATTGACCATTGACCCTTTACTCACCGTACTGACTGACAACTTCCTACTGCTAT
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CACCCACTGCCAGATGCGCACTAGCGCCCCTAGTTTTCGTCTACAACCTGCAGTTAAGGG
-CTCCCCTGTGATCTTATACCCGCGGCCTCCCCCCTAGTTTCTACAACGGGGTGACAGTAT
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-GGACCGATGGAACATAGTGAACCGTTCCGTCATGATGAACTGACAACCCAGTAATAAACC
-ATTAACTGTGGTTCTGTTTAGCCTATTGATCCGACGTTTAGGACAACGTAAGCCCGTGCG
-ATTAACTGTGGTTCTGTTTAGCCTATTGATCCGACGTTTAGGACAACGTAAGCCCGTGCG
-ATTAACTGTGGTTCTGTTTAGCCTATTGATCCGACGTTTAGGACAACGTAAGCCCGTGCG
-ATTAACTGTGGTTCTGTTTAGCCTATTGATCCGACGTTTAGGACAACGTAAGCCCGTGCG
-ATTAACTGTGGTTCTGTTTAGCCTATTGATCCGACGTTTAGGACAACGTAAGCCCGTGCG
-CCCCCCCTGACTGTCACCGATGTATGCACTCTACAGCATGTCACAACGTAATCACGGGTA
-CCCCCCCTGACTGTCACCGATGTATGCACTCTACAGCATGTCACAACGTAATCACGGGTA
-CCCCCCCTGACTGTCACCGATGTATGCACTCTACAGCATGTCACAACGTAATCACGGGTA
-CCCCCCCTGACTGTCACCGATGTATGCACTCTACAGCATGTCACAACGTAATCACGGGTA
-CCCCCCCTGACTGTCACCGATGTATGCACTCTACAGCATGTCACAACGTAATCACGGGTA
-TCATCATACCATTAGCAAATAAAAGGACGGCCCTAACATGTTACAACGCGTGTAGGTTGC
-TCATCATACCATTAGCAAATAAAAGGACGGCCCTAACATGTTACAACGCGTGTAGGTTGC
-TCATCATACCATTAGCAAATAAAAGGACGGCCCTAACATGTTACAACGCGTGTAGGTTGC
-TCATCATACCATTAGCAAATAAAAGGACGGCCCTAACATGTTACAACGCGTGTAGGTTGC
-TCATCATACCATTAGCAAATAAAAGGACGGCCCTAACATGTTACAACGCGTGTAGGTTGC
-TCATCATACCATTAGCAAATAAAAGGACGGCCCTAACATGTTACAACGCGTGTAGGTTGC
-TCATCATACCATTAGCAAATAAAAGGACGGCCCTAACATGTTACAACGCGTGTAGGTTGC
-TCATCATACCATTAGCAAATAAAAGGACGGCCCTAACATGTTACAACGCGTGTAGGTTGC
-TTATTTGAGTCGTTAACAGATCTTCACAGAACGACTCGCCCGACAACGGCTACCGCAAAA
-TTATTTGAGTCGTTAACAGATCTTCACAGAACGACTCGCCCGACAACGGCTACCGCAAAA
-TTATTTGAGTCGTTAACAGATCTTCACAGAACGACTCGCCCGACAACGGCTACCGCAAAA
-TTATTTGAGTCGTTAACAGATCTTCACAGAACGACTCGCCCGACAACGGCTACCGCAAAA
-TTATTTGAGTCGTTAACAGATCTTCACAGAACGACTCGCCCGACAACGGCTACCGCAAAA
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-TCGGCAGTTTCAACTTAATTATACGCCCGGTAAACCGATACTACAACGTTCCCCCTAGGT
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-CGGAAAAGCCTGCTTATTCCAGAGGCTGGGGGCTGGCTGCGCACAACTCTTACCTCTCTA
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-GCTCTCTAGAAACGCTTAGCGTTCCCATTAACCGAGAACGCGACAACCACACTTGTTGGT
-CTTTGCCGGCGTAGATAAGTAGCTCCGCAAATCGGTGATCGCACAACGCTGTACACGGCC
-CTTTGCCGGCGTAGATAAGTAGCTCCGCAAATCGGTGATCGCACAACGCTGTACACGGCC
-CTTTGCCGGCGTAGATAAGTAGCTCCGCAAATCGGTGATCGCACAACGCTGTACACGGCC
-CTTTGCCGGCGTAGATAAGTAGCTCCGCAAATCGGTGATCGCACAACGCTGTACACGGCC
-CTTTGCCGGCGTAGATAAGTAGCTCCGCAAATCGGTGATCGCACAACGCTGTACACGGCC
-CTTTGCCGGCGTAGATAAGTAGCTCCGCAAATCGGTGATCGCACAACGCTGTACACGGCC
-CTTTGCCGGCGTAGATAAGTAGCTCCGCAAATCGGTGATCGCACAACGCTGTACACGGCC
-CTTTGCCGGCGTAGATAAGTAGCTCCGCAAATCGGTGATCGCACAACGCTGTACACGGCC
-GGAACAAGTCGTGGTTGTCGTGGCGACACTTAGTCCTGACGAACAACGGCGTTTGTCGGC
-GGAACAAGTCGTGGTTGTCGTGGCGACACTTAGTCCTGACGAACAACGGCGTTTGTCGGC
-TATACAAGGGGATTCCGACGGCGTGCTTCGTAGGTGCGTATGACAACGTCATTACGTTGA
-TATACAAGGGGATTCCGACGGCGTGCTTCGTAGGTGCGTATGACAACGTCATTACGTTGA
-TATACAAGGGGATTCCGACGGCGTGCTTCGTAGGTGCGTATGACAACGTCATTACGTTGA
-TATACAAGGGGATTCCGACGGCGTGCTTCGTAGGTGCGTATGACAACGTCATTACGTTGA
-TATACAAGGGGATTCCGACGGCGTGCTTCGTAGGTGCGTATGACAACGTCATTACGTTGA
-TATACAAGGGGATTCCGACGGCGTGCTTCGTAGGTGCGTATGACAACGTCATTACGTTGA
-TATACAAGGGGATTCCGACGGCGTGCTTCGTAGGTGCGTATGACAACGTCATTACGTTGA
-AGCGACGTACCCCGTTTAATTACATCACAATGAGGAAAGGTTACAACTTATGGACAGGTG
-AGCGACGTACCCCGTTTAATTACATCACAATGAGGAAAGGTTACAACTTATGGACAGGTG
-AGCGACGTACCCCGTTTAATTACATCACAATGAGGAAAGGTTACAACTTATGGACAGGTG
-AGCGACGTACCCCGTTTAATTACATCACAATGAGGAAAGGTTACAACTTATGGACAGGTG
-AGCGACGTACCCCGTTTAATTACATCACAATGAGGAAAGGTTACAACTTATGGACAGGTG
-AGCGACGTACCCCGTTTAATTACATCACAATGAGGAAAGGTTACAACTTATGGACAGGTG
-AGCGACGTACCCCGTTTAATTACATCACAATGAGGAAAGGTTACAACTTATGGACAGGTG
-ACGCGGGGGGGGGAAGATTTAGTACTCAGTGTAGTTAAGCAGACAACCCGGCCATATTCG
-ACGCGGGGGGGGGAAGATTTAGTACTCAGTGTAGTTAAGCAGACAACCCGGCCATATTCG
-ACGCGGGGGGGGGAAGATTTAGTACTCAGTGTAGTTAAGCAGACAACCCGGCCATATTCG
-ACGCGGGGGGGGGAAGATTTAGTACTCAGTGTAGTTAAGCAGACAACCCGGCCATATTCG
-ACGCGGGGGGGGGAAGATTTAGTACTCAGTGTAGTTAAGCAGACAACCCGGCCATATTCG
-ACGCGGGGGGGGGAAGATTTAGTACTCAGTGTAGTTAAGCAGACAACCCGGCCATATTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-ACAAGTTTTAAGCCCGGTGGCGTGATGGCAACCATTCTACACACAACCATCCACATCTCG
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CCACTGTATGCAGTTATTCCGTCCCTCGAGCTGTCTCTCTCTACAACAGTTATCTTATTA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CGTTCTGAACTACGCGAAAGACCACTGGAAAACTCGTCCTCGACAACAGCGTTGCATTCA
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-CACGGGAAGTACCTAATACCCGATCAGCGGCTACGGCGAACAACAACACGGGCACCACCG
-TACTAAGATGCATTATGTGGGCCGGGCTGTGAACCTCATTGTACAACTGAGCGCGGCGAC
-TACTAAGATGCATTATGTGGGCCGGGCTGTGAACCTCATTGTACAACTGAGCGCGGCGAC
-TACTAAGATGCATTATGTGGGCCGGGCTGTGAACCTCATTGTACAACTGAGCGCGGCGAC
-TACTAAGATGCATTATGTGGGCCGGGCTGTGAACCTCATTGTACAACTGAGCGCGGCGAC
-TACTAAGATGCATTATGTGGGCCGGGCTGTGAACCTCATTGTACAACTGAGCGCGGCGAC
-TACTAAGATGCATTATGTGGGCCGGGCTGTGAACCTCATTGTACAACTGAGCGCGGCGAC
-TACTAAGATGCATTATGTGGGCCGGGCTGTGAACCTCATTGTACAACTGAGCGCGGCGAC
-TACTAAGATGCATTATGTGGGCCGGGCTGTGAACCTCATTGTACAACTGAGCGCGGCGAC
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-TCCTCCCTTCCTCATCTGCACGAAGCCTGGTCACTCTGTTTCACAACCTCCTCAGTAGGA
-AACAACGGCATTAAGCTATCTAGGGTTTCGTGGGGATGGGTCACAACGTACTCAAAGCTA
-AACAACGGCATTAAGCTATCTAGGGTTTCGTGGGGATGGGTCACAACGTACTCAAAGCTA
-AACAACGGCATTAAGCTATCTAGGGTTTCGTGGGGATGGGTCACAACGTACTCAAAGCTA
-AACAACGGCATTAAGCTATCTAGGGTTTCGTGGGGATGGGTCACAACGTACTCAAAGCTA
-AACAACGGCATTAAGCTATCTAGGGTTTCGTGGGGATGGGTCACAACGTACTCAAAGCTA
-AACAACGGCATTAAGCTATCTAGGGTTTCGTGGGGATGGGTCACAACGTACTCAAAGCTA
-AACAACGGCATTAAGCTATCTAGGGTTTCGTGGGGATGGGTCACAACGTACTCAAAGCTA
-TGTCACGCAGCGGCAGTTGCGCCTACGGCCAACTATTTTCATACAACGGGGACCACTACC
-TGTCACGCAGCGGCAGTTGCGCCTACGGCCAACTATTTTCATACAACGGGGACCACTACC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-AGTCCAGATTCGTGGTTAGATTGTAACCAAGAGTGTAATAAGACAACCCGAATACGCCAC
-TTAAGCTGCGCTGGCGCGAAGCTAAGTCAGTGTTGCTTGACCACAACGCACTTTGCACAG
-TTAAGCTGCGCTGGCGCGAAGCTAAGTCAGTGTTGCTTGACCACAACGCACTTTGCACAG
-TTAAGCTGCGCTGGCGCGAAGCTAAGTCAGTGTTGCTTGACCACAACGCACTTTGCACAG
-TTAAGCTGCGCTGGCGCGAAGCTAAGTCAGTGTTGCTTGACCACAACGCACTTTGCACAG
-TTAAGCTGCGCTGGCGCGAAGCTAAGTCAGTGTTGCTTGACCACAACGCACTTTGCACAG
-TTAAGCTGCGCTGGCGCGAAGCTAAGTCAGTGTTGCTTGACCACAACGCACTTTGCACAG
-TTAAGCTGCGCTGGCGCGAAGCTAAGTCAGTGTTGCTTGACCACAACGCACTTTGCACAG
-CGCGTACTGTCTAAAGACCGATCAACTTTGGCCCGGAATGACACAACCAACGTTAATCGC
-CGCGTACTGTCTAAAGACCGATCAACTTTGGCCCGGAATGACACAACCAACGTTAATCGC
-CGCGTACTGTCTAAAGACCGATCAACTTTGGCCCGGAATGACACAACCAACGTTAATCGC
-CGCGTACTGTCTAAAGACCGATCAACTTTGGCCCGGAATGACACAACCAACGTTAATCGC
-GCATTAATACTTTACCATACCGAAGGACGGTGCGACACATATACAACGTCACATTACACC
-GCATTAATACTTTACCATACCGAAGGACGGTGCGACACATATACAACGTCACATTACACC
-GCATTAATACTTTACCATACCGAAGGACGGTGCGACACATATACAACGTCACATTACACC
-GCATTAATACTTTACCATACCGAAGGACGGTGCGACACATATACAACGTCACATTACACC
-GCATTAATACTTTACCATACCGAAGGACGGTGCGACACATATACAACGTCACATTACACC
-GCATTAATACTTTACCATACCGAAGGACGGTGCGACACATATACAACGTCACATTACACC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-ACCGACGCCACTTGGCCATGGCCCTTGATCTTTATAGAATACACAACTCCCTAACCCGCC
-TTCCCAGAACGGATTCCCGATTACGGTACGTCCACTGTGTAAACAACCGACGCCGTATAT
-TTCCCAGAACGGATTCCCGATTACGGTACGTCCACTGTGTAAACAACCGACGCCGTATAT
-TTCCCAGAACGGATTCCCGATTACGGTACGTCCACTGTGTAAACAACCGACGCCGTATAT
-TTCCCAGAACGGATTCCCGATTACGGTACGTCCACTGTGTAAACAACCGACGCCGTATAT
-TTCCCAGAACGGATTCCCGATTACGGTACGTCCACTGTGTAAACAACCGACGCCGTATAT
-TTCCCAGAACGGATTCCCGATTACGGTACGTCCACTGTGTAAACAACCGACGCCGTATAT
-TTCCCAGAACGGATTCCCGATTACGGTACGTCCACTGTGTAAACAACCGACGCCGTATAT
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-CCGACAGGCATAGGTAGATGGAACGCGATAGTAGCGAGTGTGACAACCTCCACATGGGAA
-AAATGCAAGTCGGCTTTTTGTGGATTTCTAAACATCACGACAACAACGACTATGTTGCTG
-AAATGCAAGTCGGCTTTTTGTGGATTTCTAAACATCACGACAACAACGACTATGTTGCTG
-AAATGCAAGTCGGCTTTTTGTGGATTTCTAAACATCACGACAACAACGACTATGTTGCTG
-AAATGCAAGTCGGCTTTTTGTGGATTTCTAAACATCACGACAACAACGACTATGTTGCTG
-AAATGCAAGTCGGCTTTTTGTGGATTTCTAAACATCACGACAACAACGACTATGTTGCTG
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-CCTCGAGTGGCATCATGCATAACCTAACGGACATTGTCATTTACAACAACGACCAGCCAA
-TAAGTGGCTTTCCGACCGGCGAGTACCGTAGGTATAATCGGCACAACCCCTCCATCGTGC
-TAAGTGGCTTTCCGACCGGCGAGTACCGTAGGTATAATCGGCACAACCCCTCCATCGTGC
-TAAGTGGCTTTCCGACCGGCGAGTACCGTAGGTATAATCGGCACAACCCCTCCATCGTGC
-TAAGTGGCTTTCCGACCGGCGAGTACCGTAGGTATAATCGGCACAACCCCTCCATCGTGC
-TAAGTGGCTTTCCGACCGGCGAGTACCGTAGGTATAATCGGCACAACCCCTCCATCGTGC
-TAAGTGGCTTTCCGACCGGCGAGTACCGTAGGTATAATCGGCACAACCCCTCCATCGTGC
-TAAGTGGCTTTCCGACCGGCGAGTACCGTAGGTATAATCGGCACAACCCCTCCATCGTGC
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GGCGTCGCACTCGGCAAAGCCCTTTAGTCACAAATTCCCAGTACAACCGTATCGGAGCAA
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-GATAGTGGCAAATAAGCGAAAACTTGCAAACGAGATTTCTAAACAACTTATGTCTGATGG
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CAACTTCTACGCAGGTGCCACACTTTTCTTCAAGCCCCCTGTACAACAGCTCTGAGCGCA
-CACTGAAACCATGAAGTGAGGTGTATCACATTAGCGGACCCGACAACCGTCGGGAACGCT
-CACTGAAACCATGAAGTGAGGTGTATCACATTAGCGGACCCGACAACCGTCGGGAACGCT
-CACTGAAACCATGAAGTGAGGTGTATCACATTAGCGGACCCGACAACCGTCGGGAACGCT
-CACTGAAACCATGAAGTGAGGTGTATCACATTAGCGGACCCGACAACCGTCGGGAACGCT
-CACTGAAACCATGAAGTGAGGTGTATCACATTAGCGGACCCGACAACCGTCGGGAACGCT
-GTCAGCCCTGCGGGAGGGTCATCAAAGAGTGATCATCGGCTGACAACTTAGGCCATTTAC
-GTCAGCCCTGCGGGAGGGTCATCAAAGAGTGATCATCGGCTGACAACTTAGGCCATTTAC
-GTCAGCCCTGCGGGAGGGTCATCAAAGAGTGATCATCGGCTGACAACTTAGGCCATTTAC
-GTCAGCCCTGCGGGAGGGTCATCAAAGAGTGATCATCGGCTGACAACTTAGGCCATTTAC
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-TACTGTAGAGTACCCTTGATTTACGCTGCTTGCACAACTGACACAACCTGTGTCACCTAG
-GCCCGGATAATTAGAGAGCAGCGTTATTTGTTCATTGACTTAACAACGTCTAACCCACTC
-GCCCGGATAATTAGAGAGCAGCGTTATTTGTTCATTGACTTAACAACGTCTAACCCACTC
-GCCCGGATAATTAGAGAGCAGCGTTATTTGTTCATTGACTTAACAACGTCTAACCCACTC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-TACGGTACAGCAAGCGAAAGAGGTACCTATATATAAGACGAAACAACTCAGACTGAAATC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-CATCATCCGAGCAGGCTTTTATTTTCCGCGGTAGTAGAGTAGACAACTCCACGTCTTCGC
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-GACCCGTTACTGCCTTTAACAAGGCAAATAGGGTACTCCATGACAACCCAAGATAGATCG
-CTTACTCTAAGTCATGTCCTAAGGTGAGAAATAGAGACGTTAACAACGGCTAATTAATTC
-CTTACTCTAAGTCATGTCCTAAGGTGAGAAATAGAGACGTTAACAACGGCTAATTAATTC
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GGTAGGTATCACTCTATGGATTCAGTGGGGGGTGCCTACCGTACAACCAATTCTCGTGAT
-GTCATTCATCATATGCCTAACGTACGCTCCGCAAGCCGTATTACAACTTATACGCGAGTC
-GTCATTCATCATATGCCTAACGTACGCTCCGCAAGCCGTATTACAACTTATACGCGAGTC
-GTCATTCATCATATGCCTAACGTACGCTCCGCAAGCCGTATTACAACTTATACGCGAGTC
-GTCATTCATCATATGCCTAACGTACGCTCCGCAAGCCGTATTACAACTTATACGCGAGTC
-GTCATTCATCATATGCCTAACGTACGCTCCGCAAGCCGTATTACAACTTATACGCGAGTC
-GTCATTCATCATATGCCTAACGTACGCTCCGCAAGCCGTATTACAACTTATACGCGAGTC
-GTCATTCATCATATGCCTAACGTACGCTCCGCAAGCCGTATTACAACTTATACGCGAGTC
-GTCATTCATCATATGCCTAACGTACGCTCCGCAAGCCGTATTACAACTTATACGCGAGTC
-AGGCTCAGCAGTCTATGCATACTTTGCGAGCCTGGGGTGCCAACAACCAACCTGAGAGGC
-AGGCTCAGCAGTCTATGCATACTTTGCGAGCCTGGGGTGCCAACAACCAACCTGAGAGGC
-AGGCTCAGCAGTCTATGCATACTTTGCGAGCCTGGGGTGCCAACAACCAACCTGAGAGGC
-AGGCTCAGCAGTCTATGCATACTTTGCGAGCCTGGGGTGCCAACAACCAACCTGAGAGGC
-AGGCTCAGCAGTCTATGCATACTTTGCGAGCCTGGGGTGCCAACAACCAACCTGAGAGGC
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-AAACACTGCTATTGAATGGGGAATGTTAGTGGCTAAAGGTATACAACTGCCCCCGCACCT
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GATTTAGGACCCCAAACATCGTTTAAAGCAATTACCTGGCCGACAACTCACGGAGGGGTC
-GTAAGTTTGGGATGCGTATTCGCTGCAACATTTGAATCCACAACAACAGTCAGTTTTGGC
-GTAAGTTTGGGATGCGTATTCGCTGCAACATTTGAATCCACAACAACAGTCAGTTTTGGC
-GTAAGTTTGGGATGCGTATTCGCTGCAACATTTGAATCCACAACAACAGTCAGTTTTGGC
-GTAAGTTTGGGATGCGTATTCGCTGCAACATTTGAATCCACAACAACAGTCAGTTTTGGC
-GTAAGTTTGGGATGCGTATTCGCTGCAACATTTGAATCCACAACAACAGTCAGTTTTGGC
-GTAAGTTTGGGATGCGTATTCGCTGCAACATTTGAATCCACAACAACAGTCAGTTTTGGC
-GTAAGTTTGGGATGCGTATTCGCTGCAACATTTGAATCCACAACAACAGTCAGTTTTGGC
-GTAAGTTTGGGATGCGTATTCGCTGCAACATTTGAATCCACAACAACAGTCAGTTTTGGC
-ACTCGCGTTCTGACCTCTGGTTATAATTTATGTATAAAACTAACAACGAGCGAACACGGT
-ACTCGCGTTCTGACCTCTGGTTATAATTTATGTATAAAACTAACAACGAGCGAACACGGT
-ACTCGCGTTCTGACCTCTGGTTATAATTTATGTATAAAACTAACAACGAGCGAACACGGT
-ACTCGCGTTCTGACCTCTGGTTATAATTTATGTATAAAACTAACAACGAGCGAACACGGT
-ACTCGCGTTCTGACCTCTGGTTATAATTTATGTATAAAACTAACAACGAGCGAACACGGT
-ACTCGCGTTCTGACCTCTGGTTATAATTTATGTATAAAACTAACAACGAGCGAACACGGT
-ACTCGCGTTCTGACCTCTGGTTATAATTTATGTATAAAACTAACAACGAGCGAACACGGT
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-TCACCGTCGGCTGTTTGTATCTAGATACTAGTGGATGAATTTACAACTTCCACTTTGCCC
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-CCTGACTATAGAGCTCTAGCGACAGGATTCGACGATCCGAGGACAACACACATTGGTGGG
-GTACAAGCCCCGACAACTCCATAAAGTAGGGTCACGTCCGTAACAACGAATGGTCTAGTC
-GTACAAGCCCCGACAACTCCATAAAGTAGGGTCACGTCCGTAACAACGAATGGTCTAGTC
-GTACAAGCCCCGACAACTCCATAAAGTAGGGTCACGTCCGTAACAACGAATGGTCTAGTC
-GTACAAGCCCCGACAACTCCATAAAGTAGGGTCACGTCCGTAACAACGAATGGTCTAGTC
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-TCGCTGCAAAGGGTAAGACTGAGGGCAGCCAGAAGCGACTAGACAACTAAATCACCCTAT
-CGTGACACCCTCGGGGATGAATCATAGAGGCACGTTTCACTCACAACGTAGCCATGAATA
-CGTGACACCCTCGGGGATGAATCATAGAGGCACGTTTCACTCACAACGTAGCCATGAATA
-CGTGACACCCTCGGGGATGAATCATAGAGGCACGTTTCACTCACAACGTAGCCATGAATA
-CGTGACACCCTCGGGGATGAATCATAGAGGCACGTTTCACTCACAACGTAGCCATGAATA
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-ACCATCCAACTCATGGAGAAACCGGCGACGAGCTTTCTATAGACAACTTGTGTTCGGAGG
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-AGGGGATATCGGGTACGAAAGTCTGGCTATGCCCTCTTTAAAACAACAGCTCCAAATGCT
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-ATTTGGAGCGATCCACTCCTGTATCGATCTCAAATCGATACGACAACCCTTGTAAATCTC
-AAGCTACTCATTAGGGGGCGCGTAACTCCTTCACAGAGTGGCACAACCGTTTTCAAGCTA
-AAGCTACTCATTAGGGGGCGCGTAACTCCTTCACAGAGTGGCACAACCGTTTTCAAGCTA
-AAGCTACTCATTAGGGGGCGCGTAACTCCTTCACAGAGTGGCACAACCGTTTTCAAGCTA
-AAGCTACTCATTAGGGGGCGCGTAACTCCTTCACAGAGTGGCACAACCGTTTTCAAGCTA
-AAGCTACTCATTAGGGGGCGCGTAACTCCTTCACAGAGTGGCACAACCGTTTTCAAGCTA
-AAGCTACTCATTAGGGGGCGCGTAACTCCTTCACAGAGTGGCACAACCGTTTTCAAGCTA
-AAGCTACTCATTAGGGGGCGCGTAACTCCTTCACAGAGTGGCACAACCGTTTTCAAGCTA
-AAGCTACTCATTAGGGGGCGCGTAACTCCTTCACAGAGTGGCACAACCGTTTTCAAGCTA
-AGGTACGGTGACGCTAGTTTGTGAAGAACGCGTGCCCCGTGAACAACCACTAAACATCAA
-AGGTACGGTGACGCTAGTTTGTGAAGAACGCGTGCCCCGTGAACAACCACTAAACATCAA
-AGGTACGGTGACGCTAGTTTGTGAAGAACGCGTGCCCCGTGAACAACCACTAAACATCAA
-AGGTACGGTGACGCTAGTTTGTGAAGAACGCGTGCCCCGTGAACAACCACTAAACATCAA
-AGGTACGGTGACGCTAGTTTGTGAAGAACGCGTGCCCCGTGAACAACCACTAAACATCAA
-AGGTACGGTGACGCTAGTTTGTGAAGAACGCGTGCCCCGTGAACAACCACTAAACATCAA
-CCGTTAGCTAGGCGCTGGGTGGCTGATGATTAAACTACTCTAACAACTGGCAGTCTGTTG
-CCGTTAGCTAGGCGCTGGGTGGCTGATGATTAAACTACTCTAACAACTGGCAGTCTGTTG
-CCGTTAGCTAGGCGCTGGGTGGCTGATGATTAAACTACTCTAACAACTGGCAGTCTGTTG
-CCGTTAGCTAGGCGCTGGGTGGCTGATGATTAAACTACTCTAACAACTGGCAGTCTGTTG
-CTGGATCCAGTAATATCTGATGTCATGCTTAGTCCCGAACCAACAACTGTTTACCAAACG
-CTGGATCCAGTAATATCTGATGTCATGCTTAGTCCCGAACCAACAACTGTTTACCAAACG
-CTGGATCCAGTAATATCTGATGTCATGCTTAGTCCCGAACCAACAACTGTTTACCAAACG
-CTGGATCCAGTAATATCTGATGTCATGCTTAGTCCCGAACCAACAACTGTTTACCAAACG
-CTGGATCCAGTAATATCTGATGTCATGCTTAGTCCCGAACCAACAACTGTTTACCAAACG
-CTGGATCCAGTAATATCTGATGTCATGCTTAGTCCCGAACCAACAACTGTTTACCAAACG
-CTGGATCCAGTAATATCTGATGTCATGCTTAGTCCCGAACCAACAACTGTTTACCAAACG
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-CTCTGGCATGTCGAACTATGGGTATCCTCTTCGTGTGCTAACACAACTGCAATTTCCACT
-GCAATCTGTTGTCATTAGGCTAGTCCGTTTCGGTGGCAGGGGACAACTTTGTACGCGTTT
-GCAATCTGTTGTCATTAGGCTAGTCCGTTTCGGTGGCAGGGGACAACTTTGTACGCGTTT
-GCAATCTGTTGTCATTAGGCTAGTCCGTTTCGGTGGCAGGGGACAACTTTGTACGCGTTT
-GCAATCTGTTGTCATTAGGCTAGTCCGTTTCGGTGGCAGGGGACAACTTTGTACGCGTTT
-GCAATCTGTTGTCATTAGGCTAGTCCGTTTCGGTGGCAGGGGACAACTTTGTACGCGTTT
-GCAATCTGTTGTCATTAGGCTAGTCCGTTTCGGTGGCAGGGGACAACTTTGTACGCGTTT
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-GAACATGGCCAGGCCTCGTCGTCTTCTCACACAAGCGATCTTACAACCATAGATACGGCC
-AACGGCGGAAAAGGCGCTCTCGGTAGAGCCGTGCATAGAACGACAACACCCCACTTGCTA
-AACGGCGGAAAAGGCGCTCTCGGTAGAGCCGTGCATAGAACGACAACACCCCACTTGCTA
-AACGGCGGAAAAGGCGCTCTCGGTAGAGCCGTGCATAGAACGACAACACCCCACTTGCTA
-AACGGCGGAAAAGGCGCTCTCGGTAGAGCCGTGCATAGAACGACAACACCCCACTTGCTA
-AACGGCGGAAAAGGCGCTCTCGGTAGAGCCGTGCATAGAACGACAACACCCCACTTGCTA
-AACGGCGGAAAAGGCGCTCTCGGTAGAGCCGTGCATAGAACGACAACACCCCACTTGCTA
-AACGGCGGAAAAGGCGCTCTCGGTAGAGCCGTGCATAGAACGACAACACCCCACTTGCTA
-AACGGCGGAAAAGGCGCTCTCGGTAGAGCCGTGCATAGAACGACAACACCCCACTTGCTA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTCGGAAGGGGCTAAAAACGTCAAGCGAGTTCACATGTTCGGACAACTCAGTGACGTGAA
-CTTGCGCAGTAGGCGTCATTAGACCCGCAATCCATCCCGCCTACAACTGTATTGCTCGCC
-CTTGCGCAGTAGGCGTCATTAGACCCGCAATCCATCCCGCCTACAACTGTATTGCTCGCC
-CTTGCGCAGTAGGCGTCATTAGACCCGCAATCCATCCCGCCTACAACTGTATTGCTCGCC
-CTTGCGCAGTAGGCGTCATTAGACCCGCAATCCATCCCGCCTACAACTGTATTGCTCGCC
-CTTGCGCAGTAGGCGTCATTAGACCCGCAATCCATCCCGCCTACAACTGTATTGCTCGCC
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-GGCGGAATAAACACTCGCTAGTTGACAATCGCACGCATATCCACAACTTATCGGGCCCTA
-TGACTGATTGTTCATGGTCCATCCTTGCATTCGGAGCTGTGGACAACGACTCAATAGGCC
-TGACTGATTGTTCATGGTCCATCCTTGCATTCGGAGCTGTGGACAACGACTCAATAGGCC
-TGACTGATTGTTCATGGTCCATCCTTGCATTCGGAGCTGTGGACAACGACTCAATAGGCC
-TGACTGATTGTTCATGGTCCATCCTTGCATTCGGAGCTGTGGACAACGACTCAATAGGCC
-TGACTGATTGTTCATGGTCCATCCTTGCATTCGGAGCTGTGGACAACGACTCAATAGGCC
-TGACTGATTGTTCATGGTCCATCCTTGCATTCGGAGCTGTGGACAACGACTCAATAGGCC
-GCCATGGATGCTATTCATAATCTCAAGGGAGTGCATGGAGGGACAACCGACTGGAAGGAA
-GCCATGGATGCTATTCATAATCTCAAGGGAGTGCATGGAGGGACAACCGACTGGAAGGAA
-GCCATGGATGCTATTCATAATCTCAAGGGAGTGCATGGAGGGACAACCGACTGGAAGGAA
-GCCATGGATGCTATTCATAATCTCAAGGGAGTGCATGGAGGGACAACCGACTGGAAGGAA
-GCCATGGATGCTATTCATAATCTCAAGGGAGTGCATGGAGGGACAACCGACTGGAAGGAA
-GCCATGGATGCTATTCATAATCTCAAGGGAGTGCATGGAGGGACAACCGACTGGAAGGAA
-GCCATGGATGCTATTCATAATCTCAAGGGAGTGCATGGAGGGACAACCGACTGGAAGGAA
-CTCGCTTAGCCGCGCTGATACTTGGACCATGTCGTGAGACCGACAACCGGACGGGAGATG
-CTCGCTTAGCCGCGCTGATACTTGGACCATGTCGTGAGACCGACAACCGGACGGGAGATG
-CTCGCTTAGCCGCGCTGATACTTGGACCATGTCGTGAGACCGACAACCGGACGGGAGATG
-CTCGCTTAGCCGCGCTGATACTTGGACCATGTCGTGAGACCGACAACCGGACGGGAGATG
-CTCGCTTAGCCGCGCTGATACTTGGACCATGTCGTGAGACCGACAACCGGACGGGAGATG
-GAAAACGTCAAAGATCGCAGTTTAAGAATTTAGTAAGTTGATACAACCACGAAGGCAGGC
-GAAAACGTCAAAGATCGCAGTTTAAGAATTTAGTAAGTTGATACAACCACGAAGGCAGGC
-GAAAACGTCAAAGATCGCAGTTTAAGAATTTAGTAAGTTGATACAACCACGAAGGCAGGC
-GAAAACGTCAAAGATCGCAGTTTAAGAATTTAGTAAGTTGATACAACCACGAAGGCAGGC
-GAAAACGTCAAAGATCGCAGTTTAAGAATTTAGTAAGTTGATACAACCACGAAGGCAGGC
-GAAAACGTCAAAGATCGCAGTTTAAGAATTTAGTAAGTTGATACAACCACGAAGGCAGGC
-GAAAACGTCAAAGATCGCAGTTTAAGAATTTAGTAAGTTGATACAACCACGAAGGCAGGC
-GAAAACGTCAAAGATCGCAGTTTAAGAATTTAGTAAGTTGATACAACCACGAAGGCAGGC
-GCAGAGGTGATCATCTAGACATGCGGGCCGGGTACACAGGTCACAACCATTTTATTAACC
-GCAGAGGTGATCATCTAGACATGCGGGCCGGGTACACAGGTCACAACCATTTTATTAACC
-GCAGAGGTGATCATCTAGACATGCGGGCCGGGTACACAGGTCACAACCATTTTATTAACC
-GCAGAGGTGATCATCTAGACATGCGGGCCGGGTACACAGGTCACAACCATTTTATTAACC
-GCAGAGGTGATCATCTAGACATGCGGGCCGGGTACACAGGTCACAACCATTTTATTAACC
-GCAGAGGTGATCATCTAGACATGCGGGCCGGGTACACAGGTCACAACCATTTTATTAACC
-GCAGAGGTGATCATCTAGACATGCGGGCCGGGTACACAGGTCACAACCATTTTATTAACC
-GCAGAGGTGATCATCTAGACATGCGGGCCGGGTACACAGGTCACAACCATTTTATTAACC
-GCACCGATTCGATATTGCAGGGCATTCGGTAACGCAGTAGTAACAACCCTTTTCACACCC
-GCACCGATTCGATATTGCAGGGCATTCGGTAACGCAGTAGTAACAACCCTTTTCACACCC
-GCACCGATTCGATATTGCAGGGCATTCGGTAACGCAGTAGTAACAACCCTTTTCACACCC
-GCACCGATTCGATATTGCAGGGCATTCGGTAACGCAGTAGTAACAACCCTTTTCACACCC
-GCACCGATTCGATATTGCAGGGCATTCGGTAACGCAGTAGTAACAACCCTTTTCACACCC
-GCACCGATTCGATATTGCAGGGCATTCGGTAACGCAGTAGTAACAACCCTTTTCACACCC
-GCACCGATTCGATATTGCAGGGCATTCGGTAACGCAGTAGTAACAACCCTTTTCACACCC
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-CTAATGACTGCTTTATCTGCGACGATAGCGGGATCAGCCCGCACAACTTATATTCTATAA
-GGATCTCCGAAGCTCTATCATACGCGGTTGGGTAGAACTCTGACAACGGTGTCTCCAGAC
-GGATCTCCGAAGCTCTATCATACGCGGTTGGGTAGAACTCTGACAACGGTGTCTCCAGAC
-GGATCTCCGAAGCTCTATCATACGCGGTTGGGTAGAACTCTGACAACGGTGTCTCCAGAC
-GGATCTCCGAAGCTCTATCATACGCGGTTGGGTAGAACTCTGACAACGGTGTCTCCAGAC
-GGATCTCCGAAGCTCTATCATACGCGGTTGGGTAGAACTCTGACAACGGTGTCTCCAGAC
-GGATCTCCGAAGCTCTATCATACGCGGTTGGGTAGAACTCTGACAACGGTGTCTCCAGAC
-GGATCTCCGAAGCTCTATCATACGCGGTTGGGTAGAACTCTGACAACGGTGTCTCCAGAC
-AATCGATACCGTAGTTCGAATTCCGAACGTTTGCCCGTGGGAACAACCCGTTGGGTTGAT
-AATCGATACCGTAGTTCGAATTCCGAACGTTTGCCCGTGGGAACAACCCGTTGGGTTGAT
-AATCGATACCGTAGTTCGAATTCCGAACGTTTGCCCGTGGGAACAACCCGTTGGGTTGAT
-AATCGATACCGTAGTTCGAATTCCGAACGTTTGCCCGTGGGAACAACCCGTTGGGTTGAT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AACGGGCGCACAGAGATCCGTGATGTCATAACGTGGGATCGCACAACTCCGAAATTAGTT
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGATGCTTGTGAACAGAGATTTGTACCGCTGTCGAAGGGCACACAACTTGATAGACCTTC
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-AGCAGACTAAATCCGCTGATCTTGGAAGTGCTGGTCAGAATAACAACCCGACTGGTCTCG
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TTCGCCGCCATGTTTCTCATTAAACGACAAGTAAGCGGCGGAACAACGCAACTTTGTACA
-TCGTCAAATAGCGTGCGGGAATCATCAGTCCGTTAGCGTTGTACAACGCGACCATAAACG
-TCGTCAAATAGCGTGCGGGAATCATCAGTCCGTTAGCGTTGTACAACGCGACCATAAACG
-TCGTCAAATAGCGTGCGGGAATCATCAGTCCGTTAGCGTTGTACAACGCGACCATAAACG
-TCGTCAAATAGCGTGCGGGAATCATCAGTCCGTTAGCGTTGTACAACGCGACCATAAACG
-TCGTCAAATAGCGTGCGGGAATCATCAGTCCGTTAGCGTTGTACAACGCGACCATAAACG
-TCGTCAAATAGCGTGCGGGAATCATCAGTCCGTTAGCGTTGTACAACGCGACCATAAACG
-TCGTCAAATAGCGTGCGGGAATCATCAGTCCGTTAGCGTTGTACAACGCGACCATAAACG
-TCGTCAAATAGCGTGCGGGAATCATCAGTCCGTTAGCGTTGTACAACGCGACCATAAACG
-CCTTAATACTGTCGTAACCGAAGTTTGAGGGGAATTGGAGGTACAACTCGGAGGCTGTGC
-CCTTAATACTGTCGTAACCGAAGTTTGAGGGGAATTGGAGGTACAACTCGGAGGCTGTGC
-CCTTAATACTGTCGTAACCGAAGTTTGAGGGGAATTGGAGGTACAACTCGGAGGCTGTGC
-CCTTAATACTGTCGTAACCGAAGTTTGAGGGGAATTGGAGGTACAACTCGGAGGCTGTGC
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TAACGTAATCTAAATTACCACTCCTCGTATCCCTACAAGCGAACAACGCACACGGGGGCG
-TGATCTGGGACCCGGTTGTTTTACTAGATTGTGGGCTCGGTGACAACGCCATGTTTCTGA
-TGATCTGGGACCCGGTTGTTTTACTAGATTGTGGGCTCGGTGACAACGCCATGTTTCTGA
-TGATCTGGGACCCGGTTGTTTTACTAGATTGTGGGCTCGGTGACAACGCCATGTTTCTGA
-TGATCTGGGACCCGGTTGTTTTACTAGATTGTGGGCTCGGTGACAACGCCATGTTTCTGA
-TGATCTGGGACCCGGTTGTTTTACTAGATTGTGGGCTCGGTGACAACGCCATGTTTCTGA
-TGATCTGGGACCCGGTTGTTTTACTAGATTGTGGGCTCGGTGACAACGCCATGTTTCTGA
-TGATCTGGGACCCGGTTGTTTTACTAGATTGTGGGCTCGGTGACAACGCCATGTTTCTGA
-CAGCAGATGTGTACTCTAGTCACGTACCGCCGCCGTTTTACAACAACTTTCGTGTCCTAC
-CAGCAGATGTGTACTCTAGTCACGTACCGCCGCCGTTTTACAACAACTTTCGTGTCCTAC
-CAGCAGATGTGTACTCTAGTCACGTACCGCCGCCGTTTTACAACAACTTTCGTGTCCTAC
-CAGCAGATGTGTACTCTAGTCACGTACCGCCGCCGTTTTACAACAACTTTCGTGTCCTAC
-CAGCAGATGTGTACTCTAGTCACGTACCGCCGCCGTTTTACAACAACTTTCGTGTCCTAC
-CAGCAGATGTGTACTCTAGTCACGTACCGCCGCCGTTTTACAACAACTTTCGTGTCCTAC
-CAGCAGATGTGTACTCTAGTCACGTACCGCCGCCGTTTTACAACAACTTTCGTGTCCTAC
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-AGGAGCTGTGCCTTTGTAGTTGATACACTGGTATCACTGCGCACAACTTCACCAGCTAAT
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-GTATTGGTCTGATGCTACTAAACTTTTGCGATTCCCACTACCACAACAACATGTAGTATC
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-TGAGTTTTTGTCAGGCCATCGCCCCGAACCGTCGTGTCTGCAACAACCCTGCCAATATAG
-CGCTTGCGTGGTGATATAAAGACTTCGAATAGTGATGCATCGACAACGAAAGGACGGAAG
-CGCTTGCGTGGTGATATAAAGACTTCGAATAGTGATGCATCGACAACGAAAGGACGGAAG
-CGCTTGCGTGGTGATATAAAGACTTCGAATAGTGATGCATCGACAACGAAAGGACGGAAG
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-CCCCGTCGGGGTCATGACATGCCGATAGCCCCAAACGTAGCAACAACGTCTGCAATTTTT
-GAGCAACGCGGACGCCGCAGGAAGTGCAAATCGGGAGTATAAACAACGCGAGTTCCACAC
-GAGCAACGCGGACGCCGCAGGAAGTGCAAATCGGGAGTATAAACAACGCGAGTTCCACAC
-GAGCAACGCGGACGCCGCAGGAAGTGCAAATCGGGAGTATAAACAACGCGAGTTCCACAC
-GAGCAACGCGGACGCCGCAGGAAGTGCAAATCGGGAGTATAAACAACGCGAGTTCCACAC
-GAGCAACGCGGACGCCGCAGGAAGTGCAAATCGGGAGTATAAACAACGCGAGTTCCACAC
-GAGCAACGCGGACGCCGCAGGAAGTGCAAATCGGGAGTATAAACAACGCGAGTTCCACAC
-CTTCCTACCAGTTGTAACTAAGTTTACAACCTAGCTGATCGGACAACTCGTTCGACATGT
-CTTCCTACCAGTTGTAACTAAGTTTACAACCTAGCTGATCGGACAACTCGTTCGACATGT
-CTTCCTACCAGTTGTAACTAAGTTTACAACCTAGCTGATCGGACAACTCGTTCGACATGT
-CTTCCTACCAGTTGTAACTAAGTTTACAACCTAGCTGATCGGACAACTCGTTCGACATGT
-CTTCCTACCAGTTGTAACTAAGTTTACAACCTAGCTGATCGGACAACTCGTTCGACATGT
-CTTCCTACCAGTTGTAACTAAGTTTACAACCTAGCTGATCGGACAACTCGTTCGACATGT
-CTTCCTACCAGTTGTAACTAAGTTTACAACCTAGCTGATCGGACAACTCGTTCGACATGT
-GGAGATAACTTGTACGCTGTTAAAGCGGACTCAATCACAGTAACAACGGTCTCGCAACAG
-GGAGATAACTTGTACGCTGTTAAAGCGGACTCAATCACAGTAACAACGGTCTCGCAACAG
-GGAGATAACTTGTACGCTGTTAAAGCGGACTCAATCACAGTAACAACGGTCTCGCAACAG
-CTATCCTACCTCCGTGGGCGCTACATGGTAAACTTTCTTCTTACAACTCACTTTATTGAG
-CTATCCTACCTCCGTGGGCGCTACATGGTAAACTTTCTTCTTACAACTCACTTTATTGAG
-CTATCCTACCTCCGTGGGCGCTACATGGTAAACTTTCTTCTTACAACTCACTTTATTGAG
-CTATCCTACCTCCGTGGGCGCTACATGGTAAACTTTCTTCTTACAACTCACTTTATTGAG
-CTATCCTACCTCCGTGGGCGCTACATGGTAAACTTTCTTCTTACAACTCACTTTATTGAG
-CTATCCTACCTCCGTGGGCGCTACATGGTAAACTTTCTTCTTACAACTCACTTTATTGAG
-CTATCCTACCTCCGTGGGCGCTACATGGTAAACTTTCTTCTTACAACTCACTTTATTGAG
-CTATCCTACCTCCGTGGGCGCTACATGGTAAACTTTCTTCTTACAACTCACTTTATTGAG
-TGAACCCCAACCAGTTCCTAATATTTCTATGGGTCCAGCCATACAACGTTACACAAGTCT
-TGAACCCCAACCAGTTCCTAATATTTCTATGGGTCCAGCCATACAACGTTACACAAGTCT
-TGAACCCCAACCAGTTCCTAATATTTCTATGGGTCCAGCCATACAACGTTACACAAGTCT
-TGAACCCCAACCAGTTCCTAATATTTCTATGGGTCCAGCCATACAACGTTACACAAGTCT
-TGAACCCCAACCAGTTCCTAATATTTCTATGGGTCCAGCCATACAACGTTACACAAGTCT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-CAGGAGTGGTAGCCATTATACGTGCATGTTTAATGTGTCAAGACAACGCTGCTAAGACTT
-GTACTCAGCATACTGCAGACTGTCCCTTCTTAAATGATCAGGACAACTGCGTGTGTGTGT
-GTACTCAGCATACTGCAGACTGTCCCTTCTTAAATGATCAGGACAACTGCGTGTGTGTGT
-GTACTCAGCATACTGCAGACTGTCCCTTCTTAAATGATCAGGACAACTGCGTGTGTGTGT
-GTACTCAGCATACTGCAGACTGTCCCTTCTTAAATGATCAGGACAACTGCGTGTGTGTGT
-GTACTCAGCATACTGCAGACTGTCCCTTCTTAAATGATCAGGACAACTGCGTGTGTGTGT
-GTACTCAGCATACTGCAGACTGTCCCTTCTTAAATGATCAGGACAACTGCGTGTGTGTGT
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-AACCCCGGGAGGGGACTTGAGAGACGGCCGATAAATATTACCACAACGTGCAGCACACCG
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-GGTGATGCTTGCTGTGGATCAATTGGGGGCGCGTTCGAACTGACAACCGCCGCACGCAAC
-CCGGAAGCTGGTCTATCTGCGTAGTCTTTAGCGCCCAAGCCGACAACGATTGTACGCCAC
-CCGGAAGCTGGTCTATCTGCGTAGTCTTTAGCGCCCAAGCCGACAACGATTGTACGCCAC
-CCGGAAGCTGGTCTATCTGCGTAGTCTTTAGCGCCCAAGCCGACAACGATTGTACGCCAC
-CCGGAAGCTGGTCTATCTGCGTAGTCTTTAGCGCCCAAGCCGACAACGATTGTACGCCAC
-CCGGAAGCTGGTCTATCTGCGTAGTCTTTAGCGCCCAAGCCGACAACGATTGTACGCCAC
-CCGGAAGCTGGTCTATCTGCGTAGTCTTTAGCGCCCAAGCCGACAACGATTGTACGCCAC
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-TAAACCCTCCTGATCGAGTCCCTGTGAATCTAGCTTCTTAGAACAACACATTGTTGTGTG
-CTAATGTTCGTCAGTCGCAGGCCGACGGGAAGTTCCGAGCTAACAACCAGGGCATACTTA
-CTAATGTTCGTCAGTCGCAGGCCGACGGGAAGTTCCGAGCTAACAACCAGGGCATACTTA
-CTAATGTTCGTCAGTCGCAGGCCGACGGGAAGTTCCGAGCTAACAACCAGGGCATACTTA
-CTAATGTTCGTCAGTCGCAGGCCGACGGGAAGTTCCGAGCTAACAACCAGGGCATACTTA
-CTAATGTTCGTCAGTCGCAGGCCGACGGGAAGTTCCGAGCTAACAACCAGGGCATACTTA
-CTAATGTTCGTCAGTCGCAGGCCGACGGGAAGTTCCGAGCTAACAACCAGGGCATACTTA
-CTAATGTTCGTCAGTCGCAGGCCGACGGGAAGTTCCGAGCTAACAACCAGGGCATACTTA
-CTAATGTTCGTCAGTCGCAGGCCGACGGGAAGTTCCGAGCTAACAACCAGGGCATACTTA
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-ACATGATCAGATTGTCCCTTGGTCGTACCTCGCGACGCACTCACAACATGCGTGCCCGTG
-CACCAGGTACTGCCGTGCTGAGTGCGGTAAGCATGCTCGAGGACAACGAATCAGACCCCC
-CACCAGGTACTGCCGTGCTGAGTGCGGTAAGCATGCTCGAGGACAACGAATCAGACCCCC
-CACCAGGTACTGCCGTGCTGAGTGCGGTAAGCATGCTCGAGGACAACGAATCAGACCCCC
-CACCAGGTACTGCCGTGCTGAGTGCGGTAAGCATGCTCGAGGACAACGAATCAGACCCCC
-CACCAGGTACTGCCGTGCTGAGTGCGGTAAGCATGCTCGAGGACAACGAATCAGACCCCC
-CACCAGGTACTGCCGTGCTGAGTGCGGTAAGCATGCTCGAGGACAACGAATCAGACCCCC
-CACCAGGTACTGCCGTGCTGAGTGCGGTAAGCATGCTCGAGGACAACGAATCAGACCCCC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-AGGCCGCAACATGGGTTCTAAAGAGCATAGATTCTGAATTCCACAACCCCTGCTAACTAC
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-TGAGATGATATGCGTTAGTGGGATCCGCCAACGCTGAAACCGACAACCACATCAATTTCA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-AGAGGCCCAAGGGCGTTGCACCTGCGGCTCCTGCAACCGTTTACAACAAACCTTTTGGGA
-TCCGTAATTTCCCAGCCCGATGATTTCTTTGCGAGGATTAGCACAACGATCTTGTGTACG
-TCCGTAATTTCCCAGCCCGATGATTTCTTTGCGAGGATTAGCACAACGATCTTGTGTACG
-TCCGTAATTTCCCAGCCCGATGATTTCTTTGCGAGGATTAGCACAACGATCTTGTGTACG
-TCCGTAATTTCCCAGCCCGATGATTTCTTTGCGAGGATTAGCACAACGATCTTGTGTACG
-TCCGTAATTTCCCAGCCCGATGATTTCTTTGCGAGGATTAGCACAACGATCTTGTGTACG
-TCCGTAATTTCCCAGCCCGATGATTTCTTTGCGAGGATTAGCACAACGATCTTGTGTACG
-TCCGTAATTTCCCAGCCCGATGATTTCTTTGCGAGGATTAGCACAACGATCTTGTGTACG
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-TCAACATCAACAAGATCAACGATTCATGCGATTTGCATTTTGACAACCTCCGAGATACTC
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-GTCATCCTTAGGTATACGGAAAGGCCTCTAATGTCGGTTGGTACAACTCTACTTGTGTAT
-CTACCAAGCAGGTAGGTACGCATTCAAGCGCTGAGCGTTACGACAACGCGGTGCAGCGAT
-CTACCAAGCAGGTAGGTACGCATTCAAGCGCTGAGCGTTACGACAACGCGGTGCAGCGAT
-CTACCAAGCAGGTAGGTACGCATTCAAGCGCTGAGCGTTACGACAACGCGGTGCAGCGAT
-CTACCAAGCAGGTAGGTACGCATTCAAGCGCTGAGCGTTACGACAACGCGGTGCAGCGAT
-CTACCAAGCAGGTAGGTACGCATTCAAGCGCTGAGCGTTACGACAACGCGGTGCAGCGAT
-CTACCAAGCAGGTAGGTACGCATTCAAGCGCTGAGCGTTACGACAACGCGGTGCAGCGAT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-CCTTTACTTCAGCCCAGCTGGATTAGAATGCACAAACTCATAACAACCTCGTTTTTGTTT
-TGACTGAGGGACTGGTTCATTATTCTGCCTGTCACCGACCGCACAACGACGGGACAAGTT
-TGACTGAGGGACTGGTTCATTATTCTGCCTGTCACCGACCGCACAACGACGGGACAAGTT
-TGACTGAGGGACTGGTTCATTATTCTGCCTGTCACCGACCGCACAACGACGGGACAAGTT
-CGGGTGGTAACCTACTAAATCGAGTACGGGTATTTGTAGCGAACAACTCCTGGTGTTCTT
-CGGGTGGTAACCTACTAAATCGAGTACGGGTATTTGTAGCGAACAACTCCTGGTGTTCTT
-CGGGTGGTAACCTACTAAATCGAGTACGGGTATTTGTAGCGAACAACTCCTGGTGTTCTT
-CGGGTGGTAACCTACTAAATCGAGTACGGGTATTTGTAGCGAACAACTCCTGGTGTTCTT
-CGGGTGGTAACCTACTAAATCGAGTACGGGTATTTGTAGCGAACAACTCCTGGTGTTCTT
-CGGGTGGTAACCTACTAAATCGAGTACGGGTATTTGTAGCGAACAACTCCTGGTGTTCTT
-CGGGTGGTAACCTACTAAATCGAGTACGGGTATTTGTAGCGAACAACTCCTGGTGTTCTT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTACGCAAATGGCCCGGCTATTATCAGTGATATAAACTGACGACAACACATAGCGATTGT
-CTAACTAGTGGGACATAAGCTCAAACAGCTAGCGGACACCTAACAACCCCGTGGCCTATA
-CTAACTAGTGGGACATAAGCTCAAACAGCTAGCGGACACCTAACAACCCCGTGGCCTATA
-CTAACTAGTGGGACATAAGCTCAAACAGCTAGCGGACACCTAACAACCCCGTGGCCTATA
-CTAACTAGTGGGACATAAGCTCAAACAGCTAGCGGACACCTAACAACCCCGTGGCCTATA
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-ATGAATCACCTTCCTCGATCCAAGTCCAGATGTGGATCGGTCACAACCACTGTTAAGGCC
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-CCATAGGGTTCCAATAGATGAGTTCGGAACACACCTCTGCGTACAACCATTGCCTACTAT
-TGCGTAGCGCTCCGACATTCAGCTTCAAAACCCGCTGATTCCACAACCCAGTGGAGTACA
-TGCGTAGCGCTCCGACATTCAGCTTCAAAACCCGCTGATTCCACAACCCAGTGGAGTACA
-TGCGTAGCGCTCCGACATTCAGCTTCAAAACCCGCTGATTCCACAACCCAGTGGAGTACA
-TGCGTAGCGCTCCGACATTCAGCTTCAAAACCCGCTGATTCCACAACCCAGTGGAGTACA
-TGCGTAGCGCTCCGACATTCAGCTTCAAAACCCGCTGATTCCACAACCCAGTGGAGTACA
-TGCGTAGCGCTCCGACATTCAGCTTCAAAACCCGCTGATTCCACAACCCAGTGGAGTACA
-TGCGTAGCGCTCCGACATTCAGCTTCAAAACCCGCTGATTCCACAACCCAGTGGAGTACA
-TGCGTAGCGCTCCGACATTCAGCTTCAAAACCCGCTGATTCCACAACCCAGTGGAGTACA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTAGCACCACCATTAAAGCTTTCCCGGCCGACGATTACATGTACAACCCGGCTTATGCTA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-CTCAGATGTCCCTTCCCCATAGATAATTCAGTGGATGCCCTGACAACTGCGGCCCGCGCA
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-TTGGTGGGGAACGGTTTTACCCGTGTCTGGGGACGAATTGCCACAACCGAACTGTCATCT
-CCTCCAAATCCCCGTTCACTCTGAGTTTGCCCTTGCACAGCAACAACGTTGTCGCACCTA
-CCTCCAAATCCCCGTTCACTCTGAGTTTGCCCTTGCACAGCAACAACGTTGTCGCACCTA
-CCTCCAAATCCCCGTTCACTCTGAGTTTGCCCTTGCACAGCAACAACGTTGTCGCACCTA
-CCTCCAAATCCCCGTTCACTCTGAGTTTGCCCTTGCACAGCAACAACGTTGTCGCACCTA
-CCTCCAAATCCCCGTTCACTCTGAGTTTGCCCTTGCACAGCAACAACGTTGTCGCACCTA
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-GCCCAGTGACATGTGTACGGTATGTCCCCTAATGCTCTACCTACAACTCGCGATCCAACG
-CGGGATGTATGTACGGGATTCGAACTCGCGCCCGGCCCGTATACAACTTACGCACTATCC
-CGGGATGTATGTACGGGATTCGAACTCGCGCCCGGCCCGTATACAACTTACGCACTATCC
-CGGGATGTATGTACGGGATTCGAACTCGCGCCCGGCCCGTATACAACTTACGCACTATCC
-CGGGATGTATGTACGGGATTCGAACTCGCGCCCGGCCCGTATACAACTTACGCACTATCC
-CGGGATGTATGTACGGGATTCGAACTCGCGCCCGGCCCGTATACAACTTACGCACTATCC
-CGGGATGTATGTACGGGATTCGAACTCGCGCCCGGCCCGTATACAACTTACGCACTATCC
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-ATCATCAACTCTAATAAAGATTCCAGTTTCCCAATTGGGTTTACAACATAGGTGGACGCG
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TGTACAATGTCACTAGGTACCTAATCCACCTACCGAGGTTTGACAACAGACCTCCAGGCC
-TATCCGTGGTCACAGCCACCGAGGTATGTGCGCATTGTGAATACAACTCCCCGCTCGGTG
-TATCCGTGGTCACAGCCACCGAGGTATGTGCGCATTGTGAATACAACTCCCCGCTCGGTG
-TATCCGTGGTCACAGCCACCGAGGTATGTGCGCATTGTGAATACAACTCCCCGCTCGGTG
-TATCCGTGGTCACAGCCACCGAGGTATGTGCGCATTGTGAATACAACTCCCCGCTCGGTG
-TATCCGTGGTCACAGCCACCGAGGTATGTGCGCATTGTGAATACAACTCCCCGCTCGGTG
-TATCCGTGGTCACAGCCACCGAGGTATGTGCGCATTGTGAATACAACTCCCCGCTCGGTG
-TATCCGTGGTCACAGCCACCGAGGTATGTGCGCATTGTGAATACAACTCCCCGCTCGGTG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-TCCAGTTCGTAGGCATGTCTGTCAAAGCTTAGGGCTGCTGGCACAACGCAGACGAACGCG
-CTAATGTCGCATTGCGGTAATCAGAATGGTTTTTAAAGAGCGACAACGTCATTCCTTGGC
-CTAATGTCGCATTGCGGTAATCAGAATGGTTTTTAAAGAGCGACAACGTCATTCCTTGGC
-CTAATGTCGCATTGCGGTAATCAGAATGGTTTTTAAAGAGCGACAACGTCATTCCTTGGC
-CTAATGTCGCATTGCGGTAATCAGAATGGTTTTTAAAGAGCGACAACGTCATTCCTTGGC
-CTAATGTCGCATTGCGGTAATCAGAATGGTTTTTAAAGAGCGACAACGTCATTCCTTGGC
-CTAATGTCGCATTGCGGTAATCAGAATGGTTTTTAAAGAGCGACAACGTCATTCCTTGGC
-CTAATGTCGCATTGCGGTAATCAGAATGGTTTTTAAAGAGCGACAACGTCATTCCTTGGC
-CTAATGTCGCATTGCGGTAATCAGAATGGTTTTTAAAGAGCGACAACGTCATTCCTTGGC
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-TCCAATCATACTTTTCGGGAGCCACGGTTCATCTTTACGTTCACAACGATCCCTCACCCG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GGGGCACTTAAGTAATGCATTACGGAGGAGCGGTAAAATCTTACAACACAGGTGCCTATG
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-GCGTAATCAGAGGTCCCTGGGCGAAATAGTGGACACGTGTGTACAACTACCTCCGATTTA
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-TCAATGAGCATAAGTTCTGCCATGAGTGACACTGCTTGTTACACAACGCAGCCAGCCAGC
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-CTAGGCATGCCCTTTAAACGGATGCGAACTTAGGCGGTAGAAACAACATGAGTCTCAGAT
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-GCTCGAAAGCATACGTCCAGGACTTCACATCCTAGATAATACACAACCTATGCAATGTAC
-TAGGGCTCGATGATTTGTGAGACCAGACTGGATCACGTGGAAACAACTCCGTGCAAGTCA
-TAGGGCTCGATGATTTGTGAGACCAGACTGGATCACGTGGAAACAACTCCGTGCAAGTCA
-TAGGGCTCGATGATTTGTGAGACCAGACTGGATCACGTGGAAACAACTCCGTGCAAGTCA
-TAGGGCTCGATGATTTGTGAGACCAGACTGGATCACGTGGAAACAACTCCGTGCAAGTCA
-TAGGGCTCGATGATTTGTGAGACCAGACTGGATCACGTGGAAACAACTCCGTGCAAGTCA
-TAGGGCTCGATGATTTGTGAGACCAGACTGGATCACGTGGAAACAACTCCGTGCAAGTCA
-TAGGGCTCGATGATTTGTGAGACCAGACTGGATCACGTGGAAACAACTCCGTGCAAGTCA
-TAGGGCTCGATGATTTGTGAGACCAGACTGGATCACGTGGAAACAACTCCGTGCAAGTCA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGGTTCTGTGTATCCCTATACGCATCCCATGATTATGGCTCCACAACATGCTGAATTTGA
-AGTTAAATTGAGACTCGTCGTTGCTGTAGGTCTCACCTTTTCACAACCGTCCGATTTCCG
-AGTTAAATTGAGACTCGTCGTTGCTGTAGGTCTCACCTTTTCACAACCGTCCGATTTCCG
-AGTTAAATTGAGACTCGTCGTTGCTGTAGGTCTCACCTTTTCACAACCGTCCGATTTCCG
-AGTTAAATTGAGACTCGTCGTTGCTGTAGGTCTCACCTTTTCACAACCGTCCGATTTCCG
-AGTTAAATTGAGACTCGTCGTTGCTGTAGGTCTCACCTTTTCACAACCGTCCGATTTCCG
-AGTTAAATTGAGACTCGTCGTTGCTGTAGGTCTCACCTTTTCACAACCGTCCGATTTCCG
-AGTTAAATTGAGACTCGTCGTTGCTGTAGGTCTCACCTTTTCACAACCGTCCGATTTCCG
-CCAAGCTTCCTGGAGTCCGTGGACACCGTAACCAAAAGATAAACAACGACGCCTCTTTTG
-CCAAGCTTCCTGGAGTCCGTGGACACCGTAACCAAAAGATAAACAACGACGCCTCTTTTG
-CCAAGCTTCCTGGAGTCCGTGGACACCGTAACCAAAAGATAAACAACGACGCCTCTTTTG
-CCAAGCTTCCTGGAGTCCGTGGACACCGTAACCAAAAGATAAACAACGACGCCTCTTTTG
-CCAAGCTTCCTGGAGTCCGTGGACACCGTAACCAAAAGATAAACAACGACGCCTCTTTTG
-CTTTTATATGCTTGATACCGCTCTGATCCGTGCTGTATCTCGACAACGGTCAGAGAACGT
-CTTTTATATGCTTGATACCGCTCTGATCCGTGCTGTATCTCGACAACGGTCAGAGAACGT
-CTTTTATATGCTTGATACCGCTCTGATCCGTGCTGTATCTCGACAACGGTCAGAGAACGT
-CTTTTATATGCTTGATACCGCTCTGATCCGTGCTGTATCTCGACAACGGTCAGAGAACGT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-AATTCACAACAAATAAAAACTACAGAATTGGATGAAAAACACACAACCCTATGACCGACT
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-ACCTAGCCGACAACTCAGCACCGAGGCTGGACGTGGATCTAGACAACTACTCCTGATCGC
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-GCCCCGCCATTTCACCGCGCTCGACGTAAGCCTGCGTTTAAGACAACCGTTATCGTCTCA
-CCGCATTAGAGGGTTTGGCTCCCGTCAACGAATTGGTCCAGCACAACCCGCGGACTGTGG
-CCGCATTAGAGGGTTTGGCTCCCGTCAACGAATTGGTCCAGCACAACCCGCGGACTGTGG
-CCGCATTAGAGGGTTTGGCTCCCGTCAACGAATTGGTCCAGCACAACCCGCGGACTGTGG
-CCGCATTAGAGGGTTTGGCTCCCGTCAACGAATTGGTCCAGCACAACCCGCGGACTGTGG
-CCGCATTAGAGGGTTTGGCTCCCGTCAACGAATTGGTCCAGCACAACCCGCGGACTGTGG
-CCGCATTAGAGGGTTTGGCTCCCGTCAACGAATTGGTCCAGCACAACCCGCGGACTGTGG
-CCGCATTAGAGGGTTTGGCTCCCGTCAACGAATTGGTCCAGCACAACCCGCGGACTGTGG
-CCTTTCAGATCCACGCGTCTCCCAACGACTAATGGGAGCGTTACAACGATCACGGCAGAA
-CCTTTCAGATCCACGCGTCTCCCAACGACTAATGGGAGCGTTACAACGATCACGGCAGAA
-CCTTTCAGATCCACGCGTCTCCCAACGACTAATGGGAGCGTTACAACGATCACGGCAGAA
-CCTTTCAGATCCACGCGTCTCCCAACGACTAATGGGAGCGTTACAACGATCACGGCAGAA
-CCTTTCAGATCCACGCGTCTCCCAACGACTAATGGGAGCGTTACAACGATCACGGCAGAA
-CCTTTCAGATCCACGCGTCTCCCAACGACTAATGGGAGCGTTACAACGATCACGGCAGAA
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TATATGGGTAGAAGGCCACGAAAGGTTCCAGCCACGGCAAGGACAACTCACCGTGCTAAG
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TAGACCCTGCTCTCCTTGTAACTCGTGACATGAATGTACCACACAACACTTTAAGACGAA
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TTTAATTCAAAGTGGCACATCAATTCAAGTTCAAGGGCGCAGACAACTTCCGATTCGTGC
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-TGCAGCCTTTGACCCCCGACAGGCTAGACCACCTTAGTGTGGACAACTCCTCTGGGCAAA
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-ATAGCATCTTCCACATACTGGGGCATAGCGGACATATATTCTACAACTAGATGTAAATTT
-CTACTACAGGTAGGCCCCCAGTAACTAACTATGTAAGATTCAACAACAGTTACTGGGCAA
-CTACTACAGGTAGGCCCCCAGTAACTAACTATGTAAGATTCAACAACAGTTACTGGGCAA
-CTACTACAGGTAGGCCCCCAGTAACTAACTATGTAAGATTCAACAACAGTTACTGGGCAA
-CTACTACAGGTAGGCCCCCAGTAACTAACTATGTAAGATTCAACAACAGTTACTGGGCAA
-CTACTACAGGTAGGCCCCCAGTAACTAACTATGTAAGATTCAACAACAGTTACTGGGCAA
-CTACTACAGGTAGGCCCCCAGTAACTAACTATGTAAGATTCAACAACAGTTACTGGGCAA
-CTACTACAGGTAGGCCCCCAGTAACTAACTATGTAAGATTCAACAACAGTTACTGGGCAA
-GGGGTGATAATTTTTCATGCGAATCTCTATCTGCACCGGGGGACAACTACATTGAAAGCG
-GGGGTGATAATTTTTCATGCGAATCTCTATCTGCACCGGGGGACAACTACATTGAAAGCG
-GGGGTGATAATTTTTCATGCGAATCTCTATCTGCACCGGGGGACAACTACATTGAAAGCG
-GGGGTGATAATTTTTCATGCGAATCTCTATCTGCACCGGGGGACAACTACATTGAAAGCG
-GGGGTGATAATTTTTCATGCGAATCTCTATCTGCACCGGGGGACAACTACATTGAAAGCG
-GGGGTGATAATTTTTCATGCGAATCTCTATCTGCACCGGGGGACAACTACATTGAAAGCG
-GGGGTGATAATTTTTCATGCGAATCTCTATCTGCACCGGGGGACAACTACATTGAAAGCG
-GGGGTGATAATTTTTCATGCGAATCTCTATCTGCACCGGGGGACAACTACATTGAAAGCG
-CTTAACGACGGTGCCCTCGTGTAGAAGTATGAATAATATTGCACAACAGAGGGATTAGTC
-CTTAACGACGGTGCCCTCGTGTAGAAGTATGAATAATATTGCACAACAGAGGGATTAGTC
-CTTAACGACGGTGCCCTCGTGTAGAAGTATGAATAATATTGCACAACAGAGGGATTAGTC
-CTTAACGACGGTGCCCTCGTGTAGAAGTATGAATAATATTGCACAACAGAGGGATTAGTC
-CTTAACGACGGTGCCCTCGTGTAGAAGTATGAATAATATTGCACAACAGAGGGATTAGTC
-CTTAACGACGGTGCCCTCGTGTAGAAGTATGAATAATATTGCACAACAGAGGGATTAGTC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-ACTACGTCCTCGACTTAGGGCATCATGCATGACGTCCCGCACACAACAAGTGGCTCGCAC
-GGACATTAGGTCGGTAACATCCGAACAAAGACCCTCGCAGACACAACGCAAAATGAGTAT
-GGACATTAGGTCGGTAACATCCGAACAAAGACCCTCGCAGACACAACGCAAAATGAGTAT
-GGACATTAGGTCGGTAACATCCGAACAAAGACCCTCGCAGACACAACGCAAAATGAGTAT
-GGACATTAGGTCGGTAACATCCGAACAAAGACCCTCGCAGACACAACGCAAAATGAGTAT
-GGACATTAGGTCGGTAACATCCGAACAAAGACCCTCGCAGACACAACGCAAAATGAGTAT
-GGACATTAGGTCGGTAACATCCGAACAAAGACCCTCGCAGACACAACGCAAAATGAGTAT
-GGACATTAGGTCGGTAACATCCGAACAAAGACCCTCGCAGACACAACGCAAAATGAGTAT
-GGACATTAGGTCGGTAACATCCGAACAAAGACCCTCGCAGACACAACGCAAAATGAGTAT
-GATATCTCTGCGGTGGCTGGAAAGCCAGATTAACATATCGTGACAACTTAAAGAGTATTA
-GATATCTCTGCGGTGGCTGGAAAGCCAGATTAACATATCGTGACAACTTAAAGAGTATTA
-GATATCTCTGCGGTGGCTGGAAAGCCAGATTAACATATCGTGACAACTTAAAGAGTATTA
-GATATCTCTGCGGTGGCTGGAAAGCCAGATTAACATATCGTGACAACTTAAAGAGTATTA
-GATATCTCTGCGGTGGCTGGAAAGCCAGATTAACATATCGTGACAACTTAAAGAGTATTA
-GATATCTCTGCGGTGGCTGGAAAGCCAGATTAACATATCGTGACAACTTAAAGAGTATTA
-CACTGGCGATCTAGCCCGATAACTTATGCGAAAGTGAGACCTACAACGCGAGGTCTACGC
-CACTGGCGATCTAGCCCGATAACTTATGCGAAAGTGAGACCTACAACGCGAGGTCTACGC
-CACTGGCGATCTAGCCCGATAACTTATGCGAAAGTGAGACCTACAACGCGAGGTCTACGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-CTCACCGAAAAGGTAGCCGACGGGCGCATACGAAACTTACAAACAACAGCGACTCAAGGC
-GGAGTACTTTCTGCAAAAGGTGTAAGAGTGTGGTCCTAATTGACAACGGCCGACGAGATA
-GGAGTACTTTCTGCAAAAGGTGTAAGAGTGTGGTCCTAATTGACAACGGCCGACGAGATA
-GGAGTACTTTCTGCAAAAGGTGTAAGAGTGTGGTCCTAATTGACAACGGCCGACGAGATA
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-GACAAAGAGTATGATACCCACCCTTACGTCACCACTTGCTAGACAACAAGTGGTGCGAAT
-CAGTATCCGTCCGACATCGGAGAACACGACCTACGGTTAGTGACAACCGCAGTAGCCGTG
-CAGTATCCGTCCGACATCGGAGAACACGACCTACGGTTAGTGACAACCGCAGTAGCCGTG
-CAGTATCCGTCCGACATCGGAGAACACGACCTACGGTTAGTGACAACCGCAGTAGCCGTG
-CAGTATCCGTCCGACATCGGAGAACACGACCTACGGTTAGTGACAACCGCAGTAGCCGTG
-CAGTATCCGTCCGACATCGGAGAACACGACCTACGGTTAGTGACAACCGCAGTAGCCGTG
-CAGTATCCGTCCGACATCGGAGAACACGACCTACGGTTAGTGACAACCGCAGTAGCCGTG
-CAGTATCCGTCCGACATCGGAGAACACGACCTACGGTTAGTGACAACCGCAGTAGCCGTG
-CAGTATCCGTCCGACATCGGAGAACACGACCTACGGTTAGTGACAACCGCAGTAGCCGTG
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-GGGTTATTATTTCGGCAGACGCTACGGTGGTCTAGGTTAGTAACAACCGTACCACCAGCT
-AGGACCCAAAATGAGGAGTGTTTGTTGCGTCTTGGTGATTAAACAACGGTGTGTAGAACA
-AGGACCCAAAATGAGGAGTGTTTGTTGCGTCTTGGTGATTAAACAACGGTGTGTAGAACA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-CACTCAGCGTGATTCCCACCGCCGATGGCATCAGGTCTCAATACAACATACGTGATGGGA
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-AAGCGATGAGGCGTCTGGCGAACCTCTTTGTCACATATATTCACAACATGTCTCGCGCTG
-GAACTGGCTGTGCCGCACGCATAGAGTACCCGTGAGAGCACGACAACAGCCAACAGCTAT
-GAACTGGCTGTGCCGCACGCATAGAGTACCCGTGAGAGCACGACAACAGCCAACAGCTAT
-GAACTGGCTGTGCCGCACGCATAGAGTACCCGTGAGAGCACGACAACAGCCAACAGCTAT
-GAACTGGCTGTGCCGCACGCATAGAGTACCCGTGAGAGCACGACAACAGCCAACAGCTAT
-GAACTGGCTGTGCCGCACGCATAGAGTACCCGTGAGAGCACGACAACAGCCAACAGCTAT
-GAACTGGCTGTGCCGCACGCATAGAGTACCCGTGAGAGCACGACAACAGCCAACAGCTAT
-GAACTGGCTGTGCCGCACGCATAGAGTACCCGTGAGAGCACGACAACAGCCAACAGCTAT
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-GTTACACTGTTCATATGTTTGCACCTCGTATCACGTATTGAGACAACTGTATGCCTCGGA
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-CTCATGTAGTAGCCTAGGCAATTACCCGGCAATTCGCCCAACACAACACCAGATATTACT
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-GCGTCTTTAATCTACTTCACAACGCGACTTTTAAGGCGTCTTACAACCCTTGATCGTTTC
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AACGTAGAACGCTAGATCCTTTACGGCTACGCGAAATGGTATACAACTCCTTGTCGCACA
-AAACAGTCGTATTAGTGGAGGGTGGATGCAACAGGGCCAGTGACAACCAACGTAGACGCC
-AAACAGTCGTATTAGTGGAGGGTGGATGCAACAGGGCCAGTGACAACCAACGTAGACGCC
-AAACAGTCGTATTAGTGGAGGGTGGATGCAACAGGGCCAGTGACAACCAACGTAGACGCC
-AAACAGTCGTATTAGTGGAGGGTGGATGCAACAGGGCCAGTGACAACCAACGTAGACGCC
-AAACAGTCGTATTAGTGGAGGGTGGATGCAACAGGGCCAGTGACAACCAACGTAGACGCC
-AAACAGTCGTATTAGTGGAGGGTGGATGCAACAGGGCCAGTGACAACCAACGTAGACGCC
-ACTGCCGGTTTCACTACTGAGTACTTAGATGGCTCCTCCAATACAACTAGTAAGCACAGC
-ACTGCCGGTTTCACTACTGAGTACTTAGATGGCTCCTCCAATACAACTAGTAAGCACAGC
-ACTGCCGGTTTCACTACTGAGTACTTAGATGGCTCCTCCAATACAACTAGTAAGCACAGC
-ACTGCCGGTTTCACTACTGAGTACTTAGATGGCTCCTCCAATACAACTAGTAAGCACAGC
-ACTGCCGGTTTCACTACTGAGTACTTAGATGGCTCCTCCAATACAACTAGTAAGCACAGC
-ACTGCCGGTTTCACTACTGAGTACTTAGATGGCTCCTCCAATACAACTAGTAAGCACAGC
-ACTGCCGGTTTCACTACTGAGTACTTAGATGGCTCCTCCAATACAACTAGTAAGCACAGC
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-ATGAACGTTTACACAAGTACACGCAATTAGAACTATCAGGAGACAACCTCAGAATGTCTG
-GTCTATTTGTTGAATCTCTGGATTAGTGGGACGGGTTCGGACACAACGTCAGTTTTCAGG
-GTCTATTTGTTGAATCTCTGGATTAGTGGGACGGGTTCGGACACAACGTCAGTTTTCAGG
-GTCTATTTGTTGAATCTCTGGATTAGTGGGACGGGTTCGGACACAACGTCAGTTTTCAGG
-GTCTATTTGTTGAATCTCTGGATTAGTGGGACGGGTTCGGACACAACGTCAGTTTTCAGG
-GTCTATTTGTTGAATCTCTGGATTAGTGGGACGGGTTCGGACACAACGTCAGTTTTCAGG
-GTCTATTTGTTGAATCTCTGGATTAGTGGGACGGGTTCGGACACAACGTCAGTTTTCAGG
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-GACAAGTCGAAAAAATATCGTACTGTATGAGCTGGCACCAGTACAACATTTTGACCATTC
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-ACTACCCAACAATATGATTGAAGTCTTCCCTATCCGCATGTTACAACTCGTCATCTTGCG
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-CGCATTGAATCTCCAGTGTACTATCACATATGAACCACGTCGACAACCCCATAGTGGTCA
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-GCTCGGGAATGGTCCGCCTGGGTCGTACTACCGAATAGTCTGACAACAACCAATCACACT
-TGGGCTGACGCTGTCAATCTATCTGCGGTTGCCAACCCACGGACAACCAGATTGGAAGGG
-TGGGCTGACGCTGTCAATCTATCTGCGGTTGCCAACCCACGGACAACCAGATTGGAAGGG
-TGGGCTGACGCTGTCAATCTATCTGCGGTTGCCAACCCACGGACAACCAGATTGGAAGGG
-TGGGCTGACGCTGTCAATCTATCTGCGGTTGCCAACCCACGGACAACCAGATTGGAAGGG
-TGGGCTGACGCTGTCAATCTATCTGCGGTTGCCAACCCACGGACAACCAGATTGGAAGGG
-TGGGCTGACGCTGTCAATCTATCTGCGGTTGCCAACCCACGGACAACCAGATTGGAAGGG
-TGGGCTGACGCTGTCAATCTATCTGCGGTTGCCAACCCACGGACAACCAGATTGGAAGGG
-TGGGCTGACGCTGTCAATCTATCTGCGGTTGCCAACCCACGGACAACCAGATTGGAAGGG
-GCGTTAAACGTAGAGGGGTCGCACATCCGCCCCCATTCATCAACAACTATCCAAAAGCCG
-GCGTTAAACGTAGAGGGGTCGCACATCCGCCCCCATTCATCAACAACTATCCAAAAGCCG
-GCGTTAAACGTAGAGGGGTCGCACATCCGCCCCCATTCATCAACAACTATCCAAAAGCCG
-GCGTTAAACGTAGAGGGGTCGCACATCCGCCCCCATTCATCAACAACTATCCAAAAGCCG
-GCGTTAAACGTAGAGGGGTCGCACATCCGCCCCCATTCATCAACAACTATCCAAAAGCCG
-GCGTTAAACGTAGAGGGGTCGCACATCCGCCCCCATTCATCAACAACTATCCAAAAGCCG
-GCGTTAAACGTAGAGGGGTCGCACATCCGCCCCCATTCATCAACAACTATCCAAAAGCCG
-GCGTTAAACGTAGAGGGGTCGCACATCCGCCCCCATTCATCAACAACTATCCAAAAGCCG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CAAACGTGCCCCCACTATGTCCATTGTCGACAAGCGGGAGCTACAACATTTTCTGGGCTG
-CACGGAGGTGTCTCAAGCGCCCAGGCCGGTGGATGTTAACGCACAACATTAGAAGGCTCA
-CACGGAGGTGTCTCAAGCGCCCAGGCCGGTGGATGTTAACGCACAACATTAGAAGGCTCA
-CACGGAGGTGTCTCAAGCGCCCAGGCCGGTGGATGTTAACGCACAACATTAGAAGGCTCA
-CACGGAGGTGTCTCAAGCGCCCAGGCCGGTGGATGTTAACGCACAACATTAGAAGGCTCA
-CACGGAGGTGTCTCAAGCGCCCAGGCCGGTGGATGTTAACGCACAACATTAGAAGGCTCA
-CACGGAGGTGTCTCAAGCGCCCAGGCCGGTGGATGTTAACGCACAACATTAGAAGGCTCA
-CCTAGTATTCGGCAGTATTTGAACTCCGTCACCTAGTACTGGACAACCAAACCAGGTATC
-CCTAGTATTCGGCAGTATTTGAACTCCGTCACCTAGTACTGGACAACCAAACCAGGTATC
-CCTAGTATTCGGCAGTATTTGAACTCCGTCACCTAGTACTGGACAACCAAACCAGGTATC
-CCTAGTATTCGGCAGTATTTGAACTCCGTCACCTAGTACTGGACAACCAAACCAGGTATC
-CCTAGTATTCGGCAGTATTTGAACTCCGTCACCTAGTACTGGACAACCAAACCAGGTATC
-CCTAGTATTCGGCAGTATTTGAACTCCGTCACCTAGTACTGGACAACCAAACCAGGTATC
-CCTAGTATTCGGCAGTATTTGAACTCCGTCACCTAGTACTGGACAACCAAACCAGGTATC
-ACAGCGAAACTCGTACAGAATACAAGGAGTCCATGGCGTTGTACAACGTGAAGCTACAGT
-ACAGCGAAACTCGTACAGAATACAAGGAGTCCATGGCGTTGTACAACGTGAAGCTACAGT
-ACAGCGAAACTCGTACAGAATACAAGGAGTCCATGGCGTTGTACAACGTGAAGCTACAGT
-ACAGCGAAACTCGTACAGAATACAAGGAGTCCATGGCGTTGTACAACGTGAAGCTACAGT
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-CAGGTAAGGCCCTTCCCGACATCCCGAGAGTACAGTCACTGCACAACGCTAGCCCAGTGG
-TACAGACTAATGAGTTCTTGGCTAATTCAAAGGTTTCGGACAACAACTTAAGACGACTCG
-TACAGACTAATGAGTTCTTGGCTAATTCAAAGGTTTCGGACAACAACTTAAGACGACTCG
-TACAGACTAATGAGTTCTTGGCTAATTCAAAGGTTTCGGACAACAACTTAAGACGACTCG
-TACAGACTAATGAGTTCTTGGCTAATTCAAAGGTTTCGGACAACAACTTAAGACGACTCG
-TACAGACTAATGAGTTCTTGGCTAATTCAAAGGTTTCGGACAACAACTTAAGACGACTCG
-TACAGACTAATGAGTTCTTGGCTAATTCAAAGGTTTCGGACAACAACTTAAGACGACTCG
-TACAGACTAATGAGTTCTTGGCTAATTCAAAGGTTTCGGACAACAACTTAAGACGACTCG
-TACAGACTAATGAGTTCTTGGCTAATTCAAAGGTTTCGGACAACAACTTAAGACGACTCG
-TCGCGGGTGGCGTCCCCTAACCGTCGTTAGAACGCTCACGCGACAACTGCTTGAACGTTG
-TCGCGGGTGGCGTCCCCTAACCGTCGTTAGAACGCTCACGCGACAACTGCTTGAACGTTG
-TCGCGGGTGGCGTCCCCTAACCGTCGTTAGAACGCTCACGCGACAACTGCTTGAACGTTG
-TCGCGGGTGGCGTCCCCTAACCGTCGTTAGAACGCTCACGCGACAACTGCTTGAACGTTG
-TCGCGGGTGGCGTCCCCTAACCGTCGTTAGAACGCTCACGCGACAACTGCTTGAACGTTG
-TCGCGGGTGGCGTCCCCTAACCGTCGTTAGAACGCTCACGCGACAACTGCTTGAACGTTG
-TCGCGGGTGGCGTCCCCTAACCGTCGTTAGAACGCTCACGCGACAACTGCTTGAACGTTG
-TCGCGGGTGGCGTCCCCTAACCGTCGTTAGAACGCTCACGCGACAACTGCTTGAACGTTG
-ACCGGCATGCTAGTACGGACTTGATCTGAGAACCGAAAAGCAACAACGCGTAATGGGGTT
-ACCGGCATGCTAGTACGGACTTGATCTGAGAACCGAAAAGCAACAACGCGTAATGGGGTT
-ACCGGCATGCTAGTACGGACTTGATCTGAGAACCGAAAAGCAACAACGCGTAATGGGGTT
-ACCGGCATGCTAGTACGGACTTGATCTGAGAACCGAAAAGCAACAACGCGTAATGGGGTT
-ACCGGCATGCTAGTACGGACTTGATCTGAGAACCGAAAAGCAACAACGCGTAATGGGGTT
-ACCGGCATGCTAGTACGGACTTGATCTGAGAACCGAAAAGCAACAACGCGTAATGGGGTT
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGATGACGGACTGCTTCCTGTGCCCCTATTTACTAACCAGACACAACCTCACTCAAACCC
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-TGAACCCATATACGGTCAACGGGTTGCGCCAGCACGGAGGCTACAACATGATGTACGTAG
-AGTGAGCGGTGGAGCCCCCCTTGAGGCAGGGGCATGTACTGAACAACGCGTAAACTCTAT
-AGTGAGCGGTGGAGCCCCCCTTGAGGCAGGGGCATGTACTGAACAACGCGTAAACTCTAT
-AGTGAGCGGTGGAGCCCCCCTTGAGGCAGGGGCATGTACTGAACAACGCGTAAACTCTAT
-AGTGAGCGGTGGAGCCCCCCTTGAGGCAGGGGCATGTACTGAACAACGCGTAAACTCTAT
-CGCGCGGGTGTTAGGTACGTCCAGTTATCTTAGGTCCTGTAGACAACGTACTATAGGATC
-CGCGCGGGTGTTAGGTACGTCCAGTTATCTTAGGTCCTGTAGACAACGTACTATAGGATC
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-AACCAAGTTTTACGGGCTTGCCGATCTGATTAGGACTTCATTACAACAATACCATATAAA
-GAAGTGAGCCGTAAAGCCGACAGGGGCATGTATCAGTGCATAACAACGCACAAGGTGCTG
-GAAGTGAGCCGTAAAGCCGACAGGGGCATGTATCAGTGCATAACAACGCACAAGGTGCTG
-GAAGTGAGCCGTAAAGCCGACAGGGGCATGTATCAGTGCATAACAACGCACAAGGTGCTG
-GAAGTGAGCCGTAAAGCCGACAGGGGCATGTATCAGTGCATAACAACGCACAAGGTGCTG
-GAAGTGAGCCGTAAAGCCGACAGGGGCATGTATCAGTGCATAACAACGCACAAGGTGCTG
-GAAGTGAGCCGTAAAGCCGACAGGGGCATGTATCAGTGCATAACAACGCACAAGGTGCTG
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-GCAACCGGGATTTCTTGCTCTATCGTGTCCGCGGCCAGCGCCACAACCTTATTTACTAAC
-CAGTATTCTGTCAAGAGATAGCGGGGTAGGGTCTTACTTGCGACAACTGCCTGTATCAAA
-CAGTATTCTGTCAAGAGATAGCGGGGTAGGGTCTTACTTGCGACAACTGCCTGTATCAAA
-CAGTATTCTGTCAAGAGATAGCGGGGTAGGGTCTTACTTGCGACAACTGCCTGTATCAAA
-CAGTATTCTGTCAAGAGATAGCGGGGTAGGGTCTTACTTGCGACAACTGCCTGTATCAAA
-CAGTATTCTGTCAAGAGATAGCGGGGTAGGGTCTTACTTGCGACAACTGCCTGTATCAAA
-CAGTATTCTGTCAAGAGATAGCGGGGTAGGGTCTTACTTGCGACAACTGCCTGTATCAAA
-CAGTATTCTGTCAAGAGATAGCGGGGTAGGGTCTTACTTGCGACAACTGCCTGTATCAAA
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-TTATAAAGAAACTCTTAAAAAGCACGACGATAATTGCTATTTACAACCACAAGATATTCC
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-AATTGCTTTCATAGGTATCAGCTAGGACGGCGTAAAGGGCCAACAACGCGCACTAAGGGA
-ACCTTATTGGGGAACCCTCCATTAGCTCTCGCCGTAATTACCACAACTGGGCGGTCCGTA
-ACCTTATTGGGGAACCCTCCATTAGCTCTCGCCGTAATTACCACAACTGGGCGGTCCGTA
-ACCTTATTGGGGAACCCTCCATTAGCTCTCGCCGTAATTACCACAACTGGGCGGTCCGTA
-ACCTTATTGGGGAACCCTCCATTAGCTCTCGCCGTAATTACCACAACTGGGCGGTCCGTA
-ACCTTATTGGGGAACCCTCCATTAGCTCTCGCCGTAATTACCACAACTGGGCGGTCCGTA
-GTTAATTAGATTGGAAGGGTGCATGCCCCAGTAGGCCGCCAGACAACTGTATTTCAGTAT
-GTTAATTAGATTGGAAGGGTGCATGCCCCAGTAGGCCGCCAGACAACTGTATTTCAGTAT
-GTTAATTAGATTGGAAGGGTGCATGCCCCAGTAGGCCGCCAGACAACTGTATTTCAGTAT
-GTTAATTAGATTGGAAGGGTGCATGCCCCAGTAGGCCGCCAGACAACTGTATTTCAGTAT
-GTTAATTAGATTGGAAGGGTGCATGCCCCAGTAGGCCGCCAGACAACTGTATTTCAGTAT
-GTTAATTAGATTGGAAGGGTGCATGCCCCAGTAGGCCGCCAGACAACTGTATTTCAGTAT
-GTTAATTAGATTGGAAGGGTGCATGCCCCAGTAGGCCGCCAGACAACTGTATTTCAGTAT
-GTTAATTAGATTGGAAGGGTGCATGCCCCAGTAGGCCGCCAGACAACTGTATTTCAGTAT
-TTTCAGTCATTAACGCCCATCAGGGACTCCTTAACGCTACGGACAACCGCCAAGGCACGT
-TTTCAGTCATTAACGCCCATCAGGGACTCCTTAACGCTACGGACAACCGCCAAGGCACGT
-TTTCAGTCATTAACGCCCATCAGGGACTCCTTAACGCTACGGACAACCGCCAAGGCACGT
-TTTCAGTCATTAACGCCCATCAGGGACTCCTTAACGCTACGGACAACCGCCAAGGCACGT
-TTTCAGTCATTAACGCCCATCAGGGACTCCTTAACGCTACGGACAACCGCCAAGGCACGT
-TTTCAGTCATTAACGCCCATCAGGGACTCCTTAACGCTACGGACAACCGCCAAGGCACGT
-AGACTCCCTACCGTCTTGGAGGGGCACTTATGCGTATTGAACACAACGAGCCTACACCTC
-AGACTCCCTACCGTCTTGGAGGGGCACTTATGCGTATTGAACACAACGAGCCTACACCTC
-AGACTCCCTACCGTCTTGGAGGGGCACTTATGCGTATTGAACACAACGAGCCTACACCTC
-AGACTCCCTACCGTCTTGGAGGGGCACTTATGCGTATTGAACACAACGAGCCTACACCTC
-AGACTCCCTACCGTCTTGGAGGGGCACTTATGCGTATTGAACACAACGAGCCTACACCTC
-AGACTCCCTACCGTCTTGGAGGGGCACTTATGCGTATTGAACACAACGAGCCTACACCTC
-AGACTCCCTACCGTCTTGGAGGGGCACTTATGCGTATTGAACACAACGAGCCTACACCTC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-GAGAACAAGTGTAAGGTCGTCACCTAACTGCATACATCTTTCACAACGAGGTTGTACGGC
-CGTAAAACAATCAACCGTGTTGTCAGGACGATTATGCTTTCCACAACGCCGACCATTTAT
-CGTAAAACAATCAACCGTGTTGTCAGGACGATTATGCTTTCCACAACGCCGACCATTTAT
-CGTAAAACAATCAACCGTGTTGTCAGGACGATTATGCTTTCCACAACGCCGACCATTTAT
-CGTAAAACAATCAACCGTGTTGTCAGGACGATTATGCTTTCCACAACGCCGACCATTTAT
-CGTAAAACAATCAACCGTGTTGTCAGGACGATTATGCTTTCCACAACGCCGACCATTTAT
-CGTAAAACAATCAACCGTGTTGTCAGGACGATTATGCTTTCCACAACGCCGACCATTTAT
-CGTAAAACAATCAACCGTGTTGTCAGGACGATTATGCTTTCCACAACGCCGACCATTTAT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-AATAATTTTTTCGCACCCTCGAATATCCCACACCATAGTCGGACAACTTGGAATTACACT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-GCGGATTATATCCACAGCTTTGGAATTTTCCGCTGTAAATCCACAACATGGCCCAGCTCT
-CTTTCGTAGTATAAATAGGAAGTAGCCTTGTTGCAGGTTGTGACAACGGAAGTTGAAATC
-CTTTCGTAGTATAAATAGGAAGTAGCCTTGTTGCAGGTTGTGACAACGGAAGTTGAAATC
-CTTTCGTAGTATAAATAGGAAGTAGCCTTGTTGCAGGTTGTGACAACGGAAGTTGAAATC
-GAGTCTAGGCAAGTTGTAGGTTTCCAGTGACTCCTCCTGACCACAACGACACCACCCGTA
-GAGTCTAGGCAAGTTGTAGGTTTCCAGTGACTCCTCCTGACCACAACGACACCACCCGTA
-GAGTCTAGGCAAGTTGTAGGTTTCCAGTGACTCCTCCTGACCACAACGACACCACCCGTA
-GAGTCTAGGCAAGTTGTAGGTTTCCAGTGACTCCTCCTGACCACAACGACACCACCCGTA
-GAGTCTAGGCAAGTTGTAGGTTTCCAGTGACTCCTCCTGACCACAACGACACCACCCGTA
-GAGTCTAGGCAAGTTGTAGGTTTCCAGTGACTCCTCCTGACCACAACGACACCACCCGTA
-GAGTCTAGGCAAGTTGTAGGTTTCCAGTGACTCCTCCTGACCACAACGACACCACCCGTA
-GAGTCTAGGCAAGTTGTAGGTTTCCAGTGACTCCTCCTGACCACAACGACACCACCCGTA
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-TCCGGTCCAGGACCTGTAAAAATCCGGACATTGGTTAGCAGAACAACCCAGAACCGTCAT
-AAACCATCAATAAAGAACCGTATGATCTGCCCCTTCGCAGCTACAACTGGTCCGCAGAGC
-AAACCATCAATAAAGAACCGTATGATCTGCCCCTTCGCAGCTACAACTGGTCCGCAGAGC
-AAACCATCAATAAAGAACCGTATGATCTGCCCCTTCGCAGCTACAACTGGTCCGCAGAGC
-AAACCATCAATAAAGAACCGTATGATCTGCCCCTTCGCAGCTACAACTGGTCCGCAGAGC
-AAACCATCAATAAAGAACCGTATGATCTGCCCCTTCGCAGCTACAACTGGTCCGCAGAGC
-CCCGGCGTTATCTTCTCAATAGCCTGGAGGGGCTAGGAGATCACAACTAACAGGTCCACT
-CCCGGCGTTATCTTCTCAATAGCCTGGAGGGGCTAGGAGATCACAACTAACAGGTCCACT
-CCCGGCGTTATCTTCTCAATAGCCTGGAGGGGCTAGGAGATCACAACTAACAGGTCCACT
-CCCGGCGTTATCTTCTCAATAGCCTGGAGGGGCTAGGAGATCACAACTAACAGGTCCACT
-CCCGGCGTTATCTTCTCAATAGCCTGGAGGGGCTAGGAGATCACAACTAACAGGTCCACT
-CCCGGCGTTATCTTCTCAATAGCCTGGAGGGGCTAGGAGATCACAACTAACAGGTCCACT
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-CAGTCAAAAGCAGCGGCTTTTATGACCTCCCCAGGGAATAGTACAACTCGCCCCGGCCAG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AAGGCTAAGCGGCTCGCCAAAAGTTGGAAGGTCCGGCTAGCCACAACTCCGGCAGCTGTG
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-AACATATAGTTTGGGGATTAACACCCCAGAGTTAACCCTCCCACAACCCTTAACCTTCGC
-ATTGAGCAAGAGCTTCTTGCGGCGTGGTGTCCGGTAGTTATTACAACGCCTGATAGATGG
-ATTGAGCAAGAGCTTCTTGCGGCGTGGTGTCCGGTAGTTATTACAACGCCTGATAGATGG
-ATTGAGCAAGAGCTTCTTGCGGCGTGGTGTCCGGTAGTTATTACAACGCCTGATAGATGG
-ATTGAGCAAGAGCTTCTTGCGGCGTGGTGTCCGGTAGTTATTACAACGCCTGATAGATGG
-ATTGAGCAAGAGCTTCTTGCGGCGTGGTGTCCGGTAGTTATTACAACGCCTGATAGATGG
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-AATTATCCGGGCATGGTTGTTGACAATTGGGGAAGGCAATCTACAACTCAACCTCATAGT
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-GGGTAATTGACTACGGGCGCGAACTAGCATGTCTAAGTAAGTACAACTTGAGTAGAGACC
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-CCGGACACTGCTTAGAACAGAAAAACTCATTTGATTTTGAGTACAACCGGCCATATCAGG
-ACTTGATAATTATAGGTCGGTCTCTAATACCTTTGTTCAGGGACAACGCCTTGGCGGCCA
-ACTTGATAATTATAGGTCGGTCTCTAATACCTTTGTTCAGGGACAACGCCTTGGCGGCCA
-ACTTGATAATTATAGGTCGGTCTCTAATACCTTTGTTCAGGGACAACGCCTTGGCGGCCA
-ACTTGATAATTATAGGTCGGTCTCTAATACCTTTGTTCAGGGACAACGCCTTGGCGGCCA
-CCAGTCATGGTATGTTGTGACCCGTATCTGGGGAGTAATTATACAACGACAACACCTACC
-CCAGTCATGGTATGTTGTGACCCGTATCTGGGGAGTAATTATACAACGACAACACCTACC
-CCAGTCATGGTATGTTGTGACCCGTATCTGGGGAGTAATTATACAACGACAACACCTACC
-CCAGTCATGGTATGTTGTGACCCGTATCTGGGGAGTAATTATACAACGACAACACCTACC
-CCAGTCATGGTATGTTGTGACCCGTATCTGGGGAGTAATTATACAACGACAACACCTACC
-CCAGTCATGGTATGTTGTGACCCGTATCTGGGGAGTAATTATACAACGACAACACCTACC
-CCAGTCATGGTATGTTGTGACCCGTATCTGGGGAGTAATTATACAACGACAACACCTACC
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-GTTGTCCACTGGCGTCGACGTCCCCCCGTTCACCTACGTTCGACAACCTATCCCATTCCG
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-ACGCAAACAGCGGGCTAATTGGAACCGCACTATGGTTAGATCACAACCAACATATGGGCC
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-TTGTAGCGAAAAGTTATCAGCGGCGAGTGGTACAGGAAAACAACAACATCCCGCAGTCCG
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-AGGGCTCCCAGAGGACAGATCTTCCCGTTAGGCTCGTAGGCCACAACAACTGAGAGGTCT
-CTTTGCGCATGACTCGATGTATCCAGAAGCTAGCTCTCGTATACAACGACAGGTCGCAAG
-CTTTGCGCATGACTCGATGTATCCAGAAGCTAGCTCTCGTATACAACGACAGGTCGCAAG
-CTTTGCGCATGACTCGATGTATCCAGAAGCTAGCTCTCGTATACAACGACAGGTCGCAAG
-CTTTGCGCATGACTCGATGTATCCAGAAGCTAGCTCTCGTATACAACGACAGGTCGCAAG
-CTTTGCGCATGACTCGATGTATCCAGAAGCTAGCTCTCGTATACAACGACAGGTCGCAAG
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-AATGCGTATCCTTGTTCGCCCCGTCCGCTCACACCTGCAAAAACAACGACCCTCCACTCC
-GTTGACGTCTGTTCGGTGAACTAACGTTGTTAAAGGTCCGTTACAACGGGCCTGGTCGGC
-GTTGACGTCTGTTCGGTGAACTAACGTTGTTAAAGGTCCGTTACAACGGGCCTGGTCGGC
-ATAACTGGAGGACTCTTTCCTGCATTATCATACTTCTAGGAAACAACAAAGGTGGCCACC
-ATAACTGGAGGACTCTTTCCTGCATTATCATACTTCTAGGAAACAACAAAGGTGGCCACC
-ATAACTGGAGGACTCTTTCCTGCATTATCATACTTCTAGGAAACAACAAAGGTGGCCACC
-ATAACTGGAGGACTCTTTCCTGCATTATCATACTTCTAGGAAACAACAAAGGTGGCCACC
-ATAACTGGAGGACTCTTTCCTGCATTATCATACTTCTAGGAAACAACAAAGGTGGCCACC
-ATAACTGGAGGACTCTTTCCTGCATTATCATACTTCTAGGAAACAACAAAGGTGGCCACC
-ATAACTGGAGGACTCTTTCCTGCATTATCATACTTCTAGGAAACAACAAAGGTGGCCACC
-ATAACTGGAGGACTCTTTCCTGCATTATCATACTTCTAGGAAACAACAAAGGTGGCCACC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-GAAGCAGCGACGGCTCTACCCGAGCGGCCCTAACGCAGGAGGACAACCAGAGCCTTTCTC
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CTCACGAACAAACTCCGAATGCTTCCGAAGCTACCATTAAAAACAACGCTCCTCTCTCGT
-CGTTTGAGATCCCCAGAGTAGTGAGTTAGCACTTCCCGTGGAACAACTTAGAAAGCCCCT
-CGTTTGAGATCCCCAGAGTAGTGAGTTAGCACTTCCCGTGGAACAACTTAGAAAGCCCCT
-CGTTTGAGATCCCCAGAGTAGTGAGTTAGCACTTCCCGTGGAACAACTTAGAAAGCCCCT
-CGTTTGAGATCCCCAGAGTAGTGAGTTAGCACTTCCCGTGGAACAACTTAGAAAGCCCCT
-CGTTTGAGATCCCCAGAGTAGTGAGTTAGCACTTCCCGTGGAACAACTTAGAAAGCCCCT
-GCTACTTTTAGTAAGCAGTTGCCGTACTACTTCCGGTTAGCGACAACGTGTTGCCAGAAT
-GCTACTTTTAGTAAGCAGTTGCCGTACTACTTCCGGTTAGCGACAACGTGTTGCCAGAAT
-GCTACTTTTAGTAAGCAGTTGCCGTACTACTTCCGGTTAGCGACAACGTGTTGCCAGAAT
-GCTACTTTTAGTAAGCAGTTGCCGTACTACTTCCGGTTAGCGACAACGTGTTGCCAGAAT
-GCTACTTTTAGTAAGCAGTTGCCGTACTACTTCCGGTTAGCGACAACGTGTTGCCAGAAT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-CTATCTGCGTAACTCGTCTAGGAGGAACGTTGGCATCCAGTGACAACACAGGTCTACTGT
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GTCGGTATCCTGTGTGATATCCATACGAGTGAAAAATTCTTTACAACAACTCACAATGGC
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-GGGCTTGTCGATATCTGTCGGGAGTGTGCTTTCAGAGAAAATACAACATCTGTAAATGCT
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-TTTTACGGGATCCCCTTTCTGCGCAATCTCATAGCAAGGACCACAACCCCGTGCAAGCAC
-CTACTGCGGCCAATCGAAACATACACCTGTGTCCCCTAGAATACAACCAGCCAGTAGAGT
-CTACTGCGGCCAATCGAAACATACACCTGTGTCCCCTAGAATACAACCAGCCAGTAGAGT
-CTACTGCGGCCAATCGAAACATACACCTGTGTCCCCTAGAATACAACCAGCCAGTAGAGT
-CTACTGCGGCCAATCGAAACATACACCTGTGTCCCCTAGAATACAACCAGCCAGTAGAGT
-CTACTGCGGCCAATCGAAACATACACCTGTGTCCCCTAGAATACAACCAGCCAGTAGAGT
-CTACTGCGGCCAATCGAAACATACACCTGTGTCCCCTAGAATACAACCAGCCAGTAGAGT
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-TGCGAACCCTTATTGTTGTTCATTCACGAGACCCTCGAAGAAACAACGTCACTCAGGAGA
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GGTGCGGCCGTCCACGCTCGTGACACCGATTGCTCCTAAAAAACAACACGCATAACAAAG
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-GATAGAGAAGGTTATCTTAGAGGGTGAGATATTCGAGCCCGAACAACCGGCTATTACTCC
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-AACATCTTCAGACAGTTAGGACGCAATCAAAGACACATTTGTACAACAGATACTGTTCAT
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GTCATTGCTCTGGCCCCCTGCTTGCAGTTCGCCAGGAGGTGCACAACTTCGTGTGTTTTG
-GCGTGGCGCACGGAGAGAGTTAGGGTCATGACTCAATGTTATACAACGCTATGGGCCTAC
-GCGTGGCGCACGGAGAGAGTTAGGGTCATGACTCAATGTTATACAACGCTATGGGCCTAC
-GCGTGGCGCACGGAGAGAGTTAGGGTCATGACTCAATGTTATACAACGCTATGGGCCTAC
-GCGTGGCGCACGGAGAGAGTTAGGGTCATGACTCAATGTTATACAACGCTATGGGCCTAC
-TTTTGATTGTGGTTGATTACATTGGTCAACATCACTATATTTACAACGATCGCTAGTTTG
-TTTTGATTGTGGTTGATTACATTGGTCAACATCACTATATTTACAACGATCGCTAGTTTG
-TTTTGATTGTGGTTGATTACATTGGTCAACATCACTATATTTACAACGATCGCTAGTTTG
-TTTTGATTGTGGTTGATTACATTGGTCAACATCACTATATTTACAACGATCGCTAGTTTG
-TTTTGATTGTGGTTGATTACATTGGTCAACATCACTATATTTACAACGATCGCTAGTTTG
-TTTTGATTGTGGTTGATTACATTGGTCAACATCACTATATTTACAACGATCGCTAGTTTG
-TTTTGATTGTGGTTGATTACATTGGTCAACATCACTATATTTACAACGATCGCTAGTTTG
-TTTTGATTGTGGTTGATTACATTGGTCAACATCACTATATTTACAACGATCGCTAGTTTG
-CTAGTGGCCCTGTAGGTCCGCACTTCGGATTTACGCCAGCGAACAACAGCGGGATTGAAG
-CTAGTGGCCCTGTAGGTCCGCACTTCGGATTTACGCCAGCGAACAACAGCGGGATTGAAG
-CTAGTGGCCCTGTAGGTCCGCACTTCGGATTTACGCCAGCGAACAACAGCGGGATTGAAG
-CTAGTGGCCCTGTAGGTCCGCACTTCGGATTTACGCCAGCGAACAACAGCGGGATTGAAG
-CTAGTGGCCCTGTAGGTCCGCACTTCGGATTTACGCCAGCGAACAACAGCGGGATTGAAG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-CAACTACGTAATTCTCACTTCTTGTTCATGACTCATGAACAGACAACAACGATGGGGACG
-GATAAGTCACGGCAAAACAGTTCCGCCCCGACTCACATATCCACAACGGGTGAAGAGCCT
-GATAAGTCACGGCAAAACAGTTCCGCCCCGACTCACATATCCACAACGGGTGAAGAGCCT
-GATAAGTCACGGCAAAACAGTTCCGCCCCGACTCACATATCCACAACGGGTGAAGAGCCT
-GATAAGTCACGGCAAAACAGTTCCGCCCCGACTCACATATCCACAACGGGTGAAGAGCCT
-GATAAGTCACGGCAAAACAGTTCCGCCCCGACTCACATATCCACAACGGGTGAAGAGCCT
-GATAAGTCACGGCAAAACAGTTCCGCCCCGACTCACATATCCACAACGGGTGAAGAGCCT
-GAAACTGATGAGACCCTCACGATGTGGGCTCATGTTATAGGCACAACTGTGTCGCTGTCT
-GAAACTGATGAGACCCTCACGATGTGGGCTCATGTTATAGGCACAACTGTGTCGCTGTCT
-GAAACTGATGAGACCCTCACGATGTGGGCTCATGTTATAGGCACAACTGTGTCGCTGTCT
-GAAACTGATGAGACCCTCACGATGTGGGCTCATGTTATAGGCACAACTGTGTCGCTGTCT
-GAAACTGATGAGACCCTCACGATGTGGGCTCATGTTATAGGCACAACTGTGTCGCTGTCT
-GAAACTGATGAGACCCTCACGATGTGGGCTCATGTTATAGGCACAACTGTGTCGCTGTCT
-GAAACTGATGAGACCCTCACGATGTGGGCTCATGTTATAGGCACAACTGTGTCGCTGTCT
-GAAACTGATGAGACCCTCACGATGTGGGCTCATGTTATAGGCACAACTGTGTCGCTGTCT
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-AAAGTTGTCTCTCTACGTTATTACAAAATAACCGCGTAAGTAACAACCGAACATGACCAA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAACGCCTCGAGTAAGTCGTACCTCACATATTTATCTTGTTACAACACACGCTACCATA
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-GCAAATCTTAACTACTGAGCGGCCCGCAAAACGTGGGGTTCAACAACTCGATCAATTGGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-CTTACGATTGGATCTGGGAACATTCGATGTTTCTATGTCGGCACAACACAGTTTGAAAGC
-GCGGGGGTATGTGAAGGCTCGTTTAGATTGAGCAGTCCCGTCACAACGACTTGGCCATTA
-GCGGGGGTATGTGAAGGCTCGTTTAGATTGAGCAGTCCCGTCACAACGACTTGGCCATTA
-GCGGGGGTATGTGAAGGCTCGTTTAGATTGAGCAGTCCCGTCACAACGACTTGGCCATTA
-GCGGGGGTATGTGAAGGCTCGTTTAGATTGAGCAGTCCCGTCACAACGACTTGGCCATTA
-ATTAACCGGAGAAAGGCCAGTATTGTTTATCAGCTATAGTCAACAACGTGTTTGGTAAAA
-ATTAACCGGAGAAAGGCCAGTATTGTTTATCAGCTATAGTCAACAACGTGTTTGGTAAAA
-ATTAACCGGAGAAAGGCCAGTATTGTTTATCAGCTATAGTCAACAACGTGTTTGGTAAAA
-ATTAACCGGAGAAAGGCCAGTATTGTTTATCAGCTATAGTCAACAACGTGTTTGGTAAAA
-CGTTACCACACACTAGCTGGTACGTGGATGGGGTGGCTATCCACAACGTGCGCGCACGGA
-CGTTACCACACACTAGCTGGTACGTGGATGGGGTGGCTATCCACAACGTGCGCGCACGGA
-CGTTACCACACACTAGCTGGTACGTGGATGGGGTGGCTATCCACAACGTGCGCGCACGGA
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-GAGACGGTTACTAAGGCCTTATTTGCCGTCCCCTCATAAACGACAACCTATATTGAAGGG
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-AAGATGGGTTTCGATCGACACGGGCCGGTCATCCGCTTGAAGACAACAACGGACCGCTCT
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-TAACAACCCTGTTTCGACTCTCTCCCACGTGCCTTTCTGGTAACAACGCCATCACCTGGG
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CCAGAGACTCCCGACTGATAGCAATAGTTTAATATGGCTCGGACAACACTCACCGGCCAT
-CTCAGCTTGAGGCTCGGCTGAAGAACCCCATGTCATAAATTGACAACGGATGAATCTCCC
-CTCAGCTTGAGGCTCGGCTGAAGAACCCCATGTCATAAATTGACAACGGATGAATCTCCC
-CTACAATGCTAAGTCCTGATTTACAACATGCTTGGATCTTGAACAACCGGGTGCTTGCAT
-CTACAATGCTAAGTCCTGATTTACAACATGCTTGGATCTTGAACAACCGGGTGCTTGCAT
-CTACAATGCTAAGTCCTGATTTACAACATGCTTGGATCTTGAACAACCGGGTGCTTGCAT
-CTACAATGCTAAGTCCTGATTTACAACATGCTTGGATCTTGAACAACCGGGTGCTTGCAT
-CTACAATGCTAAGTCCTGATTTACAACATGCTTGGATCTTGAACAACCGGGTGCTTGCAT
-CTACAATGCTAAGTCCTGATTTACAACATGCTTGGATCTTGAACAACCGGGTGCTTGCAT
-CTACAATGCTAAGTCCTGATTTACAACATGCTTGGATCTTGAACAACCGGGTGCTTGCAT
-CTACAATGCTAAGTCCTGATTTACAACATGCTTGGATCTTGAACAACCGGGTGCTTGCAT
-GCCTGACACTAATGCCATTTAGGTGTGACCATAGATTCCAGCACAACGGCCAGCCTTAGA
-GCCTGACACTAATGCCATTTAGGTGTGACCATAGATTCCAGCACAACGGCCAGCCTTAGA
-GCCTGACACTAATGCCATTTAGGTGTGACCATAGATTCCAGCACAACGGCCAGCCTTAGA
-GCCTGACACTAATGCCATTTAGGTGTGACCATAGATTCCAGCACAACGGCCAGCCTTAGA
-GCCTGACACTAATGCCATTTAGGTGTGACCATAGATTCCAGCACAACGGCCAGCCTTAGA
-TAGCCGGAGTAGTTCTATTGTCGCTATCCCGCGACAGGCGTCACAACGAGTTTTCGATCG
-TAGCCGGAGTAGTTCTATTGTCGCTATCCCGCGACAGGCGTCACAACGAGTTTTCGATCG
-TAGCCGGAGTAGTTCTATTGTCGCTATCCCGCGACAGGCGTCACAACGAGTTTTCGATCG
-TAGCCGGAGTAGTTCTATTGTCGCTATCCCGCGACAGGCGTCACAACGAGTTTTCGATCG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-GGTGCCTCCTCGTAGCGCGATTTATGCAGTGATGACCACCCGACAACTGAGCATTTGAAG
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-CTTGCCAGTGTCGCACTACGGCTTGTAAGGTCCAGATAATCCACAACCTACTGTGAACCA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAATCATGAGCCTTAATATCAATGCTACGCCCCACTTTGTTGACAACCTGGCATGAATTA
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-AAGCTGCTGGGATATACTTCTCACGCCCCGTCGCTGTGTCCCACAACCCATGCGCCAGTC
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-CACGCCCAGGAGGTCACAAGTCCACCCTAGGCCTATCGTATTACAACTGTTCCCCGGTCA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TGATGAAAGATGCCGGCTCGCACATTGTATCTCCGGCTGACAACAACTAGACTGTTCCGA
-TCCTTCAGCACCAAACTTCCTTCCTATAAGTATCCGAGAACAACAACGGAGGGTTTACCG
-TCCTTCAGCACCAAACTTCCTTCCTATAAGTATCCGAGAACAACAACGGAGGGTTTACCG
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-GCAGTCTGCTGAACATTCATCGCTATCTACCCGCCCGATGTAACAACCTGTACGCGTATA
-AGTCAATTCGGTCCATCGCGTAGGTGCGTCCCCAAATCGAGGACAACCTGGGACAATCGG
-AGTCAATTCGGTCCATCGCGTAGGTGCGTCCCCAAATCGAGGACAACCTGGGACAATCGG
-AGTCAATTCGGTCCATCGCGTAGGTGCGTCCCCAAATCGAGGACAACCTGGGACAATCGG
-AGTCAATTCGGTCCATCGCGTAGGTGCGTCCCCAAATCGAGGACAACCTGGGACAATCGG
-AGTCAATTCGGTCCATCGCGTAGGTGCGTCCCCAAATCGAGGACAACCTGGGACAATCGG
-AGTCAATTCGGTCCATCGCGTAGGTGCGTCCCCAAATCGAGGACAACCTGGGACAATCGG
-AGTCAATTCGGTCCATCGCGTAGGTGCGTCCCCAAATCGAGGACAACCTGGGACAATCGG
-ACACTAGTGTTATGGTCTCAAGCCGCGACTGGCCAACAGAGTACAACACTTGGGAAAACG
-ACACTAGTGTTATGGTCTCAAGCCGCGACTGGCCAACAGAGTACAACACTTGGGAAAACG
-ACACTAGTGTTATGGTCTCAAGCCGCGACTGGCCAACAGAGTACAACACTTGGGAAAACG
-ACACTAGTGTTATGGTCTCAAGCCGCGACTGGCCAACAGAGTACAACACTTGGGAAAACG
-ACACTAGTGTTATGGTCTCAAGCCGCGACTGGCCAACAGAGTACAACACTTGGGAAAACG
-ACACTAGTGTTATGGTCTCAAGCCGCGACTGGCCAACAGAGTACAACACTTGGGAAAACG
-ACACTAGTGTTATGGTCTCAAGCCGCGACTGGCCAACAGAGTACAACACTTGGGAAAACG
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CCCATTGTGAGCTTCAAGCCCTGTGGCATTCTTCTCTGATTTACAACATAAGGTGTTTGT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CTGTTCCAGTGGTGAATCAAGCTTTCAGGGCGGCCTCTGTACACAACAGCGTTCTATTCT
-CCGTGTCTCGCTTTGCATATACGCAATTTGTAGCCCTGCTCTACAACGCCGAACATGGAA
-CCGTGTCTCGCTTTGCATATACGCAATTTGTAGCCCTGCTCTACAACGCCGAACATGGAA
-CCGTGTCTCGCTTTGCATATACGCAATTTGTAGCCCTGCTCTACAACGCCGAACATGGAA
-CCGTGTCTCGCTTTGCATATACGCAATTTGTAGCCCTGCTCTACAACGCCGAACATGGAA
-CCGTGTCTCGCTTTGCATATACGCAATTTGTAGCCCTGCTCTACAACGCCGAACATGGAA
-CCGTGTCTCGCTTTGCATATACGCAATTTGTAGCCCTGCTCTACAACGCCGAACATGGAA
-CCGTGTCTCGCTTTGCATATACGCAATTTGTAGCCCTGCTCTACAACGCCGAACATGGAA
-CCGTGTCTCGCTTTGCATATACGCAATTTGTAGCCCTGCTCTACAACGCCGAACATGGAA
-TCGTGATGTCATGCCTCACACGGGACAAGGTCGTAATCATCCACAACGCAGGTCGCACTA
-TCGTGATGTCATGCCTCACACGGGACAAGGTCGTAATCATCCACAACGCAGGTCGCACTA
-TCGTGATGTCATGCCTCACACGGGACAAGGTCGTAATCATCCACAACGCAGGTCGCACTA
-TCGTGATGTCATGCCTCACACGGGACAAGGTCGTAATCATCCACAACGCAGGTCGCACTA
-TCGTGATGTCATGCCTCACACGGGACAAGGTCGTAATCATCCACAACGCAGGTCGCACTA
-TCGTGATGTCATGCCTCACACGGGACAAGGTCGTAATCATCCACAACGCAGGTCGCACTA
-TCGTGATGTCATGCCTCACACGGGACAAGGTCGTAATCATCCACAACGCAGGTCGCACTA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-CTGGTTAATTCGCATAGATAGGTAATATTTGTGAACCAACGAACAACAGGCCTCAGCGGA
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GAATAAGAAACATTTGTTACGGCCCTTACACCAACAAACAACACAACCACGTTGGTTCGG
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-GCTGGCCGGACCGGTCGGGCCTTGTCCAGTTCGCGCTGGAGGACAACCTCAGCCGGTGAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-TACTGGATAGAGAGTGGATCAGCTACTATATGCAGAATCGAGACAACGCGACAGTGCTAC
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-ATGGTCGTACAGAATCCGCATGGATGTATGTCTAAAAAAACAACAACTTAACTCTTTGCA
-CCTATAGTGACGCATGCTTCTGGCGCAAGGAAAATCGTCAACACAACCCCTTCGATCTGT
-CCTATAGTGACGCATGCTTCTGGCGCAAGGAAAATCGTCAACACAACCCCTTCGATCTGT
-CCTATAGTGACGCATGCTTCTGGCGCAAGGAAAATCGTCAACACAACCCCTTCGATCTGT
-CCTATAGTGACGCATGCTTCTGGCGCAAGGAAAATCGTCAACACAACCCCTTCGATCTGT
-CCTATAGTGACGCATGCTTCTGGCGCAAGGAAAATCGTCAACACAACCCCTTCGATCTGT
-CCTATAGTGACGCATGCTTCTGGCGCAAGGAAAATCGTCAACACAACCCCTTCGATCTGT
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-CCGGCCCGCACTCGGTGACGGGCCGCTCTCTGATATGTCCAGACAACCAGCATACCGGTA
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-AAAGCCACCTCCCTGGACATACAGGATGGCGGTTGCCCTCCTACAACACACCCCGTCACC
-CTGACGTACATCAAGCGGCTCTCACACCTAATGAGCGTCGCGACAACCGACCCGGGAAGG
-CTGACGTACATCAAGCGGCTCTCACACCTAATGAGCGTCGCGACAACCGACCCGGGAAGG
-CTGACGTACATCAAGCGGCTCTCACACCTAATGAGCGTCGCGACAACCGACCCGGGAAGG
-CTGACGTACATCAAGCGGCTCTCACACCTAATGAGCGTCGCGACAACCGACCCGGGAAGG
-CTGACGTACATCAAGCGGCTCTCACACCTAATGAGCGTCGCGACAACCGACCCGGGAAGG
-CATTGTTACGTTTCATTGTTACGTCAGCTTATACGATTGCGTACAACAAGTAACGACATA
-CATTGTTACGTTTCATTGTTACGTCAGCTTATACGATTGCGTACAACAAGTAACGACATA
-CATTGTTACGTTTCATTGTTACGTCAGCTTATACGATTGCGTACAACAAGTAACGACATA
-CATTGTTACGTTTCATTGTTACGTCAGCTTATACGATTGCGTACAACAAGTAACGACATA
-CATTGTTACGTTTCATTGTTACGTCAGCTTATACGATTGCGTACAACAAGTAACGACATA
-CATTGTTACGTTTCATTGTTACGTCAGCTTATACGATTGCGTACAACAAGTAACGACATA
-CGGGTTTTTCTATGAAGCCTGGGCTAATATTCGGACTAGTAAACAACAAGGGGGCGATTG
-ACGGGCAGGTGAGTCTGCTCAGGGTGGATATCAAGCCATTGCACAACTTAGTTCGTACCG
-ACGGGCAGGTGAGTCTGCTCAGGGTGGATATCAAGCCATTGCACAACTTAGTTCGTACCG
-ACGGGCAGGTGAGTCTGCTCAGGGTGGATATCAAGCCATTGCACAACTTAGTTCGTACCG
-ACGGGCAGGTGAGTCTGCTCAGGGTGGATATCAAGCCATTGCACAACTTAGTTCGTACCG
-ACGGGCAGGTGAGTCTGCTCAGGGTGGATATCAAGCCATTGCACAACTTAGTTCGTACCG
-ACGGGCAGGTGAGTCTGCTCAGGGTGGATATCAAGCCATTGCACAACTTAGTTCGTACCG
-ACGGGCAGGTGAGTCTGCTCAGGGTGGATATCAAGCCATTGCACAACTTAGTTCGTACCG
-ACGGGCAGGTGAGTCTGCTCAGGGTGGATATCAAGCCATTGCACAACTTAGTTCGTACCG
-AGTTAATGCGCTCTCCACGGCAACGCTGCGTTTCGGCCTAAAACAACGTCAAGTTCTTGA
-AGTTAATGCGCTCTCCACGGCAACGCTGCGTTTCGGCCTAAAACAACGTCAAGTTCTTGA
-AGTTAATGCGCTCTCCACGGCAACGCTGCGTTTCGGCCTAAAACAACGTCAAGTTCTTGA
-AGTTAATGCGCTCTCCACGGCAACGCTGCGTTTCGGCCTAAAACAACGTCAAGTTCTTGA
-AGTTAATGCGCTCTCCACGGCAACGCTGCGTTTCGGCCTAAAACAACGTCAAGTTCTTGA
-AGTTAATGCGCTCTCCACGGCAACGCTGCGTTTCGGCCTAAAACAACGTCAAGTTCTTGA
-AGTTAATGCGCTCTCCACGGCAACGCTGCGTTTCGGCCTAAAACAACGTCAAGTTCTTGA
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-CGGTTCAAGATTTATTGGATCGCGGGCTCGTTTGGCTTAAACACAACCCACTCTATACCT
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-ATTTAACATCGTGAACGAATGACCGTACGGCCGTGTTCTTCTACAACCTAGCCCTACAGA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-GGCCCTCCGCATACTACTTCGAACTGGCAATGGAGACCCTATACAACTATCACTTGTAAA
-ATACAGTAATGGTGGTGGGCTAGAAGCTCACACCTATTGATCACAACGGACACTTACGTC
-ATACAGTAATGGTGGTGGGCTAGAAGCTCACACCTATTGATCACAACGGACACTTACGTC
-ATACAGTAATGGTGGTGGGCTAGAAGCTCACACCTATTGATCACAACGGACACTTACGTC
-ATACAGTAATGGTGGTGGGCTAGAAGCTCACACCTATTGATCACAACGGACACTTACGTC
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CAGACAGTCGACCGGGGTTCAGTTATCGGATAACGTGTGGGAACAACAACCTGATTTTGG
-CATCGCTTGAGAAAAGCCAGGCGTAGTAATTAGATCAGAACCACAACCCACCGAGTACCG
-CATCGCTTGAGAAAAGCCAGGCGTAGTAATTAGATCAGAACCACAACCCACCGAGTACCG
-CATCGCTTGAGAAAAGCCAGGCGTAGTAATTAGATCAGAACCACAACCCACCGAGTACCG
-CATCGCTTGAGAAAAGCCAGGCGTAGTAATTAGATCAGAACCACAACCCACCGAGTACCG
-CATCGCTTGAGAAAAGCCAGGCGTAGTAATTAGATCAGAACCACAACCCACCGAGTACCG
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-ATTAACGGTTTGTTAAAGCTATCGAATGTATCCCCATATTTAACAACAGCACACTAGAGC
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCACAGAGTGTCATCCTGCGGCCGAAAATGCACTATCAATGACAACCCACTATACTTAG
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-GTCCAACAAGTAGGATCATCAATAGGATATGCTAGAGAGTAAACAACCTACCCTAACGCC
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-AATACAGATCAAAGCTCTAATCAAATTATACGAATCGCTGTGACAACGAGCACCAATAGT
-CACGCCTGCCCGGACCCCTAAGCCGCTCCACATACCTCCGTAACAACATAGACGGGTCGC
-CACGCCTGCCCGGACCCCTAAGCCGCTCCACATACCTCCGTAACAACATAGACGGGTCGC
-CACGCCTGCCCGGACCCCTAAGCCGCTCCACATACCTCCGTAACAACATAGACGGGTCGC
-CACGCCTGCCCGGACCCCTAAGCCGCTCCACATACCTCCGTAACAACATAGACGGGTCGC
-CACGCCTGCCCGGACCCCTAAGCCGCTCCACATACCTCCGTAACAACATAGACGGGTCGC
-CACGCCTGCCCGGACCCCTAAGCCGCTCCACATACCTCCGTAACAACATAGACGGGTCGC
-CACGCCTGCCCGGACCCCTAAGCCGCTCCACATACCTCCGTAACAACATAGACGGGTCGC
-CACGCCTGCCCGGACCCCTAAGCCGCTCCACATACCTCCGTAACAACATAGACGGGTCGC
-GCTAATTCTGGGAATGCCTATTTATCTGTAGGATTCTTAGCTACAACGTTTTGTAGCAGG
-GCTAATTCTGGGAATGCCTATTTATCTGTAGGATTCTTAGCTACAACGTTTTGTAGCAGG
-GCTAATTCTGGGAATGCCTATTTATCTGTAGGATTCTTAGCTACAACGTTTTGTAGCAGG
-GCTAATTCTGGGAATGCCTATTTATCTGTAGGATTCTTAGCTACAACGTTTTGTAGCAGG
-GCTAATTCTGGGAATGCCTATTTATCTGTAGGATTCTTAGCTACAACGTTTTGTAGCAGG
-GCTAATTCTGGGAATGCCTATTTATCTGTAGGATTCTTAGCTACAACGTTTTGTAGCAGG
-GCTAATTCTGGGAATGCCTATTTATCTGTAGGATTCTTAGCTACAACGTTTTGTAGCAGG
-GCTAATTCTGGGAATGCCTATTTATCTGTAGGATTCTTAGCTACAACGTTTTGTAGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-TACGTCCTGCCGACGAGCTCAAAACGCTTCCCTGTATTAATAACAACACAAGATTGCAGG
-ACCCGGCATTACGGTACGTGTCGCGAGGCGAGCTGTACACGCACAACTTAAGGGGTAGTA
-ACCCGGCATTACGGTACGTGTCGCGAGGCGAGCTGTACACGCACAACTTAAGGGGTAGTA
-ACCCGGCATTACGGTACGTGTCGCGAGGCGAGCTGTACACGCACAACTTAAGGGGTAGTA
-ACCCGGCATTACGGTACGTGTCGCGAGGCGAGCTGTACACGCACAACTTAAGGGGTAGTA
-ACCCGGCATTACGGTACGTGTCGCGAGGCGAGCTGTACACGCACAACTTAAGGGGTAGTA
-GAAAGTAAGACGTACCCACCTGTGCTGTGGTCTATTTACCGGACAACGATTGTCTGACTA
-GAAAGTAAGACGTACCCACCTGTGCTGTGGTCTATTTACCGGACAACGATTGTCTGACTA
-GAAAGTAAGACGTACCCACCTGTGCTGTGGTCTATTTACCGGACAACGATTGTCTGACTA
-GAAAGTAAGACGTACCCACCTGTGCTGTGGTCTATTTACCGGACAACGATTGTCTGACTA
-GAAAGTAAGACGTACCCACCTGTGCTGTGGTCTATTTACCGGACAACGATTGTCTGACTA
-GAAAGTAAGACGTACCCACCTGTGCTGTGGTCTATTTACCGGACAACGATTGTCTGACTA
-GAAAGTAAGACGTACCCACCTGTGCTGTGGTCTATTTACCGGACAACGATTGTCTGACTA
-GCGCTCGATCTGAGTGAAGTTCAGATTGGTAAGATAATCACCACAACGCCGAGTCCTTGG
-GCGCTCGATCTGAGTGAAGTTCAGATTGGTAAGATAATCACCACAACGCCGAGTCCTTGG
-GCGCTCGATCTGAGTGAAGTTCAGATTGGTAAGATAATCACCACAACGCCGAGTCCTTGG
-GCGCTCGATCTGAGTGAAGTTCAGATTGGTAAGATAATCACCACAACGCCGAGTCCTTGG
-GCGCTCGATCTGAGTGAAGTTCAGATTGGTAAGATAATCACCACAACGCCGAGTCCTTGG
-GCGCTCGATCTGAGTGAAGTTCAGATTGGTAAGATAATCACCACAACGCCGAGTCCTTGG
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CGGATAGATAATATAACTGGAGGATCCTCTTGTCCCTGTCGAACAACCACCTATCCACAC
-CACTACGTAGCTAACATTAACTTCTGTAACGCTTTAATCAGTACAACGCGGAATTACCCA
-CACTACGTAGCTAACATTAACTTCTGTAACGCTTTAATCAGTACAACGCGGAATTACCCA
-CACTACGTAGCTAACATTAACTTCTGTAACGCTTTAATCAGTACAACGCGGAATTACCCA
-CACTACGTAGCTAACATTAACTTCTGTAACGCTTTAATCAGTACAACGCGGAATTACCCA
-CACTACGTAGCTAACATTAACTTCTGTAACGCTTTAATCAGTACAACGCGGAATTACCCA
-CACTACGTAGCTAACATTAACTTCTGTAACGCTTTAATCAGTACAACGCGGAATTACCCA
-CACTACGTAGCTAACATTAACTTCTGTAACGCTTTAATCAGTACAACGCGGAATTACCCA
-TAGAACATGGACAGCGGCAGCGTGTCAGACGTGTAGTCAGAGACAACGCAGCTGGTAGCG
-TAGAACATGGACAGCGGCAGCGTGTCAGACGTGTAGTCAGAGACAACGCAGCTGGTAGCG
-TAGAACATGGACAGCGGCAGCGTGTCAGACGTGTAGTCAGAGACAACGCAGCTGGTAGCG
-TAGAACATGGACAGCGGCAGCGTGTCAGACGTGTAGTCAGAGACAACGCAGCTGGTAGCG
-TAGAACATGGACAGCGGCAGCGTGTCAGACGTGTAGTCAGAGACAACGCAGCTGGTAGCG
-TAGAACATGGACAGCGGCAGCGTGTCAGACGTGTAGTCAGAGACAACGCAGCTGGTAGCG
-TAGAACATGGACAGCGGCAGCGTGTCAGACGTGTAGTCAGAGACAACGCAGCTGGTAGCG
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GGTCTTCTCGTACCACCTACGTTCAACGGAGTAGAGGAGCCGACAACATCTCCGGATGTA
-GCATCGGGGCCCTAATGATACGGTGCCCCCTCTCTGCGATAAACAACCTCGGTCACGCAG
-GCATCGGGGCCCTAATGATACGGTGCCCCCTCTCTGCGATAAACAACCTCGGTCACGCAG
-GCATCGGGGCCCTAATGATACGGTGCCCCCTCTCTGCGATAAACAACCTCGGTCACGCAG
-GCATCGGGGCCCTAATGATACGGTGCCCCCTCTCTGCGATAAACAACCTCGGTCACGCAG
-GCATCGGGGCCCTAATGATACGGTGCCCCCTCTCTGCGATAAACAACCTCGGTCACGCAG
-GCATCGGGGCCCTAATGATACGGTGCCCCCTCTCTGCGATAAACAACCTCGGTCACGCAG
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-TGTCGCTAGCGTCAGAGCAGCACGGATTCTCTCCGCAAGTACACAACATGCTAGCTAGGT
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GGTGGCCACCACCGGCCCTACGTCGGTGGTAACTTACCTTTTACAACAATAATGTGGTTA
-GTTCGACTACGGAGACTCTGAGTAGTCTCCCCAGGAAACTCTACAACGCAGTACAATAAA
-GTTCGACTACGGAGACTCTGAGTAGTCTCCCCAGGAAACTCTACAACGCAGTACAATAAA
-GTTCGACTACGGAGACTCTGAGTAGTCTCCCCAGGAAACTCTACAACGCAGTACAATAAA
-GTTCGACTACGGAGACTCTGAGTAGTCTCCCCAGGAAACTCTACAACGCAGTACAATAAA
-GTTCGACTACGGAGACTCTGAGTAGTCTCCCCAGGAAACTCTACAACGCAGTACAATAAA
-GTTCGACTACGGAGACTCTGAGTAGTCTCCCCAGGAAACTCTACAACGCAGTACAATAAA
-GTTCGACTACGGAGACTCTGAGTAGTCTCCCCAGGAAACTCTACAACGCAGTACAATAAA
-GTTCGACTACGGAGACTCTGAGTAGTCTCCCCAGGAAACTCTACAACGCAGTACAATAAA
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-TAGGTCTGTGAACAGGGCCGACTCCCAACGTGGGTACGAACGACAACGTTCTCTTGTCAT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-AGCCGCGGCCCCTAGGCCATCGTTGTGCAATGTCAAATACAAACAACGTTTTTCCGTAGT
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CCTATAAAGACATCAAACCATTCTTACTCAGCATGCGTGACTACAACTCATGAACGTCCG
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-CTTGAAGATCTTTTGTCATAGTATAATCCTAGAGTGCTTCTGACAACGCTATATCCGAAA
-TCCAAAGTAACACAGCCGCAAAGGCCTCATGTTATGACAGATACAACGGTCTCAATACCG
-TCCAAAGTAACACAGCCGCAAAGGCCTCATGTTATGACAGATACAACGGTCTCAATACCG
-TCCAAAGTAACACAGCCGCAAAGGCCTCATGTTATGACAGATACAACGGTCTCAATACCG
-TCCAAAGTAACACAGCCGCAAAGGCCTCATGTTATGACAGATACAACGGTCTCAATACCG
-TCCAAAGTAACACAGCCGCAAAGGCCTCATGTTATGACAGATACAACGGTCTCAATACCG
-TCCAAAGTAACACAGCCGCAAAGGCCTCATGTTATGACAGATACAACGGTCTCAATACCG
-TCCAAAGTAACACAGCCGCAAAGGCCTCATGTTATGACAGATACAACGGTCTCAATACCG
-TCCAAAGTAACACAGCCGCAAAGGCCTCATGTTATGACAGATACAACGGTCTCAATACCG
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-TCGTCGAAGAGTTTGCAATGTATAGGCGTTGTTTGAAGTTGTACAACATGATCAGCCCGA
-AGCACGGCGCGCGCCGACTTAAGTGCCTGACGCGTGGCGTTGACAACTAGCGTCACCCAT
-AGCACGGCGCGCGCCGACTTAAGTGCCTGACGCGTGGCGTTGACAACTAGCGTCACCCAT
-AGCACGGCGCGCGCCGACTTAAGTGCCTGACGCGTGGCGTTGACAACTAGCGTCACCCAT
-AGCACGGCGCGCGCCGACTTAAGTGCCTGACGCGTGGCGTTGACAACTAGCGTCACCCAT
-AGCACGGCGCGCGCCGACTTAAGTGCCTGACGCGTGGCGTTGACAACTAGCGTCACCCAT
-AGCACGGCGCGCGCCGACTTAAGTGCCTGACGCGTGGCGTTGACAACTAGCGTCACCCAT
-AGCACGGCGCGCGCCGACTTAAGTGCCTGACGCGTGGCGTTGACAACTAGCGTCACCCAT
-AGCACGGCGCGCGCCGACTTAAGTGCCTGACGCGTGGCGTTGACAACTAGCGTCACCCAT
-CTGCTCGAGAGGCAACGGTTCAGAGACTGGGGGCGGGTCCCTACAACAGTTGGGCGACGA
-CTGCTCGAGAGGCAACGGTTCAGAGACTGGGGGCGGGTCCCTACAACAGTTGGGCGACGA
-CTGCTCGAGAGGCAACGGTTCAGAGACTGGGGGCGGGTCCCTACAACAGTTGGGCGACGA
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-AGAGGGGTCCACTCACTACGTGTTCGTCGTTTAAAGTGATAAACAACTATTGTAGATTCT
-CTGTGGGCACAATACCCGACGAATTGTAAATCGCCCTTACCCACAACGATGGCCACTGTC
-CTGTGGGCACAATACCCGACGAATTGTAAATCGCCCTTACCCACAACGATGGCCACTGTC
-CTGTGGGCACAATACCCGACGAATTGTAAATCGCCCTTACCCACAACGATGGCCACTGTC
-CTGTGGGCACAATACCCGACGAATTGTAAATCGCCCTTACCCACAACGATGGCCACTGTC
-CTGTGGGCACAATACCCGACGAATTGTAAATCGCCCTTACCCACAACGATGGCCACTGTC
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-TGCAATAGGGGACGGCCTAGAGTGCTTCCCATAAGCGCAGCAACAACCCTCCCCATTTGG
-GGGTATCATGTGATCTGGCAAAGATCCCAAATAGCAATTCCTACAACCGTAGGAAAACGT
-GGGTATCATGTGATCTGGCAAAGATCCCAAATAGCAATTCCTACAACCGTAGGAAAACGT
-GGGTATCATGTGATCTGGCAAAGATCCCAAATAGCAATTCCTACAACCGTAGGAAAACGT
-GGGTATCATGTGATCTGGCAAAGATCCCAAATAGCAATTCCTACAACCGTAGGAAAACGT
-GGGTATCATGTGATCTGGCAAAGATCCCAAATAGCAATTCCTACAACCGTAGGAAAACGT
-GGGTATCATGTGATCTGGCAAAGATCCCAAATAGCAATTCCTACAACCGTAGGAAAACGT
-GGGTATCATGTGATCTGGCAAAGATCCCAAATAGCAATTCCTACAACCGTAGGAAAACGT
-GGGTATCATGTGATCTGGCAAAGATCCCAAATAGCAATTCCTACAACCGTAGGAAAACGT
-CTCTTCAAAACTTGGGCACATCGATTCTCCAGCGAAAACCGCACAACAGGCTAGGAGTAG
-CTCTTCAAAACTTGGGCACATCGATTCTCCAGCGAAAACCGCACAACAGGCTAGGAGTAG
-CTCTTCAAAACTTGGGCACATCGATTCTCCAGCGAAAACCGCACAACAGGCTAGGAGTAG
-CTCTTCAAAACTTGGGCACATCGATTCTCCAGCGAAAACCGCACAACAGGCTAGGAGTAG
-CTCTTCAAAACTTGGGCACATCGATTCTCCAGCGAAAACCGCACAACAGGCTAGGAGTAG
-CTCTTCAAAACTTGGGCACATCGATTCTCCAGCGAAAACCGCACAACAGGCTAGGAGTAG
-CTCTTCAAAACTTGGGCACATCGATTCTCCAGCGAAAACCGCACAACAGGCTAGGAGTAG
-CTCTTCAAAACTTGGGCACATCGATTCTCCAGCGAAAACCGCACAACAGGCTAGGAGTAG
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-AGGTTCATCCTCTGCACCATGTACCGTTGACAGCTCGCTTAGACAACCAGCGCCACTTCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-GAGTGGGGAGTCTCCACCCGTCTCTCGAAAATTTGAAGTCTAACAACCGATCTACCACCT
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-ATCCAGATGCGCACGGCTGTAGCACCCCCGGCCGTTGGAGAAACAACCAAGAACTCGCCA
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-GTGGTCTTGTGAAACAACCAAAGCGGACCTTACTTCCACCGTACAACCGGCATCAAGAAG
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TCTTCCACTGCCGCGATCTTAGCCCCCGGCGTTCCAGGGGAAACAACAAGACACGCCGAT
-TTTCAGGCCCCATTAAAGGTCAAGTTTTCTCCCCTTATTTCTACAACCACTCGTAAAGGG
-TTTCAGGCCCCATTAAAGGTCAAGTTTTCTCCCCTTATTTCTACAACCACTCGTAAAGGG
-TTTCAGGCCCCATTAAAGGTCAAGTTTTCTCCCCTTATTTCTACAACCACTCGTAAAGGG
-TTTCAGGCCCCATTAAAGGTCAAGTTTTCTCCCCTTATTTCTACAACCACTCGTAAAGGG
-TTTCAGGCCCCATTAAAGGTCAAGTTTTCTCCCCTTATTTCTACAACCACTCGTAAAGGG
-TTTCAGGCCCCATTAAAGGTCAAGTTTTCTCCCCTTATTTCTACAACCACTCGTAAAGGG
-TTTCAGGCCCCATTAAAGGTCAAGTTTTCTCCCCTTATTTCTACAACCACTCGTAAAGGG
-TTTCAGGCCCCATTAAAGGTCAAGTTTTCTCCCCTTATTTCTACAACCACTCGTAAAGGG
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-ACCATCAGTCTATTGATCATTAGCCAGCTAACACTTGGTTTGACAACACACATGGGGCTT
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TGGTTCTCGCCTAACTGTCGGGGCAGAAAGAGGTGGAATGTGACAACGAAGACCTTTAAG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-TCACCATGATTGGTCGCATTGACTCGTATGGACTCCTAGCCTACAACCTATGACACTGCG
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-GGGATGACGGTATGTGGAGCGTCTAAACAGTATGTACGGGCTACAACAAATGCTTGCGAC
-CTTCCCGCCATGGTCTGTGTGTTGAACGCCGATAGCAAATGTACAACGTGACAAGATCGT
-CTTCCCGCCATGGTCTGTGTGTTGAACGCCGATAGCAAATGTACAACGTGACAAGATCGT
-CTTCCCGCCATGGTCTGTGTGTTGAACGCCGATAGCAAATGTACAACGTGACAAGATCGT
-CTTCCCGCCATGGTCTGTGTGTTGAACGCCGATAGCAAATGTACAACGTGACAAGATCGT
-CTTCCCGCCATGGTCTGTGTGTTGAACGCCGATAGCAAATGTACAACGTGACAAGATCGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-CGTCAGCACAGCACATTTTACTACCCGTTTCCGGGTTTCTAAACAACCTCTGTGCAATGT
-TGAGTGTAACGCATGAACAGTCATTGGATCATTATCGGTTCCACAACGCCGATTATCCCC
-TGAGTGTAACGCATGAACAGTCATTGGATCATTATCGGTTCCACAACGCCGATTATCCCC
-TGAGTGTAACGCATGAACAGTCATTGGATCATTATCGGTTCCACAACGCCGATTATCCCC
-TGAGTGTAACGCATGAACAGTCATTGGATCATTATCGGTTCCACAACGCCGATTATCCCC
-TGAGTGTAACGCATGAACAGTCATTGGATCATTATCGGTTCCACAACGCCGATTATCCCC
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-AACCTGAACCGTATTGTCATCTCTCAAGTGGATAGGTGCTTCACAACCACTGACTCTCTG
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-GCTCGCGACACCTTCCAAATATCAGATCTAGGATGCTTATGAACAACCGTGTTTTCCAAA
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-CTCAGTGAATGGCCCCCACGTGCATGCCCGACTTACTACACCACAACAATTGTATGTACT
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-GTAGGTTGGCTGATAGTAGTACATTCCAGTGGAATTTGGTCAACAACAAAGCCGACGTGC
-AATTGAGTTGAGACACTCAACCGCAAACGCTCTGGACGGAGGACAACGAGAGTGCACCCA
-AATTGAGTTGAGACACTCAACCGCAAACGCTCTGGACGGAGGACAACGAGAGTGCACCCA
-AATTGAGTTGAGACACTCAACCGCAAACGCTCTGGACGGAGGACAACGAGAGTGCACCCA
-AATTGAGTTGAGACACTCAACCGCAAACGCTCTGGACGGAGGACAACGAGAGTGCACCCA
-AATTGAGTTGAGACACTCAACCGCAAACGCTCTGGACGGAGGACAACGAGAGTGCACCCA
-AATTGAGTTGAGACACTCAACCGCAAACGCTCTGGACGGAGGACAACGAGAGTGCACCCA
-AATTGAGTTGAGACACTCAACCGCAAACGCTCTGGACGGAGGACAACGAGAGTGCACCCA
-AATTGAGTTGAGACACTCAACCGCAAACGCTCTGGACGGAGGACAACGAGAGTGCACCCA
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-ATTCTGTGTACCAATTCACTAAAATCTGACACATAACGCTTGACAACCTGTCAGACTGTG
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-CTTACGTAGGCTTTCGCATAGGGAATCATGAACGGCCAACATACAACAATTGCGCTTCAC
-GACGCCGTTGGCGGCCGCCTTACGCCTCGCTAGGGACCACTGACAACTAGGGGCACTCAG
-GACGCCGTTGGCGGCCGCCTTACGCCTCGCTAGGGACCACTGACAACTAGGGGCACTCAG
-GACGCCGTTGGCGGCCGCCTTACGCCTCGCTAGGGACCACTGACAACTAGGGGCACTCAG
-GACGCCGTTGGCGGCCGCCTTACGCCTCGCTAGGGACCACTGACAACTAGGGGCACTCAG
-GACGCCGTTGGCGGCCGCCTTACGCCTCGCTAGGGACCACTGACAACTAGGGGCACTCAG
-GACGCCGTTGGCGGCCGCCTTACGCCTCGCTAGGGACCACTGACAACTAGGGGCACTCAG
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TACCACTGTTCTGAACATGAACTGCAATTTTAGTGGACACGTACAACTCAAACGGAAGTA
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-TGGCGGTGCTTGAGCAGCCTCAGAGCTTTGAGCTCCTTTCACACAACTAATCCTGGTACC
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-ACTTCTATTAGGGGGTGCAGTCTAAATGCGATATTTACCTCCACAACCTACGATGAGGCG
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-GCTAGACGTGACGCACGGGCTGGCTCGAAATTATATGGTATTACAACAGGACTCGAAGTC
-CAGCGAGTTCGGGACAGTGGTAGGTCCATCACACCTATCTCAACAACGAAGAACCTTTGA
-CAGCGAGTTCGGGACAGTGGTAGGTCCATCACACCTATCTCAACAACGAAGAACCTTTGA
-CAGCGAGTTCGGGACAGTGGTAGGTCCATCACACCTATCTCAACAACGAAGAACCTTTGA
-CAGCGAGTTCGGGACAGTGGTAGGTCCATCACACCTATCTCAACAACGAAGAACCTTTGA
-CAGCGAGTTCGGGACAGTGGTAGGTCCATCACACCTATCTCAACAACGAAGAACCTTTGA
-CAGCGAGTTCGGGACAGTGGTAGGTCCATCACACCTATCTCAACAACGAAGAACCTTTGA
-CAGCGAGTTCGGGACAGTGGTAGGTCCATCACACCTATCTCAACAACGAAGAACCTTTGA
-CAGCGAGTTCGGGACAGTGGTAGGTCCATCACACCTATCTCAACAACGAAGAACCTTTGA
-GGAGCCATTTCCCATTCTGGCCAGGCTAAAAAGGCCAGGAGTACAACCCCTAGGTTCAGA
-GGAGCCATTTCCCATTCTGGCCAGGCTAAAAAGGCCAGGAGTACAACCCCTAGGTTCAGA
-GGAGCCATTTCCCATTCTGGCCAGGCTAAAAAGGCCAGGAGTACAACCCCTAGGTTCAGA
-GGAGCCATTTCCCATTCTGGCCAGGCTAAAAAGGCCAGGAGTACAACCCCTAGGTTCAGA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-TATCAGCCTCGTAAAGCTTCGTTCTTCGGGAAATGATCGCTGACAACCTAAAATCGAGTA
-CGAGCCTAAACCTGCTCAGCATCTTCTATCAAAAGCCCCGCCACAACTTTCAGTGGAAGA
-CGAGCCTAAACCTGCTCAGCATCTTCTATCAAAAGCCCCGCCACAACTTTCAGTGGAAGA
-CGAGCCTAAACCTGCTCAGCATCTTCTATCAAAAGCCCCGCCACAACTTTCAGTGGAAGA
-CGAGCCTAAACCTGCTCAGCATCTTCTATCAAAAGCCCCGCCACAACTTTCAGTGGAAGA
-CGAGCCTAAACCTGCTCAGCATCTTCTATCAAAAGCCCCGCCACAACTTTCAGTGGAAGA
-CGAGCCTAAACCTGCTCAGCATCTTCTATCAAAAGCCCCGCCACAACTTTCAGTGGAAGA
-CGAGCCTAAACCTGCTCAGCATCTTCTATCAAAAGCCCCGCCACAACTTTCAGTGGAAGA
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-TTATTGTGTTCGCGCCTGGCTGTTCGACGAAACTTACCCTCTACAACGCAATCTCATGGC
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-ACCAGCTTGTAGGGGATCTTCAGTCTTGAAAATTTCGAAGCAACAACCACTCTCTCATGT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GCGAAGCAATGTGGCGAAGAGGCATCTCCATAGGACAGAGAAACAACATCCGAATAGTTT
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-GTGGCAGATGCCCGACATCGCGTAGGTATAGCTACCGACCGAACAACTTTATTCGGAGCA
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-CGAAGTTTATGTAAGCCAGTAAGCGAGCGCAGACTGATCCATACAACAACAGTTGAACTT
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-ACGTACCCTGAATACAATGCACAACTAACAACAAGATCTTACACAACCCACCTCGTTTCG
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTCAGATAGGTTCGATTAGGCGCCATTGTAGCTAAAGCCGCTACAACTGCTCTCAAAGTT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-GTAAGGGGATATGTTTTTGTAGCTGACACGCAACCCTCCGCAACAACAGCAAGCTGTAAT
-CACGAAGCCGGTTACTGAAGGTAAATGCCGAACCCCTACTTTACAACGCTGGATCCTGCG
-CACGAAGCCGGTTACTGAAGGTAAATGCCGAACCCCTACTTTACAACGCTGGATCCTGCG
-CACGAAGCCGGTTACTGAAGGTAAATGCCGAACCCCTACTTTACAACGCTGGATCCTGCG
-CACGAAGCCGGTTACTGAAGGTAAATGCCGAACCCCTACTTTACAACGCTGGATCCTGCG
-CACGAAGCCGGTTACTGAAGGTAAATGCCGAACCCCTACTTTACAACGCTGGATCCTGCG
-CACGAAGCCGGTTACTGAAGGTAAATGCCGAACCCCTACTTTACAACGCTGGATCCTGCG
-CACGAAGCCGGTTACTGAAGGTAAATGCCGAACCCCTACTTTACAACGCTGGATCCTGCG
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CAATTATCACGCGTGAAACCCAATCGTCGCCTCAATACAGAGACAACCTCTACGGTTCTA
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-CTCCCCATGTGCGTGTGATCGTTACCCTTTGTAGACTAGATCACAACCACATACACCAGG
-GTTACTAAAGATATCATGATCATAAATCAACCCGGCCCCAGCACAACTGGCGGATTTACT
-GTTACTAAAGATATCATGATCATAAATCAACCCGGCCCCAGCACAACTGGCGGATTTACT
-GTTACTAAAGATATCATGATCATAAATCAACCCGGCCCCAGCACAACTGGCGGATTTACT
-GTTACTAAAGATATCATGATCATAAATCAACCCGGCCCCAGCACAACTGGCGGATTTACT
-GTTACTAAAGATATCATGATCATAAATCAACCCGGCCCCAGCACAACTGGCGGATTTACT
-GTTACTAAAGATATCATGATCATAAATCAACCCGGCCCCAGCACAACTGGCGGATTTACT
-GTTACTAAAGATATCATGATCATAAATCAACCCGGCCCCAGCACAACTGGCGGATTTACT
-GTTACTAAAGATATCATGATCATAAATCAACCCGGCCCCAGCACAACTGGCGGATTTACT
-CCACTTGGTCCGATTCATAAACATTATTAGAAACGAATTGTCACAACCACTATAGCTGTT
-CCACTTGGTCCGATTCATAAACATTATTAGAAACGAATTGTCACAACCACTATAGCTGTT
-CCACTTGGTCCGATTCATAAACATTATTAGAAACGAATTGTCACAACCACTATAGCTGTT
-CCACTTGGTCCGATTCATAAACATTATTAGAAACGAATTGTCACAACCACTATAGCTGTT
-CCACTTGGTCCGATTCATAAACATTATTAGAAACGAATTGTCACAACCACTATAGCTGTT
-CCACTTGGTCCGATTCATAAACATTATTAGAAACGAATTGTCACAACCACTATAGCTGTT
-CTGATGGGAGCCGTTGTTGGCCGCGAATGCGCCAGGTGTCTAACAACGCTTACATGGCTT
-CTGATGGGAGCCGTTGTTGGCCGCGAATGCGCCAGGTGTCTAACAACGCTTACATGGCTT
-CTGATGGGAGCCGTTGTTGGCCGCGAATGCGCCAGGTGTCTAACAACGCTTACATGGCTT
-CTGATGGGAGCCGTTGTTGGCCGCGAATGCGCCAGGTGTCTAACAACGCTTACATGGCTT
-CTGATGGGAGCCGTTGTTGGCCGCGAATGCGCCAGGTGTCTAACAACGCTTACATGGCTT
-CTGATGGGAGCCGTTGTTGGCCGCGAATGCGCCAGGTGTCTAACAACGCTTACATGGCTT
-CTCTAGTAGTTAACCGTCGGGCAGCCCACGGTTCGCTTTTGTACAACGTGTCATGATCGC
-CTCTAGTAGTTAACCGTCGGGCAGCCCACGGTTCGCTTTTGTACAACGTGTCATGATCGC
-CTCTAGTAGTTAACCGTCGGGCAGCCCACGGTTCGCTTTTGTACAACGTGTCATGATCGC
-CTCTAGTAGTTAACCGTCGGGCAGCCCACGGTTCGCTTTTGTACAACGTGTCATGATCGC
-CTCTAGTAGTTAACCGTCGGGCAGCCCACGGTTCGCTTTTGTACAACGTGTCATGATCGC
-CGGCTACCTGTCGACGTATTCTACAACTACCGGGGTCGGAAAACAACCGGCATGCGCCGC
-CGGCTACCTGTCGACGTATTCTACAACTACCGGGGTCGGAAAACAACCGGCATGCGCCGC
-CGGCTACCTGTCGACGTATTCTACAACTACCGGGGTCGGAAAACAACCGGCATGCGCCGC
-CGGCTACCTGTCGACGTATTCTACAACTACCGGGGTCGGAAAACAACCGGCATGCGCCGC
-CGGCTACCTGTCGACGTATTCTACAACTACCGGGGTCGGAAAACAACCGGCATGCGCCGC
-CGGCTACCTGTCGACGTATTCTACAACTACCGGGGTCGGAAAACAACCGGCATGCGCCGC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CGTGTTATATGGGGTGTGCCATTAGTTACTAATCGACGTGTTACAACCAAGCATTCCATC
-CCCCTTGAGGATCGTGAAGAAGTTAGATGCCCATGCAATACTACAACCCTCGGACTCATG
-CCCCTTGAGGATCGTGAAGAAGTTAGATGCCCATGCAATACTACAACCCTCGGACTCATG
-CCCCTTGAGGATCGTGAAGAAGTTAGATGCCCATGCAATACTACAACCCTCGGACTCATG
-CCCCTTGAGGATCGTGAAGAAGTTAGATGCCCATGCAATACTACAACCCTCGGACTCATG
-CCCCTTGAGGATCGTGAAGAAGTTAGATGCCCATGCAATACTACAACCCTCGGACTCATG
-CCCCTTGAGGATCGTGAAGAAGTTAGATGCCCATGCAATACTACAACCCTCGGACTCATG
-CCCCTTGAGGATCGTGAAGAAGTTAGATGCCCATGCAATACTACAACCCTCGGACTCATG
-ATGGTGACACCCGATAAAGAGGAAGCGGTCGGGCTCACTCCGACAACCCGCCATTGAATG
-ATGGTGACACCCGATAAAGAGGAAGCGGTCGGGCTCACTCCGACAACCCGCCATTGAATG
-ATGGTGACACCCGATAAAGAGGAAGCGGTCGGGCTCACTCCGACAACCCGCCATTGAATG
-ATGGTGACACCCGATAAAGAGGAAGCGGTCGGGCTCACTCCGACAACCCGCCATTGAATG
-ATGGTGACACCCGATAAAGAGGAAGCGGTCGGGCTCACTCCGACAACCCGCCATTGAATG
-ATGGTGACACCCGATAAAGAGGAAGCGGTCGGGCTCACTCCGACAACCCGCCATTGAATG
-GGCCCCGCGCCGCATGGCGACGGTCACAGGTATCGTTATGCCACAACCACCCCCACCATC
-GGCCCCGCGCCGCATGGCGACGGTCACAGGTATCGTTATGCCACAACCACCCCCACCATC
-GGCCCCGCGCCGCATGGCGACGGTCACAGGTATCGTTATGCCACAACCACCCCCACCATC
-GGCCCCGCGCCGCATGGCGACGGTCACAGGTATCGTTATGCCACAACCACCCCCACCATC
-GGCCCCGCGCCGCATGGCGACGGTCACAGGTATCGTTATGCCACAACCACCCCCACCATC
-GGCCCCGCGCCGCATGGCGACGGTCACAGGTATCGTTATGCCACAACCACCCCCACCATC
-GGCCCCGCGCCGCATGGCGACGGTCACAGGTATCGTTATGCCACAACCACCCCCACCATC
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GACTTATACCCAAGATCGCTGAAGCCGGCCGGAATATCCAGTACAACGTATCCCTGAGTT
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-GCACAATCGGATATATGCGGCGTAAACAGCACATAATGTCATACAACCACGTAGGCCCCC
-CCCGAACGCGGACAATATGTTCTCAGCCAAACAAGACTTCAGACAACTTTGGACGTATTC
-CCCGAACGCGGACAATATGTTCTCAGCCAAACAAGACTTCAGACAACTTTGGACGTATTC
-CCCGAACGCGGACAATATGTTCTCAGCCAAACAAGACTTCAGACAACTTTGGACGTATTC
-CCCGAACGCGGACAATATGTTCTCAGCCAAACAAGACTTCAGACAACTTTGGACGTATTC
-CCCGAACGCGGACAATATGTTCTCAGCCAAACAAGACTTCAGACAACTTTGGACGTATTC
-CCCGAACGCGGACAATATGTTCTCAGCCAAACAAGACTTCAGACAACTTTGGACGTATTC
-CCCGAACGCGGACAATATGTTCTCAGCCAAACAAGACTTCAGACAACTTTGGACGTATTC
-GGCGCTGGGAAGATACAGGGCCGTCATCTATAAATACGTGCTACAACGATACTAAGACTT
-GGCGCTGGGAAGATACAGGGCCGTCATCTATAAATACGTGCTACAACGATACTAAGACTT
-GGCGCTGGGAAGATACAGGGCCGTCATCTATAAATACGTGCTACAACGATACTAAGACTT
-GGCGCTGGGAAGATACAGGGCCGTCATCTATAAATACGTGCTACAACGATACTAAGACTT
-GGCGCTGGGAAGATACAGGGCCGTCATCTATAAATACGTGCTACAACGATACTAAGACTT
-GGCGCTGGGAAGATACAGGGCCGTCATCTATAAATACGTGCTACAACGATACTAAGACTT
-GGCGCTGGGAAGATACAGGGCCGTCATCTATAAATACGTGCTACAACGATACTAAGACTT
-GGCGCTGGGAAGATACAGGGCCGTCATCTATAAATACGTGCTACAACGATACTAAGACTT
-TTGGCCGGGCCCTATCCTTGAAGTGTTCACCCCTAACATTCCACAACGTGAGTGGTTTCC
-TTGGCCGGGCCCTATCCTTGAAGTGTTCACCCCTAACATTCCACAACGTGAGTGGTTTCC
-TTGGCCGGGCCCTATCCTTGAAGTGTTCACCCCTAACATTCCACAACGTGAGTGGTTTCC
-TTGGCCGGGCCCTATCCTTGAAGTGTTCACCCCTAACATTCCACAACGTGAGTGGTTTCC
-TTGGCCGGGCCCTATCCTTGAAGTGTTCACCCCTAACATTCCACAACGTGAGTGGTTTCC
-TTGGCCGGGCCCTATCCTTGAAGTGTTCACCCCTAACATTCCACAACGTGAGTGGTTTCC
-TTGGCCGGGCCCTATCCTTGAAGTGTTCACCCCTAACATTCCACAACGTGAGTGGTTTCC
-TTGGCCGGGCCCTATCCTTGAAGTGTTCACCCCTAACATTCCACAACGTGAGTGGTTTCC
-CCTTTATGAGGCCGTACAGAATGCTTGGCAGTTAAAGGAGCGACAACCATAGTGCTATGA
-CCTTTATGAGGCCGTACAGAATGCTTGGCAGTTAAAGGAGCGACAACCATAGTGCTATGA
-CCTTTATGAGGCCGTACAGAATGCTTGGCAGTTAAAGGAGCGACAACCATAGTGCTATGA
-CCTTTATGAGGCCGTACAGAATGCTTGGCAGTTAAAGGAGCGACAACCATAGTGCTATGA
-CCTTTATGAGGCCGTACAGAATGCTTGGCAGTTAAAGGAGCGACAACCATAGTGCTATGA
-CCTTTATGAGGCCGTACAGAATGCTTGGCAGTTAAAGGAGCGACAACCATAGTGCTATGA
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-ACTCTGTATTCGTTTCACCAAGATCTGATTCTCTCAACAGGTACAACATTCTTGAATCCG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-AGGATGACTAATCTCTAATAATTGTGGCATCAACAATTTTAAACAACCCAATCGAGAGGG
-ATGAAATGATTTATCTGCGTGACCCTAAAGCGCGTAGATCAGACAACGTAAATACTCGTT
-ATGAAATGATTTATCTGCGTGACCCTAAAGCGCGTAGATCAGACAACGTAAATACTCGTT
-ATGAAATGATTTATCTGCGTGACCCTAAAGCGCGTAGATCAGACAACGTAAATACTCGTT
-ATGAAATGATTTATCTGCGTGACCCTAAAGCGCGTAGATCAGACAACGTAAATACTCGTT
-ATGAAATGATTTATCTGCGTGACCCTAAAGCGCGTAGATCAGACAACGTAAATACTCGTT
-ATGAAATGATTTATCTGCGTGACCCTAAAGCGCGTAGATCAGACAACGTAAATACTCGTT
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-GTGGACCCATGCCATGTTTATATAAAGGTTCTGATTCTTCTTACAACTTCTGTAGTAGGC
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-ACATTGTGTGCTCGGAAAAGGATGGTGGGCTTCCAGCTAAGAACAACAAAAGGAATTGAT
-GCGCGGCTAGCGCAATTAACCTGCGCGCGACTGCCGCGAATAACAACGTAAGAGAAAGCA
-GCGCGGCTAGCGCAATTAACCTGCGCGCGACTGCCGCGAATAACAACGTAAGAGAAAGCA
-GCGCGGCTAGCGCAATTAACCTGCGCGCGACTGCCGCGAATAACAACGTAAGAGAAAGCA
-GCGCGGCTAGCGCAATTAACCTGCGCGCGACTGCCGCGAATAACAACGTAAGAGAAAGCA
-GCGCGGCTAGCGCAATTAACCTGCGCGCGACTGCCGCGAATAACAACGTAAGAGAAAGCA
-GCGCGGCTAGCGCAATTAACCTGCGCGCGACTGCCGCGAATAACAACGTAAGAGAAAGCA
-GCGCGGCTAGCGCAATTAACCTGCGCGCGACTGCCGCGAATAACAACGTAAGAGAAAGCA
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-TCCGCCGGGCCCAGGCAGGAATCTATGTACTGACTTCTGATTACAACCTTATGTAGCGCG
-CTAGATATCTGCCTATTGATGATTTACGTAGATCCTGAGTATACAACGTTTTCACTGACT
-CTAGATATCTGCCTATTGATGATTTACGTAGATCCTGAGTATACAACGTTTTCACTGACT
-CTAGATATCTGCCTATTGATGATTTACGTAGATCCTGAGTATACAACGTTTTCACTGACT
-CTAGATATCTGCCTATTGATGATTTACGTAGATCCTGAGTATACAACGTTTTCACTGACT
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGGTCCTAGTCGAAATCGTAGCGTCCCGGTAAAGGGGAAGAACAACCCAGAAACCTTCA
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-TTGCAAACCCGTTCAGTCCATTCTGAGTACACATGTTAAAAAACAACAATGGCTGTGCCG
-GCAGGCTTTTATTACGTCGTGGTCCATGCCATTCTCGCCGCAACAACGAATTTCAGAATT
-GCAGGCTTTTATTACGTCGTGGTCCATGCCATTCTCGCCGCAACAACGAATTTCAGAATT
-GCAGGCTTTTATTACGTCGTGGTCCATGCCATTCTCGCCGCAACAACGAATTTCAGAATT
-GCAGGCTTTTATTACGTCGTGGTCCATGCCATTCTCGCCGCAACAACGAATTTCAGAATT
-GCAGGCTTTTATTACGTCGTGGTCCATGCCATTCTCGCCGCAACAACGAATTTCAGAATT
-GCAGGCTTTTATTACGTCGTGGTCCATGCCATTCTCGCCGCAACAACGAATTTCAGAATT
-GCAGGCTTTTATTACGTCGTGGTCCATGCCATTCTCGCCGCAACAACGAATTTCAGAATT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-TAACCTCCTAGCGCGCAACAACGATTCTGGAATGATTTCGATACAACTAGCAAGCACGCT
-GTTGGGATTACTTGACCAAATAACGCAGCCTTGCAAAGTGACACAACAAGGGGTGGTGTA
-GTTGGGATTACTTGACCAAATAACGCAGCCTTGCAAAGTGACACAACAAGGGGTGGTGTA
-GTTGGGATTACTTGACCAAATAACGCAGCCTTGCAAAGTGACACAACAAGGGGTGGTGTA
-AGTAGACTAATCTGTGTCCAGTGATATGAACTCTTGGGGGATACAACGCAGCGGTTAGAC
-AGTAGACTAATCTGTGTCCAGTGATATGAACTCTTGGGGGATACAACGCAGCGGTTAGAC
-AGTAGACTAATCTGTGTCCAGTGATATGAACTCTTGGGGGATACAACGCAGCGGTTAGAC
-AGTAGACTAATCTGTGTCCAGTGATATGAACTCTTGGGGGATACAACGCAGCGGTTAGAC
-AGTAGACTAATCTGTGTCCAGTGATATGAACTCTTGGGGGATACAACGCAGCGGTTAGAC
-AGTAGACTAATCTGTGTCCAGTGATATGAACTCTTGGGGGATACAACGCAGCGGTTAGAC
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-AGTTTTTGAGCATTATCCGCTTCGACAGCTCGTATCCACGACACAACGCTAAGGGACAAA
-GTGAGTCTACCTGTACTACGGCGCTGCGTAGCTCGCGCACTCACAACGATGATGATTAAG
-GTGAGTCTACCTGTACTACGGCGCTGCGTAGCTCGCGCACTCACAACGATGATGATTAAG
-GTGAGTCTACCTGTACTACGGCGCTGCGTAGCTCGCGCACTCACAACGATGATGATTAAG
-GTGAGTCTACCTGTACTACGGCGCTGCGTAGCTCGCGCACTCACAACGATGATGATTAAG
-GTGAGTCTACCTGTACTACGGCGCTGCGTAGCTCGCGCACTCACAACGATGATGATTAAG
-GTGAGTCTACCTGTACTACGGCGCTGCGTAGCTCGCGCACTCACAACGATGATGATTAAG
-GTGAGTCTACCTGTACTACGGCGCTGCGTAGCTCGCGCACTCACAACGATGATGATTAAG
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GCTTTTATTAGTACGATTCCCTGCGACTAACTTATGGTCGTGACAACACGATACTATGAA
-GGATCTCCTGGAGTGGCAATGCATATTACCTCGTCCTGTTAGACAACTGACAAAAGTCTG
-GGATCTCCTGGAGTGGCAATGCATATTACCTCGTCCTGTTAGACAACTGACAAAAGTCTG
-GGATCTCCTGGAGTGGCAATGCATATTACCTCGTCCTGTTAGACAACTGACAAAAGTCTG
-GGATCTCCTGGAGTGGCAATGCATATTACCTCGTCCTGTTAGACAACTGACAAAAGTCTG
-GGATCTCCTGGAGTGGCAATGCATATTACCTCGTCCTGTTAGACAACTGACAAAAGTCTG
-GGATCTCCTGGAGTGGCAATGCATATTACCTCGTCCTGTTAGACAACTGACAAAAGTCTG
-GGATCTCCTGGAGTGGCAATGCATATTACCTCGTCCTGTTAGACAACTGACAAAAGTCTG
-CGTAATCCTGCACGGCACGCCTGTAGTTTACCGCCCGAGGGTACAACACTAGGGTGTATG
-CGTAATCCTGCACGGCACGCCTGTAGTTTACCGCCCGAGGGTACAACACTAGGGTGTATG
-CGTAATCCTGCACGGCACGCCTGTAGTTTACCGCCCGAGGGTACAACACTAGGGTGTATG
-CGTAATCCTGCACGGCACGCCTGTAGTTTACCGCCCGAGGGTACAACACTAGGGTGTATG
-CGTAATCCTGCACGGCACGCCTGTAGTTTACCGCCCGAGGGTACAACACTAGGGTGTATG
-CGTAATCCTGCACGGCACGCCTGTAGTTTACCGCCCGAGGGTACAACACTAGGGTGTATG
-CGTAATCCTGCACGGCACGCCTGTAGTTTACCGCCCGAGGGTACAACACTAGGGTGTATG
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CTACTCAGTATCGGACCCTATGATGGTGCGTCCCCACAAGTGACAACATACGCAGTAAAC
-CGGCAGCCTTGCTACCCAGGCTCTGTAACTATCAATTACTATACAACCGGAAGATGCGAG
-CGGCAGCCTTGCTACCCAGGCTCTGTAACTATCAATTACTATACAACCGGAAGATGCGAG
-CGGCAGCCTTGCTACCCAGGCTCTGTAACTATCAATTACTATACAACCGGAAGATGCGAG
-CGGCAGCCTTGCTACCCAGGCTCTGTAACTATCAATTACTATACAACCGGAAGATGCGAG
-CGGCAGCCTTGCTACCCAGGCTCTGTAACTATCAATTACTATACAACCGGAAGATGCGAG
-CGGCAGCCTTGCTACCCAGGCTCTGTAACTATCAATTACTATACAACCGGAAGATGCGAG
-CGGCAGCCTTGCTACCCAGGCTCTGTAACTATCAATTACTATACAACCGGAAGATGCGAG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-AAAAATGTCCGAGTCTTTTCATATTCCTGACTGAAGTTGTACACAACACATACGTAGCGG
-GATCTATCGTGTCTTCGTGGAATTTTCGTGCCGCGGCGGCTTACAACCAGATGGGGGCAG
-GATCTATCGTGTCTTCGTGGAATTTTCGTGCCGCGGCGGCTTACAACCAGATGGGGGCAG
-GATCTATCGTGTCTTCGTGGAATTTTCGTGCCGCGGCGGCTTACAACCAGATGGGGGCAG
-GATCTATCGTGTCTTCGTGGAATTTTCGTGCCGCGGCGGCTTACAACCAGATGGGGGCAG
-GATCTATCGTGTCTTCGTGGAATTTTCGTGCCGCGGCGGCTTACAACCAGATGGGGGCAG
-GATCTATCGTGTCTTCGTGGAATTTTCGTGCCGCGGCGGCTTACAACCAGATGGGGGCAG
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-ATCTCAGGACGTTTGGTAGACTTTCAGGGCCAGTATCGGTGGACAACATCCTTCGGACTA
-CCGCCGCTACATCGCGCCTAAGTAACGTTCCAAACCGAAGTCACAACGCCTAATTGTGAC
-CCGCCGCTACATCGCGCCTAAGTAACGTTCCAAACCGAAGTCACAACGCCTAATTGTGAC
-CCGCCGCTACATCGCGCCTAAGTAACGTTCCAAACCGAAGTCACAACGCCTAATTGTGAC
-CCGCCGCTACATCGCGCCTAAGTAACGTTCCAAACCGAAGTCACAACGCCTAATTGTGAC
-CCGCCGCTACATCGCGCCTAAGTAACGTTCCAAACCGAAGTCACAACGCCTAATTGTGAC
-CCGCCGCTACATCGCGCCTAAGTAACGTTCCAAACCGAAGTCACAACGCCTAATTGTGAC
-CCGCCGCTACATCGCGCCTAAGTAACGTTCCAAACCGAAGTCACAACGCCTAATTGTGAC
-CTTGCCTCAGAGGCCTTGATCTGAAAAAGGTGCTCGTTAAAGACAACCCCGGCAAGCAAT
-CTTGCCTCAGAGGCCTTGATCTGAAAAAGGTGCTCGTTAAAGACAACCCCGGCAAGCAAT
-CTTGCCTCAGAGGCCTTGATCTGAAAAAGGTGCTCGTTAAAGACAACCCCGGCAAGCAAT
-CTTGCCTCAGAGGCCTTGATCTGAAAAAGGTGCTCGTTAAAGACAACCCCGGCAAGCAAT
-CTTGCCTCAGAGGCCTTGATCTGAAAAAGGTGCTCGTTAAAGACAACCCCGGCAAGCAAT
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-AAGTTGCAATCGCGCGGGCGGCTTTCGTCCAAACGGAGGATGACAACACATAGAAAGGGA
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GAGAACTCGCTAAGATCCCACATCGTCGGTTCCAAGATACCCACAACTCTTAGACTGAGG
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GGGTGTGAAATATACAAGTAGCGTTGTTTGCCTACGGTCCTGACAACACAATTAAATGTT
-GCCAGCGTGTAGTACCCACCTGAGTGAGCTCAGGACAGCCTCACAACGCCCGGCTATCCC
-GCCAGCGTGTAGTACCCACCTGAGTGAGCTCAGGACAGCCTCACAACGCCCGGCTATCCC
-GCCAGCGTGTAGTACCCACCTGAGTGAGCTCAGGACAGCCTCACAACGCCCGGCTATCCC
-GCCAGCGTGTAGTACCCACCTGAGTGAGCTCAGGACAGCCTCACAACGCCCGGCTATCCC
-GCCAGCGTGTAGTACCCACCTGAGTGAGCTCAGGACAGCCTCACAACGCCCGGCTATCCC
-GCCAGCGTGTAGTACCCACCTGAGTGAGCTCAGGACAGCCTCACAACGCCCGGCTATCCC
-GCCAGCGTGTAGTACCCACCTGAGTGAGCTCAGGACAGCCTCACAACGCCCGGCTATCCC
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-AAAAACAGTACCTTAGGCCAAAGATTCGCGTGCACGTGACTCACAACCTGAGGCCGAAGT
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-GGGTCTGCATTCGCAATCCATCTTGTCGGCCAATGGTAAAGGACAACACGGTATCACATC
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-ATTAGCCGAGTGCAGCCCACCCTCGATTTGACAATATCAGAAACAACTGAGGTTCTTTTT
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TGTCACTCGTCTGCGTCTGACAAATCGGGCTCCTTGCGGGGGACAACAGAACGACCCCAG
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TTGTACTCTAATTAATGTGTGAAATCGAAATGTATCGCCCCTACAACACTGTGAATCACT
-TGTGTGTTACTATATAGCGTCACCTTTAGCTCCAAGATCTCGACAACTGGACTAGTGACA
-TGTGTGTTACTATATAGCGTCACCTTTAGCTCCAAGATCTCGACAACTGGACTAGTGACA
-TGTGTGTTACTATATAGCGTCACCTTTAGCTCCAAGATCTCGACAACTGGACTAGTGACA
-TGTGTGTTACTATATAGCGTCACCTTTAGCTCCAAGATCTCGACAACTGGACTAGTGACA
-TGTGTGTTACTATATAGCGTCACCTTTAGCTCCAAGATCTCGACAACTGGACTAGTGACA
-TGTGTGTTACTATATAGCGTCACCTTTAGCTCCAAGATCTCGACAACTGGACTAGTGACA
-GGGCATGAATGGTGACTCATTTCACAGCACATTAAGTGTCTGACAACGGTAACCACCTGA
-GGGCATGAATGGTGACTCATTTCACAGCACATTAAGTGTCTGACAACGGTAACCACCTGA
-GGGCATGAATGGTGACTCATTTCACAGCACATTAAGTGTCTGACAACGGTAACCACCTGA
-GGGCATGAATGGTGACTCATTTCACAGCACATTAAGTGTCTGACAACGGTAACCACCTGA
-GGGCATGAATGGTGACTCATTTCACAGCACATTAAGTGTCTGACAACGGTAACCACCTGA
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-GAATGGACGACGCTGATGTAGAGTCACTGACTGCCAAACCCCACAACCGGTACGAGTGAT
-ATCGGACAGTTATTATACTTCATAATTTAGGAACGGGGTTGCACAACGTCGAGACTCAAT
-ATCGGACAGTTATTATACTTCATAATTTAGGAACGGGGTTGCACAACGTCGAGACTCAAT
-ATCGGACAGTTATTATACTTCATAATTTAGGAACGGGGTTGCACAACGTCGAGACTCAAT
-ATCGGACAGTTATTATACTTCATAATTTAGGAACGGGGTTGCACAACGTCGAGACTCAAT
-ATCGGACAGTTATTATACTTCATAATTTAGGAACGGGGTTGCACAACGTCGAGACTCAAT
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-TGCCACCGTTGGCAAACACCTCATCGACGTTTTGATATGATTACAACCAGATACACTTGA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-CTATCCACCCCGTTATATCAAATATGATGTTAATAGGCGCGGACAACTTAGTGCGAATTA
-GGTCGGTACTTCCTTCACTGGGCTTTATCCGGAACAAGGAAGACAACAATTGTTGGAAGT
-GGTCGGTACTTCCTTCACTGGGCTTTATCCGGAACAAGGAAGACAACAATTGTTGGAAGT
-GGTCGGTACTTCCTTCACTGGGCTTTATCCGGAACAAGGAAGACAACAATTGTTGGAAGT
-GGTCGGTACTTCCTTCACTGGGCTTTATCCGGAACAAGGAAGACAACAATTGTTGGAAGT
-GGTCGGTACTTCCTTCACTGGGCTTTATCCGGAACAAGGAAGACAACAATTGTTGGAAGT
-GGTCGGTACTTCCTTCACTGGGCTTTATCCGGAACAAGGAAGACAACAATTGTTGGAAGT
-GGTCGGTACTTCCTTCACTGGGCTTTATCCGGAACAAGGAAGACAACAATTGTTGGAAGT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-ATCGACCTAACTTCCGCTCGATCCCGCGGGACTGCAGCAGTTACAACGATGTCCGTCACT
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-CGCCACAATTTGTCCAACAGCCTCGGGCACCTCACGTGAAAGACAACACGGCTAACCATA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTATCGAACTAAGAGTAAGTGTACGTCTCATCTTAAGCTCATACAACGCTACTTAGCACA
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-GTGGGATAGTGCGTAGTCTTTTGATCGCACGAATTGATAACGACAACATCTGCTCTGTCG
-TGCAGCGCAGACGGATACTCGACACCGGGCTCAAGGCATCTTACAACGGAGGCTGAGTCG
-TGCAGCGCAGACGGATACTCGACACCGGGCTCAAGGCATCTTACAACGGAGGCTGAGTCG
-CAGATAGTGTGGCATACCCAAGGAGGTCCAACCACTAGAAGGACAACCTTTAAGGATACA
-CAGATAGTGTGGCATACCCAAGGAGGTCCAACCACTAGAAGGACAACCTTTAAGGATACA
-CAGATAGTGTGGCATACCCAAGGAGGTCCAACCACTAGAAGGACAACCTTTAAGGATACA
-CAGATAGTGTGGCATACCCAAGGAGGTCCAACCACTAGAAGGACAACCTTTAAGGATACA
-CAGATAGTGTGGCATACCCAAGGAGGTCCAACCACTAGAAGGACAACCTTTAAGGATACA
-CAGATAGTGTGGCATACCCAAGGAGGTCCAACCACTAGAAGGACAACCTTTAAGGATACA
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-TGCCGCTGAAGCATGACGCCGGAGTTCGACTAACACCCTCACACAACTTCTTAATTAGTG
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-CGGTTGGGCGTTTGCCATAATGCTTCCAAGAGGTTAAATCCAACAACCCTTATCATCGCA
-AGTTCCGAGCGTCTACCCTCCTGAGCGTAAACCGGAGATAATACAACAAAAGGTGTTCTA
-AGTTCCGAGCGTCTACCCTCCTGAGCGTAAACCGGAGATAATACAACAAAAGGTGTTCTA
-AGTTCCGAGCGTCTACCCTCCTGAGCGTAAACCGGAGATAATACAACAAAAGGTGTTCTA
-AGTTCCGAGCGTCTACCCTCCTGAGCGTAAACCGGAGATAATACAACAAAAGGTGTTCTA
-AGTTCCGAGCGTCTACCCTCCTGAGCGTAAACCGGAGATAATACAACAAAAGGTGTTCTA
-AGTTCCGAGCGTCTACCCTCCTGAGCGTAAACCGGAGATAATACAACAAAAGGTGTTCTA
-AGTTCCGAGCGTCTACCCTCCTGAGCGTAAACCGGAGATAATACAACAAAAGGTGTTCTA
-AGTTCCGAGCGTCTACCCTCCTGAGCGTAAACCGGAGATAATACAACAAAAGGTGTTCTA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-AGAAGCCTGAGTGTAAGATCCCATGCCGGAGGCGGACGGAAGACAACTAGTCATGACTGA
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-TATACAGTTCTCTCATTCTAGATAACTGATTGACATACATGAACAACATCGCCTACCGCC
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-GTCAGGAGAAATCCCTAGGGGCTTGCCTCCGTGCTATAGCTCACAACCTACGTGGGCACA
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTCTAGTAACGATTATAAGTGTATGATGCGAAGTCCCGACGACAACTTAGCAAACTGAT
-AGTATAAAAAGCCGTTCGTGAGACTCGCAAAGGCAAGAAACAACAACGCTAGCAGACTGC
-AGTATAAAAAGCCGTTCGTGAGACTCGCAAAGGCAAGAAACAACAACGCTAGCAGACTGC
-AGTATAAAAAGCCGTTCGTGAGACTCGCAAAGGCAAGAAACAACAACGCTAGCAGACTGC
-AGTATAAAAAGCCGTTCGTGAGACTCGCAAAGGCAAGAAACAACAACGCTAGCAGACTGC
-AGTATAAAAAGCCGTTCGTGAGACTCGCAAAGGCAAGAAACAACAACGCTAGCAGACTGC
-AGTATAAAAAGCCGTTCGTGAGACTCGCAAAGGCAAGAAACAACAACGCTAGCAGACTGC
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GGATTACCCCTAGTGCTTCCCCAGTATTATTTCGATCCGAAGACAACCATAGCGTCGTTA
-GAGGGAGATAACACGTCCTTACCTTGTGTAGCCGATGGTTTTACAACGATTTTAGGAGTA
-GAGGGAGATAACACGTCCTTACCTTGTGTAGCCGATGGTTTTACAACGATTTTAGGAGTA
-GAGGGAGATAACACGTCCTTACCTTGTGTAGCCGATGGTTTTACAACGATTTTAGGAGTA
-GAGGGAGATAACACGTCCTTACCTTGTGTAGCCGATGGTTTTACAACGATTTTAGGAGTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-CCTCCAAGGATATCGCTAACAAGACATAGCATCTTGGTAATTACAACTTAACCTCACCTA
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-GGCTCCCAACATACCGAGCCATAAAGGCTGTACGCACCAAACACAACATGAAATATCTTG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-TGACTTTAAAGAGTCCATCGCCGCGCATCCATTTGGGCGTAAACAACTTATTGACACAGG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-GAGCATGACGGGCGCGTGCTTTTGAGAGAACTGTTCCCGCTGACAACCTAGAGTCCCAAG
-ATTACGCTTAAATAGTATGTAGTTGACTCATAGAGCCCCAGTACAACCGGGGTACAGTAC
-ATTACGCTTAAATAGTATGTAGTTGACTCATAGAGCCCCAGTACAACCGGGGTACAGTAC
-ATTACGCTTAAATAGTATGTAGTTGACTCATAGAGCCCCAGTACAACCGGGGTACAGTAC
-ATTACGCTTAAATAGTATGTAGTTGACTCATAGAGCCCCAGTACAACCGGGGTACAGTAC
-ATTACGCTTAAATAGTATGTAGTTGACTCATAGAGCCCCAGTACAACCGGGGTACAGTAC
-ATTACGCTTAAATAGTATGTAGTTGACTCATAGAGCCCCAGTACAACCGGGGTACAGTAC
-ATTACGCTTAAATAGTATGTAGTTGACTCATAGAGCCCCAGTACAACCGGGGTACAGTAC
-ATTACGCTTAAATAGTATGTAGTTGACTCATAGAGCCCCAGTACAACCGGGGTACAGTAC
-CCTAAAGGCGCAAAGGCCGCATAGGAAGGTTCAGGGAAGCGGACAACCGACCCTTACGAA
-CCTAAAGGCGCAAAGGCCGCATAGGAAGGTTCAGGGAAGCGGACAACCGACCCTTACGAA
-CCTAAAGGCGCAAAGGCCGCATAGGAAGGTTCAGGGAAGCGGACAACCGACCCTTACGAA
-CCTAAAGGCGCAAAGGCCGCATAGGAAGGTTCAGGGAAGCGGACAACCGACCCTTACGAA
-CCTAAAGGCGCAAAGGCCGCATAGGAAGGTTCAGGGAAGCGGACAACCGACCCTTACGAA
-CCTAAAGGCGCAAAGGCCGCATAGGAAGGTTCAGGGAAGCGGACAACCGACCCTTACGAA
-ACTCGTCGAGAGGGAAATCGCCTGGAACTAGTGCATTATCACACAACGTTGGGGTTAAAT
-ACTCGTCGAGAGGGAAATCGCCTGGAACTAGTGCATTATCACACAACGTTGGGGTTAAAT
-ACTCGTCGAGAGGGAAATCGCCTGGAACTAGTGCATTATCACACAACGTTGGGGTTAAAT
-ATGGCGGTACAAAAACGTCACCCGCGATATCGGTTTTTAGACACAACGTATGACGATGGA
-ATGGCGGTACAAAAACGTCACCCGCGATATCGGTTTTTAGACACAACGTATGACGATGGA
-ATGGCGGTACAAAAACGTCACCCGCGATATCGGTTTTTAGACACAACGTATGACGATGGA
-ATGGCGGTACAAAAACGTCACCCGCGATATCGGTTTTTAGACACAACGTATGACGATGGA
-AACAACAAGAATTCCACCTGGCGATGAGTTGTCTAACGCCAGACAACTTTTAGGTCTCAT
-AACAACAAGAATTCCACCTGGCGATGAGTTGTCTAACGCCAGACAACTTTTAGGTCTCAT
-AACAACAAGAATTCCACCTGGCGATGAGTTGTCTAACGCCAGACAACTTTTAGGTCTCAT
-AACAACAAGAATTCCACCTGGCGATGAGTTGTCTAACGCCAGACAACTTTTAGGTCTCAT
-AACAACAAGAATTCCACCTGGCGATGAGTTGTCTAACGCCAGACAACTTTTAGGTCTCAT
-AACAACAAGAATTCCACCTGGCGATGAGTTGTCTAACGCCAGACAACTTTTAGGTCTCAT
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-AGGGGTAGAAAAGAGCCAGGTTTCTTTAATACTCTCTTACAGACAACACACTCGCCGTAA
-ACTGGGTCTGCCTATCGAGTTCTCCTGAACCCGGTTGCTGGGACAACAGGTGTAGCAGTG
-ACTGGGTCTGCCTATCGAGTTCTCCTGAACCCGGTTGCTGGGACAACAGGTGTAGCAGTG
-ACTGGGTCTGCCTATCGAGTTCTCCTGAACCCGGTTGCTGGGACAACAGGTGTAGCAGTG
-ACTGGGTCTGCCTATCGAGTTCTCCTGAACCCGGTTGCTGGGACAACAGGTGTAGCAGTG
-ACTGGGTCTGCCTATCGAGTTCTCCTGAACCCGGTTGCTGGGACAACAGGTGTAGCAGTG
-ACTGGGTCTGCCTATCGAGTTCTCCTGAACCCGGTTGCTGGGACAACAGGTGTAGCAGTG
-ACTGGGTCTGCCTATCGAGTTCTCCTGAACCCGGTTGCTGGGACAACAGGTGTAGCAGTG
-ACTGGGTCTGCCTATCGAGTTCTCCTGAACCCGGTTGCTGGGACAACAGGTGTAGCAGTG
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-ACTAGCCGTATCAAACTTAAGCAGGTGTAGATTGCAAGCCGCACAACTCCAACTAGTGGT
-TGAGCATAAACCACTCCCAATTAGCGGGAATATCAAAGTTCTACAACGAGAAAGTGCCTG
-TGAGCATAAACCACTCCCAATTAGCGGGAATATCAAAGTTCTACAACGAGAAAGTGCCTG
-TGAGCATAAACCACTCCCAATTAGCGGGAATATCAAAGTTCTACAACGAGAAAGTGCCTG
-TGAGCATAAACCACTCCCAATTAGCGGGAATATCAAAGTTCTACAACGAGAAAGTGCCTG
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-GTACCGACTCACTGTGCAATTCAAAGGTGTGCAGAACACGTGACAACCGCTATTCTTCAA
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CTCGTTAATGCCGTCTCCGTTAATAGCAGCTTACAACAGTGCACAACAGTGTGCATCTTC
-CCAACCCACTAGGTCTAGAGGTACAGCATAGAGTTGCAAGCCACAACAGGATGAACAGTG
-CCAACCCACTAGGTCTAGAGGTACAGCATAGAGTTGCAAGCCACAACAGGATGAACAGTG
-CCAACCCACTAGGTCTAGAGGTACAGCATAGAGTTGCAAGCCACAACAGGATGAACAGTG
-CCAACCCACTAGGTCTAGAGGTACAGCATAGAGTTGCAAGCCACAACAGGATGAACAGTG
-CCAACCCACTAGGTCTAGAGGTACAGCATAGAGTTGCAAGCCACAACAGGATGAACAGTG
-CCAACCCACTAGGTCTAGAGGTACAGCATAGAGTTGCAAGCCACAACAGGATGAACAGTG
-CCAACCCACTAGGTCTAGAGGTACAGCATAGAGTTGCAAGCCACAACAGGATGAACAGTG
-CCAACCCACTAGGTCTAGAGGTACAGCATAGAGTTGCAAGCCACAACAGGATGAACAGTG
-GGGGGCTATATCCAAGAATCTATAGTCATCGACTTACTTGCTACAACGCATGGTGGCGAA
-GGGGGCTATATCCAAGAATCTATAGTCATCGACTTACTTGCTACAACGCATGGTGGCGAA
-GGGGGCTATATCCAAGAATCTATAGTCATCGACTTACTTGCTACAACGCATGGTGGCGAA
-GGGGGCTATATCCAAGAATCTATAGTCATCGACTTACTTGCTACAACGCATGGTGGCGAA
-GGGGGCTATATCCAAGAATCTATAGTCATCGACTTACTTGCTACAACGCATGGTGGCGAA
-GGGGGCTATATCCAAGAATCTATAGTCATCGACTTACTTGCTACAACGCATGGTGGCGAA
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-TCCACACTAATTGTGATAGTTCAATCGTCCCGTAACCGGTTAACAACACTACAGAATATC
-AGTAATTAGTGTTGCACGTGGAACTGCCTACGGTGGTTCCCTACAACGTCCCGTGGCGTT
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-TCCTGTCGCCCCTCAGCACATACGCTCCATCTTCCGTTATGCACAACAAAAGCCGTGATG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-ATCTTCATTCTTTGGCCACACGGAGAACGATCAATAAGATACACAACAATTTATACATCG
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AGATACTTTCTTGCAGAAAATGTATCCCGCTCAACTGACAACACAACTGCGGTTAATACA
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-AATTCTTTTAAGGAAACGCGAACCAGAAATTGTTGACGGTTCACAACTCGCCTTGAGTGG
-ACTGGCCGACATAGTCTGACTTGATATGAGTTACTCAAACCAACAACAGGAACTTAGTCG
-ACTGGCCGACATAGTCTGACTTGATATGAGTTACTCAAACCAACAACAGGAACTTAGTCG
-ACTGGCCGACATAGTCTGACTTGATATGAGTTACTCAAACCAACAACAGGAACTTAGTCG
-ACTGGCCGACATAGTCTGACTTGATATGAGTTACTCAAACCAACAACAGGAACTTAGTCG
-ACTGGCCGACATAGTCTGACTTGATATGAGTTACTCAAACCAACAACAGGAACTTAGTCG
-ACTGGCCGACATAGTCTGACTTGATATGAGTTACTCAAACCAACAACAGGAACTTAGTCG
-ACTGGCCGACATAGTCTGACTTGATATGAGTTACTCAAACCAACAACAGGAACTTAGTCG
-ACTGGCCGACATAGTCTGACTTGATATGAGTTACTCAAACCAACAACAGGAACTTAGTCG
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-CCCCCGATGGTGTCGCTTGCTCCATGTGTCCAATTCGCATGGACAACTTATGTAGGCGGC
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GTAAGCGAATCTACGTTCTTCGTAACGAACGCATCGTCCGCAACAACACTACCGTGGGTA
-GACATCAAGAGACATACAATTCACAGATAATGTCAGATTACCACAACCCTGGGCGTGGTA
-GACATCAAGAGACATACAATTCACAGATAATGTCAGATTACCACAACCCTGGGCGTGGTA
-GACATCAAGAGACATACAATTCACAGATAATGTCAGATTACCACAACCCTGGGCGTGGTA
-GACATCAAGAGACATACAATTCACAGATAATGTCAGATTACCACAACCCTGGGCGTGGTA
-GACATCAAGAGACATACAATTCACAGATAATGTCAGATTACCACAACCCTGGGCGTGGTA
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GTGGTAAAGTATGGGCGGTGCTACGTCGCACAAGTCACTGTCACAACTTACGACGCTGAC
-GGTGTCGCCATTGTACTCAACGAAGACTTCGCGCTAGCCTGTACAACTCCGGGGGAACGT
-GGTGTCGCCATTGTACTCAACGAAGACTTCGCGCTAGCCTGTACAACTCCGGGGGAACGT
-GGTGTCGCCATTGTACTCAACGAAGACTTCGCGCTAGCCTGTACAACTCCGGGGGAACGT
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-TCTCCCCTTTCCTAGCCAGAATGTCCTGGTTCTTACGAAATCACAACCGTAATTGTAGTA
-AGAGAACAACATTTCTACAATTAGACATGAAGTCCGCCCCAAACAACTCCCAGGTGCCCT
-AGAGAACAACATTTCTACAATTAGACATGAAGTCCGCCCCAAACAACTCCCAGGTGCCCT
-AGAGAACAACATTTCTACAATTAGACATGAAGTCCGCCCCAAACAACTCCCAGGTGCCCT
-AGAGAACAACATTTCTACAATTAGACATGAAGTCCGCCCCAAACAACTCCCAGGTGCCCT
-AGAGAACAACATTTCTACAATTAGACATGAAGTCCGCCCCAAACAACTCCCAGGTGCCCT
-AGAGAACAACATTTCTACAATTAGACATGAAGTCCGCCCCAAACAACTCCCAGGTGCCCT
-AGAGAACAACATTTCTACAATTAGACATGAAGTCCGCCCCAAACAACTCCCAGGTGCCCT
-AGAGAACAACATTTCTACAATTAGACATGAAGTCCGCCCCAAACAACTCCCAGGTGCCCT
-TAACTTAATTACTCTAAAATATCGGGTGTTATGGATCATGGCACAACTGTAGTGCAACAG
-TAACTTAATTACTCTAAAATATCGGGTGTTATGGATCATGGCACAACTGTAGTGCAACAG
-TAACTTAATTACTCTAAAATATCGGGTGTTATGGATCATGGCACAACTGTAGTGCAACAG
-TAACTTAATTACTCTAAAATATCGGGTGTTATGGATCATGGCACAACTGTAGTGCAACAG
-TAACTTAATTACTCTAAAATATCGGGTGTTATGGATCATGGCACAACTGTAGTGCAACAG
-TAACTTAATTACTCTAAAATATCGGGTGTTATGGATCATGGCACAACTGTAGTGCAACAG
-TAACTTAATTACTCTAAAATATCGGGTGTTATGGATCATGGCACAACTGTAGTGCAACAG
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-TGTCTTGCCCTCGAACAGAGGTGTTGCGCACACGGTACTTAGACAACATCTCACTCTCTA
-AATCAACTCTCTCCATACTCGCCACACATGCATAGTTCTTCCACAACGGACCCGGCAGGG
-AATCAACTCTCTCCATACTCGCCACACATGCATAGTTCTTCCACAACGGACCCGGCAGGG
-AATCAACTCTCTCCATACTCGCCACACATGCATAGTTCTTCCACAACGGACCCGGCAGGG
-AATGCATCAGGCGGCTTACCCAAGGGGGAGCTTGCACGGAAAACAACGTCACAAACATAT
-AATGCATCAGGCGGCTTACCCAAGGGGGAGCTTGCACGGAAAACAACGTCACAAACATAT
-AATGCATCAGGCGGCTTACCCAAGGGGGAGCTTGCACGGAAAACAACGTCACAAACATAT
-AATGCATCAGGCGGCTTACCCAAGGGGGAGCTTGCACGGAAAACAACGTCACAAACATAT
-AATGCATCAGGCGGCTTACCCAAGGGGGAGCTTGCACGGAAAACAACGTCACAAACATAT
-AATGCATCAGGCGGCTTACCCAAGGGGGAGCTTGCACGGAAAACAACGTCACAAACATAT
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-GTATTCTAGTAATTACCGTTGCAAAAGCTATGAAGTCAGAATACAACAGATACATTATAA
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-TTATTACTCTTAAAATGCAATAGGCTGTCCCCAGAGGGGGGCACAACCGAACTACCTGCC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-GGATTTTTAGGATCCTAGACCAGCGATTTGCCGTTGATGCTCACAACTCGCCGCGTAAAC
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTACTATCTAGAGCATTTCCTACCGACAAACCGCTCTGACCACAACCAACGTGAGATAG
-CTTTCATTGCGAGGTTTCGGTGATCACTGAAAGCGCACGCCAACAACAACTTCAAGTAGT
-CTTTCATTGCGAGGTTTCGGTGATCACTGAAAGCGCACGCCAACAACAACTTCAAGTAGT
-CTTTCATTGCGAGGTTTCGGTGATCACTGAAAGCGCACGCCAACAACAACTTCAAGTAGT
-CTTTCATTGCGAGGTTTCGGTGATCACTGAAAGCGCACGCCAACAACAACTTCAAGTAGT
-CTTTCATTGCGAGGTTTCGGTGATCACTGAAAGCGCACGCCAACAACAACTTCAAGTAGT
-CTTTCATTGCGAGGTTTCGGTGATCACTGAAAGCGCACGCCAACAACAACTTCAAGTAGT
-CTTTCATTGCGAGGTTTCGGTGATCACTGAAAGCGCACGCCAACAACAACTTCAAGTAGT
-CTTTCATTGCGAGGTTTCGGTGATCACTGAAAGCGCACGCCAACAACAACTTCAAGTAGT
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-GTATGCATAGATGGGTTCCACACTCAGAGGTTGACATGCCATACAACTAAAATCCCCGGA
-TGGTCGCTGTCGAACTAATGTTTGCATCCTGCTTACCTCTACACAACCTTGCAGAACAAG
-TGGTCGCTGTCGAACTAATGTTTGCATCCTGCTTACCTCTACACAACCTTGCAGAACAAG
-TGGTCGCTGTCGAACTAATGTTTGCATCCTGCTTACCTCTACACAACCTTGCAGAACAAG
-TGGTCGCTGTCGAACTAATGTTTGCATCCTGCTTACCTCTACACAACCTTGCAGAACAAG
-TGGTCGCTGTCGAACTAATGTTTGCATCCTGCTTACCTCTACACAACCTTGCAGAACAAG
-TGGTCGCTGTCGAACTAATGTTTGCATCCTGCTTACCTCTACACAACCTTGCAGAACAAG
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-TCCTTTTTACATATTGCATGACCACAGCCCCGAGGGTGACCGACAACTCAACATAAATGC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-ACAGGGTGCATGCGCTAGGCAGTATAAGCCCAATAGCCACGTACAACCTGACTTACCGAC
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-AGTAAGCACAATGGGAGAAATAGATCGATGGCAGGCCTGTTAACAACTTGCTTAACCGCG
-CAATTCTGTCAAAACGCTATCGCACCTTGTATCCGAGTTCTCACAACGAGCAGAAAAAAC
-CAATTCTGTCAAAACGCTATCGCACCTTGTATCCGAGTTCTCACAACGAGCAGAAAAAAC
-CAATTCTGTCAAAACGCTATCGCACCTTGTATCCGAGTTCTCACAACGAGCAGAAAAAAC
-CAATTCTGTCAAAACGCTATCGCACCTTGTATCCGAGTTCTCACAACGAGCAGAAAAAAC
-CAATTCTGTCAAAACGCTATCGCACCTTGTATCCGAGTTCTCACAACGAGCAGAAAAAAC
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-CAGGAGCCTTGTCGTGAACGTATAGCGTCTGACGGGGGTGGTACAACTAAGAGCCTCTTT
-GCACACCTAGGTAGGTATGTAGGTGAATTTAGCCGCGACGTGACAACCTTTTGGTGAAAA
-GCACACCTAGGTAGGTATGTAGGTGAATTTAGCCGCGACGTGACAACCTTTTGGTGAAAA
-GCACACCTAGGTAGGTATGTAGGTGAATTTAGCCGCGACGTGACAACCTTTTGGTGAAAA
-GCACACCTAGGTAGGTATGTAGGTGAATTTAGCCGCGACGTGACAACCTTTTGGTGAAAA
-GCACACCTAGGTAGGTATGTAGGTGAATTTAGCCGCGACGTGACAACCTTTTGGTGAAAA
-GCACACCTAGGTAGGTATGTAGGTGAATTTAGCCGCGACGTGACAACCTTTTGGTGAAAA
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GGTCTGCTTTCCCAACCGACCTGTCCACCTATGTGAGCCATCACAACTTTAAATATAAGG
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-GTTACAATCTGTCGCATATGAGAGAAAAGGCCAGGTTTCTCTACAACATATTTCGGAAGT
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-TTGGGTATCGGGGCTGCAATACGTGGTGATCCGGGTACGATCACAACACCTAATGAGGTG
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-ATCCGCTCTTAGGTACGAATTGCTCAGAGGTACCTGTACTTTACAACTGTGATAAAGCCT
-TATTCCGTAGTTTGAACATGCGCCTGAGGATAGCCGAGGTACACAACTTTGGCCTTAATG
-TATTCCGTAGTTTGAACATGCGCCTGAGGATAGCCGAGGTACACAACTTTGGCCTTAATG
-TATTCCGTAGTTTGAACATGCGCCTGAGGATAGCCGAGGTACACAACTTTGGCCTTAATG
-TATTCCGTAGTTTGAACATGCGCCTGAGGATAGCCGAGGTACACAACTTTGGCCTTAATG
-TATTCCGTAGTTTGAACATGCGCCTGAGGATAGCCGAGGTACACAACTTTGGCCTTAATG
-TATTCCGTAGTTTGAACATGCGCCTGAGGATAGCCGAGGTACACAACTTTGGCCTTAATG
-TATTCCGTAGTTTGAACATGCGCCTGAGGATAGCCGAGGTACACAACTTTGGCCTTAATG
-TATTCCGTAGTTTGAACATGCGCCTGAGGATAGCCGAGGTACACAACTTTGGCCTTAATG
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-TATCGAAGCCCACGGGAGAAAGACAGTTTTGACTTTAGAAGTACAACACGCTTTGCAACA
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CGAAACAGGCACCCGCTACTACTCTCGGAGTATCCTCCTTCTACAACGTTCCCTACGTCT
-CCCCTAGGGGGTGTTACACATACTAGATAGTTGAGGCTTCGGACAACTAACTTAGGTGGC
-CCCCTAGGGGGTGTTACACATACTAGATAGTTGAGGCTTCGGACAACTAACTTAGGTGGC
-CCCCTAGGGGGTGTTACACATACTAGATAGTTGAGGCTTCGGACAACTAACTTAGGTGGC
-CCCCTAGGGGGTGTTACACATACTAGATAGTTGAGGCTTCGGACAACTAACTTAGGTGGC
-CCCCTAGGGGGTGTTACACATACTAGATAGTTGAGGCTTCGGACAACTAACTTAGGTGGC
-CCCCTAGGGGGTGTTACACATACTAGATAGTTGAGGCTTCGGACAACTAACTTAGGTGGC
-CCCCTAGGGGGTGTTACACATACTAGATAGTTGAGGCTTCGGACAACTAACTTAGGTGGC
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-CCAGATGAAAGGGGAAGCCTAGACCCCCGAATCCCATAGGGAACAACTCTGCGTGATGGG
-GGCTGTTGGGTGGGCCCTACTTCACATAACTACAGACTGCGGACAACGAGAAGTGCTAAG
-GGCTGTTGGGTGGGCCCTACTTCACATAACTACAGACTGCGGACAACGAGAAGTGCTAAG
-GGCTGTTGGGTGGGCCCTACTTCACATAACTACAGACTGCGGACAACGAGAAGTGCTAAG
-GGCTGTTGGGTGGGCCCTACTTCACATAACTACAGACTGCGGACAACGAGAAGTGCTAAG
-GGCTGTTGGGTGGGCCCTACTTCACATAACTACAGACTGCGGACAACGAGAAGTGCTAAG
-GGCTGTTGGGTGGGCCCTACTTCACATAACTACAGACTGCGGACAACGAGAAGTGCTAAG
-GGCTGTTGGGTGGGCCCTACTTCACATAACTACAGACTGCGGACAACGAGAAGTGCTAAG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-GAGAGTCGCACTAGCCCTACACACCACGTCGTAAGGCGGCAGACAACCATCAAGGCGACG
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-TAGCCATACAACTTTATCTCGACATCGGCTTCATATATTGGAACAACTACGCGCTCAATT
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-AGGTACTCATGAATGATCTCAACTTCGGCGATAAACATGCATACAACGCAAAAAATACGC
-TTTGTGACTGCTAGGCTAAATTCGGAAGTCAGCGCTAAGGCTACAACGCACTCGGCCCCA
-TTTGTGACTGCTAGGCTAAATTCGGAAGTCAGCGCTAAGGCTACAACGCACTCGGCCCCA
-TTTGTGACTGCTAGGCTAAATTCGGAAGTCAGCGCTAAGGCTACAACGCACTCGGCCCCA
-TTTGTGACTGCTAGGCTAAATTCGGAAGTCAGCGCTAAGGCTACAACGCACTCGGCCCCA
-TTTGTGACTGCTAGGCTAAATTCGGAAGTCAGCGCTAAGGCTACAACGCACTCGGCCCCA
-TTTGTGACTGCTAGGCTAAATTCGGAAGTCAGCGCTAAGGCTACAACGCACTCGGCCCCA
-TTTGTGACTGCTAGGCTAAATTCGGAAGTCAGCGCTAAGGCTACAACGCACTCGGCCCCA
-TTTGTGACTGCTAGGCTAAATTCGGAAGTCAGCGCTAAGGCTACAACGCACTCGGCCCCA
-CATTGTTTAATTGCCTGATGATATCGTCACGCATGCATATTGACAACCTTGGAACAGGCC
-CATTGTTTAATTGCCTGATGATATCGTCACGCATGCATATTGACAACCTTGGAACAGGCC
-CATTGTTTAATTGCCTGATGATATCGTCACGCATGCATATTGACAACCTTGGAACAGGCC
-CATTGTTTAATTGCCTGATGATATCGTCACGCATGCATATTGACAACCTTGGAACAGGCC
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-GGTTCAATCACGATTCAGCGGACTTGGTGAGATATCGCCGCGACAACCCATCAGTGCAAG
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-ATATGGAGTGAGGGCGAAGGTTAGAGAAGCATCCGCTCGTGAACAACAGTTCCTCTATAA
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CTGTTCTGTATCTGCGAACCTCAAACAAGCTTAGCGACGTAAACAACATCCGCAAACTGG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-CCTTCCGACGGCTGTTGGAAGATGGTTATAAGATATTAGCATACAACTTGCAGACAGTTG
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-GGGGGATGGCAAGTAATGCGGAATGTAAGAACATAACGAAATACAACATTACCAGCTCCT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TTCGGTCTTCCGTTACCTGCAAATCTTCAAATCATGCACGGCACAACGCGAAGAGCGCAT
-TCGACGCCGGTCACGGCATAGATTCCTAAATATCGAGGATCGACAACCACTATGGAGCTA
-TCGACGCCGGTCACGGCATAGATTCCTAAATATCGAGGATCGACAACCACTATGGAGCTA
-TCGACGCCGGTCACGGCATAGATTCCTAAATATCGAGGATCGACAACCACTATGGAGCTA
-TCGACGCCGGTCACGGCATAGATTCCTAAATATCGAGGATCGACAACCACTATGGAGCTA
-TCGACGCCGGTCACGGCATAGATTCCTAAATATCGAGGATCGACAACCACTATGGAGCTA
-TCGACGCCGGTCACGGCATAGATTCCTAAATATCGAGGATCGACAACCACTATGGAGCTA
-TCGACGCCGGTCACGGCATAGATTCCTAAATATCGAGGATCGACAACCACTATGGAGCTA
-TCGACGCCGGTCACGGCATAGATTCCTAAATATCGAGGATCGACAACCACTATGGAGCTA
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-CCAGAACGCTTCAAGATTTCAGTTAGAACCGTAATTTTTCCGACAACACGTTTTCCATAC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TACACAGACTATCGTCTTCATGCAGGCGCCAAGTTAAACGTGACAACTGTACAACATGCC
-TTAGTCACGAGCTAAGTCTCTATTCGGTTGGGGGCTCTCTGGACAACTGGGCTCATAATC
-TTAGTCACGAGCTAAGTCTCTATTCGGTTGGGGGCTCTCTGGACAACTGGGCTCATAATC
-TTAGTCACGAGCTAAGTCTCTATTCGGTTGGGGGCTCTCTGGACAACTGGGCTCATAATC
-TTAGTCACGAGCTAAGTCTCTATTCGGTTGGGGGCTCTCTGGACAACTGGGCTCATAATC
-TTAGTCACGAGCTAAGTCTCTATTCGGTTGGGGGCTCTCTGGACAACTGGGCTCATAATC
-TTAGTCACGAGCTAAGTCTCTATTCGGTTGGGGGCTCTCTGGACAACTGGGCTCATAATC
-TCCGGCGTAAGGAGAAGCTCCTTTGAGGCCTACATGATTAGCACAACGGTGGTTTTTTAT
-TCCGGCGTAAGGAGAAGCTCCTTTGAGGCCTACATGATTAGCACAACGGTGGTTTTTTAT
-TCCGGCGTAAGGAGAAGCTCCTTTGAGGCCTACATGATTAGCACAACGGTGGTTTTTTAT
-TCCGGCGTAAGGAGAAGCTCCTTTGAGGCCTACATGATTAGCACAACGGTGGTTTTTTAT
-TCCGGCGTAAGGAGAAGCTCCTTTGAGGCCTACATGATTAGCACAACGGTGGTTTTTTAT
-TGTAAGTAAGGGTGTTCCGCTAGCGCCCCTCAGGTGTCGCACACAACAACGGGAGGAGTA
-TGTAAGTAAGGGTGTTCCGCTAGCGCCCCTCAGGTGTCGCACACAACAACGGGAGGAGTA
-TGTAAGTAAGGGTGTTCCGCTAGCGCCCCTCAGGTGTCGCACACAACAACGGGAGGAGTA
-TGTAAGTAAGGGTGTTCCGCTAGCGCCCCTCAGGTGTCGCACACAACAACGGGAGGAGTA
-TGTAAGTAAGGGTGTTCCGCTAGCGCCCCTCAGGTGTCGCACACAACAACGGGAGGAGTA
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CCCTCACCTTACGCCAATGCCAGTAGCGTGACTCTCTACTGGACAACAACCCTTGTCATG
-CAGAGTAGAGAGATTCTCTAGGACGCGCCCACAACACTACCAACAACGTTCGCACCAACG
-CAGAGTAGAGAGATTCTCTAGGACGCGCCCACAACACTACCAACAACGTTCGCACCAACG
-CAGAGTAGAGAGATTCTCTAGGACGCGCCCACAACACTACCAACAACGTTCGCACCAACG
-CAGAGTAGAGAGATTCTCTAGGACGCGCCCACAACACTACCAACAACGTTCGCACCAACG
-CAGAGTAGAGAGATTCTCTAGGACGCGCCCACAACACTACCAACAACGTTCGCACCAACG
-CAGAGTAGAGAGATTCTCTAGGACGCGCCCACAACACTACCAACAACGTTCGCACCAACG
-GGCTAGAACACGACACTCAAACGAATACACGACCTCCTATATACAACGAACCATGGGGGC
-GGCTAGAACACGACACTCAAACGAATACACGACCTCCTATATACAACGAACCATGGGGGC
-GGCTAGAACACGACACTCAAACGAATACACGACCTCCTATATACAACGAACCATGGGGGC
-GGCTAGAACACGACACTCAAACGAATACACGACCTCCTATATACAACGAACCATGGGGGC
-GGCTAGAACACGACACTCAAACGAATACACGACCTCCTATATACAACGAACCATGGGGGC
-GGCTAGAACACGACACTCAAACGAATACACGACCTCCTATATACAACGAACCATGGGGGC
-CTCTCTCTTAAGTAAAGGCGGATCCTCCTCATAGGCGCAGAAACAACAGACAAATCTGTC
-CTCTCTCTTAAGTAAAGGCGGATCCTCCTCATAGGCGCAGAAACAACAGACAAATCTGTC
-CTCTCTCTTAAGTAAAGGCGGATCCTCCTCATAGGCGCAGAAACAACAGACAAATCTGTC
-CTCTCTCTTAAGTAAAGGCGGATCCTCCTCATAGGCGCAGAAACAACAGACAAATCTGTC
-CTCTCTCTTAAGTAAAGGCGGATCCTCCTCATAGGCGCAGAAACAACAGACAAATCTGTC
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-AATCCATTCGCTGTAGGTCTGTTATAGTACAATCCACTTCCCACAACTAAGAATTTTAGT
-CGAAGCGGACTTTGCCGACAGACCAAAAGTTCACCTCCTACGACAACTTTCCATAAAACA
-CGAAGCGGACTTTGCCGACAGACCAAAAGTTCACCTCCTACGACAACTTTCCATAAAACA
-CGAAGCGGACTTTGCCGACAGACCAAAAGTTCACCTCCTACGACAACTTTCCATAAAACA
-CGAAGCGGACTTTGCCGACAGACCAAAAGTTCACCTCCTACGACAACTTTCCATAAAACA
-CGAAGCGGACTTTGCCGACAGACCAAAAGTTCACCTCCTACGACAACTTTCCATAAAACA
-CGAAGCGGACTTTGCCGACAGACCAAAAGTTCACCTCCTACGACAACTTTCCATAAAACA
-CGAAGCGGACTTTGCCGACAGACCAAAAGTTCACCTCCTACGACAACTTTCCATAAAACA
-CGAAGCGGACTTTGCCGACAGACCAAAAGTTCACCTCCTACGACAACTTTCCATAAAACA
-TCTGCAGTAGTATACAGCTGTGAGGCTTGCATAGCCCCTACCACAACGGAGCCGATAGTC
-TCTGCAGTAGTATACAGCTGTGAGGCTTGCATAGCCCCTACCACAACGGAGCCGATAGTC
-CCCACGCGTTTATATTCTGGACTTGGCGTGGCTTTTAGGTGAACAACCTAGTAGGGAAAT
-CCCACGCGTTTATATTCTGGACTTGGCGTGGCTTTTAGGTGAACAACCTAGTAGGGAAAT
-CCCACGCGTTTATATTCTGGACTTGGCGTGGCTTTTAGGTGAACAACCTAGTAGGGAAAT
-CCCACGCGTTTATATTCTGGACTTGGCGTGGCTTTTAGGTGAACAACCTAGTAGGGAAAT
-CCCACGCGTTTATATTCTGGACTTGGCGTGGCTTTTAGGTGAACAACCTAGTAGGGAAAT
-CCCACGCGTTTATATTCTGGACTTGGCGTGGCTTTTAGGTGAACAACCTAGTAGGGAAAT
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-CTGTCGATGGTATAACAAAGATATGGTCTTCGACTCGCGCACACAACAATCTGTCACTAA
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-AATCTAAAGAGTTACAAATAGAGCGCATGGCCTCCATTGAACACAACTTGCGAGACAGAG
-CCGTATTGGAACTTAAGCAGTCAAGTGGGGTTGAGCCCAACCACAACCCAACGGACGCTT
-CCGTATTGGAACTTAAGCAGTCAAGTGGGGTTGAGCCCAACCACAACCCAACGGACGCTT
-CCGTATTGGAACTTAAGCAGTCAAGTGGGGTTGAGCCCAACCACAACCCAACGGACGCTT
-CCGTATTGGAACTTAAGCAGTCAAGTGGGGTTGAGCCCAACCACAACCCAACGGACGCTT
-CCGTATTGGAACTTAAGCAGTCAAGTGGGGTTGAGCCCAACCACAACCCAACGGACGCTT
-AGTGTTCGGGCCCAACTTTTTACCCCCCGGATTTGTAAACCAACAACTAGGAAGAGGAAA
-AGTGTTCGGGCCCAACTTTTTACCCCCCGGATTTGTAAACCAACAACTAGGAAGAGGAAA
-AGTGTTCGGGCCCAACTTTTTACCCCCCGGATTTGTAAACCAACAACTAGGAAGAGGAAA
-AGTGTTCGGGCCCAACTTTTTACCCCCCGGATTTGTAAACCAACAACTAGGAAGAGGAAA
-AGTGTTCGGGCCCAACTTTTTACCCCCCGGATTTGTAAACCAACAACTAGGAAGAGGAAA
-GGGGTTTTCGGGAAGGGTGTCAACGAGTAACTGTGTAAGGCTACAACGTGCGATAGTCCG
-GGGGTTTTCGGGAAGGGTGTCAACGAGTAACTGTGTAAGGCTACAACGTGCGATAGTCCG
-GGGGTTTTCGGGAAGGGTGTCAACGAGTAACTGTGTAAGGCTACAACGTGCGATAGTCCG
-GGGGTTTTCGGGAAGGGTGTCAACGAGTAACTGTGTAAGGCTACAACGTGCGATAGTCCG
-GGGGTTTTCGGGAAGGGTGTCAACGAGTAACTGTGTAAGGCTACAACGTGCGATAGTCCG
-GGGGTTTTCGGGAAGGGTGTCAACGAGTAACTGTGTAAGGCTACAACGTGCGATAGTCCG
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TGGCTCCGAACTCTAGACTACAGAGGTAGAGGGAGAAGGCGCACAACACCGCTCTAGCCT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-TCGCGCTGCCTTTGTAACTAGCCGACGAACAGGGTTTGGTTTACAACTGGCAAAACCCTT
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GTTATGGGTCACCAGAAGCGTGTTCGTACAATACCGTTCGATACAACAAAGGTCGATGGA
-GCGCTCACCTGCAAGACTGCTTCAGGAGATGCCATGATTTCAACAACCCCAGAGCCTGGG
-GCGCTCACCTGCAAGACTGCTTCAGGAGATGCCATGATTTCAACAACCCCAGAGCCTGGG
-GCGCTCACCTGCAAGACTGCTTCAGGAGATGCCATGATTTCAACAACCCCAGAGCCTGGG
-GCGCTCACCTGCAAGACTGCTTCAGGAGATGCCATGATTTCAACAACCCCAGAGCCTGGG
-GCGCTCACCTGCAAGACTGCTTCAGGAGATGCCATGATTTCAACAACCCCAGAGCCTGGG
-GCGCTCACCTGCAAGACTGCTTCAGGAGATGCCATGATTTCAACAACCCCAGAGCCTGGG
-GCGCTCACCTGCAAGACTGCTTCAGGAGATGCCATGATTTCAACAACCCCAGAGCCTGGG
-GCGCTCACCTGCAAGACTGCTTCAGGAGATGCCATGATTTCAACAACCCCAGAGCCTGGG
-TATTGGGAGAACCATGTGCGCGTGGAGCTTGCCACAGGATCCACAACCACAGTAGGGGAG
-TATTGGGAGAACCATGTGCGCGTGGAGCTTGCCACAGGATCCACAACCACAGTAGGGGAG
-TATTGGGAGAACCATGTGCGCGTGGAGCTTGCCACAGGATCCACAACCACAGTAGGGGAG
-TATTGGGAGAACCATGTGCGCGTGGAGCTTGCCACAGGATCCACAACCACAGTAGGGGAG
-TATTGGGAGAACCATGTGCGCGTGGAGCTTGCCACAGGATCCACAACCACAGTAGGGGAG
-TATTGGGAGAACCATGTGCGCGTGGAGCTTGCCACAGGATCCACAACCACAGTAGGGGAG
-TATTGGGAGAACCATGTGCGCGTGGAGCTTGCCACAGGATCCACAACCACAGTAGGGGAG
-TATTGGGAGAACCATGTGCGCGTGGAGCTTGCCACAGGATCCACAACCACAGTAGGGGAG
-CAAGCCACAATACACATTGTCGTGGGCAAGAGGGTGTTAACTACAACTGTTACCGAGCTT
-CAAGCCACAATACACATTGTCGTGGGCAAGAGGGTGTTAACTACAACTGTTACCGAGCTT
-CAAGCCACAATACACATTGTCGTGGGCAAGAGGGTGTTAACTACAACTGTTACCGAGCTT
-CAAGCCACAATACACATTGTCGTGGGCAAGAGGGTGTTAACTACAACTGTTACCGAGCTT
-CAAGCCACAATACACATTGTCGTGGGCAAGAGGGTGTTAACTACAACTGTTACCGAGCTT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-CTGAGATGCTCATCCCGACATCCGTGGGTAGTTCCACACTTAACAACTACAGAACGTATT
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-AATGCTGCGCGGGAACCTAAACCAACAAGCGGTCACCGTTAGACAACTTCCTATGGAAGA
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-GTCCCGTCGATTGGTACCATATACAAATGCATAATATATCACACAACCGAAGGTCATCAT
-CTTAGTGTCCCTTAGCGAGCAACCCGTATAATCCCGATCTTCACAACGCGCATACCGCGA
-CTTAGTGTCCCTTAGCGAGCAACCCGTATAATCCCGATCTTCACAACGCGCATACCGCGA
-CTTAGTGTCCCTTAGCGAGCAACCCGTATAATCCCGATCTTCACAACGCGCATACCGCGA
-CTTAGTGTCCCTTAGCGAGCAACCCGTATAATCCCGATCTTCACAACGCGCATACCGCGA
-CTTAGTGTCCCTTAGCGAGCAACCCGTATAATCCCGATCTTCACAACGCGCATACCGCGA
-CTTAGTGTCCCTTAGCGAGCAACCCGTATAATCCCGATCTTCACAACGCGCATACCGCGA
-CTTAGTGTCCCTTAGCGAGCAACCCGTATAATCCCGATCTTCACAACGCGCATACCGCGA
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-TGCCGTCGGTCGGGCAAATCCATAGTCCCGTAGCATTCCCCAACAACTGCAATACTTCAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-GCAAAGACTTGCAGTGTGTCTAGACGGGGGCCAAGCATTCCCACAACCGAGCGCATGAAC
-CCAATGCTACTGTCCCATATGAGGACTTCTACTGTAACCAGGACAACATTTCGGGTGGCC
-CCAATGCTACTGTCCCATATGAGGACTTCTACTGTAACCAGGACAACATTTCGGGTGGCC
-CCAATGCTACTGTCCCATATGAGGACTTCTACTGTAACCAGGACAACATTTCGGGTGGCC
-CCAATGCTACTGTCCCATATGAGGACTTCTACTGTAACCAGGACAACATTTCGGGTGGCC
-CCAATGCTACTGTCCCATATGAGGACTTCTACTGTAACCAGGACAACATTTCGGGTGGCC
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-CCTCAATTGCCTTCAACCTTGAACTGAAACTATACGGCTGTTACAACTCTTTGCGAGGAT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-ATCAACCAGGGTTTTACATATGCTTAATGGACCAGCCAGATCACAACTGCGTCAGCCTCT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GAGCCTTCAGGGCTCTTGTGTCATTGCGCAGCAAACCGCAGGACAACAATGATGCGACAT
-GGGATTAAATACTTCCATTATGTCGCGGCAAGTGCGGGAACCACAACGCGAAAGCGAGCG
-GGGATTAAATACTTCCATTATGTCGCGGCAAGTGCGGGAACCACAACGCGAAAGCGAGCG
-GGGATTAAATACTTCCATTATGTCGCGGCAAGTGCGGGAACCACAACGCGAAAGCGAGCG
-GGGATTAAATACTTCCATTATGTCGCGGCAAGTGCGGGAACCACAACGCGAAAGCGAGCG
-GGGATTAAATACTTCCATTATGTCGCGGCAAGTGCGGGAACCACAACGCGAAAGCGAGCG
-GGGATTAAATACTTCCATTATGTCGCGGCAAGTGCGGGAACCACAACGCGAAAGCGAGCG
-GTCTGAACCGCAAGTCCCACACGAATAAAGAACTGATGCAAAACAACTGCGTAGAAAGTT
-GTCTGAACCGCAAGTCCCACACGAATAAAGAACTGATGCAAAACAACTGCGTAGAAAGTT
-GTCTGAACCGCAAGTCCCACACGAATAAAGAACTGATGCAAAACAACTGCGTAGAAAGTT
-GTCTGAACCGCAAGTCCCACACGAATAAAGAACTGATGCAAAACAACTGCGTAGAAAGTT
-GTCTGAACCGCAAGTCCCACACGAATAAAGAACTGATGCAAAACAACTGCGTAGAAAGTT
-GTCTGAACCGCAAGTCCCACACGAATAAAGAACTGATGCAAAACAACTGCGTAGAAAGTT
-GTCTGAACCGCAAGTCCCACACGAATAAAGAACTGATGCAAAACAACTGCGTAGAAAGTT
-GTCTGAACCGCAAGTCCCACACGAATAAAGAACTGATGCAAAACAACTGCGTAGAAAGTT
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-CTTGGCTGGAAGTGTCACCAATATCTACAGCACTCCCAAGCGACAACATGTTACCTTATG
-GGCAGAGAGTCACCTTTTTGAATTGAAAAACGATTGTCCTATACAACGCATTGTTAATAG
-GGCAGAGAGTCACCTTTTTGAATTGAAAAACGATTGTCCTATACAACGCATTGTTAATAG
-GGCAGAGAGTCACCTTTTTGAATTGAAAAACGATTGTCCTATACAACGCATTGTTAATAG
-GGCAGAGAGTCACCTTTTTGAATTGAAAAACGATTGTCCTATACAACGCATTGTTAATAG
-GGCAGAGAGTCACCTTTTTGAATTGAAAAACGATTGTCCTATACAACGCATTGTTAATAG
-GGCAGAGAGTCACCTTTTTGAATTGAAAAACGATTGTCCTATACAACGCATTGTTAATAG
-GGCAGAGAGTCACCTTTTTGAATTGAAAAACGATTGTCCTATACAACGCATTGTTAATAG
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-CAGATATTGGTATACTGCGAAACCATGGTAAAGACACTATGTACAACAGTGCGCTCGGAT
-AGATGGGATCGAAGCTGGTCCAGGGAGTTCCATCCAATACATACAACGTGAGTACAAACA
-AGATGGGATCGAAGCTGGTCCAGGGAGTTCCATCCAATACATACAACGTGAGTACAAACA
-AGATGGGATCGAAGCTGGTCCAGGGAGTTCCATCCAATACATACAACGTGAGTACAAACA
-AGATGGGATCGAAGCTGGTCCAGGGAGTTCCATCCAATACATACAACGTGAGTACAAACA
-AGATGGGATCGAAGCTGGTCCAGGGAGTTCCATCCAATACATACAACGTGAGTACAAACA
-AGATGGGATCGAAGCTGGTCCAGGGAGTTCCATCCAATACATACAACGTGAGTACAAACA
-TCATTGCCCACCCCAGCGGAGACTAACGGCGTTGGGAAGGGAACAACAGCCCGATTGAGC
-TCATTGCCCACCCCAGCGGAGACTAACGGCGTTGGGAAGGGAACAACAGCCCGATTGAGC
-TCATTGCCCACCCCAGCGGAGACTAACGGCGTTGGGAAGGGAACAACAGCCCGATTGAGC
-TCATTGCCCACCCCAGCGGAGACTAACGGCGTTGGGAAGGGAACAACAGCCCGATTGAGC
-TCATTGCCCACCCCAGCGGAGACTAACGGCGTTGGGAAGGGAACAACAGCCCGATTGAGC
-TCATTGCCCACCCCAGCGGAGACTAACGGCGTTGGGAAGGGAACAACAGCCCGATTGAGC
-TCATTGCCCACCCCAGCGGAGACTAACGGCGTTGGGAAGGGAACAACAGCCCGATTGAGC
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-AGCCATTCAACCTATAGTTCTCCGCTGTACGAATTCGAGATTACAACTCGCAACAAATCG
-CGCCAAGTATGCGAGACTAAACCCCTAATCGAAGGAATGCATACAACCGCAAAGAAAATT
-CGCCAAGTATGCGAGACTAAACCCCTAATCGAAGGAATGCATACAACCGCAAAGAAAATT
-CGCCAAGTATGCGAGACTAAACCCCTAATCGAAGGAATGCATACAACCGCAAAGAAAATT
-CGCCAAGTATGCGAGACTAAACCCCTAATCGAAGGAATGCATACAACCGCAAAGAAAATT
-CGCCAAGTATGCGAGACTAAACCCCTAATCGAAGGAATGCATACAACCGCAAAGAAAATT
-CGCCAAGTATGCGAGACTAAACCCCTAATCGAAGGAATGCATACAACCGCAAAGAAAATT
-CGCCAAGTATGCGAGACTAAACCCCTAATCGAAGGAATGCATACAACCGCAAAGAAAATT
-CGCCAAGTATGCGAGACTAAACCCCTAATCGAAGGAATGCATACAACCGCAAAGAAAATT
-GAGTACGATCGTGCAAAAACTTGAACTAGTGGCAAGTATCACACAACGGCGTGCATGGCG
-GAGTACGATCGTGCAAAAACTTGAACTAGTGGCAAGTATCACACAACGGCGTGCATGGCG
-GAGTACGATCGTGCAAAAACTTGAACTAGTGGCAAGTATCACACAACGGCGTGCATGGCG
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGTCAGTCTTCGGGTGAATGCACTGCCGTGAACCGTTCCTCCACAACTAATCTTAATTAA
-CGGCATGGTGCTGCGTTCGGTTGCTAATGCGGAGCGATACGAACAACATGGTTACTCACA
-CGGCATGGTGCTGCGTTCGGTTGCTAATGCGGAGCGATACGAACAACATGGTTACTCACA
-CGGCATGGTGCTGCGTTCGGTTGCTAATGCGGAGCGATACGAACAACATGGTTACTCACA
-CGGCATGGTGCTGCGTTCGGTTGCTAATGCGGAGCGATACGAACAACATGGTTACTCACA
-CGGCATGGTGCTGCGTTCGGTTGCTAATGCGGAGCGATACGAACAACATGGTTACTCACA
-CGGCATGGTGCTGCGTTCGGTTGCTAATGCGGAGCGATACGAACAACATGGTTACTCACA
-GGCTAAATGATTCTTGACGTACATCATACGCCAGGATTCTGTACAACTTCCGGTAGCGAG
-GGCTAAATGATTCTTGACGTACATCATACGCCAGGATTCTGTACAACTTCCGGTAGCGAG
-GGCTAAATGATTCTTGACGTACATCATACGCCAGGATTCTGTACAACTTCCGGTAGCGAG
-GGCTAAATGATTCTTGACGTACATCATACGCCAGGATTCTGTACAACTTCCGGTAGCGAG
-GGCTAAATGATTCTTGACGTACATCATACGCCAGGATTCTGTACAACTTCCGGTAGCGAG
-GGCTAAATGATTCTTGACGTACATCATACGCCAGGATTCTGTACAACTTCCGGTAGCGAG
-CCAATTCCTCAGAGGGAACGATGACCCGGAGGCCCCGCAACAACAACCCATGGATCGTGC
-CCAATTCCTCAGAGGGAACGATGACCCGGAGGCCCCGCAACAACAACCCATGGATCGTGC
-CCAATTCCTCAGAGGGAACGATGACCCGGAGGCCCCGCAACAACAACCCATGGATCGTGC
-CCAATTCCTCAGAGGGAACGATGACCCGGAGGCCCCGCAACAACAACCCATGGATCGTGC
-CCAATTCCTCAGAGGGAACGATGACCCGGAGGCCCCGCAACAACAACCCATGGATCGTGC
-CCGACTGTGGCACTGCACTCGATCGCCTACTGCATAGAGTGGACAACGGTACAAGTGACG
-CCGACTGTGGCACTGCACTCGATCGCCTACTGCATAGAGTGGACAACGGTACAAGTGACG
-CCGACTGTGGCACTGCACTCGATCGCCTACTGCATAGAGTGGACAACGGTACAAGTGACG
-TTCCTGATGGATTATGCTAGGGTGCGGGGCATAGGTTGATGCACAACCAGCCAACCAGCT
-TTCCTGATGGATTATGCTAGGGTGCGGGGCATAGGTTGATGCACAACCAGCCAACCAGCT
-TTCCTGATGGATTATGCTAGGGTGCGGGGCATAGGTTGATGCACAACCAGCCAACCAGCT
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-TGTCCGTGCTGCCACCGTCCTATGGTCCACTTATTATCATGCACAACCAAATTCTTTATA
-CATTGAATCTACGCGGAGCGTTAAAACGGTCAGTTTATAGAGACAACTGGGCGAGCTACT
-CATTGAATCTACGCGGAGCGTTAAAACGGTCAGTTTATAGAGACAACTGGGCGAGCTACT
-CATTGAATCTACGCGGAGCGTTAAAACGGTCAGTTTATAGAGACAACTGGGCGAGCTACT
-CATTGAATCTACGCGGAGCGTTAAAACGGTCAGTTTATAGAGACAACTGGGCGAGCTACT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-GATGTGCTGCGATCGCCCGTACGGGTGAAATTGCACGCGATAACAACCTCACTTAGACCT
-ACGGTTGTAGAGTTACCAGTTGAGGTCAGAATGAAAGTCTTAACAACTCGTCTTGTCCAG
-ACGGTTGTAGAGTTACCAGTTGAGGTCAGAATGAAAGTCTTAACAACTCGTCTTGTCCAG
-ACGGTTGTAGAGTTACCAGTTGAGGTCAGAATGAAAGTCTTAACAACTCGTCTTGTCCAG
-ACGGTTGTAGAGTTACCAGTTGAGGTCAGAATGAAAGTCTTAACAACTCGTCTTGTCCAG
-ACGGTTGTAGAGTTACCAGTTGAGGTCAGAATGAAAGTCTTAACAACTCGTCTTGTCCAG
-ACGGTTGTAGAGTTACCAGTTGAGGTCAGAATGAAAGTCTTAACAACTCGTCTTGTCCAG
-ACGGTTGTAGAGTTACCAGTTGAGGTCAGAATGAAAGTCTTAACAACTCGTCTTGTCCAG
-ACGGTTGTAGAGTTACCAGTTGAGGTCAGAATGAAAGTCTTAACAACTCGTCTTGTCCAG
-CCTGAGCAGACTCTATGCTGTGTACTAGACATAGCACCTAGGACAACGGCCGTAAAACAC
-CCTGAGCAGACTCTATGCTGTGTACTAGACATAGCACCTAGGACAACGGCCGTAAAACAC
-CCTGAGCAGACTCTATGCTGTGTACTAGACATAGCACCTAGGACAACGGCCGTAAAACAC
-CCTGAGCAGACTCTATGCTGTGTACTAGACATAGCACCTAGGACAACGGCCGTAAAACAC
-TTCGGATACAGCGCCTCGGCTGAGTATATAGCCCAACTTATAACAACAGCTTTAATATCC
-TTCGGATACAGCGCCTCGGCTGAGTATATAGCCCAACTTATAACAACAGCTTTAATATCC
-TTCGGATACAGCGCCTCGGCTGAGTATATAGCCCAACTTATAACAACAGCTTTAATATCC
-TTCGGATACAGCGCCTCGGCTGAGTATATAGCCCAACTTATAACAACAGCTTTAATATCC
-TTCGGATACAGCGCCTCGGCTGAGTATATAGCCCAACTTATAACAACAGCTTTAATATCC
-TTCGGATACAGCGCCTCGGCTGAGTATATAGCCCAACTTATAACAACAGCTTTAATATCC
-TTCGGATACAGCGCCTCGGCTGAGTATATAGCCCAACTTATAACAACAGCTTTAATATCC
-TTCGGATACAGCGCCTCGGCTGAGTATATAGCCCAACTTATAACAACAGCTTTAATATCC
-CAAGGGGTACTTTGCGGCCTTACTGGTTGGGTGAGTTGTGATACAACCACCAAGGAAAGT
-CAAGGGGTACTTTGCGGCCTTACTGGTTGGGTGAGTTGTGATACAACCACCAAGGAAAGT
-CAAGGGGTACTTTGCGGCCTTACTGGTTGGGTGAGTTGTGATACAACCACCAAGGAAAGT
-CAAGGGGTACTTTGCGGCCTTACTGGTTGGGTGAGTTGTGATACAACCACCAAGGAAAGT
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-GCTTTATTAGTGCCGAAAGAATACCTAATTGATCTTTCACCGACAACCCTGAGAGACTCC
-ATTCACTGTCAGCTGAAGCGTTAAACTCGCGCAGCAGGCATAACAACGTGGATGGACGTA
-ATTCACTGTCAGCTGAAGCGTTAAACTCGCGCAGCAGGCATAACAACGTGGATGGACGTA
-ATTCACTGTCAGCTGAAGCGTTAAACTCGCGCAGCAGGCATAACAACGTGGATGGACGTA
-ATTCACTGTCAGCTGAAGCGTTAAACTCGCGCAGCAGGCATAACAACGTGGATGGACGTA
-ATTCACTGTCAGCTGAAGCGTTAAACTCGCGCAGCAGGCATAACAACGTGGATGGACGTA
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-CATTGTTGCAAGCGCCTAACCCCGATTAATTTTCATGAGTTGACAACCTGAACTGCCGAG
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-ACTTTTACAGATCGCATCGTCGAATCCCTACCGATAGAGTTTACAACTTCATCTCACTGC
-CTCCTCATGACATTTCTAACATGACTCCAGGTATATGATCGCACAACCAAAAGAAAGTCA
-CTCCTCATGACATTTCTAACATGACTCCAGGTATATGATCGCACAACCAAAAGAAAGTCA
-CTCCTCATGACATTTCTAACATGACTCCAGGTATATGATCGCACAACCAAAAGAAAGTCA
-CTCCTCATGACATTTCTAACATGACTCCAGGTATATGATCGCACAACCAAAAGAAAGTCA
-CTCCTCATGACATTTCTAACATGACTCCAGGTATATGATCGCACAACCAAAAGAAAGTCA
-CTCCTCATGACATTTCTAACATGACTCCAGGTATATGATCGCACAACCAAAAGAAAGTCA
-CTCCTCATGACATTTCTAACATGACTCCAGGTATATGATCGCACAACCAAAAGAAAGTCA
-CTCCTCATGACATTTCTAACATGACTCCAGGTATATGATCGCACAACCAAAAGAAAGTCA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-TTACCACCAACGAGCGTCAATTACTTTTCAGCTTTCATGCAGACAACATCCACCTGCGGA
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-AGGAGATCGTCTAAGAAGGAACCCGGGAGTCTCAACCGAACAACAACGCGTGCACTATCG
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-ACCAATCCGCACCGATCTAAACCGCACCCGCTAAGGAGGGCGACAACTCTGGTAATTTGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-AAATTCGCCCATAGAGTAAGCGGTACATAACCGAGAGTCGACACAACAATGGATGTCGGT
-GTCCACCCAGTCCCCAGTTTCGATTAACTAGGCACGAGTACTACAACACGGGGTCCTGTA
-GTCCACCCAGTCCCCAGTTTCGATTAACTAGGCACGAGTACTACAACACGGGGTCCTGTA
-GTCCACCCAGTCCCCAGTTTCGATTAACTAGGCACGAGTACTACAACACGGGGTCCTGTA
-GTCCACCCAGTCCCCAGTTTCGATTAACTAGGCACGAGTACTACAACACGGGGTCCTGTA
-GTCCACCCAGTCCCCAGTTTCGATTAACTAGGCACGAGTACTACAACACGGGGTCCTGTA
-GTCCACCCAGTCCCCAGTTTCGATTAACTAGGCACGAGTACTACAACACGGGGTCCTGTA
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-ACCTCCTCAACATCTTTACCTATGGATGTGCACTACTAGTTGACAACGACAAACGATCCT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-AGCGAGAGGCCATTAAACCCACTTTCATATATCGCGAAGCGGACAACCGTGTGCTAGCAT
-GGGCACTGTGTTCGGTATTGAGTAGCCTCGACGTTTCGATATACAACGTCAACAAGTGGG
-GGGCACTGTGTTCGGTATTGAGTAGCCTCGACGTTTCGATATACAACGTCAACAAGTGGG
-GGGCACTGTGTTCGGTATTGAGTAGCCTCGACGTTTCGATATACAACGTCAACAAGTGGG
-GGGCACTGTGTTCGGTATTGAGTAGCCTCGACGTTTCGATATACAACGTCAACAAGTGGG
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-GCTACTTCGCCGGTTCGCGGCTAACTCAGCGGGGTCCTGGAAACAACCTCGAGCTGCACC
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-ACGCGTATCATTGGCCGAATCGTGCACTTACAGCACCGCCAGACAACAAGGCTACTAGAG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-AGAACCATGTTACACGGCTGCATCTACATACTTGGACGCAAGACAACCGTGTCCTAGAGG
-CCTCGTGCAGTCAAGAATGCACCCGCGGCTACGGCATTCGGGACAACTACCCCAGTATTT
-CCTCGTGCAGTCAAGAATGCACCCGCGGCTACGGCATTCGGGACAACTACCCCAGTATTT
-CCTCGTGCAGTCAAGAATGCACCCGCGGCTACGGCATTCGGGACAACTACCCCAGTATTT
-CCTCGTGCAGTCAAGAATGCACCCGCGGCTACGGCATTCGGGACAACTACCCCAGTATTT
-CCTCGTGCAGTCAAGAATGCACCCGCGGCTACGGCATTCGGGACAACTACCCCAGTATTT
-CCTCGTGCAGTCAAGAATGCACCCGCGGCTACGGCATTCGGGACAACTACCCCAGTATTT
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-GCTCCAACGACCCTGGGACGTGACGGGCTCGACCCGCTTACCACAACTACTGTCTGTTCA
-TGAGTTAAGCGCTCCGCGCTGGCACGCTGGTGAAACATCGTAACAACCGTGACGCTAGGT
-TGAGTTAAGCGCTCCGCGCTGGCACGCTGGTGAAACATCGTAACAACCGTGACGCTAGGT
-TGAGTTAAGCGCTCCGCGCTGGCACGCTGGTGAAACATCGTAACAACCGTGACGCTAGGT
-TGAGTTAAGCGCTCCGCGCTGGCACGCTGGTGAAACATCGTAACAACCGTGACGCTAGGT
-TGAGTTAAGCGCTCCGCGCTGGCACGCTGGTGAAACATCGTAACAACCGTGACGCTAGGT
-TGAGTTAAGCGCTCCGCGCTGGCACGCTGGTGAAACATCGTAACAACCGTGACGCTAGGT
-TGAGTTAAGCGCTCCGCGCTGGCACGCTGGTGAAACATCGTAACAACCGTGACGCTAGGT
-TGAGTTAAGCGCTCCGCGCTGGCACGCTGGTGAAACATCGTAACAACCGTGACGCTAGGT
-CGATAATAAAGTCGCACGCATCAAGGACACCGACATCGCTTTACAACCACCATGTCGGCT
-CGATAATAAAGTCGCACGCATCAAGGACACCGACATCGCTTTACAACCACCATGTCGGCT
-CGATAATAAAGTCGCACGCATCAAGGACACCGACATCGCTTTACAACCACCATGTCGGCT
-CGATAATAAAGTCGCACGCATCAAGGACACCGACATCGCTTTACAACCACCATGTCGGCT
-CGATAATAAAGTCGCACGCATCAAGGACACCGACATCGCTTTACAACCACCATGTCGGCT
-CGATAATAAAGTCGCACGCATCAAGGACACCGACATCGCTTTACAACCACCATGTCGGCT
-CGATAATAAAGTCGCACGCATCAAGGACACCGACATCGCTTTACAACCACCATGTCGGCT
-CGATAATAAAGTCGCACGCATCAAGGACACCGACATCGCTTTACAACCACCATGTCGGCT
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-CCCTTGCGGGATGCACGACATGGCGCGTTCGGTTGAGCCTAGACAACGCATCCTGCAGGC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-TGACATAGCTGATTGTTTCGTTTACTGTACAGCGGGAATTGGACAACATGATTTTTTTAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-CTTGAAAGATGGCGGGGTACTCCCGAGGCGCGCTCGACCAACACAACAAATTACCAGGAC
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-AGGCTTCAATTAGCATGCGACTCAAACGCCCGGTTTAGAGCCACAACCTCGCTGAGTTTT
-CTGTACGCTGGAGCGGATTTAACGTGGTGATCCCTGCAATGGACAACTTTGAGGCCATTT
-CTGTACGCTGGAGCGGATTTAACGTGGTGATCCCTGCAATGGACAACTTTGAGGCCATTT
-CTGTACGCTGGAGCGGATTTAACGTGGTGATCCCTGCAATGGACAACTTTGAGGCCATTT
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-TCCACGAGGAAGAGCTCCTGGTTCAGGGGCTCTTGACTAGTTACAACATGGTTTCTGACA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-CTTGACATGAGCGGTTCTCACAGAAGGTCTTCACGTGCCCACACAACTATGTTTACAGTA
-TAGATCGAACTCGGGCTCAGCCTTTGGCTGGACCTTTAAGTCACAACCGGAACAGTCGCA
-TAGATCGAACTCGGGCTCAGCCTTTGGCTGGACCTTTAAGTCACAACCGGAACAGTCGCA
-TAGATCGAACTCGGGCTCAGCCTTTGGCTGGACCTTTAAGTCACAACCGGAACAGTCGCA
-TAGATCGAACTCGGGCTCAGCCTTTGGCTGGACCTTTAAGTCACAACCGGAACAGTCGCA
-TAGATCGAACTCGGGCTCAGCCTTTGGCTGGACCTTTAAGTCACAACCGGAACAGTCGCA
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-AAATTGAAGTCTGCGTCCAGTAGGAAATGAGGAATTTAATATACAACTTGCACGAATTGG
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-TTTCATTCCCTCCCTTCGCTTATGGGCAAAACCCTTTCAGATACAACTAAGTTAGGGACT
-ACGTCGGATCCGGCACTGAGCGGATTACTATAACACCTTTTGACAACTAATTGCCAACCT
-ACGTCGGATCCGGCACTGAGCGGATTACTATAACACCTTTTGACAACTAATTGCCAACCT
-ACGTCGGATCCGGCACTGAGCGGATTACTATAACACCTTTTGACAACTAATTGCCAACCT
-ACGTCGGATCCGGCACTGAGCGGATTACTATAACACCTTTTGACAACTAATTGCCAACCT
-ACGTCGGATCCGGCACTGAGCGGATTACTATAACACCTTTTGACAACTAATTGCCAACCT
-ACGTCGGATCCGGCACTGAGCGGATTACTATAACACCTTTTGACAACTAATTGCCAACCT
-ACGTCGGATCCGGCACTGAGCGGATTACTATAACACCTTTTGACAACTAATTGCCAACCT
-ACGTCGGATCCGGCACTGAGCGGATTACTATAACACCTTTTGACAACTAATTGCCAACCT
-AGAGGGTCTGTAATGCGCGATACGAGAGAAGTTCGGCGTCGGACAACGCGTACGCGGCAG
-AGAGGGTCTGTAATGCGCGATACGAGAGAAGTTCGGCGTCGGACAACGCGTACGCGGCAG
-AGAGGGTCTGTAATGCGCGATACGAGAGAAGTTCGGCGTCGGACAACGCGTACGCGGCAG
-GAGGGATAGTACCAAAAAGTTAATGTGTTCCTAGTCGTTTCAACAACGTACTTATGCTGG
-GAGGGATAGTACCAAAAAGTTAATGTGTTCCTAGTCGTTTCAACAACGTACTTATGCTGG
-CTACGGACGGTTGCCCGTAGCATAGCCATGCACCAGTTGAGAACAACGGCCCATGCCCGT
-CTACGGACGGTTGCCCGTAGCATAGCCATGCACCAGTTGAGAACAACGGCCCATGCCCGT
-CTACGGACGGTTGCCCGTAGCATAGCCATGCACCAGTTGAGAACAACGGCCCATGCCCGT
-CTACGGACGGTTGCCCGTAGCATAGCCATGCACCAGTTGAGAACAACGGCCCATGCCCGT
-CTACGGACGGTTGCCCGTAGCATAGCCATGCACCAGTTGAGAACAACGGCCCATGCCCGT
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-ACGCGAACCGCCCCCGACAAACGTTTTCAAACCCCGGTACCTACAACTTGGCTCAGTTGC
-AGGCACCACGCTGTCGCTATTAATCGCTACGTTAATAATGTCACAACCGGCCGCCCGGCG
-AGGCACCACGCTGTCGCTATTAATCGCTACGTTAATAATGTCACAACCGGCCGCCCGGCG
-AGGCACCACGCTGTCGCTATTAATCGCTACGTTAATAATGTCACAACCGGCCGCCCGGCG
-AGGCACCACGCTGTCGCTATTAATCGCTACGTTAATAATGTCACAACCGGCCGCCCGGCG
-AGGCACCACGCTGTCGCTATTAATCGCTACGTTAATAATGTCACAACCGGCCGCCCGGCG
-AGGCACCACGCTGTCGCTATTAATCGCTACGTTAATAATGTCACAACCGGCCGCCCGGCG
-AGGCACCACGCTGTCGCTATTAATCGCTACGTTAATAATGTCACAACCGGCCGCCCGGCG
-GTAACTCGGACCCCGGTGCCCTAATTGGGACATATGGGGTTGACAACCGGCCACAATATA
-GTAACTCGGACCCCGGTGCCCTAATTGGGACATATGGGGTTGACAACCGGCCACAATATA
-GTAACTCGGACCCCGGTGCCCTAATTGGGACATATGGGGTTGACAACCGGCCACAATATA
-GTAACTCGGACCCCGGTGCCCTAATTGGGACATATGGGGTTGACAACCGGCCACAATATA
-GTAACTCGGACCCCGGTGCCCTAATTGGGACATATGGGGTTGACAACCGGCCACAATATA
-GTAACTCGGACCCCGGTGCCCTAATTGGGACATATGGGGTTGACAACCGGCCACAATATA
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CTGTGCTGATGTGGCACTATTCACACGTCAGAATGCATACGCACAACACATGCTCCCAGT
-CGCGGAACTGGGCTAGCGAGTCCGAAACGGCACGATAAACCCACAACCAACGCGTGCCGC
-CGCGGAACTGGGCTAGCGAGTCCGAAACGGCACGATAAACCCACAACCAACGCGTGCCGC
-CGCGGAACTGGGCTAGCGAGTCCGAAACGGCACGATAAACCCACAACCAACGCGTGCCGC
-CGCGGAACTGGGCTAGCGAGTCCGAAACGGCACGATAAACCCACAACCAACGCGTGCCGC
-CGCGGAACTGGGCTAGCGAGTCCGAAACGGCACGATAAACCCACAACCAACGCGTGCCGC
-CGCGGAACTGGGCTAGCGAGTCCGAAACGGCACGATAAACCCACAACCAACGCGTGCCGC
-CGCGGAACTGGGCTAGCGAGTCCGAAACGGCACGATAAACCCACAACCAACGCGTGCCGC
-CGCGGAACTGGGCTAGCGAGTCCGAAACGGCACGATAAACCCACAACCAACGCGTGCCGC
-CATGGACTGTACAATCGTGACCGGCAGGAACCTTCGGTGGTTACAACCAATCGTAAGTTG
-CATGGACTGTACAATCGTGACCGGCAGGAACCTTCGGTGGTTACAACCAATCGTAAGTTG
-CATGGACTGTACAATCGTGACCGGCAGGAACCTTCGGTGGTTACAACCAATCGTAAGTTG
-CATGGACTGTACAATCGTGACCGGCAGGAACCTTCGGTGGTTACAACCAATCGTAAGTTG
-CATGGACTGTACAATCGTGACCGGCAGGAACCTTCGGTGGTTACAACCAATCGTAAGTTG
-CATGGACTGTACAATCGTGACCGGCAGGAACCTTCGGTGGTTACAACCAATCGTAAGTTG
-CATGGACTGTACAATCGTGACCGGCAGGAACCTTCGGTGGTTACAACCAATCGTAAGTTG
-TAAATAAGCAGCACGGCCACGAGCCAGTTTGGGTTCAACGTGACAACCTAGTTGCGCCAC
-TAAATAAGCAGCACGGCCACGAGCCAGTTTGGGTTCAACGTGACAACCTAGTTGCGCCAC
-TAAATAAGCAGCACGGCCACGAGCCAGTTTGGGTTCAACGTGACAACCTAGTTGCGCCAC
-TAAATAAGCAGCACGGCCACGAGCCAGTTTGGGTTCAACGTGACAACCTAGTTGCGCCAC
-TAAATAAGCAGCACGGCCACGAGCCAGTTTGGGTTCAACGTGACAACCTAGTTGCGCCAC
-TAAATAAGCAGCACGGCCACGAGCCAGTTTGGGTTCAACGTGACAACCTAGTTGCGCCAC
-TAAATAAGCAGCACGGCCACGAGCCAGTTTGGGTTCAACGTGACAACCTAGTTGCGCCAC
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-TGGCCCTACACATCGCGAAAATTTCTAAAACCTATCTGATATACAACCCCAGAAGCACCT
-GCTTCGCTTTAAGGGGGCTCTTGTAGTTGCGGTTAGGTTAGGACAACGCCATGGCCAACT
-GCTTCGCTTTAAGGGGGCTCTTGTAGTTGCGGTTAGGTTAGGACAACGCCATGGCCAACT
-GCTTCGCTTTAAGGGGGCTCTTGTAGTTGCGGTTAGGTTAGGACAACGCCATGGCCAACT
-GCTTCGCTTTAAGGGGGCTCTTGTAGTTGCGGTTAGGTTAGGACAACGCCATGGCCAACT
-GCTTCGCTTTAAGGGGGCTCTTGTAGTTGCGGTTAGGTTAGGACAACGCCATGGCCAACT
-GCTTCGCTTTAAGGGGGCTCTTGTAGTTGCGGTTAGGTTAGGACAACGCCATGGCCAACT
-GCTTCGCTTTAAGGGGGCTCTTGTAGTTGCGGTTAGGTTAGGACAACGCCATGGCCAACT
-ACTCATCCAAAACCTTGAGTAAGTCTACCAGTTGTCGGTCACACAACGAAACACAGAGAT
-ACTCATCCAAAACCTTGAGTAAGTCTACCAGTTGTCGGTCACACAACGAAACACAGAGAT
-ACTCATCCAAAACCTTGAGTAAGTCTACCAGTTGTCGGTCACACAACGAAACACAGAGAT
-ACTCATCCAAAACCTTGAGTAAGTCTACCAGTTGTCGGTCACACAACGAAACACAGAGAT
-ACTCATCCAAAACCTTGAGTAAGTCTACCAGTTGTCGGTCACACAACGAAACACAGAGAT
-ACTCATCCAAAACCTTGAGTAAGTCTACCAGTTGTCGGTCACACAACGAAACACAGAGAT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-CCTCCTGGAGGCGAATTCGTTACGATCCCAGCCGAAGACAACACAACTAAATTATGCATT
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GGGACGACACTGAGTAGGGCTTATTAATTCATGAGAGATGCCACAACTCATCGTCTATGC
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GATTGGTTAGCTTAATCCGTCCGATAGTTATACAGTTCAGGAACAACAATGGTAATGTCG
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GCGCACTTTGAAGGACCCTGCCTCCCTTGATCATATCGCAGGACAACAACTGAAGAGATT
-GTCAAGATTGAAGACACTCTAGACGTGTTCCCAAGGGAGTTGACAACTATAGGTGAGATA
-GTCAAGATTGAAGACACTCTAGACGTGTTCCCAAGGGAGTTGACAACTATAGGTGAGATA
-GTCAAGATTGAAGACACTCTAGACGTGTTCCCAAGGGAGTTGACAACTATAGGTGAGATA
-GTCAAGATTGAAGACACTCTAGACGTGTTCCCAAGGGAGTTGACAACTATAGGTGAGATA
-GTCAAGATTGAAGACACTCTAGACGTGTTCCCAAGGGAGTTGACAACTATAGGTGAGATA
-GTCAAGATTGAAGACACTCTAGACGTGTTCCCAAGGGAGTTGACAACTATAGGTGAGATA
-GTCAAGATTGAAGACACTCTAGACGTGTTCCCAAGGGAGTTGACAACTATAGGTGAGATA
-GTCAAGATTGAAGACACTCTAGACGTGTTCCCAAGGGAGTTGACAACTATAGGTGAGATA
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-GTTCGAGCAAGGGTTGCTCATTTGATGCGTAATCGGAATATAACAACCATTAACGTCCTC
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-TTACGTATCCAAACGCAAAGGGACACGCGGGGAGCCCTTATAACAACTTTTCATTCCCTT
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-CACTGTCAGTTGGAGAGAGAGATCAATAAAATGATAGCTCCTACAACTCGTCGCACTTCA
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-AAAAGAGACCCGGGAGAATTCACCCATGTTCCATCTAGACGTACAACAGTAAGCCGATTG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-CCTTACACCAAACTACTGACATATTCAACGAATTAATATCACACAACCCAAACGACAGCG
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-GTCGAAACATCTTATTTTTAAATAGTATACTCATTGGCATATACAACTACGTACGATCGC
-CTTGTACCGTGGAGGTGGCATCGATTCGAGTATTGGAGACGAACAACGCTTTCAATTACA
-CTTGTACCGTGGAGGTGGCATCGATTCGAGTATTGGAGACGAACAACGCTTTCAATTACA
-CTTGTACCGTGGAGGTGGCATCGATTCGAGTATTGGAGACGAACAACGCTTTCAATTACA
-CTTGTACCGTGGAGGTGGCATCGATTCGAGTATTGGAGACGAACAACGCTTTCAATTACA
-CTTGTACCGTGGAGGTGGCATCGATTCGAGTATTGGAGACGAACAACGCTTTCAATTACA
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-AGGCTTCACGTACCGGCTTTTGATGCAACGGTAGATCCAAGCACAACACGTCCTCTAGCC
-ACAGAAGCTCACGAATATTTGAACAGGAAGCAGTGGAGATGAACAACTCGGGTTCCAATA
-ACAGAAGCTCACGAATATTTGAACAGGAAGCAGTGGAGATGAACAACTCGGGTTCCAATA
-ACAGAAGCTCACGAATATTTGAACAGGAAGCAGTGGAGATGAACAACTCGGGTTCCAATA
-ACAGAAGCTCACGAATATTTGAACAGGAAGCAGTGGAGATGAACAACTCGGGTTCCAATA
-ACAGAAGCTCACGAATATTTGAACAGGAAGCAGTGGAGATGAACAACTCGGGTTCCAATA
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-TCCGCACACTAACGAATTAAAAGAGCGAGCTCAACTCCAGGTACAACTCGGTCTGCAACG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-ATCGGCGTATCAAGTTCGTATAATGTTCGCTAGCACTCTTCGACAACTCTCCTTCTGTGG
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-TTCGCCCCATACGTGCGGACCCCATGGATAGATTTCAATAATACAACTCCAGAAATGAGC
-GTATCGGTCGGTGGCCAAATTGAGTACCATGTCCGGTACCAAACAACGATTTATTATTAC
-GTATCGGTCGGTGGCCAAATTGAGTACCATGTCCGGTACCAAACAACGATTTATTATTAC
-GTATCGGTCGGTGGCCAAATTGAGTACCATGTCCGGTACCAAACAACGATTTATTATTAC
-GTATCGGTCGGTGGCCAAATTGAGTACCATGTCCGGTACCAAACAACGATTTATTATTAC
-GTATCGGTCGGTGGCCAAATTGAGTACCATGTCCGGTACCAAACAACGATTTATTATTAC
-GTATCGGTCGGTGGCCAAATTGAGTACCATGTCCGGTACCAAACAACGATTTATTATTAC
-CTTGTTAAACGGTCGCACACTATTGTACTTCATAAGCTTTCAACAACAGGTTATATTCGT
-CTTGTTAAACGGTCGCACACTATTGTACTTCATAAGCTTTCAACAACAGGTTATATTCGT
-CTTGTTAAACGGTCGCACACTATTGTACTTCATAAGCTTTCAACAACAGGTTATATTCGT
-CTTGTTAAACGGTCGCACACTATTGTACTTCATAAGCTTTCAACAACAGGTTATATTCGT
-CTTGTTAAACGGTCGCACACTATTGTACTTCATAAGCTTTCAACAACAGGTTATATTCGT
-CTTGTTAAACGGTCGCACACTATTGTACTTCATAAGCTTTCAACAACAGGTTATATTCGT
-CTTGTTAAACGGTCGCACACTATTGTACTTCATAAGCTTTCAACAACAGGTTATATTCGT
-CTGAGAATCGTCGACAGCTGTCGGTAAAAGAAGGGTTACGCGACAACGTTAACTGTTGCC
-CTGAGAATCGTCGACAGCTGTCGGTAAAAGAAGGGTTACGCGACAACGTTAACTGTTGCC
-CTGAGAATCGTCGACAGCTGTCGGTAAAAGAAGGGTTACGCGACAACGTTAACTGTTGCC
-CTGAGAATCGTCGACAGCTGTCGGTAAAAGAAGGGTTACGCGACAACGTTAACTGTTGCC
-CTGAGAATCGTCGACAGCTGTCGGTAAAAGAAGGGTTACGCGACAACGTTAACTGTTGCC
-CTGAGAATCGTCGACAGCTGTCGGTAAAAGAAGGGTTACGCGACAACGTTAACTGTTGCC
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-ATGTCGACTCGACCTCGTAGAAAAGGTAGCTCTTGATGTTCCACAACAGAGTTAAGGCCA
-AATCACAGCCCATATAATGTACGCCTGAACGGGGCGTCACTGACAACGTAACGCCGGAAG
-AATCACAGCCCATATAATGTACGCCTGAACGGGGCGTCACTGACAACGTAACGCCGGAAG
-AATCACAGCCCATATAATGTACGCCTGAACGGGGCGTCACTGACAACGTAACGCCGGAAG
-AATCACAGCCCATATAATGTACGCCTGAACGGGGCGTCACTGACAACGTAACGCCGGAAG
-AATCACAGCCCATATAATGTACGCCTGAACGGGGCGTCACTGACAACGTAACGCCGGAAG
-AATCACAGCCCATATAATGTACGCCTGAACGGGGCGTCACTGACAACGTAACGCCGGAAG
-AATCACAGCCCATATAATGTACGCCTGAACGGGGCGTCACTGACAACGTAACGCCGGAAG
-GACCGGGAGCCGTCCGCCGTTATGAAACGCGTACATACGATTACAACCCCTGGAGGCACG
-GACCGGGAGCCGTCCGCCGTTATGAAACGCGTACATACGATTACAACCCCTGGAGGCACG
-GACCGGGAGCCGTCCGCCGTTATGAAACGCGTACATACGATTACAACCCCTGGAGGCACG
-GACCGGGAGCCGTCCGCCGTTATGAAACGCGTACATACGATTACAACCCCTGGAGGCACG
-GACCGGGAGCCGTCCGCCGTTATGAAACGCGTACATACGATTACAACCCCTGGAGGCACG
-GACCGGGAGCCGTCCGCCGTTATGAAACGCGTACATACGATTACAACCCCTGGAGGCACG
-GACAGTTGTGAGTCTCACTCTGGAGTCTTAGAGAGCCATGGGACAACGGCTTGATTCGGC
-GACAGTTGTGAGTCTCACTCTGGAGTCTTAGAGAGCCATGGGACAACGGCTTGATTCGGC
-GACAGTTGTGAGTCTCACTCTGGAGTCTTAGAGAGCCATGGGACAACGGCTTGATTCGGC
-GACAGTTGTGAGTCTCACTCTGGAGTCTTAGAGAGCCATGGGACAACGGCTTGATTCGGC
-ACCCGACCCAGAATGCAGGTCAATCCGGGAGGTTGCATGTTTACAACCCAGAGACTTGGT
-ACCCGACCCAGAATGCAGGTCAATCCGGGAGGTTGCATGTTTACAACCCAGAGACTTGGT
-ACCCGACCCAGAATGCAGGTCAATCCGGGAGGTTGCATGTTTACAACCCAGAGACTTGGT
-ACCCGACCCAGAATGCAGGTCAATCCGGGAGGTTGCATGTTTACAACCCAGAGACTTGGT
-ACCCGACCCAGAATGCAGGTCAATCCGGGAGGTTGCATGTTTACAACCCAGAGACTTGGT
-ACCCGACCCAGAATGCAGGTCAATCCGGGAGGTTGCATGTTTACAACCCAGAGACTTGGT
-ACCCGACCCAGAATGCAGGTCAATCCGGGAGGTTGCATGTTTACAACCCAGAGACTTGGT
-ACCCGACCCAGAATGCAGGTCAATCCGGGAGGTTGCATGTTTACAACCCAGAGACTTGGT
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-GCCTTCGCGATACTTTATGGCAATCGTAGTGGGCCTTACCTCACAACTCATCCCATGTTG
-TTAAAGGCACTCGCCTAAATTAACACACGTGGGGAACGAATGACAACCCCCCTACACACG
-TTAAAGGCACTCGCCTAAATTAACACACGTGGGGAACGAATGACAACCCCCCTACACACG
-TTAAAGGCACTCGCCTAAATTAACACACGTGGGGAACGAATGACAACCCCCCTACACACG
-GTGAGACTCGCACTGGGCCACTGTGCTTTCGTGGTAGGGCGAACAACCGAAAGGCATCAA
-GTGAGACTCGCACTGGGCCACTGTGCTTTCGTGGTAGGGCGAACAACCGAAAGGCATCAA
-GTGAGACTCGCACTGGGCCACTGTGCTTTCGTGGTAGGGCGAACAACCGAAAGGCATCAA
-GTGAGACTCGCACTGGGCCACTGTGCTTTCGTGGTAGGGCGAACAACCGAAAGGCATCAA
-GTGAGACTCGCACTGGGCCACTGTGCTTTCGTGGTAGGGCGAACAACCGAAAGGCATCAA
-CGATCCTTGGAGCCCAAGCTGACCCAAGCATGCTACCTTCGCACAACTGATGAGGCAGAC
-CGATCCTTGGAGCCCAAGCTGACCCAAGCATGCTACCTTCGCACAACTGATGAGGCAGAC
-CGATCCTTGGAGCCCAAGCTGACCCAAGCATGCTACCTTCGCACAACTGATGAGGCAGAC
-CGATCCTTGGAGCCCAAGCTGACCCAAGCATGCTACCTTCGCACAACTGATGAGGCAGAC
-CGATCCTTGGAGCCCAAGCTGACCCAAGCATGCTACCTTCGCACAACTGATGAGGCAGAC
-CGATCCTTGGAGCCCAAGCTGACCCAAGCATGCTACCTTCGCACAACTGATGAGGCAGAC
-CGATCCTTGGAGCCCAAGCTGACCCAAGCATGCTACCTTCGCACAACTGATGAGGCAGAC
-CGATCCTTGGAGCCCAAGCTGACCCAAGCATGCTACCTTCGCACAACTGATGAGGCAGAC
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-GCCTTAAATAACTATGATGAACCCCAGCATATTACTTGGCGAACAACATCACGTAGGTAA
-TTGCCAGCCGGCCCGCTCATGCCGAGGTCGTGAATTCGCTGTACAACCGAGGGGGGTTTG
-TTGCCAGCCGGCCCGCTCATGCCGAGGTCGTGAATTCGCTGTACAACCGAGGGGGGTTTG
-TTGCCAGCCGGCCCGCTCATGCCGAGGTCGTGAATTCGCTGTACAACCGAGGGGGGTTTG
-TTGCCAGCCGGCCCGCTCATGCCGAGGTCGTGAATTCGCTGTACAACCGAGGGGGGTTTG
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-AGACCAAGTCGCAAGACTCTTAGCTATACGGTCGCTTTAGCCACAACCTCACATATCCAA
-CTCCCTATATGAACATAAACAGGCTGAAGGAAAGGAAGAACAACAACCGTAACGCGAAAG
-CTCCCTATATGAACATAAACAGGCTGAAGGAAAGGAAGAACAACAACCGTAACGCGAAAG
-CTCCCTATATGAACATAAACAGGCTGAAGGAAAGGAAGAACAACAACCGTAACGCGAAAG
-CTCCCTATATGAACATAAACAGGCTGAAGGAAAGGAAGAACAACAACCGTAACGCGAAAG
-CTCCCTATATGAACATAAACAGGCTGAAGGAAAGGAAGAACAACAACCGTAACGCGAAAG
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-AGGGAGATTTGCAAGATTGGTGGTCACCAACTGTGCGAACTTACAACCCATCCTGTGGAC
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CAGAAGTGAGATTGCGATTGTGCATTACTATCATCTCAGTACACAACTTTGTTTCGACCA
-CCGATTTATGACCCATATGGAGCAGGAGAGAAGAGCCTTGTGACAACCCGTAAGATGACG
-CCGATTTATGACCCATATGGAGCAGGAGAGAAGAGCCTTGTGACAACCCGTAAGATGACG
-CCGATTTATGACCCATATGGAGCAGGAGAGAAGAGCCTTGTGACAACCCGTAAGATGACG
-GGCACCGACTATTAGGCTGTACTCGACCAAGTTCTGGGGGAAACAACTAAACGAAACAGG
-GGCACCGACTATTAGGCTGTACTCGACCAAGTTCTGGGGGAAACAACTAAACGAAACAGG
-GGCACCGACTATTAGGCTGTACTCGACCAAGTTCTGGGGGAAACAACTAAACGAAACAGG
-GGCACCGACTATTAGGCTGTACTCGACCAAGTTCTGGGGGAAACAACTAAACGAAACAGG
-GGCACCGACTATTAGGCTGTACTCGACCAAGTTCTGGGGGAAACAACTAAACGAAACAGG
-GGCACCGACTATTAGGCTGTACTCGACCAAGTTCTGGGGGAAACAACTAAACGAAACAGG
-GGAGGGGCGACGACCGAACTTTTGTCTAGCGCACATCACGTAACAACTTCCCTGAGATAG
-GGAGGGGCGACGACCGAACTTTTGTCTAGCGCACATCACGTAACAACTTCCCTGAGATAG
-GGAGGGGCGACGACCGAACTTTTGTCTAGCGCACATCACGTAACAACTTCCCTGAGATAG
-GGAGGGGCGACGACCGAACTTTTGTCTAGCGCACATCACGTAACAACTTCCCTGAGATAG
-GGAGGGGCGACGACCGAACTTTTGTCTAGCGCACATCACGTAACAACTTCCCTGAGATAG
-GGAGGGGCGACGACCGAACTTTTGTCTAGCGCACATCACGTAACAACTTCCCTGAGATAG
-GGAGGGGCGACGACCGAACTTTTGTCTAGCGCACATCACGTAACAACTTCCCTGAGATAG
-CACGCAGCTACGTGTCCATTCTTGTGAAGATTAAAATACCGGACAACGTAAAAATCGCGT
-CACGCAGCTACGTGTCCATTCTTGTGAAGATTAAAATACCGGACAACGTAAAAATCGCGT
-CACGCAGCTACGTGTCCATTCTTGTGAAGATTAAAATACCGGACAACGTAAAAATCGCGT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GGGTAAACACTCGATTCAGTAGGTGGAAATGCAGCGTCATACACAACAAAGTACTATTTT
-GTGGGTAAACCTACTGTTGCCAACGCCGGCCTCAGCCATTTTACAACAGGAGCGGCTAAT
-GTGGGTAAACCTACTGTTGCCAACGCCGGCCTCAGCCATTTTACAACAGGAGCGGCTAAT
-GTGGGTAAACCTACTGTTGCCAACGCCGGCCTCAGCCATTTTACAACAGGAGCGGCTAAT
-GTGGGTAAACCTACTGTTGCCAACGCCGGCCTCAGCCATTTTACAACAGGAGCGGCTAAT
-GTGGGTAAACCTACTGTTGCCAACGCCGGCCTCAGCCATTTTACAACAGGAGCGGCTAAT
-GTGGGTAAACCTACTGTTGCCAACGCCGGCCTCAGCCATTTTACAACAGGAGCGGCTAAT
-GTGGGTAAACCTACTGTTGCCAACGCCGGCCTCAGCCATTTTACAACAGGAGCGGCTAAT
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-AGCGCGCTCAAATGACAAATGCTCCCCACTGCCAATCATGCGACAACTTCTTTCGCAGCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-ATTTCGCCTTGACATTAGCTAGCTAGGAGGGCTGTACCATACACAACACGCTAGTTATCC
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-TTCGGGTGCCATCGGTAGGTGTGTGGATATGTGTCCCGAAGCACAACCGCCTCCTGGTGG
-GACTTGAATAGTGGAGTGGTGCTGAACTGCTGACAGGAACCTACAACGTCGGGAGCCTTC
-GACTTGAATAGTGGAGTGGTGCTGAACTGCTGACAGGAACCTACAACGTCGGGAGCCTTC
-CGTGTGCACGCAGAGGGTACCCTACTAATGGAAGTATGAATCACAACAGAATGGGCTACG
-CGTGTGCACGCAGAGGGTACCCTACTAATGGAAGTATGAATCACAACAGAATGGGCTACG
-CGTGTGCACGCAGAGGGTACCCTACTAATGGAAGTATGAATCACAACAGAATGGGCTACG
-CGTGTGCACGCAGAGGGTACCCTACTAATGGAAGTATGAATCACAACAGAATGGGCTACG
-CGTGTGCACGCAGAGGGTACCCTACTAATGGAAGTATGAATCACAACAGAATGGGCTACG
-CGTGTGCACGCAGAGGGTACCCTACTAATGGAAGTATGAATCACAACAGAATGGGCTACG
-CGTGTGCACGCAGAGGGTACCCTACTAATGGAAGTATGAATCACAACAGAATGGGCTACG
-TAAAGATTCGGAGGATGATACCGTATTCTTGGCCTTCCTCATACAACGGGTCTTTGCTGG
-TAAAGATTCGGAGGATGATACCGTATTCTTGGCCTTCCTCATACAACGGGTCTTTGCTGG
-TAAAGATTCGGAGGATGATACCGTATTCTTGGCCTTCCTCATACAACGGGTCTTTGCTGG
-TGGGGAACAGCATTATACTATGTAAACGAACGTCTCGTGAATACAACCCTGGTTCGAAAG
-TGGGGAACAGCATTATACTATGTAAACGAACGTCTCGTGAATACAACCCTGGTTCGAAAG
-TGGGGAACAGCATTATACTATGTAAACGAACGTCTCGTGAATACAACCCTGGTTCGAAAG
-TGGGGAACAGCATTATACTATGTAAACGAACGTCTCGTGAATACAACCCTGGTTCGAAAG
-TGGGGAACAGCATTATACTATGTAAACGAACGTCTCGTGAATACAACCCTGGTTCGAAAG
-TGGGGAACAGCATTATACTATGTAAACGAACGTCTCGTGAATACAACCCTGGTTCGAAAG
-TGGGGAACAGCATTATACTATGTAAACGAACGTCTCGTGAATACAACCCTGGTTCGAAAG
-TGGGGAACAGCATTATACTATGTAAACGAACGTCTCGTGAATACAACCCTGGTTCGAAAG
-CGTCTGCGGAACCTGATTATCCTTTAGTGGCAAACCCCCAATACAACTTTGGCGAGCACA
-CGTCTGCGGAACCTGATTATCCTTTAGTGGCAAACCCCCAATACAACTTTGGCGAGCACA
-CGTCTGCGGAACCTGATTATCCTTTAGTGGCAAACCCCCAATACAACTTTGGCGAGCACA
-CGTCTGCGGAACCTGATTATCCTTTAGTGGCAAACCCCCAATACAACTTTGGCGAGCACA
-CGTCTGCGGAACCTGATTATCCTTTAGTGGCAAACCCCCAATACAACTTTGGCGAGCACA
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GGGCCGTACGTGTGTTCCCCTACTCCTCACAGCGTCTCCTAGACAACGACAATCGTGTTC
-GTTCAGACAAATCACTCTACCTGGTCGCGTAGCCCACTTAAGACAACGAGTCCTACTCCT
-GTTCAGACAAATCACTCTACCTGGTCGCGTAGCCCACTTAAGACAACGAGTCCTACTCCT
-GTTCAGACAAATCACTCTACCTGGTCGCGTAGCCCACTTAAGACAACGAGTCCTACTCCT
-GTTCAGACAAATCACTCTACCTGGTCGCGTAGCCCACTTAAGACAACGAGTCCTACTCCT
-GTTCAGACAAATCACTCTACCTGGTCGCGTAGCCCACTTAAGACAACGAGTCCTACTCCT
-GTTCAGACAAATCACTCTACCTGGTCGCGTAGCCCACTTAAGACAACGAGTCCTACTCCT
-GTTCAGACAAATCACTCTACCTGGTCGCGTAGCCCACTTAAGACAACGAGTCCTACTCCT
-GTTCAGACAAATCACTCTACCTGGTCGCGTAGCCCACTTAAGACAACGAGTCCTACTCCT
-CGTGTCCGACACACCTAGGTCTACTTTAGGGTTGGCCTACTCACAACCCCAAGGGATCGG
-CGTGTCCGACACACCTAGGTCTACTTTAGGGTTGGCCTACTCACAACCCCAAGGGATCGG
-CGTGTCCGACACACCTAGGTCTACTTTAGGGTTGGCCTACTCACAACCCCAAGGGATCGG
-CGTGTCCGACACACCTAGGTCTACTTTAGGGTTGGCCTACTCACAACCCCAAGGGATCGG
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-CACTACACGATGCGCCTCGAGCTAGCAACATCCACACTTAGCACAACTTGAGGAAGGATA
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-TTCCGGTACCATGTGCGGCATTCCTTTTTAAGAGTTGACGCTACAACTCTACCGAATTTT
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-CAGTACAGAAATTCAATGATATGGTAATATCGTAATGCCCCTACAACAGCTGACCCGCTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTGGCGGGAGTTAACAGGATACCCAGGAGCACTTCTCTCGTACAACAATGCTCTTCTTC
-GTTAAGGCAACCCTCGGGGACGCCGTTGCAAATGTAGGGAGGACAACGATACCCCCTTCT
-GTTAAGGCAACCCTCGGGGACGCCGTTGCAAATGTAGGGAGGACAACGATACCCCCTTCT
-GTTAAGGCAACCCTCGGGGACGCCGTTGCAAATGTAGGGAGGACAACGATACCCCCTTCT
-GTTAAGGCAACCCTCGGGGACGCCGTTGCAAATGTAGGGAGGACAACGATACCCCCTTCT
-GTTAAGGCAACCCTCGGGGACGCCGTTGCAAATGTAGGGAGGACAACGATACCCCCTTCT
-GTTAAGGCAACCCTCGGGGACGCCGTTGCAAATGTAGGGAGGACAACGATACCCCCTTCT
-GTTAAGGCAACCCTCGGGGACGCCGTTGCAAATGTAGGGAGGACAACGATACCCCCTTCT
-AGACATGATAAGCAAACCACCTGGCGTACCGGGGGGCCAGACACAACCGTGGCAAAATAA
-AGACATGATAAGCAAACCACCTGGCGTACCGGGGGGCCAGACACAACCGTGGCAAAATAA
-AGACATGATAAGCAAACCACCTGGCGTACCGGGGGGCCAGACACAACCGTGGCAAAATAA
-AGACATGATAAGCAAACCACCTGGCGTACCGGGGGGCCAGACACAACCGTGGCAAAATAA
-AGACATGATAAGCAAACCACCTGGCGTACCGGGGGGCCAGACACAACCGTGGCAAAATAA
-AGACATGATAAGCAAACCACCTGGCGTACCGGGGGGCCAGACACAACCGTGGCAAAATAA
-AGACATGATAAGCAAACCACCTGGCGTACCGGGGGGCCAGACACAACCGTGGCAAAATAA
-AGACATGATAAGCAAACCACCTGGCGTACCGGGGGGCCAGACACAACCGTGGCAAAATAA
-CATTAGTTGACGAGCTAATTACGGTCCTCTCACGTTGGCTCCACAACGTCGCAGGATGAT
-CATTAGTTGACGAGCTAATTACGGTCCTCTCACGTTGGCTCCACAACGTCGCAGGATGAT
-CATTAGTTGACGAGCTAATTACGGTCCTCTCACGTTGGCTCCACAACGTCGCAGGATGAT
-CATTAGTTGACGAGCTAATTACGGTCCTCTCACGTTGGCTCCACAACGTCGCAGGATGAT
-CATTAGTTGACGAGCTAATTACGGTCCTCTCACGTTGGCTCCACAACGTCGCAGGATGAT
-CATTAGTTGACGAGCTAATTACGGTCCTCTCACGTTGGCTCCACAACGTCGCAGGATGAT
-CATTAGTTGACGAGCTAATTACGGTCCTCTCACGTTGGCTCCACAACGTCGCAGGATGAT
-ACAACATAGCGTAGGCGCCCTACGCCTGCCCAGCCGTGAAGCACAACGTTGGGACTCGCC
-ACAACATAGCGTAGGCGCCCTACGCCTGCCCAGCCGTGAAGCACAACGTTGGGACTCGCC
-ACAACATAGCGTAGGCGCCCTACGCCTGCCCAGCCGTGAAGCACAACGTTGGGACTCGCC
-ACAACATAGCGTAGGCGCCCTACGCCTGCCCAGCCGTGAAGCACAACGTTGGGACTCGCC
-ACAACATAGCGTAGGCGCCCTACGCCTGCCCAGCCGTGAAGCACAACGTTGGGACTCGCC
-ACAACATAGCGTAGGCGCCCTACGCCTGCCCAGCCGTGAAGCACAACGTTGGGACTCGCC
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCGTCAAAATGCTTGTTACAGACGTTGTGCATCAAAGATCACAACACGTGGTTTGCGG
-ACGCCCCACGTCACGTATCATAGAGGCTAAAAGAAATCGCTGACAACTTAGGTTCGATCA
-ACGCCCCACGTCACGTATCATAGAGGCTAAAAGAAATCGCTGACAACTTAGGTTCGATCA
-ACGCCCCACGTCACGTATCATAGAGGCTAAAAGAAATCGCTGACAACTTAGGTTCGATCA
-ACGCCCCACGTCACGTATCATAGAGGCTAAAAGAAATCGCTGACAACTTAGGTTCGATCA
-ACGCCCCACGTCACGTATCATAGAGGCTAAAAGAAATCGCTGACAACTTAGGTTCGATCA
-ACGCCCCACGTCACGTATCATAGAGGCTAAAAGAAATCGCTGACAACTTAGGTTCGATCA
-CGCCAAGAGCCGTGTACACTGTTGCTGCGGTTGGGGCGCAACACAACCAGGATAGAGATT
-CGCCAAGAGCCGTGTACACTGTTGCTGCGGTTGGGGCGCAACACAACCAGGATAGAGATT
-CGCCAAGAGCCGTGTACACTGTTGCTGCGGTTGGGGCGCAACACAACCAGGATAGAGATT
-CGCCAAGAGCCGTGTACACTGTTGCTGCGGTTGGGGCGCAACACAACCAGGATAGAGATT
-CGCCAAGAGCCGTGTACACTGTTGCTGCGGTTGGGGCGCAACACAACCAGGATAGAGATT
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-TTAGAAATCCGGCTCAGTGAATACTTAATAACTACTTGACGCACAACATGTGTAAAGAGA
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-GACACCACCTTCATCCCCTGCATTTCCGATGACACTCTGACCACAACATTCCGGTAAATG
-CGAAGCGCACCCGAGGCATTGTATGATTATTCCCTACGTGGCACAACTTAAACGGGCTTA
-CGAAGCGCACCCGAGGCATTGTATGATTATTCCCTACGTGGCACAACTTAAACGGGCTTA
-CGAAGCGCACCCGAGGCATTGTATGATTATTCCCTACGTGGCACAACTTAAACGGGCTTA
-CGAAGCGCACCCGAGGCATTGTATGATTATTCCCTACGTGGCACAACTTAAACGGGCTTA
-CGAAGCGCACCCGAGGCATTGTATGATTATTCCCTACGTGGCACAACTTAAACGGGCTTA
-CGAAGCGCACCCGAGGCATTGTATGATTATTCCCTACGTGGCACAACTTAAACGGGCTTA
-TCTTGAGCTATATGGCTCACGACACGTCTACACGTTCTATGCACAACGTTCGACGGAGGT
-TCTTGAGCTATATGGCTCACGACACGTCTACACGTTCTATGCACAACGTTCGACGGAGGT
-TCTTGAGCTATATGGCTCACGACACGTCTACACGTTCTATGCACAACGTTCGACGGAGGT
-TCTTGAGCTATATGGCTCACGACACGTCTACACGTTCTATGCACAACGTTCGACGGAGGT
-TCTTGAGCTATATGGCTCACGACACGTCTACACGTTCTATGCACAACGTTCGACGGAGGT
-TCTTGAGCTATATGGCTCACGACACGTCTACACGTTCTATGCACAACGTTCGACGGAGGT
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-TTACATTTGTGTAAGCCCTATGGCTTCGTTGCATAGTGCTCTACAACAAAGTCGCGTAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-ACAGGCGTGGGGTAGAAGCGAGTTAGGTTAGTTTTTCCTACGACAACACGGCGCCGAAAG
-GCTCTCCTCGACACACGGTCGGGTCAGGGTACCTGTTATTTCACAACGAGTGTTTGGCAA
-GCTCTCCTCGACACACGGTCGGGTCAGGGTACCTGTTATTTCACAACGAGTGTTTGGCAA
-GCTCTCCTCGACACACGGTCGGGTCAGGGTACCTGTTATTTCACAACGAGTGTTTGGCAA
-GCTCTCCTCGACACACGGTCGGGTCAGGGTACCTGTTATTTCACAACGAGTGTTTGGCAA
-GCTCTCCTCGACACACGGTCGGGTCAGGGTACCTGTTATTTCACAACGAGTGTTTGGCAA
-GCTCTCCTCGACACACGGTCGGGTCAGGGTACCTGTTATTTCACAACGAGTGTTTGGCAA
-GCTCTCCTCGACACACGGTCGGGTCAGGGTACCTGTTATTTCACAACGAGTGTTTGGCAA
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-CGTTACTCAGCGTCCAGCCCAACGACAAGCACAATGACAATTACAACTACACGCATGAGG
-AAGGGCTCAGTGCTAGAGCAGACGGTTATCGGCGCTCGCCGAACAACGCGTAGCACAGAG
-AAGGGCTCAGTGCTAGAGCAGACGGTTATCGGCGCTCGCCGAACAACGCGTAGCACAGAG
-AAGGGCTCAGTGCTAGAGCAGACGGTTATCGGCGCTCGCCGAACAACGCGTAGCACAGAG
-AAGGGCTCAGTGCTAGAGCAGACGGTTATCGGCGCTCGCCGAACAACGCGTAGCACAGAG
-AAGGGCTCAGTGCTAGAGCAGACGGTTATCGGCGCTCGCCGAACAACGCGTAGCACAGAG
-TACCACGCCTACGATCGTGGCGCTGTTTGTGATCTTGCGGACACAACGCCGTGCTCATCA
-TACCACGCCTACGATCGTGGCGCTGTTTGTGATCTTGCGGACACAACGCCGTGCTCATCA
-TACCACGCCTACGATCGTGGCGCTGTTTGTGATCTTGCGGACACAACGCCGTGCTCATCA
-TACCACGCCTACGATCGTGGCGCTGTTTGTGATCTTGCGGACACAACGCCGTGCTCATCA
-TACCACGCCTACGATCGTGGCGCTGTTTGTGATCTTGCGGACACAACGCCGTGCTCATCA
-TACCACGCCTACGATCGTGGCGCTGTTTGTGATCTTGCGGACACAACGCCGTGCTCATCA
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-ATCTCCTTTCATATCCATGGCTTGTCTAGAACTCTGGATCTTACAACGAAGGTATAACGT
-AGATTGTGGAGTAGGCTCCGGGTGAGCATCAGGCATCGAGGTACAACGGATGTAACCAAG
-AGATTGTGGAGTAGGCTCCGGGTGAGCATCAGGCATCGAGGTACAACGGATGTAACCAAG
-AGATTGTGGAGTAGGCTCCGGGTGAGCATCAGGCATCGAGGTACAACGGATGTAACCAAG
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TGACTGGAGTCTGGTCGAACGAAAGGTACTATATACTCTGAGACAACACCCCCCTGTTGC
-TAGCCAAACCGCAACGCGTGATTGGCTTAGCCTTTGAGCATAACAACCGAACGGTAAGTC
-TAGCCAAACCGCAACGCGTGATTGGCTTAGCCTTTGAGCATAACAACCGAACGGTAAGTC
-TAGCCAAACCGCAACGCGTGATTGGCTTAGCCTTTGAGCATAACAACCGAACGGTAAGTC
-TAGCCAAACCGCAACGCGTGATTGGCTTAGCCTTTGAGCATAACAACCGAACGGTAAGTC
-TAGCCAAACCGCAACGCGTGATTGGCTTAGCCTTTGAGCATAACAACCGAACGGTAAGTC
-TAGCCAAACCGCAACGCGTGATTGGCTTAGCCTTTGAGCATAACAACCGAACGGTAAGTC
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-TGCGAACCCTTATGACCAGCCTGGTGTTTTCGGCATGGAATAACAACCTGAGCCACCTAT
-GCGACAGACTATGCTCGAAGTAATCAAAGGGAGGTGTTCTGGACAACTACCTAAGATAAT
-GCGACAGACTATGCTCGAAGTAATCAAAGGGAGGTGTTCTGGACAACTACCTAAGATAAT
-GCGACAGACTATGCTCGAAGTAATCAAAGGGAGGTGTTCTGGACAACTACCTAAGATAAT
-GCGACAGACTATGCTCGAAGTAATCAAAGGGAGGTGTTCTGGACAACTACCTAAGATAAT
-GCGACAGACTATGCTCGAAGTAATCAAAGGGAGGTGTTCTGGACAACTACCTAAGATAAT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-GATGACGCGCATACCTACCCACCGGGATAGCACATGGATTTGACAACTATCCTAACAATT
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-TACTGAGTTAGCCTGAATCAGACGCTCGGCTTTTTATGCTCTACAACCCGATTCGCGCTC
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-GGAATTAACTGCGTGTTTCACGTGCGATGAAGCGGGAAACCTACAACGCCCGCTCGCATA
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CTGTGCGGGTGAACCTCTCGCGCTTCTATATAGTTCACCGCTACAACTGTAGTCCGATCC
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-CAGTTCTAAGGATCGCACGATTTCTCGTTCGTCGGAGCGTCAACAACTCGCATCCTGCGT
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-GATCAATCCGCTTGGACGCCAGGGGTATCACGGAGAGGCAAGACAACGAAGTCCACCTAG
-TGGGCGACTTCGCTTAGATATTGTCCGAGGCGATAGCAAGTCACAACAAACTAACACCGC
-TGGGCGACTTCGCTTAGATATTGTCCGAGGCGATAGCAAGTCACAACAAACTAACACCGC
-TGGGCGACTTCGCTTAGATATTGTCCGAGGCGATAGCAAGTCACAACAAACTAACACCGC
-TGGGCGACTTCGCTTAGATATTGTCCGAGGCGATAGCAAGTCACAACAAACTAACACCGC
-TGGGCGACTTCGCTTAGATATTGTCCGAGGCGATAGCAAGTCACAACAAACTAACACCGC
-TGGGCGACTTCGCTTAGATATTGTCCGAGGCGATAGCAAGTCACAACAAACTAACACCGC
-TGGGCGACTTCGCTTAGATATTGTCCGAGGCGATAGCAAGTCACAACAAACTAACACCGC
-TGGGCGACTTCGCTTAGATATTGTCCGAGGCGATAGCAAGTCACAACAAACTAACACCGC
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-GGCTCCCATGGGAGTCGAAGGCGAGCGCGACGCGGCGTATCAACAACACCAATACCGTTA
-TTCTTGCCTCGATTAGTGGCTTATACGGGCCCCAATTTTGGGACAACCATTAGCTCGCCT
-TTCTTGCCTCGATTAGTGGCTTATACGGGCCCCAATTTTGGGACAACCATTAGCTCGCCT
-TTCTTGCCTCGATTAGTGGCTTATACGGGCCCCAATTTTGGGACAACCATTAGCTCGCCT
-TTCTTGCCTCGATTAGTGGCTTATACGGGCCCCAATTTTGGGACAACCATTAGCTCGCCT
-TTCTTGCCTCGATTAGTGGCTTATACGGGCCCCAATTTTGGGACAACCATTAGCTCGCCT
-TTCTTGCCTCGATTAGTGGCTTATACGGGCCCCAATTTTGGGACAACCATTAGCTCGCCT
-TTCTTGCCTCGATTAGTGGCTTATACGGGCCCCAATTTTGGGACAACCATTAGCTCGCCT
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-CGGCTGAAGCAAAGTGCCAGATAGGCATCCGGACGAGCGCATACAACTGTCGTTTCCGAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-TAGCCTCCGTGGTCAGTGTAGCTGAGACATTCAATGCTATCCACAACTACACGTTGCCAG
-AAAGCACGTCTAACCATTAGCGTCGCGCAGCTGAGCCTCTTAACAACCCTGCGTGACGGG
-AAAGCACGTCTAACCATTAGCGTCGCGCAGCTGAGCCTCTTAACAACCCTGCGTGACGGG
-AAAGCACGTCTAACCATTAGCGTCGCGCAGCTGAGCCTCTTAACAACCCTGCGTGACGGG
-AAAGCACGTCTAACCATTAGCGTCGCGCAGCTGAGCCTCTTAACAACCCTGCGTGACGGG
-AAAGCACGTCTAACCATTAGCGTCGCGCAGCTGAGCCTCTTAACAACCCTGCGTGACGGG
-AAAGCACGTCTAACCATTAGCGTCGCGCAGCTGAGCCTCTTAACAACCCTGCGTGACGGG
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GGGAATTGAACCGGCGCTTCCATTGGTGTGAGCAATTCGCCTACAACATAGAGCTAAACC
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-GTTTTCGGGTCTACCGATTCGTGACGGAAGAACCTGATCATTACAACCTTGGATTACATT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-CTGTTCACTTACATGCGCTCGCCGGCTATATAGACGGCTGAAACAACGCACTCCGTTTAT
-TCTAACTGACAAAGCGCGCGCGTATGGCACAGCTTAGCCTCCACAACGTGAACGAGCTTT
-TCTAACTGACAAAGCGCGCGCGTATGGCACAGCTTAGCCTCCACAACGTGAACGAGCTTT
-TCTAACTGACAAAGCGCGCGCGTATGGCACAGCTTAGCCTCCACAACGTGAACGAGCTTT
-TCTAACTGACAAAGCGCGCGCGTATGGCACAGCTTAGCCTCCACAACGTGAACGAGCTTT
-TCTAACTGACAAAGCGCGCGCGTATGGCACAGCTTAGCCTCCACAACGTGAACGAGCTTT
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GCCACGCCTACACTCAGCAAAAGGTCTCGCTCGGTTTAACGAACAACATTTCGCCTTAGA
-GTGAACCGAAACGGCCGCAACACGTGCCGTCTAGACCTGCGCACAACTCCCCGTCGCATC
-GTGAACCGAAACGGCCGCAACACGTGCCGTCTAGACCTGCGCACAACTCCCCGTCGCATC
-GTGAACCGAAACGGCCGCAACACGTGCCGTCTAGACCTGCGCACAACTCCCCGTCGCATC
-GTGAACCGAAACGGCCGCAACACGTGCCGTCTAGACCTGCGCACAACTCCCCGTCGCATC
-GTGAACCGAAACGGCCGCAACACGTGCCGTCTAGACCTGCGCACAACTCCCCGTCGCATC
-GTGAACCGAAACGGCCGCAACACGTGCCGTCTAGACCTGCGCACAACTCCCCGTCGCATC
-GTGAACCGAAACGGCCGCAACACGTGCCGTCTAGACCTGCGCACAACTCCCCGTCGCATC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-TCTTGTGGTGTGGAATAAGTTCTAGGGATATAGCCTTTCGGGACAACTATGCTACGGTCC
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-GACAGAACTTGGAGTGTTGGAAACGAATGCCAAGAATTACGCACAACCATCGAGCGAGAT
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-TAGACACAGTTTCCACGATTCACCACGATTGCTGAACCCCATACAACCTGCACGCTAACC
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-AATTACACGAGCGCAGCGTTGTCAAGTTCTTCGTCCAATATCACAACGTTGTGCTCTTCG
-CCACTCCTAGGCGCACCGGTAGAAGCACAAGGGTGACCAGTGACAACTTGCGGACGACCA
-CCACTCCTAGGCGCACCGGTAGAAGCACAAGGGTGACCAGTGACAACTTGCGGACGACCA
-CCACTCCTAGGCGCACCGGTAGAAGCACAAGGGTGACCAGTGACAACTTGCGGACGACCA
-CCACTCCTAGGCGCACCGGTAGAAGCACAAGGGTGACCAGTGACAACTTGCGGACGACCA
-CCACTCCTAGGCGCACCGGTAGAAGCACAAGGGTGACCAGTGACAACTTGCGGACGACCA
-CCACTCCTAGGCGCACCGGTAGAAGCACAAGGGTGACCAGTGACAACTTGCGGACGACCA
-CCACTCCTAGGCGCACCGGTAGAAGCACAAGGGTGACCAGTGACAACTTGCGGACGACCA
-CCACTCCTAGGCGCACCGGTAGAAGCACAAGGGTGACCAGTGACAACTTGCGGACGACCA
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-ATTCAGGATTCATAGTCAACACATAAGGAGGTACCAAGTTCCACAACACGCGTGTAATGG
-GCCCGCAGAGCTTGTGCAATATCACCTCTGGGAGTTCCCGTCACAACTTCTGGGCACATC
-GCCCGCAGAGCTTGTGCAATATCACCTCTGGGAGTTCCCGTCACAACTTCTGGGCACATC
-GCCCGCAGAGCTTGTGCAATATCACCTCTGGGAGTTCCCGTCACAACTTCTGGGCACATC
-GCCCGCAGAGCTTGTGCAATATCACCTCTGGGAGTTCCCGTCACAACTTCTGGGCACATC
-GCCCGCAGAGCTTGTGCAATATCACCTCTGGGAGTTCCCGTCACAACTTCTGGGCACATC
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-ATTTAGCCGAGTGACGAGGCCGTAGCAAACGTAGAGGTGTAAACAACTTTACTAGTGCAG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GGACCTGTGAGAACTCAGGGACGACAGCGGTCTCGAAGCATCACAACCCTACGTATTCCG
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-GCGCTCTCGGGCGGTTCTGTGCTCTGTCTCCTGAAAAAGAACACAACTATTCCCATCGCA
-CACTCGACGATTATCAAGGCTGATTGCCCGCCACTTGAGATTACAACGTCTGACCACGGC
-CACTCGACGATTATCAAGGCTGATTGCCCGCCACTTGAGATTACAACGTCTGACCACGGC
-CACTCGACGATTATCAAGGCTGATTGCCCGCCACTTGAGATTACAACGTCTGACCACGGC
-CACTCGACGATTATCAAGGCTGATTGCCCGCCACTTGAGATTACAACGTCTGACCACGGC
-CACTCGACGATTATCAAGGCTGATTGCCCGCCACTTGAGATTACAACGTCTGACCACGGC
-CACTCGACGATTATCAAGGCTGATTGCCCGCCACTTGAGATTACAACGTCTGACCACGGC
-CACTCGACGATTATCAAGGCTGATTGCCCGCCACTTGAGATTACAACGTCTGACCACGGC
-CCTGTACATGGCGCTATTAGGAGGGAAGTTGTATCGTCTGAAACAACGCGCATTATATAT
-CCTGTACATGGCGCTATTAGGAGGGAAGTTGTATCGTCTGAAACAACGCGCATTATATAT
-CCTGTACATGGCGCTATTAGGAGGGAAGTTGTATCGTCTGAAACAACGCGCATTATATAT
-CCTGTACATGGCGCTATTAGGAGGGAAGTTGTATCGTCTGAAACAACGCGCATTATATAT
-CCTGTACATGGCGCTATTAGGAGGGAAGTTGTATCGTCTGAAACAACGCGCATTATATAT
-CCTGTACATGGCGCTATTAGGAGGGAAGTTGTATCGTCTGAAACAACGCGCATTATATAT
-CCTGTACATGGCGCTATTAGGAGGGAAGTTGTATCGTCTGAAACAACGCGCATTATATAT
-TGTTTATTATGTTGGCCTTGTCAGCAAATGTGGGGCGTGTTGACAACGGCGGCAGCCTTA
-TGTTTATTATGTTGGCCTTGTCAGCAAATGTGGGGCGTGTTGACAACGGCGGCAGCCTTA
-TGTTTATTATGTTGGCCTTGTCAGCAAATGTGGGGCGTGTTGACAACGGCGGCAGCCTTA
-GTACCAATAACTTGTAGCCCGATTTGAGGAGTCTGTTGTACAACAACGGTTATTTCATCT
-GTACCAATAACTTGTAGCCCGATTTGAGGAGTCTGTTGTACAACAACGGTTATTTCATCT
-GTACCAATAACTTGTAGCCCGATTTGAGGAGTCTGTTGTACAACAACGGTTATTTCATCT
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-GATTCCGGAAGTAAGCGTCTTTAGCGTAGGCGTAAATATAAAACAACCCCATTTTTAGTG
-CCTAGAAGAGTAACAAGCGTTCGAAAGGGGGCTCGTGCTTGGACAACCCGCCTATGTTCT
-CCTAGAAGAGTAACAAGCGTTCGAAAGGGGGCTCGTGCTTGGACAACCCGCCTATGTTCT
-CCTAGAAGAGTAACAAGCGTTCGAAAGGGGGCTCGTGCTTGGACAACCCGCCTATGTTCT
-CCTAGAAGAGTAACAAGCGTTCGAAAGGGGGCTCGTGCTTGGACAACCCGCCTATGTTCT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-GCAATCGGAAGAGCAGTACGATCTTTAGCCATCACTCCCCCAACAACAATAAAATTTATT
-ATGGGCGTTTTGGATCCAACCCCCGTGAGGATGAAACGGCCGACAACGCCTAGTCGGTAT
-ATGGGCGTTTTGGATCCAACCCCCGTGAGGATGAAACGGCCGACAACGCCTAGTCGGTAT
-ATGGGCGTTTTGGATCCAACCCCCGTGAGGATGAAACGGCCGACAACGCCTAGTCGGTAT
-ATGGGCGTTTTGGATCCAACCCCCGTGAGGATGAAACGGCCGACAACGCCTAGTCGGTAT
-ATGGGCGTTTTGGATCCAACCCCCGTGAGGATGAAACGGCCGACAACGCCTAGTCGGTAT
-ATGGGCGTTTTGGATCCAACCCCCGTGAGGATGAAACGGCCGACAACGCCTAGTCGGTAT
-TTAAGGGTGATCAGCGAGCAGGTTCGTCTTGGCGCTCAGTGGACAACGTAGCTCAAGATG
-TTAAGGGTGATCAGCGAGCAGGTTCGTCTTGGCGCTCAGTGGACAACGTAGCTCAAGATG
-TTAAGGGTGATCAGCGAGCAGGTTCGTCTTGGCGCTCAGTGGACAACGTAGCTCAAGATG
-TTAAGGGTGATCAGCGAGCAGGTTCGTCTTGGCGCTCAGTGGACAACGTAGCTCAAGATG
-TTAAGGGTGATCAGCGAGCAGGTTCGTCTTGGCGCTCAGTGGACAACGTAGCTCAAGATG
-TTAAGGGTGATCAGCGAGCAGGTTCGTCTTGGCGCTCAGTGGACAACGTAGCTCAAGATG
-TTAAGGGTGATCAGCGAGCAGGTTCGTCTTGGCGCTCAGTGGACAACGTAGCTCAAGATG
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-TTTCACGATTCGCAACATGTCACAAACCTTTAGGCAATATAAACAACTCTCGCAGATTTA
-CCGGTCAACTAAGTCTTTTATGCGCCAACCCGTGCGCTTGTCACAACTGTGTACGGCGCG
-CCGGTCAACTAAGTCTTTTATGCGCCAACCCGTGCGCTTGTCACAACTGTGTACGGCGCG
-CCGGTCAACTAAGTCTTTTATGCGCCAACCCGTGCGCTTGTCACAACTGTGTACGGCGCG
-CCGGTCAACTAAGTCTTTTATGCGCCAACCCGTGCGCTTGTCACAACTGTGTACGGCGCG
-CCGGTCAACTAAGTCTTTTATGCGCCAACCCGTGCGCTTGTCACAACTGTGTACGGCGCG
-CCGGTCAACTAAGTCTTTTATGCGCCAACCCGTGCGCTTGTCACAACTGTGTACGGCGCG
-CCGGTCAACTAAGTCTTTTATGCGCCAACCCGTGCGCTTGTCACAACTGTGTACGGCGCG
-CCGGTCAACTAAGTCTTTTATGCGCCAACCCGTGCGCTTGTCACAACTGTGTACGGCGCG
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-CCATGGCGGCTACGTTCCCTGTACCCCAACGTGCTCGGAATGACAACCAGCAGCGCCATA
-ACGACTACCCGCATATATACATCCTCCCCCCTCTGAGCCAGAACAACGTATAGTACCACA
-ACGACTACCCGCATATATACATCCTCCCCCCTCTGAGCCAGAACAACGTATAGTACCACA
-ACGACTACCCGCATATATACATCCTCCCCCCTCTGAGCCAGAACAACGTATAGTACCACA
-ACGACTACCCGCATATATACATCCTCCCCCCTCTGAGCCAGAACAACGTATAGTACCACA
-ACGACTACCCGCATATATACATCCTCCCCCCTCTGAGCCAGAACAACGTATAGTACCACA
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-AAGGTCGGAACTATCCTCCGAGTACTAGGGCTAGTGGGTTCGACAACCCCCTCTTCTGGC
-GACGATTGGTACGATGTCACGTAGCCAACTAAGCACCTACCGACAACGCTTCTAACGTTG
-GACGATTGGTACGATGTCACGTAGCCAACTAAGCACCTACCGACAACGCTTCTAACGTTG
-GACGATTGGTACGATGTCACGTAGCCAACTAAGCACCTACCGACAACGCTTCTAACGTTG
-GACGATTGGTACGATGTCACGTAGCCAACTAAGCACCTACCGACAACGCTTCTAACGTTG
-GACGATTGGTACGATGTCACGTAGCCAACTAAGCACCTACCGACAACGCTTCTAACGTTG
-GACGATTGGTACGATGTCACGTAGCCAACTAAGCACCTACCGACAACGCTTCTAACGTTG
-GACGATTGGTACGATGTCACGTAGCCAACTAAGCACCTACCGACAACGCTTCTAACGTTG
-GACGATTGGTACGATGTCACGTAGCCAACTAAGCACCTACCGACAACGCTTCTAACGTTG
-CAGCGCGAATTCGAACGTAAGGAGTTATTCGTTTGTTCACATACAACCAAATGCCTACGT
-CAGCGCGAATTCGAACGTAAGGAGTTATTCGTTTGTTCACATACAACCAAATGCCTACGT
-CAGCGCGAATTCGAACGTAAGGAGTTATTCGTTTGTTCACATACAACCAAATGCCTACGT
-CAGCGCGAATTCGAACGTAAGGAGTTATTCGTTTGTTCACATACAACCAAATGCCTACGT
-CAGCGCGAATTCGAACGTAAGGAGTTATTCGTTTGTTCACATACAACCAAATGCCTACGT
-CAGCGCGAATTCGAACGTAAGGAGTTATTCGTTTGTTCACATACAACCAAATGCCTACGT
-CAGCGCGAATTCGAACGTAAGGAGTTATTCGTTTGTTCACATACAACCAAATGCCTACGT
-CAGCGCGAATTCGAACGTAAGGAGTTATTCGTTTGTTCACATACAACCAAATGCCTACGT
-CCATGGGGGTAGGAGCCGATTGACTACGTATTAACCCGGAAGACAACTCGGACGCCCCGG
-CCATGGGGGTAGGAGCCGATTGACTACGTATTAACCCGGAAGACAACTCGGACGCCCCGG
-CCATGGGGGTAGGAGCCGATTGACTACGTATTAACCCGGAAGACAACTCGGACGCCCCGG
-CCATGGGGGTAGGAGCCGATTGACTACGTATTAACCCGGAAGACAACTCGGACGCCCCGG
-CCATGGGGGTAGGAGCCGATTGACTACGTATTAACCCGGAAGACAACTCGGACGCCCCGG
-CCATGGGGGTAGGAGCCGATTGACTACGTATTAACCCGGAAGACAACTCGGACGCCCCGG
-CCATGGGGGTAGGAGCCGATTGACTACGTATTAACCCGGAAGACAACTCGGACGCCCCGG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-TGTAGCGTCAGTATGTCACCACCTAGTCTGAATAGGATTAGAACAACGAGACATAACGTG
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTTCCGAGGATACAGGGCAAACCAACTACCCGGTGACCTTACACAACATAAACCAATCAA
-CTACGTTGCTCGTGGGCTAGGTATTAGATAGGACATCATGCAACAACAGTTTGCAGAAAA
-CTACGTTGCTCGTGGGCTAGGTATTAGATAGGACATCATGCAACAACAGTTTGCAGAAAA
-CTACGTTGCTCGTGGGCTAGGTATTAGATAGGACATCATGCAACAACAGTTTGCAGAAAA
-CTACGTTGCTCGTGGGCTAGGTATTAGATAGGACATCATGCAACAACAGTTTGCAGAAAA
-CTACGTTGCTCGTGGGCTAGGTATTAGATAGGACATCATGCAACAACAGTTTGCAGAAAA
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-AGAGCCCTACAGAGAGAAGCTGAGTCCTTCACTCTCGTCGACACAACAAGTCTCCCTCAC
-TGTGTGTAGTACGTATGAGGCCCTTTGATATTATACCGGTGTACAACGTAGGTTAGGTCT
-TGTGTGTAGTACGTATGAGGCCCTTTGATATTATACCGGTGTACAACGTAGGTTAGGTCT
-TGTGTGTAGTACGTATGAGGCCCTTTGATATTATACCGGTGTACAACGTAGGTTAGGTCT
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-AGTAAGTGTTAACTCTGTTGCAAAAGTCTGGAGCTGACATTTACAACCATACATGGATGC
-CCGAGGCTCAAAACGTCTCTGTATTGGCATTGACGTACAGTGACAACCGCTTGAGAGAAC
-CCGAGGCTCAAAACGTCTCTGTATTGGCATTGACGTACAGTGACAACCGCTTGAGAGAAC
-CCGAGGCTCAAAACGTCTCTGTATTGGCATTGACGTACAGTGACAACCGCTTGAGAGAAC
-CCGAGGCTCAAAACGTCTCTGTATTGGCATTGACGTACAGTGACAACCGCTTGAGAGAAC
-CCGAGGCTCAAAACGTCTCTGTATTGGCATTGACGTACAGTGACAACCGCTTGAGAGAAC
-CCGAGGCTCAAAACGTCTCTGTATTGGCATTGACGTACAGTGACAACCGCTTGAGAGAAC
-CCGAGGCTCAAAACGTCTCTGTATTGGCATTGACGTACAGTGACAACCGCTTGAGAGAAC
-GCTAGGTCTCCTCGGACGGGTACGCCGATTTGAGGCTGCTACACAACGTCTATTTATTCC
-GCTAGGTCTCCTCGGACGGGTACGCCGATTTGAGGCTGCTACACAACGTCTATTTATTCC
-GCTAGGTCTCCTCGGACGGGTACGCCGATTTGAGGCTGCTACACAACGTCTATTTATTCC
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AACGTCTAAGCCAGATGGTCATAACTGTCTTGGGCGACATTGACAACTGCAGCCCAACAG
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-AAATAGTTTGACCTTTCCGTCACCGCTATACTTTAATCAAATACAACAGGTTACGCAGAT
-TAAGCCCACATCAGAGTGCTCAGGTCCTGTAATGATCCACAAACAACGACGGGGCCTGGT
-TAAGCCCACATCAGAGTGCTCAGGTCCTGTAATGATCCACAAACAACGACGGGGCCTGGT
-TAAGCCCACATCAGAGTGCTCAGGTCCTGTAATGATCCACAAACAACGACGGGGCCTGGT
-TAAGCCCACATCAGAGTGCTCAGGTCCTGTAATGATCCACAAACAACGACGGGGCCTGGT
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-CCGGGCGTGGTAAGCTTTCATCTGATGCGAGCTGTCAACTACACAACTACGTATAGACCA
-GAACCATGAGTCCCTGACACTCCCCGCGGTTGATAGCAGGCCACAACGGGCTCATCTGAG
-GAACCATGAGTCCCTGACACTCCCCGCGGTTGATAGCAGGCCACAACGGGCTCATCTGAG
-GAACCATGAGTCCCTGACACTCCCCGCGGTTGATAGCAGGCCACAACGGGCTCATCTGAG
-GAACCATGAGTCCCTGACACTCCCCGCGGTTGATAGCAGGCCACAACGGGCTCATCTGAG
-GAACCATGAGTCCCTGACACTCCCCGCGGTTGATAGCAGGCCACAACGGGCTCATCTGAG
-GAACCATGAGTCCCTGACACTCCCCGCGGTTGATAGCAGGCCACAACGGGCTCATCTGAG
-GAACCATGAGTCCCTGACACTCCCCGCGGTTGATAGCAGGCCACAACGGGCTCATCTGAG
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-AAAAATGGGATCGCACAGCTCCATCTCGACCGGTTATACACAACAACACGATTTAGACTA
-GTACCAGACAACTAAGTGAGGCAGGATTTTTTTCGGGACCGCACAACGAAACGCTCATAA
-GTACCAGACAACTAAGTGAGGCAGGATTTTTTTCGGGACCGCACAACGAAACGCTCATAA
-GTACCAGACAACTAAGTGAGGCAGGATTTTTTTCGGGACCGCACAACGAAACGCTCATAA
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGGGGACGCCCCATTTTGGGGGTAATCCAAGTGAGTTCTAAGACAACAGAGGATCGTGTG
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-GGAGTTCTGTACGTAAAGTCTCGCTCTATACATTCTTTGATTACAACGTCGTCCACTAAA
-ACACTACAGTATCTCGGGCTTTCAAGTATCTCGTCCAATCCCACAACCTTTCCGCCAAGG
-ACACTACAGTATCTCGGGCTTTCAAGTATCTCGTCCAATCCCACAACCTTTCCGCCAAGG
-ACACTACAGTATCTCGGGCTTTCAAGTATCTCGTCCAATCCCACAACCTTTCCGCCAAGG
-ACACTACAGTATCTCGGGCTTTCAAGTATCTCGTCCAATCCCACAACCTTTCCGCCAAGG
-ACACTACAGTATCTCGGGCTTTCAAGTATCTCGTCCAATCCCACAACCTTTCCGCCAAGG
-CGCGCCGAAAGAAGACGAGTCCGTGCTGTGTAGATCGATTCAACAACCACCTTAAGGGAC
-CGCGCCGAAAGAAGACGAGTCCGTGCTGTGTAGATCGATTCAACAACCACCTTAAGGGAC
-CGCGCCGAAAGAAGACGAGTCCGTGCTGTGTAGATCGATTCAACAACCACCTTAAGGGAC
-CGCGCCGAAAGAAGACGAGTCCGTGCTGTGTAGATCGATTCAACAACCACCTTAAGGGAC
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-GCTAAAGTACCGAGTTCCTGGCTCAACGCCCGCTGAGATTTAACAACCCAAAACTCGTGA
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-AACTTCAGCATACACTGGGTATCGAGAGGTAATTTAATACTGACAACACACGCGGGGCGT
-CGGGTCACTGTCTCCTATATGCCATAACAACCGATACGATCTACAACAGGGATTATATTC
-CGGGTCACTGTCTCCTATATGCCATAACAACCGATACGATCTACAACAGGGATTATATTC
-CGGGTCACTGTCTCCTATATGCCATAACAACCGATACGATCTACAACAGGGATTATATTC
-CGGGTCACTGTCTCCTATATGCCATAACAACCGATACGATCTACAACAGGGATTATATTC
-CGGGTCACTGTCTCCTATATGCCATAACAACCGATACGATCTACAACAGGGATTATATTC
-CGGGTCACTGTCTCCTATATGCCATAACAACCGATACGATCTACAACAGGGATTATATTC
-CGAGTATTCTGGCGATGACCCAGCGCCTTAGTAAAACGATCAACAACGGGTATGTTGATT
-CGAGTATTCTGGCGATGACCCAGCGCCTTAGTAAAACGATCAACAACGGGTATGTTGATT
-CGAGTATTCTGGCGATGACCCAGCGCCTTAGTAAAACGATCAACAACGGGTATGTTGATT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-GCACTCGAGATCTTCGAGGCTCAGTACCATTGTCGCTGGGATACAACTTTGCCACATCTT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CTTATTTGCTGATTTCCTGGTCCCGACCGACTCTTATACTGCACAACGCTCCCTCGAACT
-CGGTAGTTTGGTGAGTGCCACGCCGTGAGGGGTACGTGGTTTACAACGCGGTTCTGGAAA
-CGGTAGTTTGGTGAGTGCCACGCCGTGAGGGGTACGTGGTTTACAACGCGGTTCTGGAAA
-CGGTAGTTTGGTGAGTGCCACGCCGTGAGGGGTACGTGGTTTACAACGCGGTTCTGGAAA
-CGGTAGTTTGGTGAGTGCCACGCCGTGAGGGGTACGTGGTTTACAACGCGGTTCTGGAAA
-CGGTAGTTTGGTGAGTGCCACGCCGTGAGGGGTACGTGGTTTACAACGCGGTTCTGGAAA
-CGGTAGTTTGGTGAGTGCCACGCCGTGAGGGGTACGTGGTTTACAACGCGGTTCTGGAAA
-CGAAACCGCGGATCTTCCAGTATTCTCGTATTAGCTTCTATAACAACTGTTCTTTGGTCG
-CGAAACCGCGGATCTTCCAGTATTCTCGTATTAGCTTCTATAACAACTGTTCTTTGGTCG
-CGAAACCGCGGATCTTCCAGTATTCTCGTATTAGCTTCTATAACAACTGTTCTTTGGTCG
-CGAAACCGCGGATCTTCCAGTATTCTCGTATTAGCTTCTATAACAACTGTTCTTTGGTCG
-CGAAACCGCGGATCTTCCAGTATTCTCGTATTAGCTTCTATAACAACTGTTCTTTGGTCG
-CGAAACCGCGGATCTTCCAGTATTCTCGTATTAGCTTCTATAACAACTGTTCTTTGGTCG
-CGAAACCGCGGATCTTCCAGTATTCTCGTATTAGCTTCTATAACAACTGTTCTTTGGTCG
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-AAACAAAGGCGCACTGTAGACATTTATTAAGTACGAAACCGTACAACTACACCTGTGCCC
-TGGTGTCCCCTTGGGGCTGATAGGGTTGCTCGTCTGCGTTTCACAACTGTAAATCCCTTC
-TGGTGTCCCCTTGGGGCTGATAGGGTTGCTCGTCTGCGTTTCACAACTGTAAATCCCTTC
-TGGTGTCCCCTTGGGGCTGATAGGGTTGCTCGTCTGCGTTTCACAACTGTAAATCCCTTC
-TGGTGTCCCCTTGGGGCTGATAGGGTTGCTCGTCTGCGTTTCACAACTGTAAATCCCTTC
-TGGTGTCCCCTTGGGGCTGATAGGGTTGCTCGTCTGCGTTTCACAACTGTAAATCCCTTC
-TGGTGTCCCCTTGGGGCTGATAGGGTTGCTCGTCTGCGTTTCACAACTGTAAATCCCTTC
-TGGTGTCCCCTTGGGGCTGATAGGGTTGCTCGTCTGCGTTTCACAACTGTAAATCCCTTC
-TGGTGTCCCCTTGGGGCTGATAGGGTTGCTCGTCTGCGTTTCACAACTGTAAATCCCTTC
-CTTGAAGTAACCAGCAAATGAACAAACCCGCCTTCCTCTAGTACAACGAGGTCTGATTCG
-CTTGAAGTAACCAGCAAATGAACAAACCCGCCTTCCTCTAGTACAACGAGGTCTGATTCG
-CTTGAAGTAACCAGCAAATGAACAAACCCGCCTTCCTCTAGTACAACGAGGTCTGATTCG
-CTTGAAGTAACCAGCAAATGAACAAACCCGCCTTCCTCTAGTACAACGAGGTCTGATTCG
-CTTGAAGTAACCAGCAAATGAACAAACCCGCCTTCCTCTAGTACAACGAGGTCTGATTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GTTGCATATTGTGTTGGCTATACCATCCCAACCAAGAATGGAACAACCTGGATCACGTCG
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-GGGGTCGGAGTGGACCGTCAATGTGTGCGCAGACTGCCGTTGACAACTCAGCTTTGGGTC
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-CCACCCGGGCCGATGCGATCCGCGACGTGACGCTGATTCAACACAACCAGTATCTATGTT
-ACGACATTCGTGTTGAGCCTAAGCGTTGGATGGTGAATGGCTACAACGCCGACAACGAGC
-ACGACATTCGTGTTGAGCCTAAGCGTTGGATGGTGAATGGCTACAACGCCGACAACGAGC
-ACGACATTCGTGTTGAGCCTAAGCGTTGGATGGTGAATGGCTACAACGCCGACAACGAGC
-ACGACATTCGTGTTGAGCCTAAGCGTTGGATGGTGAATGGCTACAACGCCGACAACGAGC
-ACGACATTCGTGTTGAGCCTAAGCGTTGGATGGTGAATGGCTACAACGCCGACAACGAGC
-ACGACATTCGTGTTGAGCCTAAGCGTTGGATGGTGAATGGCTACAACGCCGACAACGAGC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GTAATTTCAACGCCTAATAATATTGTGTTTGCGTGGGGCAGCACAACATCTTTCGTTAAC
-GCGACTGGCGCGCATTGCGTGCAAGTGACGACGGCCGAGAGAACAACGACGGTGGCCCCA
-GCGACTGGCGCGCATTGCGTGCAAGTGACGACGGCCGAGAGAACAACGACGGTGGCCCCA
-GCGACTGGCGCGCATTGCGTGCAAGTGACGACGGCCGAGAGAACAACGACGGTGGCCCCA
-AGGCACGTGGTCACGTACCGGTTGAGGTTAGTTCGTATGCTTACAACGACGATAGTCTTC
-AGGCACGTGGTCACGTACCGGTTGAGGTTAGTTCGTATGCTTACAACGACGATAGTCTTC
-AGGCACGTGGTCACGTACCGGTTGAGGTTAGTTCGTATGCTTACAACGACGATAGTCTTC
-AGGCACGTGGTCACGTACCGGTTGAGGTTAGTTCGTATGCTTACAACGACGATAGTCTTC
-AGGCACGTGGTCACGTACCGGTTGAGGTTAGTTCGTATGCTTACAACGACGATAGTCTTC
-AGGCACGTGGTCACGTACCGGTTGAGGTTAGTTCGTATGCTTACAACGACGATAGTCTTC
-CTTCGTCACAGGATAACTCTGGATCGAAGGAGTTCTCGGAGGACAACCGGTTGCTTGTGG
-CTTCGTCACAGGATAACTCTGGATCGAAGGAGTTCTCGGAGGACAACCGGTTGCTTGTGG
-CTTCGTCACAGGATAACTCTGGATCGAAGGAGTTCTCGGAGGACAACCGGTTGCTTGTGG
-CTTCGTCACAGGATAACTCTGGATCGAAGGAGTTCTCGGAGGACAACCGGTTGCTTGTGG
-CTTCGTCACAGGATAACTCTGGATCGAAGGAGTTCTCGGAGGACAACCGGTTGCTTGTGG
-CTTCGTCACAGGATAACTCTGGATCGAAGGAGTTCTCGGAGGACAACCGGTTGCTTGTGG
-CTTCGTCACAGGATAACTCTGGATCGAAGGAGTTCTCGGAGGACAACCGGTTGCTTGTGG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-AGGTAAAATGTGCTTACTCCGTGAATGTATTTGCAATTCTAGACAACCGAAACAATGCCG
-CCACAAAAAGCCAGTGCCCGTCTATTGGTGTCAGAAGTCGAGACAACGAGGAATCTTCCT
-CCACAAAAAGCCAGTGCCCGTCTATTGGTGTCAGAAGTCGAGACAACGAGGAATCTTCCT
-CCACAAAAAGCCAGTGCCCGTCTATTGGTGTCAGAAGTCGAGACAACGAGGAATCTTCCT
-CCACAAAAAGCCAGTGCCCGTCTATTGGTGTCAGAAGTCGAGACAACGAGGAATCTTCCT
-CCACAAAAAGCCAGTGCCCGTCTATTGGTGTCAGAAGTCGAGACAACGAGGAATCTTCCT
-GTGCATATAAAGGCTCTAACTGAAGAGCGTAAGAGCATGGAAACAACGATTACCCTAGCT
-GTGCATATAAAGGCTCTAACTGAAGAGCGTAAGAGCATGGAAACAACGATTACCCTAGCT
-GTGCATATAAAGGCTCTAACTGAAGAGCGTAAGAGCATGGAAACAACGATTACCCTAGCT
-GTGCATATAAAGGCTCTAACTGAAGAGCGTAAGAGCATGGAAACAACGATTACCCTAGCT
-GTGCATATAAAGGCTCTAACTGAAGAGCGTAAGAGCATGGAAACAACGATTACCCTAGCT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CTAATTGTCCAAAGCTATACAGGGCGTAAGTATTGCATTCCCACAACCGATCACGGTGGT
-CGACCTGGTTTAGCAGAGGGCAGCAATACGTGAGACGTAGAGACAACGTCTAAAGCCTTA
-CGACCTGGTTTAGCAGAGGGCAGCAATACGTGAGACGTAGAGACAACGTCTAAAGCCTTA
-CACTAGCCCGGGTCACGATCTATGCTGCATGAAGTAATTATAACAACCCGCAACAATCAC
-CACTAGCCCGGGTCACGATCTATGCTGCATGAAGTAATTATAACAACCCGCAACAATCAC
-CACTAGCCCGGGTCACGATCTATGCTGCATGAAGTAATTATAACAACCCGCAACAATCAC
-CACTAGCCCGGGTCACGATCTATGCTGCATGAAGTAATTATAACAACCCGCAACAATCAC
-CACTAGCCCGGGTCACGATCTATGCTGCATGAAGTAATTATAACAACCCGCAACAATCAC
-CACTAGCCCGGGTCACGATCTATGCTGCATGAAGTAATTATAACAACCCGCAACAATCAC
-CACTAGCCCGGGTCACGATCTATGCTGCATGAAGTAATTATAACAACCCGCAACAATCAC
-CTCATCACCCAATGCTTTAACGGTCTTATTGGTAAACTACAGACAACTTCGACGTCACGT
-CTCATCACCCAATGCTTTAACGGTCTTATTGGTAAACTACAGACAACTTCGACGTCACGT
-CTCATCACCCAATGCTTTAACGGTCTTATTGGTAAACTACAGACAACTTCGACGTCACGT
-CTCATCACCCAATGCTTTAACGGTCTTATTGGTAAACTACAGACAACTTCGACGTCACGT
-CTCATCACCCAATGCTTTAACGGTCTTATTGGTAAACTACAGACAACTTCGACGTCACGT
-CTCATCACCCAATGCTTTAACGGTCTTATTGGTAAACTACAGACAACTTCGACGTCACGT
-CTCATCACCCAATGCTTTAACGGTCTTATTGGTAAACTACAGACAACTTCGACGTCACGT
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-GCTATCCTCGAGGTACGGGTGGATGCGTTCGCGTGCAGGGCAACAACCTCAAATGGTCGC
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-CAATTCGAGTAAAGACAAGTCACAGCTTAAGGGAAGCTCACAACAACCTACTTGAACGCT
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-TGCCTTTTACAAACTAAGAGTGGATTCTCCGCCATACTGTGCACAACAAAAAATTCACTC
-ACAAGCACCTAGACGCTTTACCGCCAAGTCGCGTAGTCTTCGACAACGCATACATCGAAA
-ACAAGCACCTAGACGCTTTACCGCCAAGTCGCGTAGTCTTCGACAACGCATACATCGAAA
-ACAAGCACCTAGACGCTTTACCGCCAAGTCGCGTAGTCTTCGACAACGCATACATCGAAA
-ACAAGCACCTAGACGCTTTACCGCCAAGTCGCGTAGTCTTCGACAACGCATACATCGAAA
-ACAAGCACCTAGACGCTTTACCGCCAAGTCGCGTAGTCTTCGACAACGCATACATCGAAA
-ACAAGCACCTAGACGCTTTACCGCCAAGTCGCGTAGTCTTCGACAACGCATACATCGAAA
-TGCGGTAGAGCCTCCCCGTAGGAGCGGTGGTGAGGGCTATGGACAACCAAGTAGAGTGAG
-TGCGGTAGAGCCTCCCCGTAGGAGCGGTGGTGAGGGCTATGGACAACCAAGTAGAGTGAG
-TGCGGTAGAGCCTCCCCGTAGGAGCGGTGGTGAGGGCTATGGACAACCAAGTAGAGTGAG
-TGCGGTAGAGCCTCCCCGTAGGAGCGGTGGTGAGGGCTATGGACAACCAAGTAGAGTGAG
-TGCGGTAGAGCCTCCCCGTAGGAGCGGTGGTGAGGGCTATGGACAACCAAGTAGAGTGAG
-TGCGGTAGAGCCTCCCCGTAGGAGCGGTGGTGAGGGCTATGGACAACCAAGTAGAGTGAG
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-TGTTGCATAAATGAGCCTCATCAAACGGTTCAATGATTCATCACAACTGTGAGAAAGGTC
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-CGTGAAATGCCGTCTTTATTCCTAGTTCGTTGCGGTCATGCAACAACATCCTACTTTGAT
-ATTGGTCATTGCAGATCATCTGATAGACCATTAAAACACTCGACAACGCGGATTATATGG
-ATTGGTCATTGCAGATCATCTGATAGACCATTAAAACACTCGACAACGCGGATTATATGG
-ATTGGTCATTGCAGATCATCTGATAGACCATTAAAACACTCGACAACGCGGATTATATGG
-ATTGGTCATTGCAGATCATCTGATAGACCATTAAAACACTCGACAACGCGGATTATATGG
-ATTGGTCATTGCAGATCATCTGATAGACCATTAAAACACTCGACAACGCGGATTATATGG
-ATTGGTCATTGCAGATCATCTGATAGACCATTAAAACACTCGACAACGCGGATTATATGG
-ATTGGTCATTGCAGATCATCTGATAGACCATTAAAACACTCGACAACGCGGATTATATGG
-GCCGAAACAGCGTATCGTGAAACCAGGGTCCGTGGAGTACCTACAACCTAAGCGTAAGAG
-GCCGAAACAGCGTATCGTGAAACCAGGGTCCGTGGAGTACCTACAACCTAAGCGTAAGAG
-GCCGAAACAGCGTATCGTGAAACCAGGGTCCGTGGAGTACCTACAACCTAAGCGTAAGAG
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-GTGTTTCGTTAAACTCGTGAAGTTAAGGTCGGCCAAAATTATACAACCGTGAACGCGACT
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-AGATGAGAGTTCGCCATGACCTGACGTTGACATTAAGTGATAACAACTCTATATTTCAGG
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TCAAGCCGAGTGCAATGAATCACGTGCCCTTCTCCGAGCGCCACAACCTGGAACCCAGCC
-TGTCTCTCCACCCCAATGTAAGTTTCCGGTCACGTCTCTTGTACAACGTGCGCAGGGAGA
-TGTCTCTCCACCCCAATGTAAGTTTCCGGTCACGTCTCTTGTACAACGTGCGCAGGGAGA
-TGTCTCTCCACCCCAATGTAAGTTTCCGGTCACGTCTCTTGTACAACGTGCGCAGGGAGA
-TGTCTCTCCACCCCAATGTAAGTTTCCGGTCACGTCTCTTGTACAACGTGCGCAGGGAGA
-TGTCTCTCCACCCCAATGTAAGTTTCCGGTCACGTCTCTTGTACAACGTGCGCAGGGAGA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GTGGCTACATGAAATCGACGCAGTACGTTTACCATGCCTACAACAACCCAACTTAATCAA
-GCTGGCTGCGTTGCATACGGCATAAATATCTATTTTCGTGGGACAACACTAGCGAATGAG
-GCTGGCTGCGTTGCATACGGCATAAATATCTATTTTCGTGGGACAACACTAGCGAATGAG
-GCTGGCTGCGTTGCATACGGCATAAATATCTATTTTCGTGGGACAACACTAGCGAATGAG
-GCTGGCTGCGTTGCATACGGCATAAATATCTATTTTCGTGGGACAACACTAGCGAATGAG
-GCTGGCTGCGTTGCATACGGCATAAATATCTATTTTCGTGGGACAACACTAGCGAATGAG
-GCTGGCTGCGTTGCATACGGCATAAATATCTATTTTCGTGGGACAACACTAGCGAATGAG
-AACGATGCAAAAACGCATGTGGCACGGGGCAATGGAAGTATAACAACGTCTTACTGGTGA
-AACGATGCAAAAACGCATGTGGCACGGGGCAATGGAAGTATAACAACGTCTTACTGGTGA
-AACGATGCAAAAACGCATGTGGCACGGGGCAATGGAAGTATAACAACGTCTTACTGGTGA
-AACGATGCAAAAACGCATGTGGCACGGGGCAATGGAAGTATAACAACGTCTTACTGGTGA
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-GCCCTCTGTTCATGCTTGCCATATGGTCCTCGATCATCTACCACAACGCCATACCGTAGC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-TTAAGACGCCTGAGAGAACCTAAGAAGGCCAACAGTCTTATGACAACATATCTAAAACTC
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-CACACTGAACAGCCTATAAATGCAGGAGGTTTGATTAGTGCTACAACTCGGCCCATGACA
-AATAATCATAATCACACCGGACCTGAAGGCTAGGCGAGGCTTACAACGCCGAGAAAAGTT
-AATAATCATAATCACACCGGACCTGAAGGCTAGGCGAGGCTTACAACGCCGAGAAAAGTT
-AATAATCATAATCACACCGGACCTGAAGGCTAGGCGAGGCTTACAACGCCGAGAAAAGTT
-AATAATCATAATCACACCGGACCTGAAGGCTAGGCGAGGCTTACAACGCCGAGAAAAGTT
-AATAATCATAATCACACCGGACCTGAAGGCTAGGCGAGGCTTACAACGCCGAGAAAAGTT
-AATAATCATAATCACACCGGACCTGAAGGCTAGGCGAGGCTTACAACGCCGAGAAAAGTT
-AATAATCATAATCACACCGGACCTGAAGGCTAGGCGAGGCTTACAACGCCGAGAAAAGTT
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GGGAAGATCGAAACGGTCAGTGCGTAGCGGTAATAACGCGATACAACTGGTTCTCGTCCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-GCACATCAGCACTCGATTATGGAGAACACCCATAGGCGTCTAACAACAGCTTGTAAGGCC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CTCGCCGTCGCTGGACGTGCCGTCTCTCGGTTTGACACTGGTACAACAAAATTACATTGC
-CCCATGTCGAAGGGATCATGTACGTTTGGTCCTCCAGATATTACAACACCTCAGAGATGA
-CCCATGTCGAAGGGATCATGTACGTTTGGTCCTCCAGATATTACAACACCTCAGAGATGA
-CCCATGTCGAAGGGATCATGTACGTTTGGTCCTCCAGATATTACAACACCTCAGAGATGA
-CCCATGTCGAAGGGATCATGTACGTTTGGTCCTCCAGATATTACAACACCTCAGAGATGA
-CCCATGTCGAAGGGATCATGTACGTTTGGTCCTCCAGATATTACAACACCTCAGAGATGA
-CCCATGTCGAAGGGATCATGTACGTTTGGTCCTCCAGATATTACAACACCTCAGAGATGA
-CCCATGTCGAAGGGATCATGTACGTTTGGTCCTCCAGATATTACAACACCTCAGAGATGA
-CCCATGTCGAAGGGATCATGTACGTTTGGTCCTCCAGATATTACAACACCTCAGAGATGA
-CTCTACACGGCCCAGAGGCGCGCCCCTCTAGTGAGAACTAACACAACGACTGCATCTCCG
-CTCTACACGGCCCAGAGGCGCGCCCCTCTAGTGAGAACTAACACAACGACTGCATCTCCG
-CTCTACACGGCCCAGAGGCGCGCCCCTCTAGTGAGAACTAACACAACGACTGCATCTCCG
-CTCTACACGGCCCAGAGGCGCGCCCCTCTAGTGAGAACTAACACAACGACTGCATCTCCG
-CTCTACACGGCCCAGAGGCGCGCCCCTCTAGTGAGAACTAACACAACGACTGCATCTCCG
-CTCTACACGGCCCAGAGGCGCGCCCCTCTAGTGAGAACTAACACAACGACTGCATCTCCG
-CTCTACACGGCCCAGAGGCGCGCCCCTCTAGTGAGAACTAACACAACGACTGCATCTCCG
-CTCTACACGGCCCAGAGGCGCGCCCCTCTAGTGAGAACTAACACAACGACTGCATCTCCG
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-TTAATCACATTAATGACCTCAAGTCATTGACGCGAATGTAACACAACTAATTTTCTTTCC
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-ATCTCGTCCATATGGTTGGATCAACGCCGGACTAGACGAGGTACAACACCCGCCGGACAG
-GGGTTTAAATATTCGATAGGCTTGCGCATTTTCGGATAGGGTACAACTGGTCCATGTCCG
-GGGTTTAAATATTCGATAGGCTTGCGCATTTTCGGATAGGGTACAACTGGTCCATGTCCG
-GGGTTTAAATATTCGATAGGCTTGCGCATTTTCGGATAGGGTACAACTGGTCCATGTCCG
-GGGTTTAAATATTCGATAGGCTTGCGCATTTTCGGATAGGGTACAACTGGTCCATGTCCG
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-AACCAAGGGCCTGACTGTTTGCACAAAGGCGAGTTGTAACTTACAACTATAATGACCACT
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-CCGCTCAATATCTAGCAGGGCGCCTTTCACTACCAACTGGTCACAACCTCCATCACCGGC
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-TAGCGTCGCGGCGGGTGATGAGCGGGCCTCGAGCCCGCGACTACAACACAAACCTAACAG
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GAGAGTGGTTCCACTAACTTATGCATATATGGCGGGTAACCTACAACAATACTATGTACA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-GTGCGTTTGCTTGGTGAAACGATCAGCCATAAGCGGAGCGACACAACATCCCAGTTCGCA
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-AGTCTTCGTAGAAACTGCCAACGTCCAAAGCCTCTACGAGGAACAACTTGAGGCACAATT
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-TCGTCTGCATTTTAATTAGGCATGGGTCCCGAAGCTGATCTTACAACTCTGGAGTGCTAG
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-GAGCGGGCACTGATATATTGGCGCCCTGGATAGCGGACCAAGACAACAGAAATCTAGCAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-AACGACGTTTACGAGCTCTGGTCCATATGCTTTTTCAAGTTGACAACCTACAACACCTAC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CACTGCTATCCACATCCTATGCTTTCCTCGAGGCGGAGATCCACAACCCTGTATAACCGC
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGGAGTACTGTCGCGTCTTTTTCTGCTCCAAGAGCGTAGTAACAACCGGAGCTAACAAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-CCGAGGGAGTACGGGTATTGCCGGTGACTGTTTCATAGCAAAACAACCTTAGCATTTCAA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GTTTACTCTGGTGACGAACAGTCTGAAGGGGATGGGGTCACGACAACCCGATGACCTTGA
-GGTGATCGCGATAGACTGCAAAGCGCACTAAAGATATCCGTCACAACGGCGGACGAGTCA
-GGTGATCGCGATAGACTGCAAAGCGCACTAAAGATATCCGTCACAACGGCGGACGAGTCA
-GGTGATCGCGATAGACTGCAAAGCGCACTAAAGATATCCGTCACAACGGCGGACGAGTCA
-GGTGATCGCGATAGACTGCAAAGCGCACTAAAGATATCCGTCACAACGGCGGACGAGTCA
-TGCCCTGCTTGAATTTCACGTTATGTTTCGTGTACGTTCAACACAACTGCTAGTCGGATT
-TGCCCTGCTTGAATTTCACGTTATGTTTCGTGTACGTTCAACACAACTGCTAGTCGGATT
-TGCCCTGCTTGAATTTCACGTTATGTTTCGTGTACGTTCAACACAACTGCTAGTCGGATT
-TGCCCTGCTTGAATTTCACGTTATGTTTCGTGTACGTTCAACACAACTGCTAGTCGGATT
-TGCCCTGCTTGAATTTCACGTTATGTTTCGTGTACGTTCAACACAACTGCTAGTCGGATT
-TGCCCTGCTTGAATTTCACGTTATGTTTCGTGTACGTTCAACACAACTGCTAGTCGGATT
-TGCCCTGCTTGAATTTCACGTTATGTTTCGTGTACGTTCAACACAACTGCTAGTCGGATT
-ATCGCGGGACAACAGTACAATTACCACCAAGTATTTTGGTCCACAACGTAGGAATGCTCG
-ATCGCGGGACAACAGTACAATTACCACCAAGTATTTTGGTCCACAACGTAGGAATGCTCG
-ATCGCGGGACAACAGTACAATTACCACCAAGTATTTTGGTCCACAACGTAGGAATGCTCG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-TGGGCTTCTGTCGACTGAGCGGGAAATGAAAACGCGTTGCGTACAACACTCCAAGCGCGG
-GTCAATGATTGCAACACAACGGACACCACCCTATGGGTCCAAACAACTGGTCTGCCCGTG
-GTCAATGATTGCAACACAACGGACACCACCCTATGGGTCCAAACAACTGGTCTGCCCGTG
-GTCAATGATTGCAACACAACGGACACCACCCTATGGGTCCAAACAACTGGTCTGCCCGTG
-GTCAATGATTGCAACACAACGGACACCACCCTATGGGTCCAAACAACTGGTCTGCCCGTG
-GTCAATGATTGCAACACAACGGACACCACCCTATGGGTCCAAACAACTGGTCTGCCCGTG
-GTCAATGATTGCAACACAACGGACACCACCCTATGGGTCCAAACAACTGGTCTGCCCGTG
-GTCAATGATTGCAACACAACGGACACCACCCTATGGGTCCAAACAACTGGTCTGCCCGTG
-GTCAATGATTGCAACACAACGGACACCACCCTATGGGTCCAAACAACTGGTCTGCCCGTG
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CTGCCCGCTTAGACTGCAGCTACATGGTCCACCACAGTCGTGACAACAAACACGGAATCA
-CCGCGGCGGGACACTTCGGCCCGAATGCGATGTATTTACAAGACAACCTGGAATCAAAAG
-CCGCGGCGGGACACTTCGGCCCGAATGCGATGTATTTACAAGACAACCTGGAATCAAAAG
-CCGCGGCGGGACACTTCGGCCCGAATGCGATGTATTTACAAGACAACCTGGAATCAAAAG
-CCGCGGCGGGACACTTCGGCCCGAATGCGATGTATTTACAAGACAACCTGGAATCAAAAG
-CCGCGGCGGGACACTTCGGCCCGAATGCGATGTATTTACAAGACAACCTGGAATCAAAAG
-CCGCGGCGGGACACTTCGGCCCGAATGCGATGTATTTACAAGACAACCTGGAATCAAAAG
-CCGCGGCGGGACACTTCGGCCCGAATGCGATGTATTTACAAGACAACCTGGAATCAAAAG
-CCGCGGCGGGACACTTCGGCCCGAATGCGATGTATTTACAAGACAACCTGGAATCAAAAG
-CTGGCGCCGCCCGAGTCTTACCCTCCCAGTATCTGAAGTCCGACAACTGAGCACAGCACT
-CTGGCGCCGCCCGAGTCTTACCCTCCCAGTATCTGAAGTCCGACAACTGAGCACAGCACT
-CTGGCGCCGCCCGAGTCTTACCCTCCCAGTATCTGAAGTCCGACAACTGAGCACAGCACT
-CTGGCGCCGCCCGAGTCTTACCCTCCCAGTATCTGAAGTCCGACAACTGAGCACAGCACT
-CTGGCGCCGCCCGAGTCTTACCCTCCCAGTATCTGAAGTCCGACAACTGAGCACAGCACT
-CTGGCGCCGCCCGAGTCTTACCCTCCCAGTATCTGAAGTCCGACAACTGAGCACAGCACT
-CTGGCGCCGCCCGAGTCTTACCCTCCCAGTATCTGAAGTCCGACAACTGAGCACAGCACT
-CTGGCGCCGCCCGAGTCTTACCCTCCCAGTATCTGAAGTCCGACAACTGAGCACAGCACT
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-CTGTTCAAACCCAGCATGAGGCTTCAAGAGCCAGAACATCAGACAACATATCTTATTAAA
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-GGTCGGGAGTCGGTATATACATATTTAAACGATTTCATGCCGACAACAAAGAACTCTAAG
-CACTGTGGGAACGGGAAGATTTGTGAACTGTTTCTATGTAGGACAACACTGGCGCTGCCT
-CACTGTGGGAACGGGAAGATTTGTGAACTGTTTCTATGTAGGACAACACTGGCGCTGCCT
-CACTGTGGGAACGGGAAGATTTGTGAACTGTTTCTATGTAGGACAACACTGGCGCTGCCT
-CACTGTGGGAACGGGAAGATTTGTGAACTGTTTCTATGTAGGACAACACTGGCGCTGCCT
-CACTGTGGGAACGGGAAGATTTGTGAACTGTTTCTATGTAGGACAACACTGGCGCTGCCT
-CACTGTGGGAACGGGAAGATTTGTGAACTGTTTCTATGTAGGACAACACTGGCGCTGCCT
-CACTGTGGGAACGGGAAGATTTGTGAACTGTTTCTATGTAGGACAACACTGGCGCTGCCT
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-GTTGGCAATAGTCGGTGATGGTAGCGCTCAGCTTTGTCTGGGACAACCCCTGCAGCCCGG
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-ATTAGGAGAAACTCCTAGGTAACGCATAACGCCAGTTTGCATACAACCTGAGAGGTAACT
-GATTTGCCTCCCAAGGGACCCGAGAACAACGGTAAGCCCGACACAACGCAATGGCCCGAG
-GATTTGCCTCCCAAGGGACCCGAGAACAACGGTAAGCCCGACACAACGCAATGGCCCGAG
-GATTTGCCTCCCAAGGGACCCGAGAACAACGGTAAGCCCGACACAACGCAATGGCCCGAG
-GATTTGCCTCCCAAGGGACCCGAGAACAACGGTAAGCCCGACACAACGCAATGGCCCGAG
-GATTTGCCTCCCAAGGGACCCGAGAACAACGGTAAGCCCGACACAACGCAATGGCCCGAG
-GATTTGCCTCCCAAGGGACCCGAGAACAACGGTAAGCCCGACACAACGCAATGGCCCGAG
-GATTTGCCTCCCAAGGGACCCGAGAACAACGGTAAGCCCGACACAACGCAATGGCCCGAG
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-AGATAGACTAACCAACACTGTCCGCAATTGCTCTCCCGACCTACAACGCTACCACCGACC
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-GGGTTCTTGATGCACCTCGGGGATAAGAGACTGCACATCCCAACAACTTGCTCTCCAGCT
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-AGTGGCTACACAGTCATAGGGAGGTGTGAATCTGATAGGCACACAACTTGCACTATCTAG
-CCCTGACGGCTAATGTCAGTCTCGACAGCTTTCACTTCCAGTACAACAAGGGACAATACC
-CCCTGACGGCTAATGTCAGTCTCGACAGCTTTCACTTCCAGTACAACAAGGGACAATACC
-CCCTGACGGCTAATGTCAGTCTCGACAGCTTTCACTTCCAGTACAACAAGGGACAATACC
-CCCTGACGGCTAATGTCAGTCTCGACAGCTTTCACTTCCAGTACAACAAGGGACAATACC
-CCCTGACGGCTAATGTCAGTCTCGACAGCTTTCACTTCCAGTACAACAAGGGACAATACC
-TAGCGTCGTTCTTACTATTTTTCATCTTGTGGAGTGCGTGACACAACTGTAGTTTATATT
-TAGCGTCGTTCTTACTATTTTTCATCTTGTGGAGTGCGTGACACAACTGTAGTTTATATT
-TAGCGTCGTTCTTACTATTTTTCATCTTGTGGAGTGCGTGACACAACTGTAGTTTATATT
-TAGCGTCGTTCTTACTATTTTTCATCTTGTGGAGTGCGTGACACAACTGTAGTTTATATT
-TAGCGTCGTTCTTACTATTTTTCATCTTGTGGAGTGCGTGACACAACTGTAGTTTATATT
-TAGCGTCGTTCTTACTATTTTTCATCTTGTGGAGTGCGTGACACAACTGTAGTTTATATT
-TAGCGTCGTTCTTACTATTTTTCATCTTGTGGAGTGCGTGACACAACTGTAGTTTATATT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-GCCTGGAGCCCATCAAATACTGCAAGAATGGTTGCAGTGCGGACAACCTGGATATATGGT
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-AGGTATGGATCATGTTGTTAGGAAATCATGGGGGAGGGTGCCACAACATCTTCTCAAGAG
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-GTACGAGTAATATGGTTCTCAGAACGTCGCTGGCGCAGGTATACAACAGTCTCCGAAGCT
-TGGAACTTCCGAGCGGCAGGAATTATCAATGACTACCCTGGCACAACGGTAGCAAAACAC
-TGGAACTTCCGAGCGGCAGGAATTATCAATGACTACCCTGGCACAACGGTAGCAAAACAC
-TGGAACTTCCGAGCGGCAGGAATTATCAATGACTACCCTGGCACAACGGTAGCAAAACAC
-TCAAACTTGACCAGTCCCTGGCGTCGGGGACGCGTCTATCCTACAACGATTACGCAGAGG
-TCAAACTTGACCAGTCCCTGGCGTCGGGGACGCGTCTATCCTACAACGATTACGCAGAGG
-TCAAACTTGACCAGTCCCTGGCGTCGGGGACGCGTCTATCCTACAACGATTACGCAGAGG
-TCAAACTTGACCAGTCCCTGGCGTCGGGGACGCGTCTATCCTACAACGATTACGCAGAGG
-TCAAACTTGACCAGTCCCTGGCGTCGGGGACGCGTCTATCCTACAACGATTACGCAGAGG
-TCAAACTTGACCAGTCCCTGGCGTCGGGGACGCGTCTATCCTACAACGATTACGCAGAGG
-TCAAACTTGACCAGTCCCTGGCGTCGGGGACGCGTCTATCCTACAACGATTACGCAGAGG
-TCAAACTTGACCAGTCCCTGGCGTCGGGGACGCGTCTATCCTACAACGATTACGCAGAGG
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-GTCCCTGTCTGTAGTACTAGATGGCCTAGACAGCACGTATGCACAACCTAGATCAGGGTT
-TTTACCTTCCAAGTTAGCCCCAATAAGTCTCTGATTATAGTAACAACGGGCTTGTGGATA
-TTTACCTTCCAAGTTAGCCCCAATAAGTCTCTGATTATAGTAACAACGGGCTTGTGGATA
-TTTACCTTCCAAGTTAGCCCCAATAAGTCTCTGATTATAGTAACAACGGGCTTGTGGATA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-ACTAACAGTAGACTACCACACAAGATCTCATACCGTGATTATACAACATGCGGGCAGCTA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TCTGCGCGCAAGCAATCATATGATGTTGCTGAATTTCATAACACAACAGAACACTAGTGA
-TGTACTGGATAGGGCGTGTTAATAAATCCCAGGGGTAGGGAGACAACTTAAGGTGATTCC
-TGTACTGGATAGGGCGTGTTAATAAATCCCAGGGGTAGGGAGACAACTTAAGGTGATTCC
-TGTACTGGATAGGGCGTGTTAATAAATCCCAGGGGTAGGGAGACAACTTAAGGTGATTCC
-TGTACTGGATAGGGCGTGTTAATAAATCCCAGGGGTAGGGAGACAACTTAAGGTGATTCC
-TGTACTGGATAGGGCGTGTTAATAAATCCCAGGGGTAGGGAGACAACTTAAGGTGATTCC
-GGCCAAACAACTTTGACGGCTATAGCTCTTTTATGGTGGCGTACAACGTGGCGCGTCTGG
-GGCCAAACAACTTTGACGGCTATAGCTCTTTTATGGTGGCGTACAACGTGGCGCGTCTGG
-GGACTGCATAGCCACGAACTACTCGAATGTTTTCCCTCAAACACAACGTGCCAACCGGCC
-GGACTGCATAGCCACGAACTACTCGAATGTTTTCCCTCAAACACAACGTGCCAACCGGCC
-GGACTGCATAGCCACGAACTACTCGAATGTTTTCCCTCAAACACAACGTGCCAACCGGCC
-GGACTGCATAGCCACGAACTACTCGAATGTTTTCCCTCAAACACAACGTGCCAACCGGCC
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-CGGTTGCGAGGTCTGAGATCTCGATGACACTTGTTTCTGGATACAACCGCTATAGCCTCA
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-TCCATCGCGACATCCACCATAGATTATCGCAACTAGTGGATGACAACCTACAGAACCCCC
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-CGGCGCCTTGATAGCTTCTATGATCGGCTGCTCCGCGAGTTAACAACTGCAATGTTACAA
-TAACCCGCAATAGAACTTGCGGACTATGGCTGCTGCCGAGACACAACTGCATTATAATTC
-TAACCCGCAATAGAACTTGCGGACTATGGCTGCTGCCGAGACACAACTGCATTATAATTC
-TAACCCGCAATAGAACTTGCGGACTATGGCTGCTGCCGAGACACAACTGCATTATAATTC
-TAACCCGCAATAGAACTTGCGGACTATGGCTGCTGCCGAGACACAACTGCATTATAATTC
-TAACCCGCAATAGAACTTGCGGACTATGGCTGCTGCCGAGACACAACTGCATTATAATTC
-TAACCCGCAATAGAACTTGCGGACTATGGCTGCTGCCGAGACACAACTGCATTATAATTC
-TAACCCGCAATAGAACTTGCGGACTATGGCTGCTGCCGAGACACAACTGCATTATAATTC
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-TCTCCTCCGTCCCGGCTCGGGCTGGGTTCGAGTCAGACTGTGACAACTTGGATACCATTA
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GCGTAAAATACAAAACGCATCGCTTATGCTGTACTGTCATCCACAACACGGCGGCCGCAT
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-GGAGGAAAAAGCGAGCGCTTTGCCTACATTCCGATATGCGACACAACTTAAGCCCGTCGC
-ATATGTGAAAAAGCCAGGAGGAAGGGCAATGTACTACTAGGAACAACCCTAAAGACTACG
-ATATGTGAAAAAGCCAGGAGGAAGGGCAATGTACTACTAGGAACAACCCTAAAGACTACG
-ATATGTGAAAAAGCCAGGAGGAAGGGCAATGTACTACTAGGAACAACCCTAAAGACTACG
-ATATGTGAAAAAGCCAGGAGGAAGGGCAATGTACTACTAGGAACAACCCTAAAGACTACG
-ATATGTGAAAAAGCCAGGAGGAAGGGCAATGTACTACTAGGAACAACCCTAAAGACTACG
-ATATGTGAAAAAGCCAGGAGGAAGGGCAATGTACTACTAGGAACAACCCTAAAGACTACG
-TCTGTAGAAACTCAATCTTGGCTATGTAATGTTACAGCTACCACAACCGTGAGGTCACTC
-TCTGTAGAAACTCAATCTTGGCTATGTAATGTTACAGCTACCACAACCGTGAGGTCACTC
-TCTGTAGAAACTCAATCTTGGCTATGTAATGTTACAGCTACCACAACCGTGAGGTCACTC
-TCTGTAGAAACTCAATCTTGGCTATGTAATGTTACAGCTACCACAACCGTGAGGTCACTC
-TCTGTAGAAACTCAATCTTGGCTATGTAATGTTACAGCTACCACAACCGTGAGGTCACTC
-TCTGTAGAAACTCAATCTTGGCTATGTAATGTTACAGCTACCACAACCGTGAGGTCACTC
-TCTGTAGAAACTCAATCTTGGCTATGTAATGTTACAGCTACCACAACCGTGAGGTCACTC
-TCTGTAGAAACTCAATCTTGGCTATGTAATGTTACAGCTACCACAACCGTGAGGTCACTC
-AGGGATACCCGTGGTTCTAAGACGGCCGAAAGTTTACTTGAAACAACTGCCTACGGGCTT
-AGGGATACCCGTGGTTCTAAGACGGCCGAAAGTTTACTTGAAACAACTGCCTACGGGCTT
-AGGGATACCCGTGGTTCTAAGACGGCCGAAAGTTTACTTGAAACAACTGCCTACGGGCTT
-AGGGATACCCGTGGTTCTAAGACGGCCGAAAGTTTACTTGAAACAACTGCCTACGGGCTT
-AGGGATACCCGTGGTTCTAAGACGGCCGAAAGTTTACTTGAAACAACTGCCTACGGGCTT
-ACGGGTCAGCTGTGTATCGTGCCCGTTCTGGACACTGGACGAACAACCGTTGAGGACGCG
-ACGGGTCAGCTGTGTATCGTGCCCGTTCTGGACACTGGACGAACAACCGTTGAGGACGCG
-ACGGGTCAGCTGTGTATCGTGCCCGTTCTGGACACTGGACGAACAACCGTTGAGGACGCG
-ACGGGTCAGCTGTGTATCGTGCCCGTTCTGGACACTGGACGAACAACCGTTGAGGACGCG
-ACGGGTCAGCTGTGTATCGTGCCCGTTCTGGACACTGGACGAACAACCGTTGAGGACGCG
-ACGGGTCAGCTGTGTATCGTGCCCGTTCTGGACACTGGACGAACAACCGTTGAGGACGCG
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-GCACACTACTCAAAGTGGATGCACGCTGAGATCAGCTAATCGACAACATAAGAGAAGAAA
-TTGGAGACTAAGATACTGCACCAACTTAAGCGCTCGCCGGGTACAACGTAGTTCATGACG
-TTGGAGACTAAGATACTGCACCAACTTAAGCGCTCGCCGGGTACAACGTAGTTCATGACG
-TTGGAGACTAAGATACTGCACCAACTTAAGCGCTCGCCGGGTACAACGTAGTTCATGACG
-TTGGAGACTAAGATACTGCACCAACTTAAGCGCTCGCCGGGTACAACGTAGTTCATGACG
-TCAACATATGGCCCATCCCTTGGCATCTAAATAGCAGCATAAACAACGGCAGAAGGGCAA
-TCAACATATGGCCCATCCCTTGGCATCTAAATAGCAGCATAAACAACGGCAGAAGGGCAA
-TCAACATATGGCCCATCCCTTGGCATCTAAATAGCAGCATAAACAACGGCAGAAGGGCAA
-TCAACATATGGCCCATCCCTTGGCATCTAAATAGCAGCATAAACAACGGCAGAAGGGCAA
-TCAACATATGGCCCATCCCTTGGCATCTAAATAGCAGCATAAACAACGGCAGAAGGGCAA
-CCCTAGTCCTTGGGGAGATTACGGTCGAACTAATATGAGTTCACAACGACCAGGTGCTCT
-CCCTAGTCCTTGGGGAGATTACGGTCGAACTAATATGAGTTCACAACGACCAGGTGCTCT
-CCCTAGTCCTTGGGGAGATTACGGTCGAACTAATATGAGTTCACAACGACCAGGTGCTCT
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-TACTTACGTTGTCAATTCGCGATATTTAGCCGCGCAGGGTTTACAACTCGCGACCCTCGA
-CTCTCTGGTAACGTCCCAAGTGTAGATATAGCGAGGGTAATAACAACGCTAATCGTGAAA
-CTCTCTGGTAACGTCCCAAGTGTAGATATAGCGAGGGTAATAACAACGCTAATCGTGAAA
-CTCTCTGGTAACGTCCCAAGTGTAGATATAGCGAGGGTAATAACAACGCTAATCGTGAAA
-CTCTCTGGTAACGTCCCAAGTGTAGATATAGCGAGGGTAATAACAACGCTAATCGTGAAA
-CTCTCTGGTAACGTCCCAAGTGTAGATATAGCGAGGGTAATAACAACGCTAATCGTGAAA
-CTCTCTGGTAACGTCCCAAGTGTAGATATAGCGAGGGTAATAACAACGCTAATCGTGAAA
-CTCTCTGGTAACGTCCCAAGTGTAGATATAGCGAGGGTAATAACAACGCTAATCGTGAAA
-CTCTCTGGTAACGTCCCAAGTGTAGATATAGCGAGGGTAATAACAACGCTAATCGTGAAA
-GTGTGACAGTAGCAGTAAGCATTTGAATGACACAGAATAGTTACAACGGCGGATATCGCT
-GTGTGACAGTAGCAGTAAGCATTTGAATGACACAGAATAGTTACAACGGCGGATATCGCT
-GTGTGACAGTAGCAGTAAGCATTTGAATGACACAGAATAGTTACAACGGCGGATATCGCT
-GTGTGACAGTAGCAGTAAGCATTTGAATGACACAGAATAGTTACAACGGCGGATATCGCT
-TATACTTCTTGAAACGACACTGTCCCACTAGTCGCGTATTGGACAACGACTTGAGCGGAA
-TATACTTCTTGAAACGACACTGTCCCACTAGTCGCGTATTGGACAACGACTTGAGCGGAA
-TATACTTCTTGAAACGACACTGTCCCACTAGTCGCGTATTGGACAACGACTTGAGCGGAA
-TATACTTCTTGAAACGACACTGTCCCACTAGTCGCGTATTGGACAACGACTTGAGCGGAA
-TATACTTCTTGAAACGACACTGTCCCACTAGTCGCGTATTGGACAACGACTTGAGCGGAA
-TATACTTCTTGAAACGACACTGTCCCACTAGTCGCGTATTGGACAACGACTTGAGCGGAA
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-TACCGAACACCTCTTAAGAGTATCATTAGTCACCTCACAGCTACAACTCCAACGTCGGTC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-CCTAAAATGAGCCTCACAAATTTGAAATATCTTGTCAACGAGACAACCACCAGGGTCTCC
-TCTGTACCCCCCAGAACGGGCCTATTGTACCGCTTCAATTTAACAACGTAAAAGTAATCA
-TCTGTACCCCCCAGAACGGGCCTATTGTACCGCTTCAATTTAACAACGTAAAAGTAATCA
-TCTGTACCCCCCAGAACGGGCCTATTGTACCGCTTCAATTTAACAACGTAAAAGTAATCA
-TCTGTACCCCCCAGAACGGGCCTATTGTACCGCTTCAATTTAACAACGTAAAAGTAATCA
-CTAAATCCCTAAATGCGCTCTGGCGTGAAGGGGCTTTCCGCAACAACCGATAATTGCGAT
-CTAAATCCCTAAATGCGCTCTGGCGTGAAGGGGCTTTCCGCAACAACCGATAATTGCGAT
-CTAAATCCCTAAATGCGCTCTGGCGTGAAGGGGCTTTCCGCAACAACCGATAATTGCGAT
-CTAAATCCCTAAATGCGCTCTGGCGTGAAGGGGCTTTCCGCAACAACCGATAATTGCGAT
-CTAAATCCCTAAATGCGCTCTGGCGTGAAGGGGCTTTCCGCAACAACCGATAATTGCGAT
-CTAAATCCCTAAATGCGCTCTGGCGTGAAGGGGCTTTCCGCAACAACCGATAATTGCGAT
-CTAAATCCCTAAATGCGCTCTGGCGTGAAGGGGCTTTCCGCAACAACCGATAATTGCGAT
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-GAACAGCTCTATCTAGCTATATAATGGGCCGCGTCTTGATGCACAACCAGCTTTTGCCGG
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-TAGGTAGTACTTAGCCGTCTACTAAAATAGAGTCATCATGCTACAACATCATGTGTTAAC
-GTGGTGTTACGGGCGGAGATAGATTTTACTGTACAAGCAGTCACAACCCCGTGAACCGGG
-GTGGTGTTACGGGCGGAGATAGATTTTACTGTACAAGCAGTCACAACCCCGTGAACCGGG
-GTGGTGTTACGGGCGGAGATAGATTTTACTGTACAAGCAGTCACAACCCCGTGAACCGGG
-GTGGTGTTACGGGCGGAGATAGATTTTACTGTACAAGCAGTCACAACCCCGTGAACCGGG
-GTGGTGTTACGGGCGGAGATAGATTTTACTGTACAAGCAGTCACAACCCCGTGAACCGGG
-GTGGTGTTACGGGCGGAGATAGATTTTACTGTACAAGCAGTCACAACCCCGTGAACCGGG
-GTGGTGTTACGGGCGGAGATAGATTTTACTGTACAAGCAGTCACAACCCCGTGAACCGGG
-GTGGTGTTACGGGCGGAGATAGATTTTACTGTACAAGCAGTCACAACCCCGTGAACCGGG
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-TCGATCTTATCCTTTACTCACGCTTGGTATAGACCCTACCGTACAACCGCTGTTTAATGT
-GTGGGTCAACTGCTGTCGGAGGCCGGGTTCTCAGGAACCTTGACAACTGGGCACTAGCTG
-GTGGGTCAACTGCTGTCGGAGGCCGGGTTCTCAGGAACCTTGACAACTGGGCACTAGCTG
-GTGGGTCAACTGCTGTCGGAGGCCGGGTTCTCAGGAACCTTGACAACTGGGCACTAGCTG
-GTGGGTCAACTGCTGTCGGAGGCCGGGTTCTCAGGAACCTTGACAACTGGGCACTAGCTG
-GTGGGTCAACTGCTGTCGGAGGCCGGGTTCTCAGGAACCTTGACAACTGGGCACTAGCTG
-GTCCATCTCGGGAAGAACAGGAATTAAATCAACTATTGTGCAACAACGTCTTGTCTGAAT
-GTCCATCTCGGGAAGAACAGGAATTAAATCAACTATTGTGCAACAACGTCTTGTCTGAAT
-GTCCATCTCGGGAAGAACAGGAATTAAATCAACTATTGTGCAACAACGTCTTGTCTGAAT
-GTCCATCTCGGGAAGAACAGGAATTAAATCAACTATTGTGCAACAACGTCTTGTCTGAAT
-GTCCATCTCGGGAAGAACAGGAATTAAATCAACTATTGTGCAACAACGTCTTGTCTGAAT
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-GTAGAAATGAGACTCTGAAAATACCTGTTGGTGTCGGTAGTTACAACGTGTATCTGTGGG
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-TGGAGGATATACGATCAGCCTCCGAATTGACATTATTTATACACAACGCTATTTTGGTAA
-AGGGAGATGGTACCTAACATAATCATGTATAAAGCTGTCGTCACAACGTGAGACCATATT
-AGGGAGATGGTACCTAACATAATCATGTATAAAGCTGTCGTCACAACGTGAGACCATATT
-AGGGAGATGGTACCTAACATAATCATGTATAAAGCTGTCGTCACAACGTGAGACCATATT
-ACGCCAGATTTTAGGGCTGCCCACTCTCGCGCGAACTAAGGGACAACCTGGGCGCAGAGT
-ACGCCAGATTTTAGGGCTGCCCACTCTCGCGCGAACTAAGGGACAACCTGGGCGCAGAGT
-ACGCCAGATTTTAGGGCTGCCCACTCTCGCGCGAACTAAGGGACAACCTGGGCGCAGAGT
-ACGCCAGATTTTAGGGCTGCCCACTCTCGCGCGAACTAAGGGACAACCTGGGCGCAGAGT
-ACGCCAGATTTTAGGGCTGCCCACTCTCGCGCGAACTAAGGGACAACCTGGGCGCAGAGT
-ACGCCAGATTTTAGGGCTGCCCACTCTCGCGCGAACTAAGGGACAACCTGGGCGCAGAGT
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-GTAGTTCGAAGCCATCATGTATCCGGCCGGGGTACCAGGTTAACAACTTTAATTGCATCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-TTAGCCGTTACGTACCAATCGAACCGAAAGCATAGTCACCCGACAACCTAACGTGTCGCA
-CGTTTCGAAAACTCAGAAGCATCTAAACTCGTTTAGCTTGGAACAACTGGAGGAAGGTTG
-CGTTTCGAAAACTCAGAAGCATCTAAACTCGTTTAGCTTGGAACAACTGGAGGAAGGTTG
-CGTTTCGAAAACTCAGAAGCATCTAAACTCGTTTAGCTTGGAACAACTGGAGGAAGGTTG
-TTGATGGCGCTCCCGCCGTTCGAAGCTGTTGTGTGGGTCTCGACAACCAGTTAGTCTCTG
-TTGATGGCGCTCCCGCCGTTCGAAGCTGTTGTGTGGGTCTCGACAACCAGTTAGTCTCTG
-TTGATGGCGCTCCCGCCGTTCGAAGCTGTTGTGTGGGTCTCGACAACCAGTTAGTCTCTG
-TTGATGGCGCTCCCGCCGTTCGAAGCTGTTGTGTGGGTCTCGACAACCAGTTAGTCTCTG
-TTGATGGCGCTCCCGCCGTTCGAAGCTGTTGTGTGGGTCTCGACAACCAGTTAGTCTCTG
-TTGATGGCGCTCCCGCCGTTCGAAGCTGTTGTGTGGGTCTCGACAACCAGTTAGTCTCTG
-TTGATGGCGCTCCCGCCGTTCGAAGCTGTTGTGTGGGTCTCGACAACCAGTTAGTCTCTG
-TCCCCGCAGAGGGTTCACCCTATTAGTCTACGACGGCGACAAACAACAAATCCACCTAAA
-TCCCCGCAGAGGGTTCACCCTATTAGTCTACGACGGCGACAAACAACAAATCCACCTAAA
-TCCCCGCAGAGGGTTCACCCTATTAGTCTACGACGGCGACAAACAACAAATCCACCTAAA
-TCCCCGCAGAGGGTTCACCCTATTAGTCTACGACGGCGACAAACAACAAATCCACCTAAA
-TCCCCGCAGAGGGTTCACCCTATTAGTCTACGACGGCGACAAACAACAAATCCACCTAAA
-TCCCCGCAGAGGGTTCACCCTATTAGTCTACGACGGCGACAAACAACAAATCCACCTAAA
-TCCCCGCAGAGGGTTCACCCTATTAGTCTACGACGGCGACAAACAACAAATCCACCTAAA
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CAATTTATAGTTTACTAAATGTGCTAAGCGTTCGCTAAGCTAACAACCTAGAGCGCATCG
-CGCAGACAGTGCGGCATTCTCAGTACTACACTTTGCTAGCCTACAACGTGACCTCCGTAC
-CGCAGACAGTGCGGCATTCTCAGTACTACACTTTGCTAGCCTACAACGTGACCTCCGTAC
-CGCAGACAGTGCGGCATTCTCAGTACTACACTTTGCTAGCCTACAACGTGACCTCCGTAC
-CGCAGACAGTGCGGCATTCTCAGTACTACACTTTGCTAGCCTACAACGTGACCTCCGTAC
-CGCAGACAGTGCGGCATTCTCAGTACTACACTTTGCTAGCCTACAACGTGACCTCCGTAC
-TCCGAGGTCTGAACCGCTGGATGTCTACGCTAAATCAGGTAGACAACTGAAAAAAGGCGG
-TCCGAGGTCTGAACCGCTGGATGTCTACGCTAAATCAGGTAGACAACTGAAAAAAGGCGG
-TCCGAGGTCTGAACCGCTGGATGTCTACGCTAAATCAGGTAGACAACTGAAAAAAGGCGG
-TCCGAGGTCTGAACCGCTGGATGTCTACGCTAAATCAGGTAGACAACTGAAAAAAGGCGG
-TGTCAAAAATCGCCGACGTTTTTCTACAGAGGCGTAAGGCGTACAACGGTCGTTTTACTG
-TGTCAAAAATCGCCGACGTTTTTCTACAGAGGCGTAAGGCGTACAACGGTCGTTTTACTG
-GGCACATAGAACATATTACATCCCGGTACCTTGGGTGGGAACACAACTCGCCGTGGACAC
-GGCACATAGAACATATTACATCCCGGTACCTTGGGTGGGAACACAACTCGCCGTGGACAC
-GGCACATAGAACATATTACATCCCGGTACCTTGGGTGGGAACACAACTCGCCGTGGACAC
-GGCACATAGAACATATTACATCCCGGTACCTTGGGTGGGAACACAACTCGCCGTGGACAC
-GGCACATAGAACATATTACATCCCGGTACCTTGGGTGGGAACACAACTCGCCGTGGACAC
-GGCACATAGAACATATTACATCCCGGTACCTTGGGTGGGAACACAACTCGCCGTGGACAC
-AGGAGTTCCCCTTTTCCCGATCTTACAGATGACAAGGATCCTACAACTTGTATTAAGTAA
-AGGAGTTCCCCTTTTCCCGATCTTACAGATGACAAGGATCCTACAACTTGTATTAAGTAA
-AGGAGTTCCCCTTTTCCCGATCTTACAGATGACAAGGATCCTACAACTTGTATTAAGTAA
-AGGAGTTCCCCTTTTCCCGATCTTACAGATGACAAGGATCCTACAACTTGTATTAAGTAA
-AGGAGTTCCCCTTTTCCCGATCTTACAGATGACAAGGATCCTACAACTTGTATTAAGTAA
-AGGAGTTCCCCTTTTCCCGATCTTACAGATGACAAGGATCCTACAACTTGTATTAAGTAA
-AGGAGTTCCCCTTTTCCCGATCTTACAGATGACAAGGATCCTACAACTTGTATTAAGTAA
-AGGAGTTCCCCTTTTCCCGATCTTACAGATGACAAGGATCCTACAACTTGTATTAAGTAA
-TGCCCGCCCCGCGTGTCTCTCTTCCCTTATAGGTTCCAAAAGACAACTGAGGGGTTCGTC
-TGCCCGCCCCGCGTGTCTCTCTTCCCTTATAGGTTCCAAAAGACAACTGAGGGGTTCGTC
-TGCCCGCCCCGCGTGTCTCTCTTCCCTTATAGGTTCCAAAAGACAACTGAGGGGTTCGTC
-TGCCCGCCCCGCGTGTCTCTCTTCCCTTATAGGTTCCAAAAGACAACTGAGGGGTTCGTC
-TGCCCGCCCCGCGTGTCTCTCTTCCCTTATAGGTTCCAAAAGACAACTGAGGGGTTCGTC
-TGCCCGCCCCGCGTGTCTCTCTTCCCTTATAGGTTCCAAAAGACAACTGAGGGGTTCGTC
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCCGCCCTTGAACTTATCCCTGTGGGGCCGTATGGGAGCCTAACAACAGCCGCGGGACTT
-TCTGGCTCCAGTGTAAGTGATGCATCGAGACCAATTGTAGCAACAACATCCGGCGTTCTG
-TCTGGCTCCAGTGTAAGTGATGCATCGAGACCAATTGTAGCAACAACATCCGGCGTTCTG
-TCTGGCTCCAGTGTAAGTGATGCATCGAGACCAATTGTAGCAACAACATCCGGCGTTCTG
-TCTGGCTCCAGTGTAAGTGATGCATCGAGACCAATTGTAGCAACAACATCCGGCGTTCTG
-TCTGGCTCCAGTGTAAGTGATGCATCGAGACCAATTGTAGCAACAACATCCGGCGTTCTG
-TCTGGCTCCAGTGTAAGTGATGCATCGAGACCAATTGTAGCAACAACATCCGGCGTTCTG
-TCTGGCTCCAGTGTAAGTGATGCATCGAGACCAATTGTAGCAACAACATCCGGCGTTCTG
-TCTGGCTCCAGTGTAAGTGATGCATCGAGACCAATTGTAGCAACAACATCCGGCGTTCTG
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-TGCACTTAGAGGACCCGGTGAGACCTATATCTCCAACGCGAAACAACACCGTAATGCACA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-CAAAGGCCGGGGGCGGACCAGAAGACAATTACAAAGAGTTACACAACATGTGCATCCGTA
-TGTCCTGAGACTACTTAGCTGACGGAGATTCTCTAATTTCTTACAACGCGATCGATTGCT
-TGTCCTGAGACTACTTAGCTGACGGAGATTCTCTAATTTCTTACAACGCGATCGATTGCT
-TGTCCTGAGACTACTTAGCTGACGGAGATTCTCTAATTTCTTACAACGCGATCGATTGCT
-TGTCCTGAGACTACTTAGCTGACGGAGATTCTCTAATTTCTTACAACGCGATCGATTGCT
-TGTCCTGAGACTACTTAGCTGACGGAGATTCTCTAATTTCTTACAACGCGATCGATTGCT
-TGTCCTGAGACTACTTAGCTGACGGAGATTCTCTAATTTCTTACAACGCGATCGATTGCT
-TGTCCTGAGACTACTTAGCTGACGGAGATTCTCTAATTTCTTACAACGCGATCGATTGCT
-TGTCCTGAGACTACTTAGCTGACGGAGATTCTCTAATTTCTTACAACGCGATCGATTGCT
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGTGAAATCACAGGACTGCCTTGTAGGGCAGCACGACCCATTACAACGAATATCCGGGCG
-AGACCCCATAGGAGATCCCCATGTAACAACATCGCCCTGTGGACAACTGCTATATACAAT
-AGACCCCATAGGAGATCCCCATGTAACAACATCGCCCTGTGGACAACTGCTATATACAAT
-AGACCCCATAGGAGATCCCCATGTAACAACATCGCCCTGTGGACAACTGCTATATACAAT
-AGACCCCATAGGAGATCCCCATGTAACAACATCGCCCTGTGGACAACTGCTATATACAAT
-AGACCCCATAGGAGATCCCCATGTAACAACATCGCCCTGTGGACAACTGCTATATACAAT
-AGACCCCATAGGAGATCCCCATGTAACAACATCGCCCTGTGGACAACTGCTATATACAAT
-AGACCCCATAGGAGATCCCCATGTAACAACATCGCCCTGTGGACAACTGCTATATACAAT
-AGACCCCATAGGAGATCCCCATGTAACAACATCGCCCTGTGGACAACTGCTATATACAAT
-TGTCCGCGCACTTCTATCTCCGCCCTGCGTAAAGCTAAAACTACAACTATTAAGCTTGTC
-TGTCCGCGCACTTCTATCTCCGCCCTGCGTAAAGCTAAAACTACAACTATTAAGCTTGTC
-TGTCCGCGCACTTCTATCTCCGCCCTGCGTAAAGCTAAAACTACAACTATTAAGCTTGTC
-TGTCCGCGCACTTCTATCTCCGCCCTGCGTAAAGCTAAAACTACAACTATTAAGCTTGTC
-TGTCCGCGCACTTCTATCTCCGCCCTGCGTAAAGCTAAAACTACAACTATTAAGCTTGTC
-TGTCCGCGCACTTCTATCTCCGCCCTGCGTAAAGCTAAAACTACAACTATTAAGCTTGTC
-TGTCCGCGCACTTCTATCTCCGCCCTGCGTAAAGCTAAAACTACAACTATTAAGCTTGTC
-TGTCCGCGCACTTCTATCTCCGCCCTGCGTAAAGCTAAAACTACAACTATTAAGCTTGTC
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-TGGCTATAGCCGAATAACAAAAACTATGGTGGGCTCGCGACTACAACAATGATACAGCTT
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-GTACAAGCAAAAAGCTTCACCACACGAAATCTTTCTAGCTACACAACCTTGTGTTGGCGA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-ATTTCCTTTCCTTTAATCCCGTTTGGAGTCTCATGGTCATGCACAACTAAGTCATTCACA
-GTCACTCTAGCTGCTGCGATACCCAAGATACAATTGACGTACACAACGACGAGGGAATAA
-GTCACTCTAGCTGCTGCGATACCCAAGATACAATTGACGTACACAACGACGAGGGAATAA
-GTCACTCTAGCTGCTGCGATACCCAAGATACAATTGACGTACACAACGACGAGGGAATAA
-GTCACTCTAGCTGCTGCGATACCCAAGATACAATTGACGTACACAACGACGAGGGAATAA
-GTCACTCTAGCTGCTGCGATACCCAAGATACAATTGACGTACACAACGACGAGGGAATAA
-GTCACTCTAGCTGCTGCGATACCCAAGATACAATTGACGTACACAACGACGAGGGAATAA
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCCTAATTAGTAGTGGCGCTCCCAGAAGCGGGTGCGGCGTTGACAACATCATTTAATCTT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-GCGCCGCAATACTGAATGTCGGGCCAGAATTGGGATTAGCTAACAACCGAGTGCTATTCT
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-TTAATTGCATGAAATGTCTTAAATAACGCGTTACCGACGGGTACAACCGCCCCCCAGTTC
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-AGAAGTCGCACAATTGTGAACTAACACAAACAGACCGCTCGGACAACTATCGCTTCTGGT
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-GAAATGCAAACTACCCGTTCACTATGCTGCGCATACGACAGTACAACTGCGAAACACACA
-CATGGCTGGAGGCGATCGTACCGGTTAGAAGTGCAGAAAGCTACAACAGCCATGGGTAGA
-CATGGCTGGAGGCGATCGTACCGGTTAGAAGTGCAGAAAGCTACAACAGCCATGGGTAGA
-CATGGCTGGAGGCGATCGTACCGGTTAGAAGTGCAGAAAGCTACAACAGCCATGGGTAGA
-CATGGCTGGAGGCGATCGTACCGGTTAGAAGTGCAGAAAGCTACAACAGCCATGGGTAGA
-CATGGCTGGAGGCGATCGTACCGGTTAGAAGTGCAGAAAGCTACAACAGCCATGGGTAGA
-CATGGCTGGAGGCGATCGTACCGGTTAGAAGTGCAGAAAGCTACAACAGCCATGGGTAGA
-CATGGCTGGAGGCGATCGTACCGGTTAGAAGTGCAGAAAGCTACAACAGCCATGGGTAGA
-CATGGCTGGAGGCGATCGTACCGGTTAGAAGTGCAGAAAGCTACAACAGCCATGGGTAGA
-CACCAATGGTCGTCAGGCAATGGAAGGGACGTCCACAGGGGGACAACGGTCATAATTGAA
-CACCAATGGTCGTCAGGCAATGGAAGGGACGTCCACAGGGGGACAACGGTCATAATTGAA
-CACCAATGGTCGTCAGGCAATGGAAGGGACGTCCACAGGGGGACAACGGTCATAATTGAA
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-GAGGATGGCCTCTAGCAGTATTACGAAGACAGGTTGGATATGACAACAGTTCGCCTGGCT
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-TGACCACGACTGCGAATCAGGAACGTATATTTGGTACGTAGTACAACAGTCTTCGGTCAG
-GCTCGGCGGGAAGTCACGGCTAATCTTAACGCCCCGGAGCGCACAACGGGTCGTAACGTC
-GCTCGGCGGGAAGTCACGGCTAATCTTAACGCCCCGGAGCGCACAACGGGTCGTAACGTC
-GCTCGGCGGGAAGTCACGGCTAATCTTAACGCCCCGGAGCGCACAACGGGTCGTAACGTC
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CAATCTTTCATAAGTCGGGTGGGTAAGCGACCGGAAAGCATCACAACCACAAGTATGGGG
-CTTACCTTCTAAGTGTGGGGGGTCGTATTGACGGCACATACTACAACGGGTTGTACTTCC
-CTTACCTTCTAAGTGTGGGGGGTCGTATTGACGGCACATACTACAACGGGTTGTACTTCC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CGGTCACCAGTTATACCATTGGGAGATCAGCTTTGTGTTACTACAACACGGCACGAAATC
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-CTACACTCGTGCATAAAAATGTATGTAGGTTGTACACAAAGCACAACTTGATCAGGGTCT
-GAGGGAAGGCTAATGTGCTAGTGCACCTGTAGTCCTCAGATCACAACGGTTGACAGTCGG
-GAGGGAAGGCTAATGTGCTAGTGCACCTGTAGTCCTCAGATCACAACGGTTGACAGTCGG
-GAGGGAAGGCTAATGTGCTAGTGCACCTGTAGTCCTCAGATCACAACGGTTGACAGTCGG
-CTGTTACAGTAGCAGTTAGAGCGGTTCATCCTTGACTTACGAACAACTTCAAAGGCCGTG
-CTGTTACAGTAGCAGTTAGAGCGGTTCATCCTTGACTTACGAACAACTTCAAAGGCCGTG
-CTGTTACAGTAGCAGTTAGAGCGGTTCATCCTTGACTTACGAACAACTTCAAAGGCCGTG
-CTGTTACAGTAGCAGTTAGAGCGGTTCATCCTTGACTTACGAACAACTTCAAAGGCCGTG
-CTGTTACAGTAGCAGTTAGAGCGGTTCATCCTTGACTTACGAACAACTTCAAAGGCCGTG
-CTGTTACAGTAGCAGTTAGAGCGGTTCATCCTTGACTTACGAACAACTTCAAAGGCCGTG
-CTGTTACAGTAGCAGTTAGAGCGGTTCATCCTTGACTTACGAACAACTTCAAAGGCCGTG
-TATCGTGCATGTCCGTGTATGAATAGACTAGCGCAACCCCTTACAACGAGACTCGGCAAC
-TATCGTGCATGTCCGTGTATGAATAGACTAGCGCAACCCCTTACAACGAGACTCGGCAAC
-TATCGTGCATGTCCGTGTATGAATAGACTAGCGCAACCCCTTACAACGAGACTCGGCAAC
-TATCGTGCATGTCCGTGTATGAATAGACTAGCGCAACCCCTTACAACGAGACTCGGCAAC
-TATCGTGCATGTCCGTGTATGAATAGACTAGCGCAACCCCTTACAACGAGACTCGGCAAC
-TATCGTGCATGTCCGTGTATGAATAGACTAGCGCAACCCCTTACAACGAGACTCGGCAAC
-TATCGTGCATGTCCGTGTATGAATAGACTAGCGCAACCCCTTACAACGAGACTCGGCAAC
-TATCGTGCATGTCCGTGTATGAATAGACTAGCGCAACCCCTTACAACGAGACTCGGCAAC
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-GTTGGGGGACTGCAATGGCACTAAGCAACATCAACATGAGAAACAACTATCTGCTTCTGG
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-TACCTGACAGCTCGGTCTTTGAATCAGCCAGATCTGGTATGAACAACAATGACTTCTATC
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-ACGTTAATTCGGGTTCGGATGCCACGGTTCCGGCCAAGTAAGACAACAATATTGGGGTGA
-TCGATTCCGGTATGCCAGAGCACCTCACCGTATCCTCCGCATACAACGCTGCGGGATAAG
-TCGATTCCGGTATGCCAGAGCACCTCACCGTATCCTCCGCATACAACGCTGCGGGATAAG
-TCGATTCCGGTATGCCAGAGCACCTCACCGTATCCTCCGCATACAACGCTGCGGGATAAG
-TCGATTCCGGTATGCCAGAGCACCTCACCGTATCCTCCGCATACAACGCTGCGGGATAAG
-TCGATTCCGGTATGCCAGAGCACCTCACCGTATCCTCCGCATACAACGCTGCGGGATAAG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-TGTCAGGGTCCAAGGCGCAATGGCGCACTGTGACCGTGGTATACAACAATGGTCATTCTG
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-CATCATTTTACTAAATCCAGTATTCCGCAAATCATGCGCGAAACAACATACATAGTAGCA
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-ACGAGTGCCCTGCATAAGAACGCTCCTAATAATCGCTATCCAACAACAACAAATGAGATC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-GCTCCCGCTTTTCGCCTTGGAGATCTCCAACGCCTAAGAGGTACAACACCCGGCGTCCTC
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTTATAGCCGTCATTTAGAGGTTGTTGCGTGAATCATATCCAACAACTATGAACTTGCCG
-TTCGACAAAGCCGGATGCTTTTTGCGCGGTTGTCTTATGGGAACAACTTTTTCGTTGGTC
-TTCGACAAAGCCGGATGCTTTTTGCGCGGTTGTCTTATGGGAACAACTTTTTCGTTGGTC
-TTCGACAAAGCCGGATGCTTTTTGCGCGGTTGTCTTATGGGAACAACTTTTTCGTTGGTC
-TTCGACAAAGCCGGATGCTTTTTGCGCGGTTGTCTTATGGGAACAACTTTTTCGTTGGTC
-TTCGACAAAGCCGGATGCTTTTTGCGCGGTTGTCTTATGGGAACAACTTTTTCGTTGGTC
-TTCGACAAAGCCGGATGCTTTTTGCGCGGTTGTCTTATGGGAACAACTTTTTCGTTGGTC
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-TAAAACACTTGAGGACAGATTAGAATCTGCGAACAGTAGGGCACAACCCTAAATACTTCT
-ACTTAACCCACGGGCTAATGGCAGACCGCGGCGCAAGCCGTTACAACGTCTATAGTACTT
-ACTTAACCCACGGGCTAATGGCAGACCGCGGCGCAAGCCGTTACAACGTCTATAGTACTT
-ACTTAACCCACGGGCTAATGGCAGACCGCGGCGCAAGCCGTTACAACGTCTATAGTACTT
-ACTTAACCCACGGGCTAATGGCAGACCGCGGCGCAAGCCGTTACAACGTCTATAGTACTT
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTACCATTGTTTGCGAACATAATTGCTCAGACCTCACGTCACACAACAACTCATCACGCG
-CTTTCCCTAACGTAACTCAAAGGTCCGACTTGTTTCCGTGCTACAACTGTGACGTGAATG
-CTTTCCCTAACGTAACTCAAAGGTCCGACTTGTTTCCGTGCTACAACTGTGACGTGAATG
-CTTTCCCTAACGTAACTCAAAGGTCCGACTTGTTTCCGTGCTACAACTGTGACGTGAATG
-CTTTCCCTAACGTAACTCAAAGGTCCGACTTGTTTCCGTGCTACAACTGTGACGTGAATG
-CTTTCCCTAACGTAACTCAAAGGTCCGACTTGTTTCCGTGCTACAACTGTGACGTGAATG
-CTTTCCCTAACGTAACTCAAAGGTCCGACTTGTTTCCGTGCTACAACTGTGACGTGAATG
-CTTTCCCTAACGTAACTCAAAGGTCCGACTTGTTTCCGTGCTACAACTGTGACGTGAATG
-CTTTCCCTAACGTAACTCAAAGGTCCGACTTGTTTCCGTGCTACAACTGTGACGTGAATG
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-GACACCCAGCCTCGGTGCTTGACTCATTAGTGATGTACGTCGACAACATCGGTTATCTTC
-TCGTGTCAGCGCGCAATACCGTTGGCACACAGCTCGATTGGAACAACGAATAGTGCCACA
-TCGTGTCAGCGCGCAATACCGTTGGCACACAGCTCGATTGGAACAACGAATAGTGCCACA
-TCGTGTCAGCGCGCAATACCGTTGGCACACAGCTCGATTGGAACAACGAATAGTGCCACA
-TCGTGTCAGCGCGCAATACCGTTGGCACACAGCTCGATTGGAACAACGAATAGTGCCACA
-TCGTGTCAGCGCGCAATACCGTTGGCACACAGCTCGATTGGAACAACGAATAGTGCCACA
-TCGTGTCAGCGCGCAATACCGTTGGCACACAGCTCGATTGGAACAACGAATAGTGCCACA
-TCGTGTCAGCGCGCAATACCGTTGGCACACAGCTCGATTGGAACAACGAATAGTGCCACA
-TCGTGTCAGCGCGCAATACCGTTGGCACACAGCTCGATTGGAACAACGAATAGTGCCACA
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-ACCCCGGAAAGTAGAGGGCATATATGCATCGCGCTATGACGAACAACATAATCAACCGGG
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-AGGGCCCTTCTGCAATAACGTTTAGGTCTACTATCAGCTGCTACAACCACCCTCTCACGT
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-CACTTCACTGTCTGCATGTCGCGACAAAGGTACGAAATATTCACAACAATAATAACTGAG
-TCAGCGCCCACATGGGGGTCGAAAGCGTAATGTGGTGCCACCACAACGCTTATAGGTTGC
-TCAGCGCCCACATGGGGGTCGAAAGCGTAATGTGGTGCCACCACAACGCTTATAGGTTGC
-TCAGCGCCCACATGGGGGTCGAAAGCGTAATGTGGTGCCACCACAACGCTTATAGGTTGC
-TCAGCGCCCACATGGGGGTCGAAAGCGTAATGTGGTGCCACCACAACGCTTATAGGTTGC
-TCAGCGCCCACATGGGGGTCGAAAGCGTAATGTGGTGCCACCACAACGCTTATAGGTTGC
-TCAGCGCCCACATGGGGGTCGAAAGCGTAATGTGGTGCCACCACAACGCTTATAGGTTGC
-ACTCTCGGGGGGTGACCTAGCCAACTACTCGACACGTCGTGTACAACGTCCGCGCGCATT
-ACTCTCGGGGGGTGACCTAGCCAACTACTCGACACGTCGTGTACAACGTCCGCGCGCATT
-ACTCTCGGGGGGTGACCTAGCCAACTACTCGACACGTCGTGTACAACGTCCGCGCGCATT
-ACTCTCGGGGGGTGACCTAGCCAACTACTCGACACGTCGTGTACAACGTCCGCGCGCATT
-ACTCTCGGGGGGTGACCTAGCCAACTACTCGACACGTCGTGTACAACGTCCGCGCGCATT
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CGGGTGTTGTATTCCCTGGTGATAAACGCGTAAAACCGGGAAACAACCTTGCGCCAAGGG
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-CCAGCATAACTAGCTGTTTCCTAGCATTATTAATAACCAGTGACAACATCCCTTTATCAA
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-TCTCCATACGTTCCAACTCCGGTCGACTGAAGATGCATTGCCACAACCGAAGAACATACC
-CCCGGCAGCATCATATCACTACGTAGATTGTGAGCCAACGCTACAACGGGCTAGGGGTGC
-CCCGGCAGCATCATATCACTACGTAGATTGTGAGCCAACGCTACAACGGGCTAGGGGTGC
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-AATTCTTCGTTTTATTGACCCCCAGGTGGGGATGTGCGTTTGACAACAACCGAGAAGTGT
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ACCGGATACTCCCAGAAAACAAGGAGATTTGCGTCAGTTTCGACAACATAGACTGGGCCG
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-ATAAAGGCTCCAATGCGCATGCGGAGGTCTGGCATTTATCAGACAACTAGATGCGCTCAC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-TATACTTTTACTAGTCTAGGCAGGCCTCCGTTTGTTCCCCAGACAACAGACTACAATTTC
-GTTGTGTCACGCAAGCTGGCGGTTAGAGGTAGCCCTTGTAGTACAACTTGTTAAACGTGG
-GTTGTGTCACGCAAGCTGGCGGTTAGAGGTAGCCCTTGTAGTACAACTTGTTAAACGTGG
-GTTGTGTCACGCAAGCTGGCGGTTAGAGGTAGCCCTTGTAGTACAACTTGTTAAACGTGG
-GTTGTGTCACGCAAGCTGGCGGTTAGAGGTAGCCCTTGTAGTACAACTTGTTAAACGTGG
-GTTGTGTCACGCAAGCTGGCGGTTAGAGGTAGCCCTTGTAGTACAACTTGTTAAACGTGG
-GTTGTGTCACGCAAGCTGGCGGTTAGAGGTAGCCCTTGTAGTACAACTTGTTAAACGTGG
-GTTGTGTCACGCAAGCTGGCGGTTAGAGGTAGCCCTTGTAGTACAACTTGTTAAACGTGG
-GTTGTGTCACGCAAGCTGGCGGTTAGAGGTAGCCCTTGTAGTACAACTTGTTAAACGTGG
-AGCGCTGAGACTTTGGGCCTGTCTCCAGGAGCCGCGGTTCCGACAACGTTTTCCGTTCCA
-AGCGCTGAGACTTTGGGCCTGTCTCCAGGAGCCGCGGTTCCGACAACGTTTTCCGTTCCA
-AGCGCTGAGACTTTGGGCCTGTCTCCAGGAGCCGCGGTTCCGACAACGTTTTCCGTTCCA
-AGCGCTGAGACTTTGGGCCTGTCTCCAGGAGCCGCGGTTCCGACAACGTTTTCCGTTCCA
-AGCGCTGAGACTTTGGGCCTGTCTCCAGGAGCCGCGGTTCCGACAACGTTTTCCGTTCCA
-AGCGCTGAGACTTTGGGCCTGTCTCCAGGAGCCGCGGTTCCGACAACGTTTTCCGTTCCA
-AGCGCTGAGACTTTGGGCCTGTCTCCAGGAGCCGCGGTTCCGACAACGTTTTCCGTTCCA
-AGCGCTGAGACTTTGGGCCTGTCTCCAGGAGCCGCGGTTCCGACAACGTTTTCCGTTCCA
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-GCGAGCTATGGCTGGCTTGGGTGATTTATTAGGCAAAGCTGGACAACAATCAACGCGTAC
-TGTTCGAAATAGAATGGCCGCCTATTTGGTCACTGGGAGGCGACAACGGACTCGGGTCCC
-TGTTCGAAATAGAATGGCCGCCTATTTGGTCACTGGGAGGCGACAACGGACTCGGGTCCC
-TGTTCGAAATAGAATGGCCGCCTATTTGGTCACTGGGAGGCGACAACGGACTCGGGTCCC
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-TCATCTTCTAGTGACCATTAAAATCATCATCCGTCATTGTTTACAACTAGTCTCTCGTTG
-CGGAGTCGCGATCATAAGTCTCGACTAAAGAGTGATGTGATGACAACGAATCGCGAATGT
-CGGAGTCGCGATCATAAGTCTCGACTAAAGAGTGATGTGATGACAACGAATCGCGAATGT
-CGGAGTCGCGATCATAAGTCTCGACTAAAGAGTGATGTGATGACAACGAATCGCGAATGT
-CGGAGTCGCGATCATAAGTCTCGACTAAAGAGTGATGTGATGACAACGAATCGCGAATGT
-TTTTGAACGTGCTAAACTAAGCATGGGCTACGGTGTCGGTAGACAACGTAGCCTCGGCTA
-TTTTGAACGTGCTAAACTAAGCATGGGCTACGGTGTCGGTAGACAACGTAGCCTCGGCTA
-TTTTGAACGTGCTAAACTAAGCATGGGCTACGGTGTCGGTAGACAACGTAGCCTCGGCTA
-TTTTGAACGTGCTAAACTAAGCATGGGCTACGGTGTCGGTAGACAACGTAGCCTCGGCTA
-TTTTGAACGTGCTAAACTAAGCATGGGCTACGGTGTCGGTAGACAACGTAGCCTCGGCTA
-TTTTGAACGTGCTAAACTAAGCATGGGCTACGGTGTCGGTAGACAACGTAGCCTCGGCTA
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCGAATGACCGGAGTGGCAACTCTTTGGTCACCCCCTGCGCACAACTGTCATATTAATT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-CTCACTATAGTACAACTCCGGGTGATTCGTAACGCGAAGTACACAACTCACGGCACTTTT
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-TGCTAGTACGGCTTTACGTCCACACATTGTATGTTGTCTGTTACAACCATCGTTTAAAGA
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-CTGGATGTCATTAGATGCACTGGGATGAGAGATTGCGAGCGGACAACGCACATAACTTTT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-GACACCCCGCCTCATAGACCCGGGGTGCAAGTAGTACAGCCAACAACTCAATCGTCTGGT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-TCCTGGCTACAGAGTCGCGTGATTTTGCGTTCCATATGCCGCACAACCATAAGCCCCCTT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-CAGTCGTACCTAGCCTACCGTTAATAATATCATGACAAGTAGACAACCGGATCGGCTATT
-AAAGGACTAACCCAAATTTCGTCGCCTGCGCTAAAGGCGCAAACAACGAGCGGCGCATAC
-AAAGGACTAACCCAAATTTCGTCGCCTGCGCTAAAGGCGCAAACAACGAGCGGCGCATAC
-AAAGGACTAACCCAAATTTCGTCGCCTGCGCTAAAGGCGCAAACAACGAGCGGCGCATAC
-AAAGGACTAACCCAAATTTCGTCGCCTGCGCTAAAGGCGCAAACAACGAGCGGCGCATAC
-TGCCATGTTAAGCGTACACAGGTGTGAAGATATGCACCTCGCACAACCTTACGTATAGCT
-TGCCATGTTAAGCGTACACAGGTGTGAAGATATGCACCTCGCACAACCTTACGTATAGCT
-TGCCATGTTAAGCGTACACAGGTGTGAAGATATGCACCTCGCACAACCTTACGTATAGCT
-TGCCATGTTAAGCGTACACAGGTGTGAAGATATGCACCTCGCACAACCTTACGTATAGCT
-TGCCATGTTAAGCGTACACAGGTGTGAAGATATGCACCTCGCACAACCTTACGTATAGCT
-TGCCATGTTAAGCGTACACAGGTGTGAAGATATGCACCTCGCACAACCTTACGTATAGCT
-TGCCATGTTAAGCGTACACAGGTGTGAAGATATGCACCTCGCACAACCTTACGTATAGCT
-TGCCATGTTAAGCGTACACAGGTGTGAAGATATGCACCTCGCACAACCTTACGTATAGCT
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGTTGTATGGAGATGGCGCTCAATCGTGACCATTTCCGATAGACAACCTAATTGTGTGAA
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-AGCTCTCTGGACATTTAAGTGCAATCTGTAGAGATGTGGTTAACAACATATCAGTCCGCC
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-CAAGTCTCTGTAAGACTTGTCTTTTACTGGACGCGCTTCTCAACAACGTTGCATCAGAAT
-TAGCTTCGGCGCGTGCCCTAACTGATTTCTCGGGGCCTGTTGACAACTGACAGCCACGGG
-TAGCTTCGGCGCGTGCCCTAACTGATTTCTCGGGGCCTGTTGACAACTGACAGCCACGGG
-TAGCTTCGGCGCGTGCCCTAACTGATTTCTCGGGGCCTGTTGACAACTGACAGCCACGGG
-TAGCTTCGGCGCGTGCCCTAACTGATTTCTCGGGGCCTGTTGACAACTGACAGCCACGGG
-TAGCTTCGGCGCGTGCCCTAACTGATTTCTCGGGGCCTGTTGACAACTGACAGCCACGGG
-TAGCTTCGGCGCGTGCCCTAACTGATTTCTCGGGGCCTGTTGACAACTGACAGCCACGGG
-TAGCTTCGGCGCGTGCCCTAACTGATTTCTCGGGGCCTGTTGACAACTGACAGCCACGGG
-TAGCTTCGGCGCGTGCCCTAACTGATTTCTCGGGGCCTGTTGACAACTGACAGCCACGGG
-GTTAGCCAGTAGAAGTTCCCATAATGGGTATCTTCTTTCCTTACAACGAGTGTCAATATG
-GTTAGCCAGTAGAAGTTCCCATAATGGGTATCTTCTTTCCTTACAACGAGTGTCAATATG
-GTTAGCCAGTAGAAGTTCCCATAATGGGTATCTTCTTTCCTTACAACGAGTGTCAATATG
-GTTAGCCAGTAGAAGTTCCCATAATGGGTATCTTCTTTCCTTACAACGAGTGTCAATATG
-GTTAGCCAGTAGAAGTTCCCATAATGGGTATCTTCTTTCCTTACAACGAGTGTCAATATG
-GTTAGCCAGTAGAAGTTCCCATAATGGGTATCTTCTTTCCTTACAACGAGTGTCAATATG
-GTTAGCCAGTAGAAGTTCCCATAATGGGTATCTTCTTTCCTTACAACGAGTGTCAATATG
-GTTAGCCAGTAGAAGTTCCCATAATGGGTATCTTCTTTCCTTACAACGAGTGTCAATATG
-GTCAGTCTCACGTGCACGGGGCTGCCGCCAAGCCCTAGACCTACAACAGGGAACGTATAG
-GTCAGTCTCACGTGCACGGGGCTGCCGCCAAGCCCTAGACCTACAACAGGGAACGTATAG
-GTCAGTCTCACGTGCACGGGGCTGCCGCCAAGCCCTAGACCTACAACAGGGAACGTATAG
-GTCAGTCTCACGTGCACGGGGCTGCCGCCAAGCCCTAGACCTACAACAGGGAACGTATAG
-GTCAGTCTCACGTGCACGGGGCTGCCGCCAAGCCCTAGACCTACAACAGGGAACGTATAG
-GTCAGTCTCACGTGCACGGGGCTGCCGCCAAGCCCTAGACCTACAACAGGGAACGTATAG
-GAAACCACGATACCAGTCCGTTTCCGACGCCGGCGGTTCGTTACAACAGCGAGGGTAGAT
-GAAACCACGATACCAGTCCGTTTCCGACGCCGGCGGTTCGTTACAACAGCGAGGGTAGAT
-GAAACCACGATACCAGTCCGTTTCCGACGCCGGCGGTTCGTTACAACAGCGAGGGTAGAT
-GAAACCACGATACCAGTCCGTTTCCGACGCCGGCGGTTCGTTACAACAGCGAGGGTAGAT
-GAAACCACGATACCAGTCCGTTTCCGACGCCGGCGGTTCGTTACAACAGCGAGGGTAGAT
-GAAACCACGATACCAGTCCGTTTCCGACGCCGGCGGTTCGTTACAACAGCGAGGGTAGAT
-GAAACCACGATACCAGTCCGTTTCCGACGCCGGCGGTTCGTTACAACAGCGAGGGTAGAT
-GAAACCACGATACCAGTCCGTTTCCGACGCCGGCGGTTCGTTACAACAGCGAGGGTAGAT
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-AAAATATGACAATATAGGATAGCTCATATCGTCGGGGGGGCAACAACATCGTGAGTCAAG
-CTCCAGCTCTCCTTGGAGAGGCTAGACTACAGGGCGTTGTCCACAACGGTAAGAGAGCTG
-CTCCAGCTCTCCTTGGAGAGGCTAGACTACAGGGCGTTGTCCACAACGGTAAGAGAGCTG
-CTCCAGCTCTCCTTGGAGAGGCTAGACTACAGGGCGTTGTCCACAACGGTAAGAGAGCTG
-CTCCAGCTCTCCTTGGAGAGGCTAGACTACAGGGCGTTGTCCACAACGGTAAGAGAGCTG
-CTCCAGCTCTCCTTGGAGAGGCTAGACTACAGGGCGTTGTCCACAACGGTAAGAGAGCTG
-CAAATTGGTAGGGAAGCTTTTGGATTACCGAAATGAAATCCAACAACCTACCAACGTCAA
-CAAATTGGTAGGGAAGCTTTTGGATTACCGAAATGAAATCCAACAACCTACCAACGTCAA
-CAAATTGGTAGGGAAGCTTTTGGATTACCGAAATGAAATCCAACAACCTACCAACGTCAA
-CAAATTGGTAGGGAAGCTTTTGGATTACCGAAATGAAATCCAACAACCTACCAACGTCAA
-CCCTGCTGGAGCCCCCTCAAACTACGGCGAGGAAAGGAAATGACAACCCCCCTTCAGCCA
-CCCTGCTGGAGCCCCCTCAAACTACGGCGAGGAAAGGAAATGACAACCCCCCTTCAGCCA
-CCCTGCTGGAGCCCCCTCAAACTACGGCGAGGAAAGGAAATGACAACCCCCCTTCAGCCA
-CCCTGCTGGAGCCCCCTCAAACTACGGCGAGGAAAGGAAATGACAACCCCCCTTCAGCCA
-CCCTGCTGGAGCCCCCTCAAACTACGGCGAGGAAAGGAAATGACAACCCCCCTTCAGCCA
-CCCTGCTGGAGCCCCCTCAAACTACGGCGAGGAAAGGAAATGACAACCCCCCTTCAGCCA
-AGGTTTCAAAAACCCCGCTACGCGTTTCGAAGGTTACGTCTAACAACCCTTAGATGCACT
-AGGTTTCAAAAACCCCGCTACGCGTTTCGAAGGTTACGTCTAACAACCCTTAGATGCACT
-AGGTTTCAAAAACCCCGCTACGCGTTTCGAAGGTTACGTCTAACAACCCTTAGATGCACT
-AGGTTTCAAAAACCCCGCTACGCGTTTCGAAGGTTACGTCTAACAACCCTTAGATGCACT
-AGGTTTCAAAAACCCCGCTACGCGTTTCGAAGGTTACGTCTAACAACCCTTAGATGCACT
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-AGTCACCGTCATCGACCTCGACAACACCTGACCTAACAAATGACAACACATTTTCTTAAG
-GGTTGCAGCAAGTCAAGGCGACATATCTAGTAAACCAAGGCAACAACGAATTTGTTGAAC
-GGTTGCAGCAAGTCAAGGCGACATATCTAGTAAACCAAGGCAACAACGAATTTGTTGAAC
-GGTTGCAGCAAGTCAAGGCGACATATCTAGTAAACCAAGGCAACAACGAATTTGTTGAAC
-GGTTGCAGCAAGTCAAGGCGACATATCTAGTAAACCAAGGCAACAACGAATTTGTTGAAC
-GGTTGCAGCAAGTCAAGGCGACATATCTAGTAAACCAAGGCAACAACGAATTTGTTGAAC
-GGTTGCAGCAAGTCAAGGCGACATATCTAGTAAACCAAGGCAACAACGAATTTGTTGAAC
-GGTTGCAGCAAGTCAAGGCGACATATCTAGTAAACCAAGGCAACAACGAATTTGTTGAAC
-TGGATGTGTCCAGGTTCACTCACCTTTAAACAAAGATTTGAAACAACGCCCACCCTAGGG
-TGGATGTGTCCAGGTTCACTCACCTTTAAACAAAGATTTGAAACAACGCCCACCCTAGGG
-TGGATGTGTCCAGGTTCACTCACCTTTAAACAAAGATTTGAAACAACGCCCACCCTAGGG
-TGGATGTGTCCAGGTTCACTCACCTTTAAACAAAGATTTGAAACAACGCCCACCCTAGGG
-TGGATGTGTCCAGGTTCACTCACCTTTAAACAAAGATTTGAAACAACGCCCACCCTAGGG
-TGGATGTGTCCAGGTTCACTCACCTTTAAACAAAGATTTGAAACAACGCCCACCCTAGGG
-TGGATGTGTCCAGGTTCACTCACCTTTAAACAAAGATTTGAAACAACGCCCACCCTAGGG
-AGGGTGTCCGGAGGTACGCTCTGAAAGGACGAAGTAGTGGCTACAACTGGTTCACGGCAC
-AGGGTGTCCGGAGGTACGCTCTGAAAGGACGAAGTAGTGGCTACAACTGGTTCACGGCAC
-AGGGTGTCCGGAGGTACGCTCTGAAAGGACGAAGTAGTGGCTACAACTGGTTCACGGCAC
-AGGGTGTCCGGAGGTACGCTCTGAAAGGACGAAGTAGTGGCTACAACTGGTTCACGGCAC
-CCCTCCGCCTTCCATGAGATTCCTCGTTTGACCGGATTGGCTACAACCGTACTGATTTTA
-CCCTCCGCCTTCCATGAGATTCCTCGTTTGACCGGATTGGCTACAACCGTACTGATTTTA
-CCCTCCGCCTTCCATGAGATTCCTCGTTTGACCGGATTGGCTACAACCGTACTGATTTTA
-CCCTCCGCCTTCCATGAGATTCCTCGTTTGACCGGATTGGCTACAACCGTACTGATTTTA
-CCCTCCGCCTTCCATGAGATTCCTCGTTTGACCGGATTGGCTACAACCGTACTGATTTTA
-CCCTCCGCCTTCCATGAGATTCCTCGTTTGACCGGATTGGCTACAACCGTACTGATTTTA
-CGGAGGATATCGCCCACAAGGGTTAATACCCCCACGTTCTTGACAACGTTCAATACATAA
-CGGAGGATATCGCCCACAAGGGTTAATACCCCCACGTTCTTGACAACGTTCAATACATAA
-CGGAGGATATCGCCCACAAGGGTTAATACCCCCACGTTCTTGACAACGTTCAATACATAA
-CGGAGGATATCGCCCACAAGGGTTAATACCCCCACGTTCTTGACAACGTTCAATACATAA
-CGGAGGATATCGCCCACAAGGGTTAATACCCCCACGTTCTTGACAACGTTCAATACATAA
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-CCGCAAGATTAAATGATTCTCCAACAGATTAAATTTGAATTGACAACTATGATGATTGGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTTGCACTAAGGCAAAAAAGATGTCTGCGAACGGACTTACGGACAACCTCTTGCGTTCGC
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GTATTCCGCTGATGTACCGGTCATTTCAAGGGGGTTTGGGCAACAACAGCTGCTTACGAT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GAAAATGCTCGGTCAAGTAAACGTACCCCCTGATCCATAGGTACAACTGCGACGCCATCT
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-GCTGCGTAAGGGGTATGCGATGATTGCGAACTCATCTCTATCACAACCCTGTGTTGTGAG
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-TATTGAAGCCAGCCTGCTCCGCCGTAGGAAGCGCCCCGAGCCACAACTGGACTCCCGCTA
-CAATCAACTAGAGAATAACTAGACCCTTATCTTTTATGAGAAACAACCAGGACGAGGCTG
-CAATCAACTAGAGAATAACTAGACCCTTATCTTTTATGAGAAACAACCAGGACGAGGCTG
-CAATCAACTAGAGAATAACTAGACCCTTATCTTTTATGAGAAACAACCAGGACGAGGCTG
-CAATCAACTAGAGAATAACTAGACCCTTATCTTTTATGAGAAACAACCAGGACGAGGCTG
-CAATCAACTAGAGAATAACTAGACCCTTATCTTTTATGAGAAACAACCAGGACGAGGCTG
-CAATCAACTAGAGAATAACTAGACCCTTATCTTTTATGAGAAACAACCAGGACGAGGCTG
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-TCACTCACCACAGAAGGTGCGACGGCGCGGGGCGGCTCCTGAACAACCTTTATCTTATTC
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-ATGCTTATCGAACTGCAGACTCGGATGCGGGTGTGAATGCACACAACCTCTACACACCAT
-AGTAGTAACTAATCAGAAGGTGACTTACGTGCTGCAAAACCGACAACTGACCAAATGGAC
-AGTAGTAACTAATCAGAAGGTGACTTACGTGCTGCAAAACCGACAACTGACCAAATGGAC
-AGTAGTAACTAATCAGAAGGTGACTTACGTGCTGCAAAACCGACAACTGACCAAATGGAC
-AGTAGTAACTAATCAGAAGGTGACTTACGTGCTGCAAAACCGACAACTGACCAAATGGAC
-AGTAGTAACTAATCAGAAGGTGACTTACGTGCTGCAAAACCGACAACTGACCAAATGGAC
-AGTAGTAACTAATCAGAAGGTGACTTACGTGCTGCAAAACCGACAACTGACCAAATGGAC
-AGTAGTAACTAATCAGAAGGTGACTTACGTGCTGCAAAACCGACAACTGACCAAATGGAC
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-TAGAAACTTCGGTTCTCTTAGCAGAGGATCTAGGGATTCCGAACAACAAATGTCGATGGA
-GTAGCACGGATTTATTGACGCGTGAGGGTTTTGCAACCGTTGACAACGGTGAATGGAACC
-GTAGCACGGATTTATTGACGCGTGAGGGTTTTGCAACCGTTGACAACGGTGAATGGAACC
-GTAGCACGGATTTATTGACGCGTGAGGGTTTTGCAACCGTTGACAACGGTGAATGGAACC
-GTAGCACGGATTTATTGACGCGTGAGGGTTTTGCAACCGTTGACAACGGTGAATGGAACC
-GTAGCACGGATTTATTGACGCGTGAGGGTTTTGCAACCGTTGACAACGGTGAATGGAACC
-GAATTTGTTACACCCTAGACCTAAACTGTTGACTAACTATACACAACCACGGGTCAAATG
-GAATTTGTTACACCCTAGACCTAAACTGTTGACTAACTATACACAACCACGGGTCAAATG
-GAATTTGTTACACCCTAGACCTAAACTGTTGACTAACTATACACAACCACGGGTCAAATG
-GAATTTGTTACACCCTAGACCTAAACTGTTGACTAACTATACACAACCACGGGTCAAATG
-GAATTTGTTACACCCTAGACCTAAACTGTTGACTAACTATACACAACCACGGGTCAAATG
-GAATTTGTTACACCCTAGACCTAAACTGTTGACTAACTATACACAACCACGGGTCAAATG
-GAATTTGTTACACCCTAGACCTAAACTGTTGACTAACTATACACAACCACGGGTCAAATG
-GAATTTGTTACACCCTAGACCTAAACTGTTGACTAACTATACACAACCACGGGTCAAATG
-TGATGCACGCGTCAACCGCGATTCCCGGGGCCGATTCCGCCCACAACCGGGCATACAGCC
-TGATGCACGCGTCAACCGCGATTCCCGGGGCCGATTCCGCCCACAACCGGGCATACAGCC
-TGATGCACGCGTCAACCGCGATTCCCGGGGCCGATTCCGCCCACAACCGGGCATACAGCC
-TGATGCACGCGTCAACCGCGATTCCCGGGGCCGATTCCGCCCACAACCGGGCATACAGCC
-TGATGCACGCGTCAACCGCGATTCCCGGGGCCGATTCCGCCCACAACCGGGCATACAGCC
-TGATGCACGCGTCAACCGCGATTCCCGGGGCCGATTCCGCCCACAACCGGGCATACAGCC
-TGATGCACGCGTCAACCGCGATTCCCGGGGCCGATTCCGCCCACAACCGGGCATACAGCC
-TGATGCACGCGTCAACCGCGATTCCCGGGGCCGATTCCGCCCACAACCGGGCATACAGCC
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-AGAAGGAGAGCTCATCGGGGTTGGTTCTGGGTCGAGCCTTCAACAACGATCACATAGGCT
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-ATCAATCCCAATAGATACAAAACCTTACAGACTCAAAGGAGTACAACCTTAACATATCCG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-AAGCGGTGGCAAGCGGGCGGTCATGGCTCGAGTGCCAGACGTACAACAGTTCTTATCCGG
-CGCAAACCGTGGGGACGGCATGCTTGTCCGTGAATCTATAGCACAACTAGTATACGGATT
-CGCAAACCGTGGGGACGGCATGCTTGTCCGTGAATCTATAGCACAACTAGTATACGGATT
-CGCAAACCGTGGGGACGGCATGCTTGTCCGTGAATCTATAGCACAACTAGTATACGGATT
-CGCAAACCGTGGGGACGGCATGCTTGTCCGTGAATCTATAGCACAACTAGTATACGGATT
-CGCAAACCGTGGGGACGGCATGCTTGTCCGTGAATCTATAGCACAACTAGTATACGGATT
-CGCAAACCGTGGGGACGGCATGCTTGTCCGTGAATCTATAGCACAACTAGTATACGGATT
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-GTTCGGGTTCAGCAGCAACACTAGTCATAGATGCCACTTTTGACAACAGGGTACACCAGG
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ACAGTCAAAGGCTGCCTACAATCTGTATCCAGTCCTGTGACGACAACTCCAGGAAATCAT
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-ATCGCTTCCTGCCGACAACGACGTTCCCGCCCGCGGAAAGAAACAACTATTCGGAGGTAC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-CGAAATGTTCGCTGCTGGCCACACCACAGTCAGTCACCACCTACAACAGTGTTGTACTCC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-GAAGATTTCACAAAATACCGAACGTCCGCCAGTCAGCGGCCCACAACTTTTTTTCACAAC
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-ATCAAAGTAGTGGCTCTAGGCTCGGAAGTAGGCTCGTCCTTAACAACAGCCAGAGGGTCG
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-TCTTATCCCAGGCCGGCACTGGTATAAACTGGATTGGTCCTTACAACTGATAATGCTATA
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-CGGTTAGACTCGAATACGATTTGCTGCGCCCGACGATCCCTCACAACCCTGACTCTTTAC
-GTCAGACGCCCTCGTGACCGAGGGACCTACGGGCAGAAAGATACAACAGTGAAACCTTCC
-GTCAGACGCCCTCGTGACCGAGGGACCTACGGGCAGAAAGATACAACAGTGAAACCTTCC
-GTCAGACGCCCTCGTGACCGAGGGACCTACGGGCAGAAAGATACAACAGTGAAACCTTCC
-GTCAGACGCCCTCGTGACCGAGGGACCTACGGGCAGAAAGATACAACAGTGAAACCTTCC
-GTCAGACGCCCTCGTGACCGAGGGACCTACGGGCAGAAAGATACAACAGTGAAACCTTCC
-GTCAGACGCCCTCGTGACCGAGGGACCTACGGGCAGAAAGATACAACAGTGAAACCTTCC
-GTCAGACGCCCTCGTGACCGAGGGACCTACGGGCAGAAAGATACAACAGTGAAACCTTCC
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-AGCTTAAGGGATGCACCTCTAGTGGTACATTCCTAATATACGACAACTCCTAGGCGTCCT
-CGAGGCCTGATTGCAAATGTCGGTGGTTTGGGGGCGGAGCCCACAACGTCACACCTACCA
-CGAGGCCTGATTGCAAATGTCGGTGGTTTGGGGGCGGAGCCCACAACGTCACACCTACCA
-CGAGGCCTGATTGCAAATGTCGGTGGTTTGGGGGCGGAGCCCACAACGTCACACCTACCA
-CGAGGCCTGATTGCAAATGTCGGTGGTTTGGGGGCGGAGCCCACAACGTCACACCTACCA
-CGAGGCCTGATTGCAAATGTCGGTGGTTTGGGGGCGGAGCCCACAACGTCACACCTACCA
-GAGTGAAAAGCATCGCCAGCGCCACATATTACGACCCGAGGGACAACAGGCACGCCGTGG
-GAGTGAAAAGCATCGCCAGCGCCACATATTACGACCCGAGGGACAACAGGCACGCCGTGG
-GAGTGAAAAGCATCGCCAGCGCCACATATTACGACCCGAGGGACAACAGGCACGCCGTGG
-GAGTGAAAAGCATCGCCAGCGCCACATATTACGACCCGAGGGACAACAGGCACGCCGTGG
-GAGTGAAAAGCATCGCCAGCGCCACATATTACGACCCGAGGGACAACAGGCACGCCGTGG
-TTGACACCCAAGCGTTATGTGAGACGTAAATCCTGGTTATATACAACCTTTGGCGACATG
-TTGACACCCAAGCGTTATGTGAGACGTAAATCCTGGTTATATACAACCTTTGGCGACATG
-TTGACACCCAAGCGTTATGTGAGACGTAAATCCTGGTTATATACAACCTTTGGCGACATG
-TTGACACCCAAGCGTTATGTGAGACGTAAATCCTGGTTATATACAACCTTTGGCGACATG
-TTGACACCCAAGCGTTATGTGAGACGTAAATCCTGGTTATATACAACCTTTGGCGACATG
-TTGACACCCAAGCGTTATGTGAGACGTAAATCCTGGTTATATACAACCTTTGGCGACATG
-ATCCTGCCACGAGCCGCAGCCGGATTTTGCCATGACGGCATGACAACGTCTAGACCAGGC
-ATCCTGCCACGAGCCGCAGCCGGATTTTGCCATGACGGCATGACAACGTCTAGACCAGGC
-ATCCTGCCACGAGCCGCAGCCGGATTTTGCCATGACGGCATGACAACGTCTAGACCAGGC
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-AATTCTTTCTACTCTGGGCGCCAGCTTATTAGTATAACGCCAACAACTACGCCCCCTGTA
-CGGTTGTCATTCAGTGTTAGTAAGGTGTTTTTTTAACCGTCTACAACGGTTATAGAGTTA
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-ACTTTTAACGGATCTATTGTCTGCGCGTGCCCAATCCTCCGCACAACCTCAGTAAATGCC
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-CGCATAGAGTACACTTCAGCAGGGGGACATATGGAACTTGCCACAACATTCGCCCCGCGG
-TCACGAGTGAGCAGGACGGTCAAGCCGTAACCTCCTTACGTTACAACGTAGCCCACTTAG
-TCACGAGTGAGCAGGACGGTCAAGCCGTAACCTCCTTACGTTACAACGTAGCCCACTTAG
-TCACGAGTGAGCAGGACGGTCAAGCCGTAACCTCCTTACGTTACAACGTAGCCCACTTAG
-TCACGAGTGAGCAGGACGGTCAAGCCGTAACCTCCTTACGTTACAACGTAGCCCACTTAG
-TCACGAGTGAGCAGGACGGTCAAGCCGTAACCTCCTTACGTTACAACGTAGCCCACTTAG
-TCACGAGTGAGCAGGACGGTCAAGCCGTAACCTCCTTACGTTACAACGTAGCCCACTTAG
-CAAGTGCGACAATTTTTGTTGCGGCACCATGGAAACAGGTTAACAACACCGGCAGCTCGT
-CAAGTGCGACAATTTTTGTTGCGGCACCATGGAAACAGGTTAACAACACCGGCAGCTCGT
-CAAGTGCGACAATTTTTGTTGCGGCACCATGGAAACAGGTTAACAACACCGGCAGCTCGT
-CAAGTGCGACAATTTTTGTTGCGGCACCATGGAAACAGGTTAACAACACCGGCAGCTCGT
-CAAGTGCGACAATTTTTGTTGCGGCACCATGGAAACAGGTTAACAACACCGGCAGCTCGT
-CAAGTGCGACAATTTTTGTTGCGGCACCATGGAAACAGGTTAACAACACCGGCAGCTCGT
-CAAGTGCGACAATTTTTGTTGCGGCACCATGGAAACAGGTTAACAACACCGGCAGCTCGT
-CAAGTGCGACAATTTTTGTTGCGGCACCATGGAAACAGGTTAACAACACCGGCAGCTCGT
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-AAGCTGATTGTGCCAGCAAAAGTGTCCCATGCGTCGCTGTGCACAACTTGCCTCGGATTC
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GGGGCTCCCTGTACATCTGGAACTCGACAAGTCCTAGTCGCTACAACTAAAACCCTCCCT
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-GACGGTGTGACCGAGTGTATCTTTGTCGGGACATCTTAGCACACAACAAGTCACGACGCG
-TTTTACTGAGCTGAGACGATGCTATGCATCCGATGTTAACGCACAACCAAGTACATCGCG
-TTTTACTGAGCTGAGACGATGCTATGCATCCGATGTTAACGCACAACCAAGTACATCGCG
-TTTTACTGAGCTGAGACGATGCTATGCATCCGATGTTAACGCACAACCAAGTACATCGCG
-TTTTACTGAGCTGAGACGATGCTATGCATCCGATGTTAACGCACAACCAAGTACATCGCG
-TTTTACTGAGCTGAGACGATGCTATGCATCCGATGTTAACGCACAACCAAGTACATCGCG
-TTTTACTGAGCTGAGACGATGCTATGCATCCGATGTTAACGCACAACCAAGTACATCGCG
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-TGTTGTGGCGGGTATAAAAGCTTTCATCCAGTTTGCTCGACGACAACAGCTCGATTCGCC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-ACACACGGTTTACTCGCGCAGCAAAGGCACAATGAATATTCTACAACTCAAATAACCCTC
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CCACCTTGGCCTTTTGATTACCTTGCACTCTCATCACCGACCACAACTCACTAGATACGG
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CTCATCAGTCTCCACGCGTTGGTTAGAATGGTTACTGACCTAACAACCTCAGTTAGCGAA
-CATTCCTTGACCCCTAGAAGCTGCACTTACGTTAAGAACGGCACAACTTGCTGGGCGGCT
-CATTCCTTGACCCCTAGAAGCTGCACTTACGTTAAGAACGGCACAACTTGCTGGGCGGCT
-CATTCCTTGACCCCTAGAAGCTGCACTTACGTTAAGAACGGCACAACTTGCTGGGCGGCT
-CATTCCTTGACCCCTAGAAGCTGCACTTACGTTAAGAACGGCACAACTTGCTGGGCGGCT
-CATTCCTTGACCCCTAGAAGCTGCACTTACGTTAAGAACGGCACAACTTGCTGGGCGGCT
-CATTCCTTGACCCCTAGAAGCTGCACTTACGTTAAGAACGGCACAACTTGCTGGGCGGCT
-AGCGTGACTACCTTGCAACCAGCCTGGCAGAGAAACTCTTGGACAACGTCTTCTGCTTAT
-AGCGTGACTACCTTGCAACCAGCCTGGCAGAGAAACTCTTGGACAACGTCTTCTGCTTAT
-AGCGTGACTACCTTGCAACCAGCCTGGCAGAGAAACTCTTGGACAACGTCTTCTGCTTAT
-AGCGTGACTACCTTGCAACCAGCCTGGCAGAGAAACTCTTGGACAACGTCTTCTGCTTAT
-AGCGTGACTACCTTGCAACCAGCCTGGCAGAGAAACTCTTGGACAACGTCTTCTGCTTAT
-AGCGTGACTACCTTGCAACCAGCCTGGCAGAGAAACTCTTGGACAACGTCTTCTGCTTAT
-AGCGTGACTACCTTGCAACCAGCCTGGCAGAGAAACTCTTGGACAACGTCTTCTGCTTAT
-AGCGTGACTACCTTGCAACCAGCCTGGCAGAGAAACTCTTGGACAACGTCTTCTGCTTAT
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-CTCGCGCAACTAATCCGAGATTTCCGAGATTATTACTATGGTACAACATTAACACTCTGA
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-ACTAAGAGTCTGGCTCTGCCGCGGATTTATGAACCACAACGAACAACAGACACGTGATGG
-CTTAATGCTAGTGCATCAAGCTGGATAGCAGGGAGAGCGGTAACAACGGGAAAGACATTT
-CTTAATGCTAGTGCATCAAGCTGGATAGCAGGGAGAGCGGTAACAACGGGAAAGACATTT
-CAGATCGCGGTCGGGGAACGGATACATATCTCGAGGCACAGCACAACGGATGAGGTTCTG
-CAGATCGCGGTCGGGGAACGGATACATATCTCGAGGCACAGCACAACGGATGAGGTTCTG
-CAGATCGCGGTCGGGGAACGGATACATATCTCGAGGCACAGCACAACGGATGAGGTTCTG
-CAGATCGCGGTCGGGGAACGGATACATATCTCGAGGCACAGCACAACGGATGAGGTTCTG
-CGGCCGAATTGCGCTGAGAAGCGCCTTCTAAGTAGTCTCCGCACAACGTACTAGTGACCG
-CGGCCGAATTGCGCTGAGAAGCGCCTTCTAAGTAGTCTCCGCACAACGTACTAGTGACCG
-CGGCCGAATTGCGCTGAGAAGCGCCTTCTAAGTAGTCTCCGCACAACGTACTAGTGACCG
-CGGCCGAATTGCGCTGAGAAGCGCCTTCTAAGTAGTCTCCGCACAACGTACTAGTGACCG
-CGGCCGAATTGCGCTGAGAAGCGCCTTCTAAGTAGTCTCCGCACAACGTACTAGTGACCG
-CGGCCGAATTGCGCTGAGAAGCGCCTTCTAAGTAGTCTCCGCACAACGTACTAGTGACCG
-CACGTCGTGCAAAGCCCATCTCGCGAGCACTGAATTACCCCAACAACGGATGTTATAGCG
-CACGTCGTGCAAAGCCCATCTCGCGAGCACTGAATTACCCCAACAACGGATGTTATAGCG
-CACGTCGTGCAAAGCCCATCTCGCGAGCACTGAATTACCCCAACAACGGATGTTATAGCG
-CACGTCGTGCAAAGCCCATCTCGCGAGCACTGAATTACCCCAACAACGGATGTTATAGCG
-CACGTCGTGCAAAGCCCATCTCGCGAGCACTGAATTACCCCAACAACGGATGTTATAGCG
-CACGTCGTGCAAAGCCCATCTCGCGAGCACTGAATTACCCCAACAACGGATGTTATAGCG
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-ATGTCGGAATAAGGCTAGGTCACCGGCCGATCTTTAAGTCCCACAACATCTAGATCTTCT
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-AGGCGGGTACAGGCTAGTTATTGTGGTTATGGAAGCCATCGCACAACACGTATCTGCCCG
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TAGAGTCTCCCCTATTCGTGAGCTTCTTTTGGGGCAAACCGAACAACCGTACGTCACCAT
-TGCCCGTTCGGACCAAATAGATAGGGGCTTAATTAACGGTTTACAACCGTTACCGCCTGG
-TGCCCGTTCGGACCAAATAGATAGGGGCTTAATTAACGGTTTACAACCGTTACCGCCTGG
-TGCCCGTTCGGACCAAATAGATAGGGGCTTAATTAACGGTTTACAACCGTTACCGCCTGG
-TGCCCGTTCGGACCAAATAGATAGGGGCTTAATTAACGGTTTACAACCGTTACCGCCTGG
-TGCCCGTTCGGACCAAATAGATAGGGGCTTAATTAACGGTTTACAACCGTTACCGCCTGG
-TGCCCGTTCGGACCAAATAGATAGGGGCTTAATTAACGGTTTACAACCGTTACCGCCTGG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-GCCTCTTCATTATACCAAAGCGCGATTCGCTATCATGAGTCAACAACAGTATCCCTTTAG
-CACTTTAATTATTTCGTGTTTACTCGTTAGATTTGAAACTGGACAACCGAGGGTCTGACG
-CACTTTAATTATTTCGTGTTTACTCGTTAGATTTGAAACTGGACAACCGAGGGTCTGACG
-CACTTTAATTATTTCGTGTTTACTCGTTAGATTTGAAACTGGACAACCGAGGGTCTGACG
-CACTTTAATTATTTCGTGTTTACTCGTTAGATTTGAAACTGGACAACCGAGGGTCTGACG
-CACTTTAATTATTTCGTGTTTACTCGTTAGATTTGAAACTGGACAACCGAGGGTCTGACG
-CACTTTAATTATTTCGTGTTTACTCGTTAGATTTGAAACTGGACAACCGAGGGTCTGACG
-CACTTTAATTATTTCGTGTTTACTCGTTAGATTTGAAACTGGACAACCGAGGGTCTGACG
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-CAGGAGAATGGTTTGCGCGAGAAGTACGAGCATGAGACGCAAACAACCTTATCCGGGAGC
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-AGCGGGCACAGCAGCACCCGATGCTCTCCCCCGGCCGGACGAACAACACTCATATACCCT
-GGGTTTAGTCGCCCATTTTGGTATCGGCGGATTTCCCACATAACAACGTCAGTAACCCTC
-GGGTTTAGTCGCCCATTTTGGTATCGGCGGATTTCCCACATAACAACGTCAGTAACCCTC
-GGGTTTAGTCGCCCATTTTGGTATCGGCGGATTTCCCACATAACAACGTCAGTAACCCTC
-GGGTTTAGTCGCCCATTTTGGTATCGGCGGATTTCCCACATAACAACGTCAGTAACCCTC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-CCCCGGTTGTCGCGACAAAGAGTGGGAATAATCACATACTGGACAACCTATAGCGACCCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-AAGACAAACCAGTTGAAGAGACGAGGTCGCTTTCTTGATGCAACAACCATCTATTCGGCC
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-GCAGGTTTAATGATGATAGACGCGGTAGCGGAACCTAGCATCACAACCATGTCTTATAGG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AAGCAATACGCAATACATATCTTTGTAGCGATATCAAGACTAACAACTCTGTATTCACCG
-AATCTATCTACGTATAAGTTTACTTAGAGGAGTAAGACGAACACAACGTAGGCAAATACG
-AATCTATCTACGTATAAGTTTACTTAGAGGAGTAAGACGAACACAACGTAGGCAAATACG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-GCTGACGGCTCTCTAACGCCCGCATCCGCTTTAATGAGACAAACAACCCCCATTTTGGTG
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-TTATGTGCTATTCCATGGGGATCTCCAGCATCACGGTAAAGGACAACGCTCGCACAGCAT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-CCAATGTGCGTAGCCTACTACATGACTAGCTTAGGCTTTGAAACAACAGGGCCCCCAAGT
-TAAAGTGGTACAGGAGTCTAACGAGCGATAACGTGAGTCTCCACAACAGGTCGATTATGG
-TAAAGTGGTACAGGAGTCTAACGAGCGATAACGTGAGTCTCCACAACAGGTCGATTATGG
-TAAAGTGGTACAGGAGTCTAACGAGCGATAACGTGAGTCTCCACAACAGGTCGATTATGG
-TAAAGTGGTACAGGAGTCTAACGAGCGATAACGTGAGTCTCCACAACAGGTCGATTATGG
-TAAAGTGGTACAGGAGTCTAACGAGCGATAACGTGAGTCTCCACAACAGGTCGATTATGG
-TAAAGTGGTACAGGAGTCTAACGAGCGATAACGTGAGTCTCCACAACAGGTCGATTATGG
-TAAAGTGGTACAGGAGTCTAACGAGCGATAACGTGAGTCTCCACAACAGGTCGATTATGG
-GTATTGAGGTAGATAGATGCCCACTATGCACTGCAATGAAGTACAACTAGTGGATAGAGC
-GTATTGAGGTAGATAGATGCCCACTATGCACTGCAATGAAGTACAACTAGTGGATAGAGC
-GTATTGAGGTAGATAGATGCCCACTATGCACTGCAATGAAGTACAACTAGTGGATAGAGC
-GTATTGAGGTAGATAGATGCCCACTATGCACTGCAATGAAGTACAACTAGTGGATAGAGC
-GGAACGGGTTGCTCAGTCTACCGGTTTACGAGTTAGCACACAACAACGGAACGAACAGCC
-GGAACGGGTTGCTCAGTCTACCGGTTTACGAGTTAGCACACAACAACGGAACGAACAGCC
-GGAACGGGTTGCTCAGTCTACCGGTTTACGAGTTAGCACACAACAACGGAACGAACAGCC
-GGAACGGGTTGCTCAGTCTACCGGTTTACGAGTTAGCACACAACAACGGAACGAACAGCC
-GGAACGGGTTGCTCAGTCTACCGGTTTACGAGTTAGCACACAACAACGGAACGAACAGCC
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-TCCCGACGCGCGAGGTTTATCAATTCCTACCCGAAGTGTTTAACAACTCTCGAACTTCTT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-GGACACAGTCCGACTCCGCGACTTACACTGACTGAGTCTTTAACAACAATATGTCAGGAT
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CCATCGGCAGATACATTGTTTACCATACCTATCGTCCAATGTACAACAGGCTTCCCTTCG
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAATCGCTACTATTCAAACAGGAGCTGTCATGTGAATTCAGCACAACCTAAACGACACTC
-CAGGTTGCAAGTATTCAGTGGCTCGTATCTGACGGCCTATCAACAACGGGACTAAATGCG
-CAGGTTGCAAGTATTCAGTGGCTCGTATCTGACGGCCTATCAACAACGGGACTAAATGCG
-CAGGTTGCAAGTATTCAGTGGCTCGTATCTGACGGCCTATCAACAACGGGACTAAATGCG
-CAGGTTGCAAGTATTCAGTGGCTCGTATCTGACGGCCTATCAACAACGGGACTAAATGCG
-CAGGTTGCAAGTATTCAGTGGCTCGTATCTGACGGCCTATCAACAACGGGACTAAATGCG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-AGATGCGCGGGTTGTGCGAAAGAATTCCAAACTCGTATTCACACAACTTACCCCGCTGTG
-CGTGATGTTTAATGGGTACACTGATGACACGTGTCCGTGATAACAACGCGGCGGTAATGG
-CGTGATGTTTAATGGGTACACTGATGACACGTGTCCGTGATAACAACGCGGCGGTAATGG
-CGTGATGTTTAATGGGTACACTGATGACACGTGTCCGTGATAACAACGCGGCGGTAATGG
-CGTGATGTTTAATGGGTACACTGATGACACGTGTCCGTGATAACAACGCGGCGGTAATGG
-CTGGAGAGCCCAAGTTTGATTAGAAGTTGTCGTATGTTAATTACAACGCTGGTTGCGCAA
-CTGGAGAGCCCAAGTTTGATTAGAAGTTGTCGTATGTTAATTACAACGCTGGTTGCGCAA
-CTGGAGAGCCCAAGTTTGATTAGAAGTTGTCGTATGTTAATTACAACGCTGGTTGCGCAA
-CTGGAGAGCCCAAGTTTGATTAGAAGTTGTCGTATGTTAATTACAACGCTGGTTGCGCAA
-CTGGAGAGCCCAAGTTTGATTAGAAGTTGTCGTATGTTAATTACAACGCTGGTTGCGCAA
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGACTATTTGGATTGTCGCTGGGATGCACGGCTTGATCAATAACAACATCGAGTGCGATG
-TGCTCCCGATGTTATCAGTGGCGAATTTAAGATCATCGGCCGACAACTGATCGTCCGAAG
-TGCTCCCGATGTTATCAGTGGCGAATTTAAGATCATCGGCCGACAACTGATCGTCCGAAG
-TGCTCCCGATGTTATCAGTGGCGAATTTAAGATCATCGGCCGACAACTGATCGTCCGAAG
-TGCTCCCGATGTTATCAGTGGCGAATTTAAGATCATCGGCCGACAACTGATCGTCCGAAG
-TGCTCCCGATGTTATCAGTGGCGAATTTAAGATCATCGGCCGACAACTGATCGTCCGAAG
-TGCTCCCGATGTTATCAGTGGCGAATTTAAGATCATCGGCCGACAACTGATCGTCCGAAG
-CTACTGGACGTGACACTTTCCCTAACGAGTCAACCAAAGGACACAACTCGAGGTAGCGTA
-CTACTGGACGTGACACTTTCCCTAACGAGTCAACCAAAGGACACAACTCGAGGTAGCGTA
-CTACTGGACGTGACACTTTCCCTAACGAGTCAACCAAAGGACACAACTCGAGGTAGCGTA
-CTACTGGACGTGACACTTTCCCTAACGAGTCAACCAAAGGACACAACTCGAGGTAGCGTA
-CTACTGGACGTGACACTTTCCCTAACGAGTCAACCAAAGGACACAACTCGAGGTAGCGTA
-CTACTGGACGTGACACTTTCCCTAACGAGTCAACCAAAGGACACAACTCGAGGTAGCGTA
-CTACTGGACGTGACACTTTCCCTAACGAGTCAACCAAAGGACACAACTCGAGGTAGCGTA
-CTACTGGACGTGACACTTTCCCTAACGAGTCAACCAAAGGACACAACTCGAGGTAGCGTA
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GACAACGCCAGTCCAGTCGCCGAAGACTCGTACTGCACCCTTACAACCGGCACAAACCGG
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-GCGCACATGCTTGAGGGCTAGGTTGGATCTGTAAACGCTGCCACAACTATATATATTTAT
-CGCACCATACCCCAGCACCAGGTGAAATTTCCTTGAGATTCAACAACTGTGGACAACTAA
-CGCACCATACCCCAGCACCAGGTGAAATTTCCTTGAGATTCAACAACTGTGGACAACTAA
-CGCACCATACCCCAGCACCAGGTGAAATTTCCTTGAGATTCAACAACTGTGGACAACTAA
-CGCACCATACCCCAGCACCAGGTGAAATTTCCTTGAGATTCAACAACTGTGGACAACTAA
-CGCACCATACCCCAGCACCAGGTGAAATTTCCTTGAGATTCAACAACTGTGGACAACTAA
-CGCACCATACCCCAGCACCAGGTGAAATTTCCTTGAGATTCAACAACTGTGGACAACTAA
-CGCACCATACCCCAGCACCAGGTGAAATTTCCTTGAGATTCAACAACTGTGGACAACTAA
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-AGTACCCGAAATCACCTTGTTTCTACGATGAAGGCTTACAGAACAACCCCTTCACTTGGG
-TGGAGGCGACAGCCTGCACTTACTGACTGTTCATAATGGCGAACAACTGCCCACCAAAGG
-TGGAGGCGACAGCCTGCACTTACTGACTGTTCATAATGGCGAACAACTGCCCACCAAAGG
-TGGAGGCGACAGCCTGCACTTACTGACTGTTCATAATGGCGAACAACTGCCCACCAAAGG
-TGGAGGCGACAGCCTGCACTTACTGACTGTTCATAATGGCGAACAACTGCCCACCAAAGG
-TGGAGGCGACAGCCTGCACTTACTGACTGTTCATAATGGCGAACAACTGCCCACCAAAGG
-TGGAGGCGACAGCCTGCACTTACTGACTGTTCATAATGGCGAACAACTGCCCACCAAAGG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AGACCCTATGTCGGGCACTGGCCAAGGCTGCCCTTGCTGGGTACAACCGGGTAATACTCG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AATCGCCATACAGTAGACCTTCCTTCATAACACAAGTCAAAAACAACACATAGGAGATGG
-AGAGTTGCAAACACAACTATTCCCGCGAAGAGTGCGAGGGTGACAACGGGGCCTGTCGCA
-AGAGTTGCAAACACAACTATTCCCGCGAAGAGTGCGAGGGTGACAACGGGGCCTGTCGCA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-TATAAGCTTCTCTTGGACATCGACGGCGTAAGGCCCGAGCCGACAACAATGTCAGGATTA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-CTTAGCAAACAGGTCTTCGCACTCTTATCGGCGCCTCTATGTACAACACTTTCTCCCATA
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-TACGGCCACACTCTTATCGGTCTCAATCTAGAGACGCGGAGAACAACACCGAATGCCTAT
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CGACGTAGCAGCGGGCTACGTGCTGAATTCTAAATGACCTCAACAACTGTTGTAGCTTTA
-CCTGGTCAAACTGTCCCAGGAATGGAGCCACGGTTGAACTGAACAACGTCCGTTGATGCA
-CCTGGTCAAACTGTCCCAGGAATGGAGCCACGGTTGAACTGAACAACGTCCGTTGATGCA
-GAGACGTACGCCCAAATCACATAGCTTCGGGGGGATCCGTTGACAACCATAGCTAGACTC
-GAGACGTACGCCCAAATCACATAGCTTCGGGGGGATCCGTTGACAACCATAGCTAGACTC
-GAGACGTACGCCCAAATCACATAGCTTCGGGGGGATCCGTTGACAACCATAGCTAGACTC
-GAGACGTACGCCCAAATCACATAGCTTCGGGGGGATCCGTTGACAACCATAGCTAGACTC
-GAGACGTACGCCCAAATCACATAGCTTCGGGGGGATCCGTTGACAACCATAGCTAGACTC
-GAGACGTACGCCCAAATCACATAGCTTCGGGGGGATCCGTTGACAACCATAGCTAGACTC
-GAGACGTACGCCCAAATCACATAGCTTCGGGGGGATCCGTTGACAACCATAGCTAGACTC
-GAGACGTACGCCCAAATCACATAGCTTCGGGGGGATCCGTTGACAACCATAGCTAGACTC
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-GTAAGTTTCCGAGGTAAAAGCGTTTGAACGATGGCCAGAGGGACAACAGTCCTCGTGGCG
-TCCTGCGGCGTACATATGGTTTGTTCACACCAGCAGGATGATACAACCATCAAACTATCC
-TCCTGCGGCGTACATATGGTTTGTTCACACCAGCAGGATGATACAACCATCAAACTATCC
-TCCTGCGGCGTACATATGGTTTGTTCACACCAGCAGGATGATACAACCATCAAACTATCC
-TCCTGCGGCGTACATATGGTTTGTTCACACCAGCAGGATGATACAACCATCAAACTATCC
-TCCTGCGGCGTACATATGGTTTGTTCACACCAGCAGGATGATACAACCATCAAACTATCC
-TCCTGCGGCGTACATATGGTTTGTTCACACCAGCAGGATGATACAACCATCAAACTATCC
-TCCTGCGGCGTACATATGGTTTGTTCACACCAGCAGGATGATACAACCATCAAACTATCC
-TCCTGCGGCGTACATATGGTTTGTTCACACCAGCAGGATGATACAACCATCAAACTATCC
-GATCTGAGGATAAAAAGCTCTAAAAATCTCACACGCAAGGTGACAACTATGGTAGGTGAA
-GATCTGAGGATAAAAAGCTCTAAAAATCTCACACGCAAGGTGACAACTATGGTAGGTGAA
-GATCTGAGGATAAAAAGCTCTAAAAATCTCACACGCAAGGTGACAACTATGGTAGGTGAA
-GATCTGAGGATAAAAAGCTCTAAAAATCTCACACGCAAGGTGACAACTATGGTAGGTGAA
-GATCTGAGGATAAAAAGCTCTAAAAATCTCACACGCAAGGTGACAACTATGGTAGGTGAA
-GATCTGAGGATAAAAAGCTCTAAAAATCTCACACGCAAGGTGACAACTATGGTAGGTGAA
-CAGAGAAGCGGAATGAAGTTCGGGGATCGCGGTGACGGAAAGACAACCCGCCTCCCAGGT
-CAGAGAAGCGGAATGAAGTTCGGGGATCGCGGTGACGGAAAGACAACCCGCCTCCCAGGT
-CAGAGAAGCGGAATGAAGTTCGGGGATCGCGGTGACGGAAAGACAACCCGCCTCCCAGGT
-CAGAGAAGCGGAATGAAGTTCGGGGATCGCGGTGACGGAAAGACAACCCGCCTCCCAGGT
-CAGAGAAGCGGAATGAAGTTCGGGGATCGCGGTGACGGAAAGACAACCCGCCTCCCAGGT
-CAGAGAAGCGGAATGAAGTTCGGGGATCGCGGTGACGGAAAGACAACCCGCCTCCCAGGT
-CAGAGAAGCGGAATGAAGTTCGGGGATCGCGGTGACGGAAAGACAACCCGCCTCCCAGGT
-CATCCTGCAGACGGGCGGGCCTTAATTCACGGCACGATACTGACAACTAGTTACTGGAGA
-CATCCTGCAGACGGGCGGGCCTTAATTCACGGCACGATACTGACAACTAGTTACTGGAGA
-CATCCTGCAGACGGGCGGGCCTTAATTCACGGCACGATACTGACAACTAGTTACTGGAGA
-CATCCTGCAGACGGGCGGGCCTTAATTCACGGCACGATACTGACAACTAGTTACTGGAGA
-CATCCTGCAGACGGGCGGGCCTTAATTCACGGCACGATACTGACAACTAGTTACTGGAGA
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-TAGGTTTTAGGGAGTAATCATCAGGGGACAGGAATTGGTCTGACAACACAGCGAGACCCC
-AATGCGCTGTGAACTCTAACACGCTCCTCTCAAGCGACTCCTACAACGTGTGAGGGTCAC
-AATGCGCTGTGAACTCTAACACGCTCCTCTCAAGCGACTCCTACAACGTGTGAGGGTCAC
-AATGCGCTGTGAACTCTAACACGCTCCTCTCAAGCGACTCCTACAACGTGTGAGGGTCAC
-AATGCGCTGTGAACTCTAACACGCTCCTCTCAAGCGACTCCTACAACGTGTGAGGGTCAC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-ACCGTAGGGGAGCGGGTTGGTAACCCCAATCTCCGTTGATCTACAACGCTATCTGTCGCC
-CCGGTAGTTGACAGCTCTGACCCAGCAGCAAAATACTTAGAGACAACAAGCGTGCATGCA
-CCGGTAGTTGACAGCTCTGACCCAGCAGCAAAATACTTAGAGACAACAAGCGTGCATGCA
-CCGGTAGTTGACAGCTCTGACCCAGCAGCAAAATACTTAGAGACAACAAGCGTGCATGCA
-CCGGTAGTTGACAGCTCTGACCCAGCAGCAAAATACTTAGAGACAACAAGCGTGCATGCA
-CCGGTAGTTGACAGCTCTGACCCAGCAGCAAAATACTTAGAGACAACAAGCGTGCATGCA
-CCGGTAGTTGACAGCTCTGACCCAGCAGCAAAATACTTAGAGACAACAAGCGTGCATGCA
-CCGGTAGTTGACAGCTCTGACCCAGCAGCAAAATACTTAGAGACAACAAGCGTGCATGCA
-CCGGTAGTTGACAGCTCTGACCCAGCAGCAAAATACTTAGAGACAACAAGCGTGCATGCA
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-GCTCGGTCGTAGCCAAATGTGTTATGTTCAATCTAATTGCGAACAACATTAGCAGCTCCT
-TTTAATCGCACGTCTCTAGATCTAATACATGTCAGTGTCGCGACAACTAGTCGGCGAATT
-TTTAATCGCACGTCTCTAGATCTAATACATGTCAGTGTCGCGACAACTAGTCGGCGAATT
-TTTAATCGCACGTCTCTAGATCTAATACATGTCAGTGTCGCGACAACTAGTCGGCGAATT
-TTTAATCGCACGTCTCTAGATCTAATACATGTCAGTGTCGCGACAACTAGTCGGCGAATT
-TTTAATCGCACGTCTCTAGATCTAATACATGTCAGTGTCGCGACAACTAGTCGGCGAATT
-GGGCCCCTAGTGTGCCGATGATCATTGACGGGGTATCACAGGACAACCGATGGTTATGAA
-GGGCCCCTAGTGTGCCGATGATCATTGACGGGGTATCACAGGACAACCGATGGTTATGAA
-GGGCCCCTAGTGTGCCGATGATCATTGACGGGGTATCACAGGACAACCGATGGTTATGAA
-GGGCCCCTAGTGTGCCGATGATCATTGACGGGGTATCACAGGACAACCGATGGTTATGAA
-GGGCCCCTAGTGTGCCGATGATCATTGACGGGGTATCACAGGACAACCGATGGTTATGAA
-GGGCCCCTAGTGTGCCGATGATCATTGACGGGGTATCACAGGACAACCGATGGTTATGAA
-GGGCCCCTAGTGTGCCGATGATCATTGACGGGGTATCACAGGACAACCGATGGTTATGAA
-GGGCCCCTAGTGTGCCGATGATCATTGACGGGGTATCACAGGACAACCGATGGTTATGAA
-TGGTTTTGACCATCTGCGATGTGCCGGTACCTTGCTTGTTCAACAACGTTATTAGATTAG
-TGGTTTTGACCATCTGCGATGTGCCGGTACCTTGCTTGTTCAACAACGTTATTAGATTAG
-TGGTTTTGACCATCTGCGATGTGCCGGTACCTTGCTTGTTCAACAACGTTATTAGATTAG
-TGGTTTTGACCATCTGCGATGTGCCGGTACCTTGCTTGTTCAACAACGTTATTAGATTAG
-TGGTTTTGACCATCTGCGATGTGCCGGTACCTTGCTTGTTCAACAACGTTATTAGATTAG
-TCCTACGGGGGACGTCCTGGGGGGGAGAGACCGCCCCCTGCAACAACCCGAACTATTAAC
-TCCTACGGGGGACGTCCTGGGGGGGAGAGACCGCCCCCTGCAACAACCCGAACTATTAAC
-TCCTACGGGGGACGTCCTGGGGGGGAGAGACCGCCCCCTGCAACAACCCGAACTATTAAC
-TCCTACGGGGGACGTCCTGGGGGGGAGAGACCGCCCCCTGCAACAACCCGAACTATTAAC
-TCCTACGGGGGACGTCCTGGGGGGGAGAGACCGCCCCCTGCAACAACCCGAACTATTAAC
-TCCTACGGGGGACGTCCTGGGGGGGAGAGACCGCCCCCTGCAACAACCCGAACTATTAAC
-TCCTACGGGGGACGTCCTGGGGGGGAGAGACCGCCCCCTGCAACAACCCGAACTATTAAC
-TCCTACGGGGGACGTCCTGGGGGGGAGAGACCGCCCCCTGCAACAACCCGAACTATTAAC
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-GATTATTCAACAACTATATGTGCCTCTCTCGCTCCGGTCTCAACAACCCTCCTTATATGA
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CCAGTCCGTGGGTAACCTGTACGCGCTCTCTGTCCACCAGGGACAACCTCTGTACACTGG
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CTTATTGGCCATGTAGATTTACGGCGCGAAGTTCTGATGAACACAACAAGATAGTGTACC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-CAAGGATCGGTGCATAAGTATTATTCAATGAATTTTGACCCCACAACTAGACAAGACTGC
-GAGAGGCTGGTAAGCAGAGAGTTAAGCCGTCCCAAGTCGAGTACAACTAGTCTAAAGGGT
-GAGAGGCTGGTAAGCAGAGAGTTAAGCCGTCCCAAGTCGAGTACAACTAGTCTAAAGGGT
-GAGAGGCTGGTAAGCAGAGAGTTAAGCCGTCCCAAGTCGAGTACAACTAGTCTAAAGGGT
-GAGAGGCTGGTAAGCAGAGAGTTAAGCCGTCCCAAGTCGAGTACAACTAGTCTAAAGGGT
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-ATCACTATGTGATATTAACACTTCCGTCCCAGTTGATAGATAACAACAAGAGGAATATTA
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-GACATCCTCTGCCGTCCCGCGCAGGTGTTGATAAGCAGGTTAACAACAGGGCGCAGTGGC
-CACAGGGTCACGGCAAGCTATACCCGGCAGAGGTCAACTTACACAACGTTATGAAGTGCG
-CACAGGGTCACGGCAAGCTATACCCGGCAGAGGTCAACTTACACAACGTTATGAAGTGCG
-CACAGGGTCACGGCAAGCTATACCCGGCAGAGGTCAACTTACACAACGTTATGAAGTGCG
-CACAGGGTCACGGCAAGCTATACCCGGCAGAGGTCAACTTACACAACGTTATGAAGTGCG
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-TACCGACATCAATCTGTTTGAATTCCGATAAGTATTAATCCGACAACCATATACTTGATA
-GTGCTACAGAGGGTTCACACAGTTGCAAAACGGGAATGCACTACAACGAACCGGTGGTTA
-GTGCTACAGAGGGTTCACACAGTTGCAAAACGGGAATGCACTACAACGAACCGGTGGTTA
-GTGCTACAGAGGGTTCACACAGTTGCAAAACGGGAATGCACTACAACGAACCGGTGGTTA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GAACGGGCCTAGGAATGAAGCGCGATTAGGTCTGAAGGTAAAACAACACGTTGATAATAA
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-GCTGTTCAGCTCATACCTGTCTGAAATACCTCCGCGGGATTAACAACATTCTGTAGCACT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CCCGAGTACCGGCATAAGTGATCCGACTGATTTTGATTAGTGACAACTTGATCGTAGTAT
-CTATGACCACAAGCTACCACCGGGCAACTCATCGAGGATGCAACAACATGTTTTCCACGA
-CTATGACCACAAGCTACCACCGGGCAACTCATCGAGGATGCAACAACATGTTTTCCACGA
-CTATGACCACAAGCTACCACCGGGCAACTCATCGAGGATGCAACAACATGTTTTCCACGA
-CTATGACCACAAGCTACCACCGGGCAACTCATCGAGGATGCAACAACATGTTTTCCACGA
-CTATGACCACAAGCTACCACCGGGCAACTCATCGAGGATGCAACAACATGTTTTCCACGA
-CTATGACCACAAGCTACCACCGGGCAACTCATCGAGGATGCAACAACATGTTTTCCACGA
-CTATGACCACAAGCTACCACCGGGCAACTCATCGAGGATGCAACAACATGTTTTCCACGA
-CTATGACCACAAGCTACCACCGGGCAACTCATCGAGGATGCAACAACATGTTTTCCACGA
-AATGACCGCAACGATCCGTATGACCTCGGCATCCAGGGCTGGACAACGACAAGAGTAACT
-AATGACCGCAACGATCCGTATGACCTCGGCATCCAGGGCTGGACAACGACAAGAGTAACT
-AATGACCGCAACGATCCGTATGACCTCGGCATCCAGGGCTGGACAACGACAAGAGTAACT
-AATGACCGCAACGATCCGTATGACCTCGGCATCCAGGGCTGGACAACGACAAGAGTAACT
-AATGACCGCAACGATCCGTATGACCTCGGCATCCAGGGCTGGACAACGACAAGAGTAACT
-AATGACCGCAACGATCCGTATGACCTCGGCATCCAGGGCTGGACAACGACAAGAGTAACT
-AATGACCGCAACGATCCGTATGACCTCGGCATCCAGGGCTGGACAACGACAAGAGTAACT
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-CATGCATCCGTGAAGCTGTAGCCGCAGAGGTTTGTACCGGCGACAACATAGGTTGTACTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-GAAACCAACTCCGGCACAGATGGGACAGGCTTGTGATCCTGTACAACCTGATCGTACGTG
-ACGACGACACATTCTGTCGCGCGGCTGATGCAGACAACAGCTACAACGGGCGGGGGCTTA
-ACGACGACACATTCTGTCGCGCGGCTGATGCAGACAACAGCTACAACGGGCGGGGGCTTA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-CTAACAGAATGTTAGCAGGCTGGATAACCCAGCGAATCCCCCACAACGAATCCCCGAATA
-GCCTCAGGTCAGGTTTCCGGCGCGCATTATTTCACTGTAGAAACAACTAACTTTCGCATT
-GCCTCAGGTCAGGTTTCCGGCGCGCATTATTTCACTGTAGAAACAACTAACTTTCGCATT
-GCCTCAGGTCAGGTTTCCGGCGCGCATTATTTCACTGTAGAAACAACTAACTTTCGCATT
-GCCTCAGGTCAGGTTTCCGGCGCGCATTATTTCACTGTAGAAACAACTAACTTTCGCATT
-GCCTCAGGTCAGGTTTCCGGCGCGCATTATTTCACTGTAGAAACAACTAACTTTCGCATT
-GCCTCAGGTCAGGTTTCCGGCGCGCATTATTTCACTGTAGAAACAACTAACTTTCGCATT
-GCCTCAGGTCAGGTTTCCGGCGCGCATTATTTCACTGTAGAAACAACTAACTTTCGCATT
-ACCGTCTTCCCTTTCCATCAATTTGTGTACCGTGGCTTGACGACAACGGGGCTTCAGTAT
-ACCGTCTTCCCTTTCCATCAATTTGTGTACCGTGGCTTGACGACAACGGGGCTTCAGTAT
-ACCGTCTTCCCTTTCCATCAATTTGTGTACCGTGGCTTGACGACAACGGGGCTTCAGTAT
-ACCGTCTTCCCTTTCCATCAATTTGTGTACCGTGGCTTGACGACAACGGGGCTTCAGTAT
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTGAGCTGCCCTATAAAGGTACTGAGGATATACAATCCATAGACAACCCATGGCAGAACA
-TTTATGCGTCCTAACCGGTTCAAGGAACACCTCCGACAATAAACAACTAGGGTAGGCAAC
-TTTATGCGTCCTAACCGGTTCAAGGAACACCTCCGACAATAAACAACTAGGGTAGGCAAC
-TTTATGCGTCCTAACCGGTTCAAGGAACACCTCCGACAATAAACAACTAGGGTAGGCAAC
-TTTATGCGTCCTAACCGGTTCAAGGAACACCTCCGACAATAAACAACTAGGGTAGGCAAC
-TTTATGCGTCCTAACCGGTTCAAGGAACACCTCCGACAATAAACAACTAGGGTAGGCAAC
-TTTATGCGTCCTAACCGGTTCAAGGAACACCTCCGACAATAAACAACTAGGGTAGGCAAC
-TTTATGCGTCCTAACCGGTTCAAGGAACACCTCCGACAATAAACAACTAGGGTAGGCAAC
-TCCATGTCACATGGCTGAACCTATATTTAGGGTCACAAAGAAACAACGCCTGCCAGAGCA
-TCCATGTCACATGGCTGAACCTATATTTAGGGTCACAAAGAAACAACGCCTGCCAGAGCA
-TCCATGTCACATGGCTGAACCTATATTTAGGGTCACAAAGAAACAACGCCTGCCAGAGCA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-CGGACTTCATGAGAAAAATAAATTAGCGGGAATACGAGCGTCACAACATACAAACTCGAA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-ATCAACACCTGAAATGGTCTGGGGCTGTGACTGGAGTGGCAAACAACTTCGTATACTCTA
-GCGACAGACTTTGACTGCGCACTTGGCTTGCGCGACCGTTGGACAACTAAAGGATAGAGA
-GCGACAGACTTTGACTGCGCACTTGGCTTGCGCGACCGTTGGACAACTAAAGGATAGAGA
-GCGACAGACTTTGACTGCGCACTTGGCTTGCGCGACCGTTGGACAACTAAAGGATAGAGA
-GCGACAGACTTTGACTGCGCACTTGGCTTGCGCGACCGTTGGACAACTAAAGGATAGAGA
-GCGACAGACTTTGACTGCGCACTTGGCTTGCGCGACCGTTGGACAACTAAAGGATAGAGA
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-CCCCCAGCAGTGGAGCTAGCGATTGACCTTTGCTAAACATGCACAACGACTCTTAGCACC
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-TATAACCATGCGTATCTCATCGCCCAGACGGTCATGGTATTGACAACATCTAAGCGCAGA
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-ATCTCATGTAAAGTCATAATGAACGTTAAAAATGAGCCGGCAACAACAACTCTGCCGCTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CGCAGTGGCAGAACAAGTATGGCGCAGGTCCTCACCGGCAACACAACAGAGACCAATTTT
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-CACGCCCGTCTTACAGACATCGACTAACTAGGTTACGGAGAGACAACCCTATTTTTTCGA
-ACGATTGCAACGGGAGCTCTATAGCTAAGAAGTACTCAGAAGACAACGTCCTATTTATGG
-ACGATTGCAACGGGAGCTCTATAGCTAAGAAGTACTCAGAAGACAACGTCCTATTTATGG
-ACGATTGCAACGGGAGCTCTATAGCTAAGAAGTACTCAGAAGACAACGTCCTATTTATGG
-ACGATTGCAACGGGAGCTCTATAGCTAAGAAGTACTCAGAAGACAACGTCCTATTTATGG
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-AATATTCTTATATAGGTCAGATCACCGTGTCAAGTTTTCTTAACAACTCTCGTTGTCTAT
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-GCAGTTCTTAGCGCATCCTGTAACAAGCGTATATAGAGGATTACAACAGACAGTTTGAAA
-CGTTCACTTAGCACCTTGGGCATTTAAGTCACCGTATAGATCACAACGACCGTGCGACTG
-CGTTCACTTAGCACCTTGGGCATTTAAGTCACCGTATAGATCACAACGACCGTGCGACTG
-CGTTCACTTAGCACCTTGGGCATTTAAGTCACCGTATAGATCACAACGACCGTGCGACTG
-CGTTCACTTAGCACCTTGGGCATTTAAGTCACCGTATAGATCACAACGACCGTGCGACTG
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGATTGGGGGAACCCTACGTTACTGTCGGTCCAGCGTTGAAGACAACAAATTCCAATCTC
-CGAGACAGACGGTTGCCTGTTGAGGAGCTTCACTCAATGCTCACAACGAGTCGGGCTTAA
-CGAGACAGACGGTTGCCTGTTGAGGAGCTTCACTCAATGCTCACAACGAGTCGGGCTTAA
-CGAGACAGACGGTTGCCTGTTGAGGAGCTTCACTCAATGCTCACAACGAGTCGGGCTTAA
-GTTGCAATGCAGTTAGCGGCCTAGTGAATTAGCACGCACCGTACAACAGGTTGGCTTGCG
-GTTGCAATGCAGTTAGCGGCCTAGTGAATTAGCACGCACCGTACAACAGGTTGGCTTGCG
-GTTGCAATGCAGTTAGCGGCCTAGTGAATTAGCACGCACCGTACAACAGGTTGGCTTGCG
-GTTGCAATGCAGTTAGCGGCCTAGTGAATTAGCACGCACCGTACAACAGGTTGGCTTGCG
-GTTGCAATGCAGTTAGCGGCCTAGTGAATTAGCACGCACCGTACAACAGGTTGGCTTGCG
-CGCCGGGACCTGGAACTTGTTACACCGACTTGGTTGAGAGGAACAACTTGCGGGGCCGGA
-CGCCGGGACCTGGAACTTGTTACACCGACTTGGTTGAGAGGAACAACTTGCGGGGCCGGA
-CGCCGGGACCTGGAACTTGTTACACCGACTTGGTTGAGAGGAACAACTTGCGGGGCCGGA
-CGCCGGGACCTGGAACTTGTTACACCGACTTGGTTGAGAGGAACAACTTGCGGGGCCGGA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-CGCATGCACCGACGGCCAAGAATCAGATAGGCGTTTTTAGATACAACACAAGAAATCCCA
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-TAAGTTGTTGGAAGTTCTGTCCTAAAGTCCTTGATTTGCTAGACAACCATGTACTACCCT
-GCTAGTAGGTCAGATTTTGTGATCAAAGCGTGGCGCTGGCTTACAACTACCTTGTTAAGC
-GCTAGTAGGTCAGATTTTGTGATCAAAGCGTGGCGCTGGCTTACAACTACCTTGTTAAGC
-GCTAGTAGGTCAGATTTTGTGATCAAAGCGTGGCGCTGGCTTACAACTACCTTGTTAAGC
-GCTAGTAGGTCAGATTTTGTGATCAAAGCGTGGCGCTGGCTTACAACTACCTTGTTAAGC
-GCTAGTAGGTCAGATTTTGTGATCAAAGCGTGGCGCTGGCTTACAACTACCTTGTTAAGC
-GCTAGTAGGTCAGATTTTGTGATCAAAGCGTGGCGCTGGCTTACAACTACCTTGTTAAGC
-GCTAGTAGGTCAGATTTTGTGATCAAAGCGTGGCGCTGGCTTACAACTACCTTGTTAAGC
-GCTAGTAGGTCAGATTTTGTGATCAAAGCGTGGCGCTGGCTTACAACTACCTTGTTAAGC
-CCGGCATGTAAAGGGGCCGGCGCGATGTGGCGTTTGTAGGTTACAACGATTCACCTGACT
-CCGGCATGTAAAGGGGCCGGCGCGATGTGGCGTTTGTAGGTTACAACGATTCACCTGACT
-CCGGCATGTAAAGGGGCCGGCGCGATGTGGCGTTTGTAGGTTACAACGATTCACCTGACT
-CCGGCATGTAAAGGGGCCGGCGCGATGTGGCGTTTGTAGGTTACAACGATTCACCTGACT
-CCGGCATGTAAAGGGGCCGGCGCGATGTGGCGTTTGTAGGTTACAACGATTCACCTGACT
-CCGGCATGTAAAGGGGCCGGCGCGATGTGGCGTTTGTAGGTTACAACGATTCACCTGACT
-CCGGCATGTAAAGGGGCCGGCGCGATGTGGCGTTTGTAGGTTACAACGATTCACCTGACT
-CCGGCATGTAAAGGGGCCGGCGCGATGTGGCGTTTGTAGGTTACAACGATTCACCTGACT
-CAACTCCGGATCTACACACCGGGCGGTTTTGGGTATCTATATACAACCTCTGGTGGGACC
-CAACTCCGGATCTACACACCGGGCGGTTTTGGGTATCTATATACAACCTCTGGTGGGACC
-CAACTCCGGATCTACACACCGGGCGGTTTTGGGTATCTATATACAACCTCTGGTGGGACC
-CAACTCCGGATCTACACACCGGGCGGTTTTGGGTATCTATATACAACCTCTGGTGGGACC
-CAACTCCGGATCTACACACCGGGCGGTTTTGGGTATCTATATACAACCTCTGGTGGGACC
-CAACTCCGGATCTACACACCGGGCGGTTTTGGGTATCTATATACAACCTCTGGTGGGACC
-CAACTCCGGATCTACACACCGGGCGGTTTTGGGTATCTATATACAACCTCTGGTGGGACC
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-CTAGCTGGGACTTGACGACTTCCCGACAAACCGCATGCAGTGACAACTCTGCGCATCCGT
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-TCGGTGACTTCCCAGTTGTGGGACGCGAACTCGACCGTCCAGACAACAAACACCCATGAC
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-GTATCTTGAAGGTAAAGTCGCCTGTCAACCCAGGGTCAGTTTACAACCTTATGACGTGTG
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-AGACTGGTTCCGCAAAAGCCGGTATGATGACGGTTAGAACAGACAACCTTCTCAGAATGT
-ATGATGAAATCCGTCCTTGCAGTCCTAAGATGTAACTACCGTACAACCCCTTGTAGGGTC
-ATGATGAAATCCGTCCTTGCAGTCCTAAGATGTAACTACCGTACAACCCCTTGTAGGGTC
-ATGATGAAATCCGTCCTTGCAGTCCTAAGATGTAACTACCGTACAACCCCTTGTAGGGTC
-ATGATGAAATCCGTCCTTGCAGTCCTAAGATGTAACTACCGTACAACCCCTTGTAGGGTC
-ATGATGAAATCCGTCCTTGCAGTCCTAAGATGTAACTACCGTACAACCCCTTGTAGGGTC
-ATGATGAAATCCGTCCTTGCAGTCCTAAGATGTAACTACCGTACAACCCCTTGTAGGGTC
-ATGATGAAATCCGTCCTTGCAGTCCTAAGATGTAACTACCGTACAACCCCTTGTAGGGTC
-ATGATGAAATCCGTCCTTGCAGTCCTAAGATGTAACTACCGTACAACCCCTTGTAGGGTC
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CCCTACCAGTGTGAACGTTTTTTCGACGGCATTCCCTTCGCGACAACTTTGATATAATTA
-CTAGCAAGCGGAATAGCTGTAACAGACTAAGATAGGGGAGCAACAACCTTGGCATACACA
-CTAGCAAGCGGAATAGCTGTAACAGACTAAGATAGGGGAGCAACAACCTTGGCATACACA
-CTAGCAAGCGGAATAGCTGTAACAGACTAAGATAGGGGAGCAACAACCTTGGCATACACA
-CTAGCAAGCGGAATAGCTGTAACAGACTAAGATAGGGGAGCAACAACCTTGGCATACACA
-CTAGCAAGCGGAATAGCTGTAACAGACTAAGATAGGGGAGCAACAACCTTGGCATACACA
-CTAGCAAGCGGAATAGCTGTAACAGACTAAGATAGGGGAGCAACAACCTTGGCATACACA
-TGCAGACTCAAGCACTTGGTCCCGGGTGCATGGGGGTCTCCAACAACGAGTAAGGACGTA
-TGCAGACTCAAGCACTTGGTCCCGGGTGCATGGGGGTCTCCAACAACGAGTAAGGACGTA
-TGCAGACTCAAGCACTTGGTCCCGGGTGCATGGGGGTCTCCAACAACGAGTAAGGACGTA
-ATTAAAGTATAACTTTTAAAAATTATAAATGCAGTTTGGCTGACAACGTAATGTAAGCCA
-ATTAAAGTATAACTTTTAAAAATTATAAATGCAGTTTGGCTGACAACGTAATGTAAGCCA
-ATTAAAGTATAACTTTTAAAAATTATAAATGCAGTTTGGCTGACAACGTAATGTAAGCCA
-ATTAAAGTATAACTTTTAAAAATTATAAATGCAGTTTGGCTGACAACGTAATGTAAGCCA
-ATTAAAGTATAACTTTTAAAAATTATAAATGCAGTTTGGCTGACAACGTAATGTAAGCCA
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-GCGGAGCACCCACCGGCAACTTTATCTGGCCGCCTTCGAGCGACAACATGAGCCTCCACG
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TCGTTACGGAGTTATTTGACAAGGTGAAAGTGCAGCCATAGGACAACAGATCAGTACAGT
-TGCGAACCCCGCGTTGTTTACGGTACCTGAGCCGGGTTTGACACAACCGAGGTTACCGGG
-TGCGAACCCCGCGTTGTTTACGGTACCTGAGCCGGGTTTGACACAACCGAGGTTACCGGG
-TGCGAACCCCGCGTTGTTTACGGTACCTGAGCCGGGTTTGACACAACCGAGGTTACCGGG
-TGCGAACCCCGCGTTGTTTACGGTACCTGAGCCGGGTTTGACACAACCGAGGTTACCGGG
-TGCGAACCCCGCGTTGTTTACGGTACCTGAGCCGGGTTTGACACAACCGAGGTTACCGGG
-TGCGAACCCCGCGTTGTTTACGGTACCTGAGCCGGGTTTGACACAACCGAGGTTACCGGG
-TGCGAACCCCGCGTTGTTTACGGTACCTGAGCCGGGTTTGACACAACCGAGGTTACCGGG
-GCACACTACTTACTGGAGGCAATGCCAGGTTACCAGCCTCTTACAACTGTAAAGTCAGAT
-GCACACTACTTACTGGAGGCAATGCCAGGTTACCAGCCTCTTACAACTGTAAAGTCAGAT
-GCACACTACTTACTGGAGGCAATGCCAGGTTACCAGCCTCTTACAACTGTAAAGTCAGAT
-GCACACTACTTACTGGAGGCAATGCCAGGTTACCAGCCTCTTACAACTGTAAAGTCAGAT
-GCACACTACTTACTGGAGGCAATGCCAGGTTACCAGCCTCTTACAACTGTAAAGTCAGAT
-GCACACTACTTACTGGAGGCAATGCCAGGTTACCAGCCTCTTACAACTGTAAAGTCAGAT
-GCACACTACTTACTGGAGGCAATGCCAGGTTACCAGCCTCTTACAACTGTAAAGTCAGAT
-CGGTCTATACGACGCCGGGGCTCTATTAATAGGGGGATAATAACAACCACACTGTATGAA
-CGGTCTATACGACGCCGGGGCTCTATTAATAGGGGGATAATAACAACCACACTGTATGAA
-CGGTCTATACGACGCCGGGGCTCTATTAATAGGGGGATAATAACAACCACACTGTATGAA
-CGGTCTATACGACGCCGGGGCTCTATTAATAGGGGGATAATAACAACCACACTGTATGAA
-CGGTCTATACGACGCCGGGGCTCTATTAATAGGGGGATAATAACAACCACACTGTATGAA
-CGGTCTATACGACGCCGGGGCTCTATTAATAGGGGGATAATAACAACCACACTGTATGAA
-CGGTCTATACGACGCCGGGGCTCTATTAATAGGGGGATAATAACAACCACACTGTATGAA
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-GGGATGCCGATACATCCACTAGCAGAACTTATCTTAGGTGTGACAACTGAAATACGGTTT
-TCAAGCAATCTGCAGGAACAGTGCGTCCAGTTCTTTCAAAGCACAACCCTAAACAGGAGT
-TCAAGCAATCTGCAGGAACAGTGCGTCCAGTTCTTTCAAAGCACAACCCTAAACAGGAGT
-TCAAGCAATCTGCAGGAACAGTGCGTCCAGTTCTTTCAAAGCACAACCCTAAACAGGAGT
-TCAAGCAATCTGCAGGAACAGTGCGTCCAGTTCTTTCAAAGCACAACCCTAAACAGGAGT
-CCGTAGAGAGCAGGGACAATTGAGTAGACGGTAGTATAAACAACAACAGGTCAACGGGGG
-CCGTAGAGAGCAGGGACAATTGAGTAGACGGTAGTATAAACAACAACAGGTCAACGGGGG
-CCGTAGAGAGCAGGGACAATTGAGTAGACGGTAGTATAAACAACAACAGGTCAACGGGGG
-CCGTAGAGAGCAGGGACAATTGAGTAGACGGTAGTATAAACAACAACAGGTCAACGGGGG
-CCGTAGAGAGCAGGGACAATTGAGTAGACGGTAGTATAAACAACAACAGGTCAACGGGGG
-CCGTAGAGAGCAGGGACAATTGAGTAGACGGTAGTATAAACAACAACAGGTCAACGGGGG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-GGATCGTAGTTACACTTCTGGTCTTTTAAAGCATCCCCACGGACAACTCCGATTACCATG
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-TTAGCCTGCCTTTTTTACTACTGGGTCACAGGGTGCTCATCGACAACTGTGCCCATTTCC
-CGCAAAAGTGTTGGTGCAGTGGAGGATTGGGGCTTACCCCGAACAACAGGCGATCTGGGT
-CGCAAAAGTGTTGGTGCAGTGGAGGATTGGGGCTTACCCCGAACAACAGGCGATCTGGGT
-CGCAAAAGTGTTGGTGCAGTGGAGGATTGGGGCTTACCCCGAACAACAGGCGATCTGGGT
-CGCAAAAGTGTTGGTGCAGTGGAGGATTGGGGCTTACCCCGAACAACAGGCGATCTGGGT
-CGCAAAAGTGTTGGTGCAGTGGAGGATTGGGGCTTACCCCGAACAACAGGCGATCTGGGT
-CGCAAAAGTGTTGGTGCAGTGGAGGATTGGGGCTTACCCCGAACAACAGGCGATCTGGGT
-CGCAAAAGTGTTGGTGCAGTGGAGGATTGGGGCTTACCCCGAACAACAGGCGATCTGGGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-TGACCGGAATCACGCCAATCAACGATCCCTGTACTGCCTGCTACAACTCTAACGAGTAGT
-GCTTGTAACGCCTTGAAGGCGACTCTACAGCTCATTATAACCACAACGGAACTAACGAGA
-GCTTGTAACGCCTTGAAGGCGACTCTACAGCTCATTATAACCACAACGGAACTAACGAGA
-GCTTGTAACGCCTTGAAGGCGACTCTACAGCTCATTATAACCACAACGGAACTAACGAGA
-GCTTGTAACGCCTTGAAGGCGACTCTACAGCTCATTATAACCACAACGGAACTAACGAGA
-GCTTGTAACGCCTTGAAGGCGACTCTACAGCTCATTATAACCACAACGGAACTAACGAGA
-GCTTGTAACGCCTTGAAGGCGACTCTACAGCTCATTATAACCACAACGGAACTAACGAGA
-CTGATACTCCAGTGTTAAGAGCGCAGGATCGGGGGCATCCAGACAACGGTTGCTGCTCGT
-CTGATACTCCAGTGTTAAGAGCGCAGGATCGGGGGCATCCAGACAACGGTTGCTGCTCGT
-CTGATACTCCAGTGTTAAGAGCGCAGGATCGGGGGCATCCAGACAACGGTTGCTGCTCGT
-CTGATACTCCAGTGTTAAGAGCGCAGGATCGGGGGCATCCAGACAACGGTTGCTGCTCGT
-GGTGTCGCTAAAGGATAATGGAATCCAGGGCTGGTTGCTTGCACAACGGAAGCAGGCTTG
-GGTGTCGCTAAAGGATAATGGAATCCAGGGCTGGTTGCTTGCACAACGGAAGCAGGCTTG
-GGTGTCGCTAAAGGATAATGGAATCCAGGGCTGGTTGCTTGCACAACGGAAGCAGGCTTG
-GGTGTCGCTAAAGGATAATGGAATCCAGGGCTGGTTGCTTGCACAACGGAAGCAGGCTTG
-GGTGTCGCTAAAGGATAATGGAATCCAGGGCTGGTTGCTTGCACAACGGAAGCAGGCTTG
-GGTGTCGCTAAAGGATAATGGAATCCAGGGCTGGTTGCTTGCACAACGGAAGCAGGCTTG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-GTACGCGCCCTCTCCCCGTATACCGATAATTTTCACGTCTTAACAACCACTAGCGAGGGG
-AGCCTGGGCTCCCCCGCTTTTAAGATGTTTTGGCGGGTGATCACAACGTTAATGACGAAA
-AGCCTGGGCTCCCCCGCTTTTAAGATGTTTTGGCGGGTGATCACAACGTTAATGACGAAA
-AGCCTGGGCTCCCCCGCTTTTAAGATGTTTTGGCGGGTGATCACAACGTTAATGACGAAA
-AGCCTGGGCTCCCCCGCTTTTAAGATGTTTTGGCGGGTGATCACAACGTTAATGACGAAA
-AGCCTGGGCTCCCCCGCTTTTAAGATGTTTTGGCGGGTGATCACAACGTTAATGACGAAA
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-AAGATGACCACTGCCGCATTTATCTTCAGAGACAGTTCAGTGACAACACGACCCCTGGGT
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TTAGTACGAGGTTGCCACGCACTTGTTTGATGGGATACGGGTACAACAGCGGCGAGGCGC
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TATTATGACGCTCAGGCATTACACCCTCTCGGCGATTTATCTACAACCGTCGCAGCGTGA
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-TTTTCATACGCCCAGGTGGCAGATCTTGAGCACGACCATACCACAACGGTGATAAGACCT
-GGCCTTGGTCTATATGTCAGTAGAAGCCATAACTTCTCCCAGACAACTCGCGAGCAGTCT
-GGCCTTGGTCTATATGTCAGTAGAAGCCATAACTTCTCCCAGACAACTCGCGAGCAGTCT
-GGCCTTGGTCTATATGTCAGTAGAAGCCATAACTTCTCCCAGACAACTCGCGAGCAGTCT
-GGCCTTGGTCTATATGTCAGTAGAAGCCATAACTTCTCCCAGACAACTCGCGAGCAGTCT
-GGCCTTGGTCTATATGTCAGTAGAAGCCATAACTTCTCCCAGACAACTCGCGAGCAGTCT
-GGCCTTGGTCTATATGTCAGTAGAAGCCATAACTTCTCCCAGACAACTCGCGAGCAGTCT
-GGCCTTGGTCTATATGTCAGTAGAAGCCATAACTTCTCCCAGACAACTCGCGAGCAGTCT
-GTCTGCCAAAATGGAACAAATGCCATAAATGGCTACATTATCACAACGTACTAACAAAGT
-GTCTGCCAAAATGGAACAAATGCCATAAATGGCTACATTATCACAACGTACTAACAAAGT
-GTCTGCCAAAATGGAACAAATGCCATAAATGGCTACATTATCACAACGTACTAACAAAGT
-GTCTGCCAAAATGGAACAAATGCCATAAATGGCTACATTATCACAACGTACTAACAAAGT
-GTCTGCCAAAATGGAACAAATGCCATAAATGGCTACATTATCACAACGTACTAACAAAGT
-CTGTCATTGTCTGTTTCCTAATTGAACTCAGACATAGGGGAGACAACTGACCCTTGGGGA
-CTGTCATTGTCTGTTTCCTAATTGAACTCAGACATAGGGGAGACAACTGACCCTTGGGGA
-CTGTCATTGTCTGTTTCCTAATTGAACTCAGACATAGGGGAGACAACTGACCCTTGGGGA
-CTGTCATTGTCTGTTTCCTAATTGAACTCAGACATAGGGGAGACAACTGACCCTTGGGGA
-CTGTCATTGTCTGTTTCCTAATTGAACTCAGACATAGGGGAGACAACTGACCCTTGGGGA
-CTGTCATTGTCTGTTTCCTAATTGAACTCAGACATAGGGGAGACAACTGACCCTTGGGGA
-CTGTCATTGTCTGTTTCCTAATTGAACTCAGACATAGGGGAGACAACTGACCCTTGGGGA
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-ACGGATCATGTCCGTGTCTCGATCGCAACGGTTTTTTCGGAGACAACCTCACCTGATTAC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-AGCTTGAAGAAAATGTCTATGATTCTGCGTCTAGCTTGTGAAACAACTCCGGCGCCGATC
-ACAACAGATCCACTGGCAGAAGTTAGGTTGTGGGCATATTCGACAACATAGGAGGTTCAG
-ACAACAGATCCACTGGCAGAAGTTAGGTTGTGGGCATATTCGACAACATAGGAGGTTCAG
-ACAACAGATCCACTGGCAGAAGTTAGGTTGTGGGCATATTCGACAACATAGGAGGTTCAG
-ACAACAGATCCACTGGCAGAAGTTAGGTTGTGGGCATATTCGACAACATAGGAGGTTCAG
-ACAACAGATCCACTGGCAGAAGTTAGGTTGTGGGCATATTCGACAACATAGGAGGTTCAG
-ACAACAGATCCACTGGCAGAAGTTAGGTTGTGGGCATATTCGACAACATAGGAGGTTCAG
-ACAACAGATCCACTGGCAGAAGTTAGGTTGTGGGCATATTCGACAACATAGGAGGTTCAG
-ACAACAGATCCACTGGCAGAAGTTAGGTTGTGGGCATATTCGACAACATAGGAGGTTCAG
-GGTGATTCTTGTCGTAGTTAGGCGTCCCGTCGAAACGACTTCACAACAAATTTGGAATCG
-GGTGATTCTTGTCGTAGTTAGGCGTCCCGTCGAAACGACTTCACAACAAATTTGGAATCG
-GGTGATTCTTGTCGTAGTTAGGCGTCCCGTCGAAACGACTTCACAACAAATTTGGAATCG
-GGTGATTCTTGTCGTAGTTAGGCGTCCCGTCGAAACGACTTCACAACAAATTTGGAATCG
-GGTGATTCTTGTCGTAGTTAGGCGTCCCGTCGAAACGACTTCACAACAAATTTGGAATCG
-GGTGATTCTTGTCGTAGTTAGGCGTCCCGTCGAAACGACTTCACAACAAATTTGGAATCG
-GGTGATTCTTGTCGTAGTTAGGCGTCCCGTCGAAACGACTTCACAACAAATTTGGAATCG
-GGTGATTCTTGTCGTAGTTAGGCGTCCCGTCGAAACGACTTCACAACAAATTTGGAATCG
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-TCAGAGCGAAAGCTAAGGGGTTCTGTAAGGTATCCAAGTGATACAACAGCCCATAAGCGT
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AACTCACCTTTCTATTAGCTCACAGTACTAGGCGTAAGATTTACAACCACGTGCGTTCCA
-AAGCCTCGCTCTAACTTCATTTCGCATAATACAGGGCGGGCTACAACGGCTCTGCTGCGA
-AAGCCTCGCTCTAACTTCATTTCGCATAATACAGGGCGGGCTACAACGGCTCTGCTGCGA
-AAGCCTCGCTCTAACTTCATTTCGCATAATACAGGGCGGGCTACAACGGCTCTGCTGCGA
-AAGCCTCGCTCTAACTTCATTTCGCATAATACAGGGCGGGCTACAACGGCTCTGCTGCGA
-AAGCCTCGCTCTAACTTCATTTCGCATAATACAGGGCGGGCTACAACGGCTCTGCTGCGA
-AAGCCTCGCTCTAACTTCATTTCGCATAATACAGGGCGGGCTACAACGGCTCTGCTGCGA
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-CAGTAAGCAGGCCTTTACATTCGTGCCACAAGGGTTCTAGGCACAACTTCTGCTGGCCTG
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-AGCGCACCATACACGACGTGAAAATACAACCAAGGCTATAGCACAACCTATCTGGCGAGC
-GGAGGAGGTCGCTGGGCTTCAGGATTGGGTGGCTTGAAGCAGACAACCAGGAATCAATGC
-GGAGGAGGTCGCTGGGCTTCAGGATTGGGTGGCTTGAAGCAGACAACCAGGAATCAATGC
-GGAGGAGGTCGCTGGGCTTCAGGATTGGGTGGCTTGAAGCAGACAACCAGGAATCAATGC
-GGAGGAGGTCGCTGGGCTTCAGGATTGGGTGGCTTGAAGCAGACAACCAGGAATCAATGC
-GGAGGAGGTCGCTGGGCTTCAGGATTGGGTGGCTTGAAGCAGACAACCAGGAATCAATGC
-GGAGGAGGTCGCTGGGCTTCAGGATTGGGTGGCTTGAAGCAGACAACCAGGAATCAATGC
-GGAGGAGGTCGCTGGGCTTCAGGATTGGGTGGCTTGAAGCAGACAACCAGGAATCAATGC
-GGAGGAGGTCGCTGGGCTTCAGGATTGGGTGGCTTGAAGCAGACAACCAGGAATCAATGC
-GTCATATCGGGATGGCTTCGGGTCGACTGGGTTACGTCCGTGACAACAGCGACGATAGGA
-GTCATATCGGGATGGCTTCGGGTCGACTGGGTTACGTCCGTGACAACAGCGACGATAGGA
-GTCATATCGGGATGGCTTCGGGTCGACTGGGTTACGTCCGTGACAACAGCGACGATAGGA
-GTCATATCGGGATGGCTTCGGGTCGACTGGGTTACGTCCGTGACAACAGCGACGATAGGA
-GTCATATCGGGATGGCTTCGGGTCGACTGGGTTACGTCCGTGACAACAGCGACGATAGGA
-GTCATATCGGGATGGCTTCGGGTCGACTGGGTTACGTCCGTGACAACAGCGACGATAGGA
-GTCATATCGGGATGGCTTCGGGTCGACTGGGTTACGTCCGTGACAACAGCGACGATAGGA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-TGGACGCCGCACATGTAGTGCCGATGTTACAGTGCCACTATAACAACCCAAACAAAACTA
-CACAGCGCGCCAGGTTTCGACCTCCCATCTTTCACTCAACACACAACTGGAAAGGAGCAT
-CACAGCGCGCCAGGTTTCGACCTCCCATCTTTCACTCAACACACAACTGGAAAGGAGCAT
-CACAGCGCGCCAGGTTTCGACCTCCCATCTTTCACTCAACACACAACTGGAAAGGAGCAT
-CACAGCGCGCCAGGTTTCGACCTCCCATCTTTCACTCAACACACAACTGGAAAGGAGCAT
-CACAGCGCGCCAGGTTTCGACCTCCCATCTTTCACTCAACACACAACTGGAAAGGAGCAT
-TCCCCAGAGACGCACGCCTTTATTATTGAATCTGATTCGAAGACAACCTGCCAGTCTCAT
-TCCCCAGAGACGCACGCCTTTATTATTGAATCTGATTCGAAGACAACCTGCCAGTCTCAT
-TCCCCAGAGACGCACGCCTTTATTATTGAATCTGATTCGAAGACAACCTGCCAGTCTCAT
-TCCCCAGAGACGCACGCCTTTATTATTGAATCTGATTCGAAGACAACCTGCCAGTCTCAT
-TCCCCAGAGACGCACGCCTTTATTATTGAATCTGATTCGAAGACAACCTGCCAGTCTCAT
-TCCCCAGAGACGCACGCCTTTATTATTGAATCTGATTCGAAGACAACCTGCCAGTCTCAT
-TCCCCAGAGACGCACGCCTTTATTATTGAATCTGATTCGAAGACAACCTGCCAGTCTCAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-AGGAAGTTACCGCAGGCTGAATCAGCGTCGCCCAGGTAGGGTACAACATATTCGCATAAT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-CCTGGCTAGGGTCTAAACGCATAAAGTCGTGGTGCCCAGCTTACAACCGCCCTCAGTATT
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AAGAAGCGTAATACTGATTCACACTTTGAGGGAACGGACTAAACAACCCAGCCACTCGAC
-AGACTATTTCGTAGGGAAATGGTCCGTGTGTTGTAAGTGCGTACAACGGTCAAAACGCTG
-AGACTATTTCGTAGGGAAATGGTCCGTGTGTTGTAAGTGCGTACAACGGTCAAAACGCTG
-AGACTATTTCGTAGGGAAATGGTCCGTGTGTTGTAAGTGCGTACAACGGTCAAAACGCTG
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-GTATTATAGTGAATCCTCAACCTAACTATTACCTACCGCTGAACAACTCCTCGCGAGGCC
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-TGGTTTTATTGCCAATGAAGTTTCTAGTATGGACATGTCAAAACAACTAACACACAGCAG
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-AGAGGAACGGGTTATAGCCTAATAAGAATGTCTAACAGCGACACAACAACACAAACTGTA
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-ACTCCCAGGCCCGTATGGGGACAGGAGCTTCGTCTCCAAGACACAACACTCCTACGCTAT
-AGTTAGACTGTTTGGGTCTTACGTCAAGCATAAGTCTGGTATACAACCGGTTCGTCGGGT
-AGTTAGACTGTTTGGGTCTTACGTCAAGCATAAGTCTGGTATACAACCGGTTCGTCGGGT
-AGTTAGACTGTTTGGGTCTTACGTCAAGCATAAGTCTGGTATACAACCGGTTCGTCGGGT
-AGTTAGACTGTTTGGGTCTTACGTCAAGCATAAGTCTGGTATACAACCGGTTCGTCGGGT
-AGTTAGACTGTTTGGGTCTTACGTCAAGCATAAGTCTGGTATACAACCGGTTCGTCGGGT
-AGTTAGACTGTTTGGGTCTTACGTCAAGCATAAGTCTGGTATACAACCGGTTCGTCGGGT
-AGTTAGACTGTTTGGGTCTTACGTCAAGCATAAGTCTGGTATACAACCGGTTCGTCGGGT
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-TAACTTGCTGGCAGCGATCTCTCCTGCTCCAACAAAAGCCTCACAACCTCACAGTACGTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-CTAGGGCATAAAGATATATTCTCGATGGCTCCGGGCCCTTACACAACACTAGTCCTACTA
-TCAAGATCACCGATGCGAATTTCGAAGTTCTTACAATGAGTTACAACTGGTAAGCGTACA
-TCAAGATCACCGATGCGAATTTCGAAGTTCTTACAATGAGTTACAACTGGTAAGCGTACA
-TCAAGATCACCGATGCGAATTTCGAAGTTCTTACAATGAGTTACAACTGGTAAGCGTACA
-TCAAGATCACCGATGCGAATTTCGAAGTTCTTACAATGAGTTACAACTGGTAAGCGTACA
-TCAAGATCACCGATGCGAATTTCGAAGTTCTTACAATGAGTTACAACTGGTAAGCGTACA
-TCAAGATCACCGATGCGAATTTCGAAGTTCTTACAATGAGTTACAACTGGTAAGCGTACA
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-CATATTGAACTCCTACTCCCCTACCTTATGAGTATCGTGATTACAACCTTTACGGCCGTT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-GCACCCAACACGACACGGCGCCCAGATCACTTAGACCACCAGACAACCAACGTCGATACT
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-CACTCAGTGACGACCACTTTATTGTCCGGTCTTCCTTTCTATACAACTATTAGCGGGTGG
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-TCCTGGTATAGGCCCTAGGATTACATTTTGTGTTCAGCTCATACAACATTGGCCTACGAT
-GAGACCTGCGTAACGCTCCGGTTATAGAAAACGAGGTACAGAACAACGTCTGTTCCAACG
-GAGACCTGCGTAACGCTCCGGTTATAGAAAACGAGGTACAGAACAACGTCTGTTCCAACG
-GAGACCTGCGTAACGCTCCGGTTATAGAAAACGAGGTACAGAACAACGTCTGTTCCAACG
-GAGACCTGCGTAACGCTCCGGTTATAGAAAACGAGGTACAGAACAACGTCTGTTCCAACG
-GAGACCTGCGTAACGCTCCGGTTATAGAAAACGAGGTACAGAACAACGTCTGTTCCAACG
-GAGACCTGCGTAACGCTCCGGTTATAGAAAACGAGGTACAGAACAACGTCTGTTCCAACG
-GAGACCTGCGTAACGCTCCGGTTATAGAAAACGAGGTACAGAACAACGTCTGTTCCAACG
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GTTCCGACATGAATAGGCTTGGAGAAGTCGAAGCCCATGTTCACAACCCTGTGAGTGGCC
-GAGTCATTCACGATTAACGGGGCTTTGTTGGCAGGAACGAAAACAACGATTAGGGGAAGT
-GAGTCATTCACGATTAACGGGGCTTTGTTGGCAGGAACGAAAACAACGATTAGGGGAAGT
-GAGTCATTCACGATTAACGGGGCTTTGTTGGCAGGAACGAAAACAACGATTAGGGGAAGT
-GCGCCGATGAAGGAAGTGACAGAGACGGGTAATCATGAAAAAACAACCCATCGGAGGAGT
-GCGCCGATGAAGGAAGTGACAGAGACGGGTAATCATGAAAAAACAACCCATCGGAGGAGT
-GCGCCGATGAAGGAAGTGACAGAGACGGGTAATCATGAAAAAACAACCCATCGGAGGAGT
-GCGCCGATGAAGGAAGTGACAGAGACGGGTAATCATGAAAAAACAACCCATCGGAGGAGT
-GCGCCGATGAAGGAAGTGACAGAGACGGGTAATCATGAAAAAACAACCCATCGGAGGAGT
-ATTGTTAAGAACATCGTACGGCCAAAATGCAGATGCCCTTCTACAACTTAAGTGCTGGCT
-ATTGTTAAGAACATCGTACGGCCAAAATGCAGATGCCCTTCTACAACTTAAGTGCTGGCT
-ATTGTTAAGAACATCGTACGGCCAAAATGCAGATGCCCTTCTACAACTTAAGTGCTGGCT
-ATTGTTAAGAACATCGTACGGCCAAAATGCAGATGCCCTTCTACAACTTAAGTGCTGGCT
-ATTGTTAAGAACATCGTACGGCCAAAATGCAGATGCCCTTCTACAACTTAAGTGCTGGCT
-ATTGTTAAGAACATCGTACGGCCAAAATGCAGATGCCCTTCTACAACTTAAGTGCTGGCT
-ATTGTTAAGAACATCGTACGGCCAAAATGCAGATGCCCTTCTACAACTTAAGTGCTGGCT
-ATTGTTAAGAACATCGTACGGCCAAAATGCAGATGCCCTTCTACAACTTAAGTGCTGGCT
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-AACATGCGGTCTGAGGGGCCAAATCTCATCCAAAGAACCGTTACAACCTCTCGTTGGAGA
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GTGTCCACCATAAGACACAATTTGATGCGATACTAGGGGGTGACAACAGAAAAATGGTTC
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACCCAAGCTCTTTTATAACTGCGCCATGGAAAGCGACAACTACAACTCGGTTAACCTAG
-GACAGGTCGTACAGGCACGCAAACCTGTAAGCACCTTCATCGACAACGAACGGGTAGCCG
-GACAGGTCGTACAGGCACGCAAACCTGTAAGCACCTTCATCGACAACGAACGGGTAGCCG
-GACAGGTCGTACAGGCACGCAAACCTGTAAGCACCTTCATCGACAACGAACGGGTAGCCG
-GACAGGTCGTACAGGCACGCAAACCTGTAAGCACCTTCATCGACAACGAACGGGTAGCCG
-CTGTGGAAATAGATACTAATTACCCCAAGGGAGTTATCGGTGACAACTTGTTAGGTATAG
-CTGTGGAAATAGATACTAATTACCCCAAGGGAGTTATCGGTGACAACTTGTTAGGTATAG
-CTGTGGAAATAGATACTAATTACCCCAAGGGAGTTATCGGTGACAACTTGTTAGGTATAG
-CTGTGGAAATAGATACTAATTACCCCAAGGGAGTTATCGGTGACAACTTGTTAGGTATAG
-CTGTGGAAATAGATACTAATTACCCCAAGGGAGTTATCGGTGACAACTTGTTAGGTATAG
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-CGCTTCGGGGTGGGCATAGGAATCGCCCGCCATGTCTGTATAACAACCTCATCTAGTCTA
-TCTCCTGCATTCGTGGGACCCCCGGCCGTTCTACACTGCGTAACAACGCTAGAGTCGGCA
-TCTCCTGCATTCGTGGGACCCCCGGCCGTTCTACACTGCGTAACAACGCTAGAGTCGGCA
-TCTCCTGCATTCGTGGGACCCCCGGCCGTTCTACACTGCGTAACAACGCTAGAGTCGGCA
-TCTCCTGCATTCGTGGGACCCCCGGCCGTTCTACACTGCGTAACAACGCTAGAGTCGGCA
-TCTCCTGCATTCGTGGGACCCCCGGCCGTTCTACACTGCGTAACAACGCTAGAGTCGGCA
-TCTCCTGCATTCGTGGGACCCCCGGCCGTTCTACACTGCGTAACAACGCTAGAGTCGGCA
-TCTCCTGCATTCGTGGGACCCCCGGCCGTTCTACACTGCGTAACAACGCTAGAGTCGGCA
-TGCTCGCTCTAGCACTGGCGGACTGAATACACGCTGATATATACAACTTGCATGGTCTGC
-TGCTCGCTCTAGCACTGGCGGACTGAATACACGCTGATATATACAACTTGCATGGTCTGC
-TGCTCGCTCTAGCACTGGCGGACTGAATACACGCTGATATATACAACTTGCATGGTCTGC
-TGCTCGCTCTAGCACTGGCGGACTGAATACACGCTGATATATACAACTTGCATGGTCTGC
-TGCTCGCTCTAGCACTGGCGGACTGAATACACGCTGATATATACAACTTGCATGGTCTGC
-TGCTCGCTCTAGCACTGGCGGACTGAATACACGCTGATATATACAACTTGCATGGTCTGC
-TGCTCGCTCTAGCACTGGCGGACTGAATACACGCTGATATATACAACTTGCATGGTCTGC
-TGCTCGCTCTAGCACTGGCGGACTGAATACACGCTGATATATACAACTTGCATGGTCTGC
-CAACATCTTGAGAGTTAGCTTTTTATCGAACTTCGTCCGTATACAACGGCCGGAAAAGCA
-CAACATCTTGAGAGTTAGCTTTTTATCGAACTTCGTCCGTATACAACGGCCGGAAAAGCA
-CAACATCTTGAGAGTTAGCTTTTTATCGAACTTCGTCCGTATACAACGGCCGGAAAAGCA
-CAACATCTTGAGAGTTAGCTTTTTATCGAACTTCGTCCGTATACAACGGCCGGAAAAGCA
-CAACATCTTGAGAGTTAGCTTTTTATCGAACTTCGTCCGTATACAACGGCCGGAAAAGCA
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-AACGGTTCGAGTCCATAGCGTTAATGACAAGGTTGGTAGCACACAACTCCAGCACGAGGT
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-CTGCCGGACGCTGGTCGCATGAGGACAGGACAGATATGAGAAACAACACTCGAGCATTTG
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-TTGAACCATTCACGTGAAAATACCGAGACAACTAACGCCTATACAACTAAAGCTGGTCTA
-CGTCGACCCCACGCTCCAAGTGCGGATCCCTTTGAAGTCCGGACAACATTGCAACCTTTG
-CGTCGACCCCACGCTCCAAGTGCGGATCCCTTTGAAGTCCGGACAACATTGCAACCTTTG
-CGTCGACCCCACGCTCCAAGTGCGGATCCCTTTGAAGTCCGGACAACATTGCAACCTTTG
-CGTCGACCCCACGCTCCAAGTGCGGATCCCTTTGAAGTCCGGACAACATTGCAACCTTTG
-CGTCGACCCCACGCTCCAAGTGCGGATCCCTTTGAAGTCCGGACAACATTGCAACCTTTG
-CGTCGACCCCACGCTCCAAGTGCGGATCCCTTTGAAGTCCGGACAACATTGCAACCTTTG
-CGTCGACCCCACGCTCCAAGTGCGGATCCCTTTGAAGTCCGGACAACATTGCAACCTTTG
-CGTCGACCCCACGCTCCAAGTGCGGATCCCTTTGAAGTCCGGACAACATTGCAACCTTTG
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-TCTACTGACGCCAACCGAGCCCAATACAACTCGTTACAAACGACAACTCGAGCCCTGCCA
-CTAGTTACCGCTCAAAGAGTGTGACGAAGGTTAACTGCGTTTACAACGTTTATTATTCAG
-CTAGTTACCGCTCAAAGAGTGTGACGAAGGTTAACTGCGTTTACAACGTTTATTATTCAG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CTAGTCACTGCGAGTCCCCCAAACAGTTGGCGTAACAAACATACAACAACGCAGAACTCG
-CATGTACAGGACTCTCCTACTTGAGGGTACGGTCGAAATCTTACAACGATAATGCAGTCC
-CATGTACAGGACTCTCCTACTTGAGGGTACGGTCGAAATCTTACAACGATAATGCAGTCC
-CATGTACAGGACTCTCCTACTTGAGGGTACGGTCGAAATCTTACAACGATAATGCAGTCC
-CATGTACAGGACTCTCCTACTTGAGGGTACGGTCGAAATCTTACAACGATAATGCAGTCC
-CATGTACAGGACTCTCCTACTTGAGGGTACGGTCGAAATCTTACAACGATAATGCAGTCC
-CATGTACAGGACTCTCCTACTTGAGGGTACGGTCGAAATCTTACAACGATAATGCAGTCC
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-GGACCGCGAAGTCCCCCTTAGACTTTCACTGTACTTCCCCCGACAACACGGGGACTATTG
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-TCACTATTGAGGTCTCACGCGAGCCGGAGTCTCTCGGGAAGAACAACCCTGAATCCTACA
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGCCTTGGACCCTCCGTGAGTGCTAAATGACATAAATGTTAACAACCAGAACAAGAAGG
-AAGTCTCATTTTCGGCGGCTGAGGCCTCTAAAGGAAATCACGACAACACGCCTAGAAAGG
-AAGTCTCATTTTCGGCGGCTGAGGCCTCTAAAGGAAATCACGACAACACGCCTAGAAAGG
-AAGTCTCATTTTCGGCGGCTGAGGCCTCTAAAGGAAATCACGACAACACGCCTAGAAAGG
-AAGTCTCATTTTCGGCGGCTGAGGCCTCTAAAGGAAATCACGACAACACGCCTAGAAAGG
-AAGTCTCATTTTCGGCGGCTGAGGCCTCTAAAGGAAATCACGACAACACGCCTAGAAAGG
-AAGTCTCATTTTCGGCGGCTGAGGCCTCTAAAGGAAATCACGACAACACGCCTAGAAAGG
-AAGTCTCATTTTCGGCGGCTGAGGCCTCTAAAGGAAATCACGACAACACGCCTAGAAAGG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TTTCCGTAGCGCTAGTGGGCTGATAAATGACATACCGGTTAAACAACACACGCATGATCG
-TGTCCGGCGTATAGGTACAGTCGAAAGCCTCACCCTTAACAGACAACGAAGCGTCTTGCC
-TGTCCGGCGTATAGGTACAGTCGAAAGCCTCACCCTTAACAGACAACGAAGCGTCTTGCC
-TGTCCGGCGTATAGGTACAGTCGAAAGCCTCACCCTTAACAGACAACGAAGCGTCTTGCC
-TGTCCGGCGTATAGGTACAGTCGAAAGCCTCACCCTTAACAGACAACGAAGCGTCTTGCC
-TGTCCGGCGTATAGGTACAGTCGAAAGCCTCACCCTTAACAGACAACGAAGCGTCTTGCC
-TGTCCGGCGTATAGGTACAGTCGAAAGCCTCACCCTTAACAGACAACGAAGCGTCTTGCC
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-CCTGGGTCGGAAAGCATCCAGAGGATACAGCGTGTTGTAAAGACAACTTCTCGAGGATCT
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-GGGTCTGTGTCGGAACCTACATCTCAGGACCGAAAGAGTATCACAACTCTGACAGGGCTC
-TAAGTTTACCCACGGCGCCGTGTGGGCCGTCAAACGCACGTCACAACCATCGTGGATCCC
-TAAGTTTACCCACGGCGCCGTGTGGGCCGTCAAACGCACGTCACAACCATCGTGGATCCC
-TAAGTTTACCCACGGCGCCGTGTGGGCCGTCAAACGCACGTCACAACCATCGTGGATCCC
-TAAGTTTACCCACGGCGCCGTGTGGGCCGTCAAACGCACGTCACAACCATCGTGGATCCC
-TAAGTTTACCCACGGCGCCGTGTGGGCCGTCAAACGCACGTCACAACCATCGTGGATCCC
-TAAGTTTACCCACGGCGCCGTGTGGGCCGTCAAACGCACGTCACAACCATCGTGGATCCC
-TAAGTTTACCCACGGCGCCGTGTGGGCCGTCAAACGCACGTCACAACCATCGTGGATCCC
-TAAGTTTACCCACGGCGCCGTGTGGGCCGTCAAACGCACGTCACAACCATCGTGGATCCC
-CACATACCGTTGTTGCCCCCAAGCGAGGGTAGTGTAATTCAGACAACGTGAAACAATAGA
-CACATACCGTTGTTGCCCCCAAGCGAGGGTAGTGTAATTCAGACAACGTGAAACAATAGA
-CACATACCGTTGTTGCCCCCAAGCGAGGGTAGTGTAATTCAGACAACGTGAAACAATAGA
-CACATACCGTTGTTGCCCCCAAGCGAGGGTAGTGTAATTCAGACAACGTGAAACAATAGA
-CACATACCGTTGTTGCCCCCAAGCGAGGGTAGTGTAATTCAGACAACGTGAAACAATAGA
-CACATACCGTTGTTGCCCCCAAGCGAGGGTAGTGTAATTCAGACAACGTGAAACAATAGA
-CACATACCGTTGTTGCCCCCAAGCGAGGGTAGTGTAATTCAGACAACGTGAAACAATAGA
-CCTGGTCCAACCCATGCCGTCGGATTAAACACCAACCGTATGACAACTCTTATACGATGG
-CCTGGTCCAACCCATGCCGTCGGATTAAACACCAACCGTATGACAACTCTTATACGATGG
-CCTGGTCCAACCCATGCCGTCGGATTAAACACCAACCGTATGACAACTCTTATACGATGG
-CCTGGTCCAACCCATGCCGTCGGATTAAACACCAACCGTATGACAACTCTTATACGATGG
-CCTGGTCCAACCCATGCCGTCGGATTAAACACCAACCGTATGACAACTCTTATACGATGG
-CCTGGTCCAACCCATGCCGTCGGATTAAACACCAACCGTATGACAACTCTTATACGATGG
-CCTGGTCCAACCCATGCCGTCGGATTAAACACCAACCGTATGACAACTCTTATACGATGG
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-ACACTTGTCCCCTGGCTACTATACGTTCCGTGATGGCCTTTCACAACCAATATGAAATCC
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-GATTTTTATGGTGAATCTTCTTCGTAATTGCGACGGAAGCTGACAACCTTATCGACCATA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CGTCGTTAGCTGGGAGTAGTTCTCCGAAGATTCTATAGAACCACAACAACACGTTGGGTA
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-CACGGTGAGCTTACGACGGCACTACAATAGTTGGCCGTTACAACAACAACATAAGCGTTT
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-AGTACTTCTATACATTTAGCGGCCCTCTAGCTAGGTAGTAACACAACACAAAAGATCCCG
-CATACGTAGTGGGTTTCCATTCGGGACAACTCCAAAAGACTGACAACGTCGGAGGTTGGA
-CATACGTAGTGGGTTTCCATTCGGGACAACTCCAAAAGACTGACAACGTCGGAGGTTGGA
-CATACGTAGTGGGTTTCCATTCGGGACAACTCCAAAAGACTGACAACGTCGGAGGTTGGA
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AACTATTCTATTGTCCATCCTGAAGCCGTCAAGTCAGTTCTTACAACACCCCGCGCAGCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-AAACCGGTTCATTTACCTGTCGGCGCGGCGACGAAGGCTTCTACAACAGTGTCATTGTCC
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-ATCCAGACGTAGTTGGGCAGCTCGTTCAGCGTACAAATACCAACAACTTATTACAAGCAA
-AACGAACGGACGGACGTTAGCATCTCGCAAACCTAGTAGGTCACAACTGGGCTTGGCGCG
-AACGAACGGACGGACGTTAGCATCTCGCAAACCTAGTAGGTCACAACTGGGCTTGGCGCG
-AACGAACGGACGGACGTTAGCATCTCGCAAACCTAGTAGGTCACAACTGGGCTTGGCGCG
-TGTAGTTGACTTTACCATGTTTTTCATCGTGTGGCTTAATGTACAACGTTTATCATTCAA
-TGTAGTTGACTTTACCATGTTTTTCATCGTGTGGCTTAATGTACAACGTTTATCATTCAA
-TGTAGTTGACTTTACCATGTTTTTCATCGTGTGGCTTAATGTACAACGTTTATCATTCAA
-TGTAGTTGACTTTACCATGTTTTTCATCGTGTGGCTTAATGTACAACGTTTATCATTCAA
-TGTAGTTGACTTTACCATGTTTTTCATCGTGTGGCTTAATGTACAACGTTTATCATTCAA
-CACGGGGTACATGGAAACTGACGCCGACCCAGACCAACGCGAACAACGCATGGGCCTGTT
-CACGGGGTACATGGAAACTGACGCCGACCCAGACCAACGCGAACAACGCATGGGCCTGTT
-CACGGGGTACATGGAAACTGACGCCGACCCAGACCAACGCGAACAACGCATGGGCCTGTT
-CACGGGGTACATGGAAACTGACGCCGACCCAGACCAACGCGAACAACGCATGGGCCTGTT
-TGGTGCCTCGGCAGGCACGATGATGAACAGTATTATGGAGAGACAACTGGAATTGGACGA
-TGGTGCCTCGGCAGGCACGATGATGAACAGTATTATGGAGAGACAACTGGAATTGGACGA
-TGGTGCCTCGGCAGGCACGATGATGAACAGTATTATGGAGAGACAACTGGAATTGGACGA
-TGGTGCCTCGGCAGGCACGATGATGAACAGTATTATGGAGAGACAACTGGAATTGGACGA
-TGGTGCCTCGGCAGGCACGATGATGAACAGTATTATGGAGAGACAACTGGAATTGGACGA
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-TCACTCCGGTCTCGATGCTCACGTCTTCTATTAGATCAAAACACAACCTTTTCCACTAGT
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-CTACCCGCATCACGGACGGGAAGAAGCTTCGACAGTACTTACACAACGCGCTCCGCTACA
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AGACGATCCAGACAACTGGTCCAGTGCTTTGATCCCATCAGCACAACCCTCGACTTGGGT
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AAGGTATTCTGACAACGGCTCGCGACACATCCTGATGTCTTCACAACAGTAGACAACGCC
-AGGGGAGACTTCGCGTGAGAGTAGTTTATAGATTGACGTTAGACAACGCACTGCGGGTAC
-AGGGGAGACTTCGCGTGAGAGTAGTTTATAGATTGACGTTAGACAACGCACTGCGGGTAC
-AGGGGAGACTTCGCGTGAGAGTAGTTTATAGATTGACGTTAGACAACGCACTGCGGGTAC
-AGGGGAGACTTCGCGTGAGAGTAGTTTATAGATTGACGTTAGACAACGCACTGCGGGTAC
-AGGGGAGACTTCGCGTGAGAGTAGTTTATAGATTGACGTTAGACAACGCACTGCGGGTAC
-AGGGGAGACTTCGCGTGAGAGTAGTTTATAGATTGACGTTAGACAACGCACTGCGGGTAC
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-TAGCACCTTACGGTTATTTTCACGAATTCATACGTTCAAACGACAACCCTAGTACGTTCA
-CGGACCTCGCCACACACGTTTCAGGAGGTCCGCTCCTCGCTCACAACTATTCCATGTGTA
-CGGACCTCGCCACACACGTTTCAGGAGGTCCGCTCCTCGCTCACAACTATTCCATGTGTA
-CGGACCTCGCCACACACGTTTCAGGAGGTCCGCTCCTCGCTCACAACTATTCCATGTGTA
-CGGACCTCGCCACACACGTTTCAGGAGGTCCGCTCCTCGCTCACAACTATTCCATGTGTA
-CGGACCTCGCCACACACGTTTCAGGAGGTCCGCTCCTCGCTCACAACTATTCCATGTGTA
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-ACTTACGATTTGCAGACACCTGGGCGCGCGATCTGTAGGCGCACAACCTATAAAAACGGC
-CGACGCGCGCAGGCATGATAAAACACACACGGCTTGGGACTGACAACGAGTAATAACGCT
-CGACGCGCGCAGGCATGATAAAACACACACGGCTTGGGACTGACAACGAGTAATAACGCT
-CGACGCGCGCAGGCATGATAAAACACACACGGCTTGGGACTGACAACGAGTAATAACGCT
-CGACGCGCGCAGGCATGATAAAACACACACGGCTTGGGACTGACAACGAGTAATAACGCT
-CGACGCGCGCAGGCATGATAAAACACACACGGCTTGGGACTGACAACGAGTAATAACGCT
-GGCGCCGTGCGTGAAGTGAGTTGCACGCATTGTGCGGGTTGTACAACAGTTCGACTCTCT
-GGCGCCGTGCGTGAAGTGAGTTGCACGCATTGTGCGGGTTGTACAACAGTTCGACTCTCT
-GGCGCCGTGCGTGAAGTGAGTTGCACGCATTGTGCGGGTTGTACAACAGTTCGACTCTCT
-GGCGCCGTGCGTGAAGTGAGTTGCACGCATTGTGCGGGTTGTACAACAGTTCGACTCTCT
-GGCGCCGTGCGTGAAGTGAGTTGCACGCATTGTGCGGGTTGTACAACAGTTCGACTCTCT
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-CGTTGCTATACGTTGCTCGAATAGAGACGGAAGATTACTGGAACAACTCAGACGGGAGGC
-AGTTACGGGGGAGGCCCATAGATAGCAATGTTTGCGTCATTAACAACGCTGAGGACCCAT
-AGTTACGGGGGAGGCCCATAGATAGCAATGTTTGCGTCATTAACAACGCTGAGGACCCAT
-AGTTACGGGGGAGGCCCATAGATAGCAATGTTTGCGTCATTAACAACGCTGAGGACCCAT
-CGTCGTTCGTTCAACCGCTAAGCCCAGAAAGGCAAGAAAAGAACAACAGCGGGTACATTG
-CGTCGTTCGTTCAACCGCTAAGCCCAGAAAGGCAAGAAAAGAACAACAGCGGGTACATTG
-CGTCGTTCGTTCAACCGCTAAGCCCAGAAAGGCAAGAAAAGAACAACAGCGGGTACATTG
-CGTCGTTCGTTCAACCGCTAAGCCCAGAAAGGCAAGAAAAGAACAACAGCGGGTACATTG
-CTCAAGTGTATTTCCCGCGAGCGCTAGACGAGGAGGGCAAGCACAACGTTTTGCGATAAG
-CTCAAGTGTATTTCCCGCGAGCGCTAGACGAGGAGGGCAAGCACAACGTTTTGCGATAAG
-CTCAAGTGTATTTCCCGCGAGCGCTAGACGAGGAGGGCAAGCACAACGTTTTGCGATAAG
-CTCAAGTGTATTTCCCGCGAGCGCTAGACGAGGAGGGCAAGCACAACGTTTTGCGATAAG
-CTCAAGTGTATTTCCCGCGAGCGCTAGACGAGGAGGGCAAGCACAACGTTTTGCGATAAG
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-AGTGTAGGATCACCAAAATCGTAATCTTGTCAATGACTCACCACAACACAGAGAGCGGGC
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-GTGGGATGTCCACAATCTAAGATACTTGCGTTCTGGTAAGCTACAACAGGAAGTGCAGTG
-ACGGCTGCCATTCCTAATTCCATGGTTCGAATCCGCTATTGAACAACACGTAAGTGGGTT
-ACGGCTGCCATTCCTAATTCCATGGTTCGAATCCGCTATTGAACAACACGTAAGTGGGTT
-ACGGCTGCCATTCCTAATTCCATGGTTCGAATCCGCTATTGAACAACACGTAAGTGGGTT
-ACGGCTGCCATTCCTAATTCCATGGTTCGAATCCGCTATTGAACAACACGTAAGTGGGTT
-ACGGCTGCCATTCCTAATTCCATGGTTCGAATCCGCTATTGAACAACACGTAAGTGGGTT
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-ATTAAATAGCCCGACAGTGGGGTCCAGATAGTTACCACTCCCACAACATCGTTCTACCGC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-TAATTGGGTGTCTCCAGGAACGCGAGATAGGTTCAGACCCGCACAACCCATAATAGTCAC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-ACCTGTATGCTATTGAACATCCGTTAATACTAGTTAAGCGTTACAACATATAATTCCGGC
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-GTTGACTTTAGCGACCTGGTCTCTGAGGCATTAGCCTTGGGCACAACCAAAAAACGTATT
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-ATAATTAGGACAGAGGGACGATACTCGTCGGTAACCAACTCGACAACAGCAGCTCCTGCA
-GGTCCACGCGAACGGCCAATATAGAACTTTAGCAACAGACCAACAACGTATGCGTAATGT
-GGTCCACGCGAACGGCCAATATAGAACTTTAGCAACAGACCAACAACGTATGCGTAATGT
-GGTCCACGCGAACGGCCAATATAGAACTTTAGCAACAGACCAACAACGTATGCGTAATGT
-GGTCCACGCGAACGGCCAATATAGAACTTTAGCAACAGACCAACAACGTATGCGTAATGT
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-TGGAGATTCACACCCTACCTCGATAACACAAAAGTCTTGCGCACAACTCCATCGTATATA
-GTTCGTCTCAGCTAGTCGGCGGATGACCTTGGAGTGCTGACGACAACCGGGGCAGTGGAA
-GTTCGTCTCAGCTAGTCGGCGGATGACCTTGGAGTGCTGACGACAACCGGGGCAGTGGAA
-GTTCGTCTCAGCTAGTCGGCGGATGACCTTGGAGTGCTGACGACAACCGGGGCAGTGGAA
-GTTCGTCTCAGCTAGTCGGCGGATGACCTTGGAGTGCTGACGACAACCGGGGCAGTGGAA
-GTTCGTCTCAGCTAGTCGGCGGATGACCTTGGAGTGCTGACGACAACCGGGGCAGTGGAA
-GTTCGTCTCAGCTAGTCGGCGGATGACCTTGGAGTGCTGACGACAACCGGGGCAGTGGAA
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CCCATCCCGGTGTAATCCCGGTCTTCGACCTCTTAATAATTGACAACTAGTCCCACGGGC
-CAGCCTTACGTGTAGAACGTTGTGTTGAGGCATTTGGCTTCTACAACCCCACTACAATGA
-CAGCCTTACGTGTAGAACGTTGTGTTGAGGCATTTGGCTTCTACAACCCCACTACAATGA
-CAGCCTTACGTGTAGAACGTTGTGTTGAGGCATTTGGCTTCTACAACCCCACTACAATGA
-CAGCCTTACGTGTAGAACGTTGTGTTGAGGCATTTGGCTTCTACAACCCCACTACAATGA
-CAGCCTTACGTGTAGAACGTTGTGTTGAGGCATTTGGCTTCTACAACCCCACTACAATGA
-TTCGATTGGGCACTTGTCGCAACAATCAAACGGTCAGTAGCGACAACGCCGTTCTCTGCC
-TTCGATTGGGCACTTGTCGCAACAATCAAACGGTCAGTAGCGACAACGCCGTTCTCTGCC
-TTCGATTGGGCACTTGTCGCAACAATCAAACGGTCAGTAGCGACAACGCCGTTCTCTGCC
-TTCGATTGGGCACTTGTCGCAACAATCAAACGGTCAGTAGCGACAACGCCGTTCTCTGCC
-TTCGATTGGGCACTTGTCGCAACAATCAAACGGTCAGTAGCGACAACGCCGTTCTCTGCC
-TTCGATTGGGCACTTGTCGCAACAATCAAACGGTCAGTAGCGACAACGCCGTTCTCTGCC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-TATGGTTCCAGACTAGATTGATACAGCTTCATCAGCGAGTAAACAACACACTAGCGTAGC
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-ATACAGCGCCGGGTCTAGGTTATCCTTCGACGCTAACCGCAAACAACCGGAAAATGCCGA
-GTTACGTGGAATCATGTCCTAGGACCCCTTAGTTCGCATGCCACAACTAACCCGAGGACC
-GTTACGTGGAATCATGTCCTAGGACCCCTTAGTTCGCATGCCACAACTAACCCGAGGACC
-GTTACGTGGAATCATGTCCTAGGACCCCTTAGTTCGCATGCCACAACTAACCCGAGGACC
-GTTACGTGGAATCATGTCCTAGGACCCCTTAGTTCGCATGCCACAACTAACCCGAGGACC
-GTTACGTGGAATCATGTCCTAGGACCCCTTAGTTCGCATGCCACAACTAACCCGAGGACC
-GTTACGTGGAATCATGTCCTAGGACCCCTTAGTTCGCATGCCACAACTAACCCGAGGACC
-GTTACGTGGAATCATGTCCTAGGACCCCTTAGTTCGCATGCCACAACTAACCCGAGGACC
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-TCGGTGTGACTTTACAGCTTGAACAAGTGCGCCTTCGTGTAGACAACCGGTCACGCACGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-GATTCCGAGAGTTGCATGGTGTAGACACATATAGCGCGCCTCACAACACTGATCTCGAGA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-ACCATACGCTGTGACCTTTCCTATACTGCTTCAAAACGCCCTACAACGCCAACAATTCCA
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GGGCCCTGGCGACCCTGACACGCTCTAAGTTCACTGCTTCACACAACTTCCCCCGTCTGT
-GTGAATCGCTCCAGTGTCTTTAAACTATAGCGTCGTGATAATACAACCACTCCGATGAGA
-GTGAATCGCTCCAGTGTCTTTAAACTATAGCGTCGTGATAATACAACCACTCCGATGAGA
-GTGAATCGCTCCAGTGTCTTTAAACTATAGCGTCGTGATAATACAACCACTCCGATGAGA
-GTGAATCGCTCCAGTGTCTTTAAACTATAGCGTCGTGATAATACAACCACTCCGATGAGA
-GTGAATCGCTCCAGTGTCTTTAAACTATAGCGTCGTGATAATACAACCACTCCGATGAGA
-GTGAATCGCTCCAGTGTCTTTAAACTATAGCGTCGTGATAATACAACCACTCCGATGAGA
-GTGAATCGCTCCAGTGTCTTTAAACTATAGCGTCGTGATAATACAACCACTCCGATGAGA
-GTGAATCGCTCCAGTGTCTTTAAACTATAGCGTCGTGATAATACAACCACTCCGATGAGA
-CCCTGTCGATAACGTACAAGCCGAGATTCGCCAACTCGGTTGACAACACGTCTTACCGGT
-CCCTGTCGATAACGTACAAGCCGAGATTCGCCAACTCGGTTGACAACACGTCTTACCGGT
-CCCTGTCGATAACGTACAAGCCGAGATTCGCCAACTCGGTTGACAACACGTCTTACCGGT
-CCCTGTCGATAACGTACAAGCCGAGATTCGCCAACTCGGTTGACAACACGTCTTACCGGT
-CCCTGTCGATAACGTACAAGCCGAGATTCGCCAACTCGGTTGACAACACGTCTTACCGGT
-CCCTGTCGATAACGTACAAGCCGAGATTCGCCAACTCGGTTGACAACACGTCTTACCGGT
-CCCTGTCGATAACGTACAAGCCGAGATTCGCCAACTCGGTTGACAACACGTCTTACCGGT
-CCCTGTCGATAACGTACAAGCCGAGATTCGCCAACTCGGTTGACAACACGTCTTACCGGT
-TGCAAGCGGACTTCTACTATCGCGGTCTGTTTACGATAGGCCACAACCGCCAACTTGAAT
-TGCAAGCGGACTTCTACTATCGCGGTCTGTTTACGATAGGCCACAACCGCCAACTTGAAT
-TGCAAGCGGACTTCTACTATCGCGGTCTGTTTACGATAGGCCACAACCGCCAACTTGAAT
-TGCAAGCGGACTTCTACTATCGCGGTCTGTTTACGATAGGCCACAACCGCCAACTTGAAT
-TGCAAGCGGACTTCTACTATCGCGGTCTGTTTACGATAGGCCACAACCGCCAACTTGAAT
-TGCAAGCGGACTTCTACTATCGCGGTCTGTTTACGATAGGCCACAACCGCCAACTTGAAT
-TGCAAGCGGACTTCTACTATCGCGGTCTGTTTACGATAGGCCACAACCGCCAACTTGAAT
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-TCTATGTCTTAGACTATTTAGTCGAGCCTAATAAAGAAGTTCACAACATTGGCTATAAAC
-CCAGCACTGCCGAGTATGATACTGGACCGGCCAACTATGGCGACAACCAACCCCGGGCAA
-CCAGCACTGCCGAGTATGATACTGGACCGGCCAACTATGGCGACAACCAACCCCGGGCAA
-CCAGCACTGCCGAGTATGATACTGGACCGGCCAACTATGGCGACAACCAACCCCGGGCAA
-CCAGCACTGCCGAGTATGATACTGGACCGGCCAACTATGGCGACAACCAACCCCGGGCAA
-CCAGCACTGCCGAGTATGATACTGGACCGGCCAACTATGGCGACAACCAACCCCGGGCAA
-CCAGCACTGCCGAGTATGATACTGGACCGGCCAACTATGGCGACAACCAACCCCGGGCAA
-CCAGCACTGCCGAGTATGATACTGGACCGGCCAACTATGGCGACAACCAACCCCGGGCAA
-CAGGCGTCCCGATTTCAGTCGATGACAACCAAAGTAAAAAGGACAACCGACAAGGTGGCT
-CAGGCGTCCCGATTTCAGTCGATGACAACCAAAGTAAAAAGGACAACCGACAAGGTGGCT
-CAGGCGTCCCGATTTCAGTCGATGACAACCAAAGTAAAAAGGACAACCGACAAGGTGGCT
-CAGGCGTCCCGATTTCAGTCGATGACAACCAAAGTAAAAAGGACAACCGACAAGGTGGCT
-CAGGCGTCCCGATTTCAGTCGATGACAACCAAAGTAAAAAGGACAACCGACAAGGTGGCT
-CAGGCGTCCCGATTTCAGTCGATGACAACCAAAGTAAAAAGGACAACCGACAAGGTGGCT
-ATCATCTACGTTGTATTTTTGGAACACTCTAAGGTCACCGCTACAACGGAACAGGGTGAT
-ATCATCTACGTTGTATTTTTGGAACACTCTAAGGTCACCGCTACAACGGAACAGGGTGAT
-ATCATCTACGTTGTATTTTTGGAACACTCTAAGGTCACCGCTACAACGGAACAGGGTGAT
-ATCATCTACGTTGTATTTTTGGAACACTCTAAGGTCACCGCTACAACGGAACAGGGTGAT
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-TGCCAGCGGGCGCTTGAGAACATGATTAACACCCTTTCATCAACAACGGTAACTGTCTCC
-CCCGCGTGGACGGAGCGATTATTTACTCCGCCCTCCATGGCTACAACAGGCCAGAGTCTG
-CCCGCGTGGACGGAGCGATTATTTACTCCGCCCTCCATGGCTACAACAGGCCAGAGTCTG
-CCCGCGTGGACGGAGCGATTATTTACTCCGCCCTCCATGGCTACAACAGGCCAGAGTCTG
-CCCGCGTGGACGGAGCGATTATTTACTCCGCCCTCCATGGCTACAACAGGCCAGAGTCTG
-CCCGCGTGGACGGAGCGATTATTTACTCCGCCCTCCATGGCTACAACAGGCCAGAGTCTG
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-ACAGATACGTCTGCGTAGTTTTGAAGTACCCTCATCGGTGTTACAACTACACATTTGTCC
-CACTAGAAACAGGGTTACCAGGGATCCTAGGCTTTTGGATCGACAACCCCCAAACCACAA
-CACTAGAAACAGGGTTACCAGGGATCCTAGGCTTTTGGATCGACAACCCCCAAACCACAA
-CTCTCCTAGGACTCCGATGGTAGACAGACTCCCAGGACTCTCACAACTAGCTGGCCATGG
-CTCTCCTAGGACTCCGATGGTAGACAGACTCCCAGGACTCTCACAACTAGCTGGCCATGG
-CTCTCCTAGGACTCCGATGGTAGACAGACTCCCAGGACTCTCACAACTAGCTGGCCATGG
-CTCTCCTAGGACTCCGATGGTAGACAGACTCCCAGGACTCTCACAACTAGCTGGCCATGG
-CTCTCCTAGGACTCCGATGGTAGACAGACTCCCAGGACTCTCACAACTAGCTGGCCATGG
-CTCTCCTAGGACTCCGATGGTAGACAGACTCCCAGGACTCTCACAACTAGCTGGCCATGG
-CCATGTCCCAATCTCAGGCACCTATTGCACGAACGCGAGTTCACAACGTGCTAGGGCAGG
-CCATGTCCCAATCTCAGGCACCTATTGCACGAACGCGAGTTCACAACGTGCTAGGGCAGG
-CCATGTCCCAATCTCAGGCACCTATTGCACGAACGCGAGTTCACAACGTGCTAGGGCAGG
-CCATGTCCCAATCTCAGGCACCTATTGCACGAACGCGAGTTCACAACGTGCTAGGGCAGG
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-TTATACACAAGGTTCCCTTATATTCTCCGGTGACACCGCTCGACAACTTAGGCTGAGGAA
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GCGATGTGTGACTGACCACTGTCTGGAGCCGGATTGACTCCGACAACATCGATGCCACAC
-GTGGCTAGGAGGCGATTCGTATCTTTGAACGCAGAGGGCACCACAACGGGGGCCGAGATC
-GTGGCTAGGAGGCGATTCGTATCTTTGAACGCAGAGGGCACCACAACGGGGGCCGAGATC
-AAATGAGACTTGGAACAGACATCCGGAACAGAACGCCGGTCGACAACTAGGGACCTGGGT
-AAATGAGACTTGGAACAGACATCCGGAACAGAACGCCGGTCGACAACTAGGGACCTGGGT
-AAATGAGACTTGGAACAGACATCCGGAACAGAACGCCGGTCGACAACTAGGGACCTGGGT
-AAATGAGACTTGGAACAGACATCCGGAACAGAACGCCGGTCGACAACTAGGGACCTGGGT
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-TTATGCCGTAAGCGTAGCGGAAACATACATACCCGCGGTAGCACAACAAGACCCACGCTC
-ATACCTAGTTTTCGTATTACGAACATCTTAGCTAGGGCCCACACAACTTTTCGAGCTCCT
-ATACCTAGTTTTCGTATTACGAACATCTTAGCTAGGGCCCACACAACTTTTCGAGCTCCT
-ATACCTAGTTTTCGTATTACGAACATCTTAGCTAGGGCCCACACAACTTTTCGAGCTCCT
-ATACCTAGTTTTCGTATTACGAACATCTTAGCTAGGGCCCACACAACTTTTCGAGCTCCT
-ATACCTAGTTTTCGTATTACGAACATCTTAGCTAGGGCCCACACAACTTTTCGAGCTCCT
-ATACCTAGTTTTCGTATTACGAACATCTTAGCTAGGGCCCACACAACTTTTCGAGCTCCT
-ATACCTAGTTTTCGTATTACGAACATCTTAGCTAGGGCCCACACAACTTTTCGAGCTCCT
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-GTTACCAGCAAACGAGATTATTGTAAGGGGCTATGACGCCATACAACGATACGCACAACC
-AGTCTTGAAAAAATTTTGAGAAATTCTGCCTCATTTGATCGCACAACCGGTCTAACACTT
-AGTCTTGAAAAAATTTTGAGAAATTCTGCCTCATTTGATCGCACAACCGGTCTAACACTT
-AGTCTTGAAAAAATTTTGAGAAATTCTGCCTCATTTGATCGCACAACCGGTCTAACACTT
-AGTCTTGAAAAAATTTTGAGAAATTCTGCCTCATTTGATCGCACAACCGGTCTAACACTT
-AGTCTTGAAAAAATTTTGAGAAATTCTGCCTCATTTGATCGCACAACCGGTCTAACACTT
-AGTCTTGAAAAAATTTTGAGAAATTCTGCCTCATTTGATCGCACAACCGGTCTAACACTT
-AGGGATGTCGTCGGTAAACAAAATCCCCCAAGAAAGCTGGCAACAACGTTAAGCCCCAAG
-AGGGATGTCGTCGGTAAACAAAATCCCCCAAGAAAGCTGGCAACAACGTTAAGCCCCAAG
-AGGGATGTCGTCGGTAAACAAAATCCCCCAAGAAAGCTGGCAACAACGTTAAGCCCCAAG
-AGGGATGTCGTCGGTAAACAAAATCCCCCAAGAAAGCTGGCAACAACGTTAAGCCCCAAG
-AGGGATGTCGTCGGTAAACAAAATCCCCCAAGAAAGCTGGCAACAACGTTAAGCCCCAAG
-AGGGATGTCGTCGGTAAACAAAATCCCCCAAGAAAGCTGGCAACAACGTTAAGCCCCAAG
-AGGGATGTCGTCGGTAAACAAAATCCCCCAAGAAAGCTGGCAACAACGTTAAGCCCCAAG
-AGGGATGTCGTCGGTAAACAAAATCCCCCAAGAAAGCTGGCAACAACGTTAAGCCCCAAG
-CAACGTCGTTCTCTGAAATTTCAAAAGCGGTCCAAGCTGGCTACAACGAAAGATATAGTC
-CAACGTCGTTCTCTGAAATTTCAAAAGCGGTCCAAGCTGGCTACAACGAAAGATATAGTC
-CAACGTCGTTCTCTGAAATTTCAAAAGCGGTCCAAGCTGGCTACAACGAAAGATATAGTC
-CAACGTCGTTCTCTGAAATTTCAAAAGCGGTCCAAGCTGGCTACAACGAAAGATATAGTC
-CAACGTCGTTCTCTGAAATTTCAAAAGCGGTCCAAGCTGGCTACAACGAAAGATATAGTC
-CAACGTCGTTCTCTGAAATTTCAAAAGCGGTCCAAGCTGGCTACAACGAAAGATATAGTC
-TCTTACACATAACGATCTAAGTGAAGTAAGGATTCTCCATTAACAACGGGAGTATAGGCG
-TCTTACACATAACGATCTAAGTGAAGTAAGGATTCTCCATTAACAACGGGAGTATAGGCG
-TCTTACACATAACGATCTAAGTGAAGTAAGGATTCTCCATTAACAACGGGAGTATAGGCG
-ACGGTCCATTCCTCGGCCGCCTCACGTACGCTAGGGATGAGGACAACCCATCGACGCTAT
-ACGGTCCATTCCTCGGCCGCCTCACGTACGCTAGGGATGAGGACAACCCATCGACGCTAT
-ACGGTCCATTCCTCGGCCGCCTCACGTACGCTAGGGATGAGGACAACCCATCGACGCTAT
-ACGGTCCATTCCTCGGCCGCCTCACGTACGCTAGGGATGAGGACAACCCATCGACGCTAT
-ACGGTCCATTCCTCGGCCGCCTCACGTACGCTAGGGATGAGGACAACCCATCGACGCTAT
-ACGGTCCATTCCTCGGCCGCCTCACGTACGCTAGGGATGAGGACAACCCATCGACGCTAT
-ACGGTCCATTCCTCGGCCGCCTCACGTACGCTAGGGATGAGGACAACCCATCGACGCTAT
-ACGGTCCATTCCTCGGCCGCCTCACGTACGCTAGGGATGAGGACAACCCATCGACGCTAT
-TGCGAAGGAGGCAATACGTTGTCTTACTACATCTCCATTAAGACAACGAGTTATGTATCT
-TGCGAAGGAGGCAATACGTTGTCTTACTACATCTCCATTAAGACAACGAGTTATGTATCT
-TGCGAAGGAGGCAATACGTTGTCTTACTACATCTCCATTAAGACAACGAGTTATGTATCT
-TGCGAAGGAGGCAATACGTTGTCTTACTACATCTCCATTAAGACAACGAGTTATGTATCT
-TGCGAAGGAGGCAATACGTTGTCTTACTACATCTCCATTAAGACAACGAGTTATGTATCT
-TGCGAAGGAGGCAATACGTTGTCTTACTACATCTCCATTAAGACAACGAGTTATGTATCT
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-TAAGACAAGGTGGTGAGACTCCCTAAGCACTCGGTGTCTGATACAACTCCATCTACTGGC
-CGCCACGAATCAGACTTGGTATATTTACGGTGGCGAGTTCGGACAACAGCGAGTGACGAC
-CGCCACGAATCAGACTTGGTATATTTACGGTGGCGAGTTCGGACAACAGCGAGTGACGAC
-CGCCACGAATCAGACTTGGTATATTTACGGTGGCGAGTTCGGACAACAGCGAGTGACGAC
-CGCCACGAATCAGACTTGGTATATTTACGGTGGCGAGTTCGGACAACAGCGAGTGACGAC
-CGCCACGAATCAGACTTGGTATATTTACGGTGGCGAGTTCGGACAACAGCGAGTGACGAC
-CGCCACGAATCAGACTTGGTATATTTACGGTGGCGAGTTCGGACAACAGCGAGTGACGAC
-GACCCGGTCACGTCCGGATAAAAAGGAGTCGGTGTACGTAAAACAACGCGATTTCCCCGA
-GACCCGGTCACGTCCGGATAAAAAGGAGTCGGTGTACGTAAAACAACGCGATTTCCCCGA
-GACCCGGTCACGTCCGGATAAAAAGGAGTCGGTGTACGTAAAACAACGCGATTTCCCCGA
-GACCCGGTCACGTCCGGATAAAAAGGAGTCGGTGTACGTAAAACAACGCGATTTCCCCGA
-GACCCGGTCACGTCCGGATAAAAAGGAGTCGGTGTACGTAAAACAACGCGATTTCCCCGA
-GACCCGGTCACGTCCGGATAAAAAGGAGTCGGTGTACGTAAAACAACGCGATTTCCCCGA
-GACCCGGTCACGTCCGGATAAAAAGGAGTCGGTGTACGTAAAACAACGCGATTTCCCCGA
-GACCCGGTCACGTCCGGATAAAAAGGAGTCGGTGTACGTAAAACAACGCGATTTCCCCGA
-CGCCGTAATCCGGGCGAGGGCCGCCGGGACTGTTCTGTCAACACAACGGCTACTGTATGC
-CGCCGTAATCCGGGCGAGGGCCGCCGGGACTGTTCTGTCAACACAACGGCTACTGTATGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-CTCATAATCCTACGAGTATTAGCCGCGCAAAAGTGTCTTCCTACAACTTGGTTCCCTTGC
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-TCTATGACTGAATCACGCGGGAGCTTTACACAGGTGAACTGTACAACTAGACTTATGTCT
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AATGCCATATGAGTGTTAAGTCTACGATATTTAGAATATAATACAACCCACTGCTATAGG
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-AGATTGCTCTCGTAGGAACGTACCCATCTTGCCAACAGTAATACAACATCCGGAGGAACA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-ACGCTCAAATTCATAACCGGTGAAACCGCATTGTGCGTTCAGACAACTATTTCCCTGCGA
-CTCGGGTTAATGAGGGGATGCCCAAAGCGCGCACCCTATGATACAACGCCTGGGTATTTA
-CTCGGGTTAATGAGGGGATGCCCAAAGCGCGCACCCTATGATACAACGCCTGGGTATTTA
-GCCTTCCAACGGTTCGACTGACGTAGGGGAGGGATCGTGGGGACAACGTCTTAGCCATTT
-GCCTTCCAACGGTTCGACTGACGTAGGGGAGGGATCGTGGGGACAACGTCTTAGCCATTT
-GCCTTCCAACGGTTCGACTGACGTAGGGGAGGGATCGTGGGGACAACGTCTTAGCCATTT
-CAATTTTCGCGGTAGGTTTAAAGCACACTAGTGGGGCCAGAAACAACCTGAGTCGGGTAC
-CAATTTTCGCGGTAGGTTTAAAGCACACTAGTGGGGCCAGAAACAACCTGAGTCGGGTAC
-CAATTTTCGCGGTAGGTTTAAAGCACACTAGTGGGGCCAGAAACAACCTGAGTCGGGTAC
-CAATTTTCGCGGTAGGTTTAAAGCACACTAGTGGGGCCAGAAACAACCTGAGTCGGGTAC
-CAATTTTCGCGGTAGGTTTAAAGCACACTAGTGGGGCCAGAAACAACCTGAGTCGGGTAC
-CAATTTTCGCGGTAGGTTTAAAGCACACTAGTGGGGCCAGAAACAACCTGAGTCGGGTAC
-CAATTTTCGCGGTAGGTTTAAAGCACACTAGTGGGGCCAGAAACAACCTGAGTCGGGTAC
-CAATTTTCGCGGTAGGTTTAAAGCACACTAGTGGGGCCAGAAACAACCTGAGTCGGGTAC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-TTATTGCGACTTAGATGTCCGAGGCGATCTTGCCGACAGAGTACAACCGCAAACATACCC
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-AAGTCTAAGGTTCCAGGAACGTCGACCGCCGGGTTAGGTTGCACAACTACGACGTCAACT
-TGAAGATTTGCCCATGATCCTATTGCACGGAATACTACAAAGACAACAGGCCCATCTTCA
-TGAAGATTTGCCCATGATCCTATTGCACGGAATACTACAAAGACAACAGGCCCATCTTCA
-TGAAGATTTGCCCATGATCCTATTGCACGGAATACTACAAAGACAACAGGCCCATCTTCA
-TGAAGATTTGCCCATGATCCTATTGCACGGAATACTACAAAGACAACAGGCCCATCTTCA
-TGAAGATTTGCCCATGATCCTATTGCACGGAATACTACAAAGACAACAGGCCCATCTTCA
-TGAAGATTTGCCCATGATCCTATTGCACGGAATACTACAAAGACAACAGGCCCATCTTCA
-TGAAGATTTGCCCATGATCCTATTGCACGGAATACTACAAAGACAACAGGCCCATCTTCA
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-CGGTCATACTTCGAATCATCCCGGGTAAAGCGACTGGCACTCACAACAACTTGTACTTAT
-TATGCGTAAGCAGCTAAGTTCAGTTGGTACACCTGAGCTATTACAACGAAAGCTGAAAGC
-TATGCGTAAGCAGCTAAGTTCAGTTGGTACACCTGAGCTATTACAACGAAAGCTGAAAGC
-TATGCGTAAGCAGCTAAGTTCAGTTGGTACACCTGAGCTATTACAACGAAAGCTGAAAGC
-TATGCGTAAGCAGCTAAGTTCAGTTGGTACACCTGAGCTATTACAACGAAAGCTGAAAGC
-TATGCGTAAGCAGCTAAGTTCAGTTGGTACACCTGAGCTATTACAACGAAAGCTGAAAGC
-TTCTACTGTAGACGCCTGGTGTCGCAGGGATCTTGATCTGTGACAACGGCGAATACGGTC
-TTCTACTGTAGACGCCTGGTGTCGCAGGGATCTTGATCTGTGACAACGGCGAATACGGTC
-TTCTACTGTAGACGCCTGGTGTCGCAGGGATCTTGATCTGTGACAACGGCGAATACGGTC
-TTCTACTGTAGACGCCTGGTGTCGCAGGGATCTTGATCTGTGACAACGGCGAATACGGTC
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-TAGCCTCGGGTTACTAACCTGCCCACCAAGTTGAAGCGCTACACAACATGACTTTGCCAA
-CGGGAGGTCCGGTGAGAATTTGTAGCAGGTCGGTGCTACGCAACAACGCGTTTACTTACT
-CGGGAGGTCCGGTGAGAATTTGTAGCAGGTCGGTGCTACGCAACAACGCGTTTACTTACT
-CGGGAGGTCCGGTGAGAATTTGTAGCAGGTCGGTGCTACGCAACAACGCGTTTACTTACT
-CGGGAGGTCCGGTGAGAATTTGTAGCAGGTCGGTGCTACGCAACAACGCGTTTACTTACT
-CGGGAGGTCCGGTGAGAATTTGTAGCAGGTCGGTGCTACGCAACAACGCGTTTACTTACT
-CGGGAGGTCCGGTGAGAATTTGTAGCAGGTCGGTGCTACGCAACAACGCGTTTACTTACT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-GGGCTTCATATTTTGATGTTACTGATCAACGTGTAGGTGCGAACAACTGGTCTCTTTCCT
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-CTCTCGGGCGAGCCTTAGATTGGACGAGACTCCTCAGGTTTCACAACAACGTCAGGACCG
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-GAACAATGATTTCGGTGACCCCCACTGGGATCGCGGAGTCCTACAACATGGCTTCCTGAA
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-ATTTGTCCATGGGGTGTTTGGGACACATCCGTCGAAGTTTTGACAACTCCTCCCAAAGGC
-GTGCAAAGGTACACATGCCTTGCTCCACTGGAGTGACTTGATACAACCGCGGGTGTGATG
-GTGCAAAGGTACACATGCCTTGCTCCACTGGAGTGACTTGATACAACCGCGGGTGTGATG
-GTGCAAAGGTACACATGCCTTGCTCCACTGGAGTGACTTGATACAACCGCGGGTGTGATG
-GTGCAAAGGTACACATGCCTTGCTCCACTGGAGTGACTTGATACAACCGCGGGTGTGATG
-AGAGGACAAGGTATGAAATGGCATTAAGTCGTGGACCTCAATACAACGGTCTACGCAAGG
-AGAGGACAAGGTATGAAATGGCATTAAGTCGTGGACCTCAATACAACGGTCTACGCAAGG
-AGAGGACAAGGTATGAAATGGCATTAAGTCGTGGACCTCAATACAACGGTCTACGCAAGG
-ATCAATGGACCGGGAATATAATCCAGTTAGATAACCGCATAAACAACGTCCTTACCGGGA
-ATCAATGGACCGGGAATATAATCCAGTTAGATAACCGCATAAACAACGTCCTTACCGGGA
-CGGCAAGCGATTGGTGTCGTTAAAATTATCCTCTGACCTTAGACAACACGGGCCTTTAGA
-CGGCAAGCGATTGGTGTCGTTAAAATTATCCTCTGACCTTAGACAACACGGGCCTTTAGA
-CGGCAAGCGATTGGTGTCGTTAAAATTATCCTCTGACCTTAGACAACACGGGCCTTTAGA
-CGGCAAGCGATTGGTGTCGTTAAAATTATCCTCTGACCTTAGACAACACGGGCCTTTAGA
-CGGCAAGCGATTGGTGTCGTTAAAATTATCCTCTGACCTTAGACAACACGGGCCTTTAGA
-CGGCAAGCGATTGGTGTCGTTAAAATTATCCTCTGACCTTAGACAACACGGGCCTTTAGA
-CGGCAAGCGATTGGTGTCGTTAAAATTATCCTCTGACCTTAGACAACACGGGCCTTTAGA
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-ATAAGTCAAAGCGGGTACGCGTGATTGATCAACATCGCCGTCACAACACATCCTCAGTGG
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-TTTCTGGATGGTATACTAGTTGGGTTTTCCTCTGTGGCGGCGACAACTATGCCGTTTAGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-GAAGCGATTGCTCTACGAGTGAGGAGAGATCTTTGTCTCCTAACAACCATCGCTCAATGT
-ACTCATAAGATCGTTAGCGCAGTCGGTCGGGCACCTTTGTGGACAACCGCTCGTGGCGCG
-ACTCATAAGATCGTTAGCGCAGTCGGTCGGGCACCTTTGTGGACAACCGCTCGTGGCGCG
-ACTCATAAGATCGTTAGCGCAGTCGGTCGGGCACCTTTGTGGACAACCGCTCGTGGCGCG
-ACTCATAAGATCGTTAGCGCAGTCGGTCGGGCACCTTTGTGGACAACCGCTCGTGGCGCG
-ACTCATAAGATCGTTAGCGCAGTCGGTCGGGCACCTTTGTGGACAACCGCTCGTGGCGCG
-ACTCATAAGATCGTTAGCGCAGTCGGTCGGGCACCTTTGTGGACAACCGCTCGTGGCGCG
-ACTCATAAGATCGTTAGCGCAGTCGGTCGGGCACCTTTGTGGACAACCGCTCGTGGCGCG
-ACTCATAAGATCGTTAGCGCAGTCGGTCGGGCACCTTTGTGGACAACCGCTCGTGGCGCG
-GCGCCATAGACACGGTCGCCCAGCGAATAGAATTCTCGCCTAACAACTACCAAGCTTATA
-GCGCCATAGACACGGTCGCCCAGCGAATAGAATTCTCGCCTAACAACTACCAAGCTTATA
-GCGCCATAGACACGGTCGCCCAGCGAATAGAATTCTCGCCTAACAACTACCAAGCTTATA
-GCGCCATAGACACGGTCGCCCAGCGAATAGAATTCTCGCCTAACAACTACCAAGCTTATA
-GCGCCATAGACACGGTCGCCCAGCGAATAGAATTCTCGCCTAACAACTACCAAGCTTATA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-AACCCACGGTTTCAGGTACGATGCTCTGTTCTGGTGCTTGGAACAACCGGTCCTTACTTA
-TACTGCCTGGTGGACAAGAACACGTTCCGAGGGCGGAGGGCGACAACGCTCAGTGATCAG
-TACTGCCTGGTGGACAAGAACACGTTCCGAGGGCGGAGGGCGACAACGCTCAGTGATCAG
-TACTGCCTGGTGGACAAGAACACGTTCCGAGGGCGGAGGGCGACAACGCTCAGTGATCAG
-TACTGCCTGGTGGACAAGAACACGTTCCGAGGGCGGAGGGCGACAACGCTCAGTGATCAG
-TACTGCCTGGTGGACAAGAACACGTTCCGAGGGCGGAGGGCGACAACGCTCAGTGATCAG
-TACTGCCTGGTGGACAAGAACACGTTCCGAGGGCGGAGGGCGACAACGCTCAGTGATCAG
-CAACCTACTAGATAGTGACGATTAGTAAAGCGCTTGGATGGGACAACGAGTAGTTGGCTG
-CAACCTACTAGATAGTGACGATTAGTAAAGCGCTTGGATGGGACAACGAGTAGTTGGCTG
-CAACCTACTAGATAGTGACGATTAGTAAAGCGCTTGGATGGGACAACGAGTAGTTGGCTG
-CAACCTACTAGATAGTGACGATTAGTAAAGCGCTTGGATGGGACAACGAGTAGTTGGCTG
-CAACCTACTAGATAGTGACGATTAGTAAAGCGCTTGGATGGGACAACGAGTAGTTGGCTG
-CAACCTACTAGATAGTGACGATTAGTAAAGCGCTTGGATGGGACAACGAGTAGTTGGCTG
-GCGGTTCGTGCGTAGAGGGCACTTCTGCAATAACTATGTGTTACAACGCTCCGTATTAGG
-GCGGTTCGTGCGTAGAGGGCACTTCTGCAATAACTATGTGTTACAACGCTCCGTATTAGG
-GCGGTTCGTGCGTAGAGGGCACTTCTGCAATAACTATGTGTTACAACGCTCCGTATTAGG
-GCGGTTCGTGCGTAGAGGGCACTTCTGCAATAACTATGTGTTACAACGCTCCGTATTAGG
-GCGGTTCGTGCGTAGAGGGCACTTCTGCAATAACTATGTGTTACAACGCTCCGTATTAGG
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-AGCAGCGAATGGGTTCTAAGCAGGAGTTTTGCGCTATACAAGACAACACCAGACGATAAC
-GTGAGCTGGGGTCTACACATTCAGCGGTCAATTTTGAGTTGCACAACAGGGCAGGCTCCA
-GTGAGCTGGGGTCTACACATTCAGCGGTCAATTTTGAGTTGCACAACAGGGCAGGCTCCA
-GTGAGCTGGGGTCTACACATTCAGCGGTCAATTTTGAGTTGCACAACAGGGCAGGCTCCA
-GTGAGCTGGGGTCTACACATTCAGCGGTCAATTTTGAGTTGCACAACAGGGCAGGCTCCA
-GTGAGCTGGGGTCTACACATTCAGCGGTCAATTTTGAGTTGCACAACAGGGCAGGCTCCA
-GTGAGCTGGGGTCTACACATTCAGCGGTCAATTTTGAGTTGCACAACAGGGCAGGCTCCA
-GTGAGCTGGGGTCTACACATTCAGCGGTCAATTTTGAGTTGCACAACAGGGCAGGCTCCA
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-AATTAAGTTAATACCCGTCTCTGAGTGGGGACCAGAGAACAGACAACGACTGCGCCTGGT
-GGATCAGAAGAGTGTGGTAGGGTGACGCGAACCAGACCAACCACAACTCGTTAGCGGCGA
-GGATCAGAAGAGTGTGGTAGGGTGACGCGAACCAGACCAACCACAACTCGTTAGCGGCGA
-GGATCAGAAGAGTGTGGTAGGGTGACGCGAACCAGACCAACCACAACTCGTTAGCGGCGA
-GGATCAGAAGAGTGTGGTAGGGTGACGCGAACCAGACCAACCACAACTCGTTAGCGGCGA
-GGATCAGAAGAGTGTGGTAGGGTGACGCGAACCAGACCAACCACAACTCGTTAGCGGCGA
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-GGTATCATCGCCTAGGACCGATATGAGAGTATGTATCGTTGCACAACATATCCAGTCAGG
-TTAACACGGATAGCTGCAGTAGCAAGGAGTTCGACGTTAATAACAACAAAGACGGGCAGC
-TTAACACGGATAGCTGCAGTAGCAAGGAGTTCGACGTTAATAACAACAAAGACGGGCAGC
-TTAACACGGATAGCTGCAGTAGCAAGGAGTTCGACGTTAATAACAACAAAGACGGGCAGC
-TTAACACGGATAGCTGCAGTAGCAAGGAGTTCGACGTTAATAACAACAAAGACGGGCAGC
-TTAACACGGATAGCTGCAGTAGCAAGGAGTTCGACGTTAATAACAACAAAGACGGGCAGC
-TTAACACGGATAGCTGCAGTAGCAAGGAGTTCGACGTTAATAACAACAAAGACGGGCAGC
-TTAACACGGATAGCTGCAGTAGCAAGGAGTTCGACGTTAATAACAACAAAGACGGGCAGC
-TTAACACGGATAGCTGCAGTAGCAAGGAGTTCGACGTTAATAACAACAAAGACGGGCAGC
-GGCGCGACTGGCCTAATTTAGGGTGATGGCAGTCATCAGTCGACAACTTTGACTCGCTTG
-GGCGCGACTGGCCTAATTTAGGGTGATGGCAGTCATCAGTCGACAACTTTGACTCGCTTG
-GGCGCGACTGGCCTAATTTAGGGTGATGGCAGTCATCAGTCGACAACTTTGACTCGCTTG
-GGCGCGACTGGCCTAATTTAGGGTGATGGCAGTCATCAGTCGACAACTTTGACTCGCTTG
-GGCGCGACTGGCCTAATTTAGGGTGATGGCAGTCATCAGTCGACAACTTTGACTCGCTTG
-GGCGCGACTGGCCTAATTTAGGGTGATGGCAGTCATCAGTCGACAACTTTGACTCGCTTG
-GGCGCGACTGGCCTAATTTAGGGTGATGGCAGTCATCAGTCGACAACTTTGACTCGCTTG
-CAGAACGCGACTTAATTATAGATATTGTCGAGGCGGACAGATACAACTACGGGGAACCAC
-CAGAACGCGACTTAATTATAGATATTGTCGAGGCGGACAGATACAACTACGGGGAACCAC
-CAGAACGCGACTTAATTATAGATATTGTCGAGGCGGACAGATACAACTACGGGGAACCAC
-CAGAACGCGACTTAATTATAGATATTGTCGAGGCGGACAGATACAACTACGGGGAACCAC
-CAGAACGCGACTTAATTATAGATATTGTCGAGGCGGACAGATACAACTACGGGGAACCAC
-CAGAACGCGACTTAATTATAGATATTGTCGAGGCGGACAGATACAACTACGGGGAACCAC
-CAGAACGCGACTTAATTATAGATATTGTCGAGGCGGACAGATACAACTACGGGGAACCAC
-GTGATGTCCGTTATCGACAAGGTTCACGTTGAGTCGTTCCTGACAACGTTCATTCCGCCA
-GTGATGTCCGTTATCGACAAGGTTCACGTTGAGTCGTTCCTGACAACGTTCATTCCGCCA
-GTGATGTCCGTTATCGACAAGGTTCACGTTGAGTCGTTCCTGACAACGTTCATTCCGCCA
-GTGATGTCCGTTATCGACAAGGTTCACGTTGAGTCGTTCCTGACAACGTTCATTCCGCCA
-GTGATGTCCGTTATCGACAAGGTTCACGTTGAGTCGTTCCTGACAACGTTCATTCCGCCA
-CCCATAAGGTCATGGATTCCCAGCGGAATGCTCGATAAAGACACAACGCATGGAATTAAC
-CCCATAAGGTCATGGATTCCCAGCGGAATGCTCGATAAAGACACAACGCATGGAATTAAC
-CCCATAAGGTCATGGATTCCCAGCGGAATGCTCGATAAAGACACAACGCATGGAATTAAC
-CCCATAAGGTCATGGATTCCCAGCGGAATGCTCGATAAAGACACAACGCATGGAATTAAC
-CCCATAAGGTCATGGATTCCCAGCGGAATGCTCGATAAAGACACAACGCATGGAATTAAC
-CCCATAAGGTCATGGATTCCCAGCGGAATGCTCGATAAAGACACAACGCATGGAATTAAC
-ATTTTGAGGTTGATGTATATAACGCCATATACCTCACAGGGTACAACGCGTATTATTACA
-ATTTTGAGGTTGATGTATATAACGCCATATACCTCACAGGGTACAACGCGTATTATTACA
-ATTTTGAGGTTGATGTATATAACGCCATATACCTCACAGGGTACAACGCGTATTATTACA
-ATTTTGAGGTTGATGTATATAACGCCATATACCTCACAGGGTACAACGCGTATTATTACA
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-CTGTGTTGATCGAGAGCGTATAGAGCTCTTGTCAGTGTAACGACAACATTCATAATCTCG
-GATCTATCTGCGAGGATTGTAAAATCTATTTCAATCGCGCCGACAACGGTGCTAGATGCC
-GATCTATCTGCGAGGATTGTAAAATCTATTTCAATCGCGCCGACAACGGTGCTAGATGCC
-GATCTATCTGCGAGGATTGTAAAATCTATTTCAATCGCGCCGACAACGGTGCTAGATGCC
-GATCTATCTGCGAGGATTGTAAAATCTATTTCAATCGCGCCGACAACGGTGCTAGATGCC
-GATCTATCTGCGAGGATTGTAAAATCTATTTCAATCGCGCCGACAACGGTGCTAGATGCC
-GATCTATCTGCGAGGATTGTAAAATCTATTTCAATCGCGCCGACAACGGTGCTAGATGCC
-GATCTATCTGCGAGGATTGTAAAATCTATTTCAATCGCGCCGACAACGGTGCTAGATGCC
-ATCGGCATACAAGGGCCCTCCCTACTAGCGTCGGGATAAGTTACAACGCCCTGGTTAACA
-ATCGGCATACAAGGGCCCTCCCTACTAGCGTCGGGATAAGTTACAACGCCCTGGTTAACA
-ATCGGCATACAAGGGCCCTCCCTACTAGCGTCGGGATAAGTTACAACGCCCTGGTTAACA
-ATCCAGTGCCCGGCGTGTCTGGCTGGCTCAATAGGGATGACGACAACGTAGCGGGGGGCT
-ATCCAGTGCCCGGCGTGTCTGGCTGGCTCAATAGGGATGACGACAACGTAGCGGGGGGCT
-ATCCAGTGCCCGGCGTGTCTGGCTGGCTCAATAGGGATGACGACAACGTAGCGGGGGGCT
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-ACTCAATAAAGGACACGCGCTTCTTTTAGAAGTGAGGGTATCACAACACAACGCTTTGTG
-CTTTCCGAGTGAAGGACCAAGATCGACGTCAGGTCAGGGGGGACAACCCCACGCACGAGA
-CTTTCCGAGTGAAGGACCAAGATCGACGTCAGGTCAGGGGGGACAACCCCACGCACGAGA
-CTTTCCGAGTGAAGGACCAAGATCGACGTCAGGTCAGGGGGGACAACCCCACGCACGAGA
-CTTTCCGAGTGAAGGACCAAGATCGACGTCAGGTCAGGGGGGACAACCCCACGCACGAGA
-CTTTCCGAGTGAAGGACCAAGATCGACGTCAGGTCAGGGGGGACAACCCCACGCACGAGA
-CTTTCCGAGTGAAGGACCAAGATCGACGTCAGGTCAGGGGGGACAACCCCACGCACGAGA
-CTTTCCGAGTGAAGGACCAAGATCGACGTCAGGTCAGGGGGGACAACCCCACGCACGAGA
-CGCTACAAGGCACTACCGTATGTGATATAGGCTACTTCGACGACAACGTTTTGGCCGGCG
-CGCTACAAGGCACTACCGTATGTGATATAGGCTACTTCGACGACAACGTTTTGGCCGGCG
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-TTGCCGATACAGCACAATCTATATTCTGACTATCCTGCGTGAACAACTACGGAGGACGAC
-GTCCCAATGGAGGGAGATTCATTAAAACATCGTTGTAGGGTTACAACGGTTTGTCCCAAT
-GTCCCAATGGAGGGAGATTCATTAAAACATCGTTGTAGGGTTACAACGGTTTGTCCCAAT
-GTCCCAATGGAGGGAGATTCATTAAAACATCGTTGTAGGGTTACAACGGTTTGTCCCAAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TTTTGCCAGAGGACGTTCGAGGGACAAAGGTGCTATTCGCAAACAACAATTTAACCCTAT
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TACGCCGTCCAGTGACCCCCTAGCGCCGGGGGGAGGCTTAGTACAACCATTTCCGCGTTG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-TATGGCTCCCTGCGGGCTAGGGCCAGCCCGCCGATTTTGTGCACAACTCTTGCGGAGTGG
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CATGGATGATTTTTGGCTTTATTGAATCAAGACATGCTGTATACAACACCATTTGAATTC
-CCGTGGTCTCTCAGTTCTAGTACAGATACGGCTCCAAGCCCAACAACTTTGGTCTAGCTA
-CCGTGGTCTCTCAGTTCTAGTACAGATACGGCTCCAAGCCCAACAACTTTGGTCTAGCTA
-CCGTGGTCTCTCAGTTCTAGTACAGATACGGCTCCAAGCCCAACAACTTTGGTCTAGCTA
-CCGTGGTCTCTCAGTTCTAGTACAGATACGGCTCCAAGCCCAACAACTTTGGTCTAGCTA
-CCGTGGTCTCTCAGTTCTAGTACAGATACGGCTCCAAGCCCAACAACTTTGGTCTAGCTA
-CCGTGGTCTCTCAGTTCTAGTACAGATACGGCTCCAAGCCCAACAACTTTGGTCTAGCTA
-AAAACACGCGGTGCCTTCGCCCACGTTACGTGCGCGTACGTAACAACGACGGACCTGAGG
-AAAACACGCGGTGCCTTCGCCCACGTTACGTGCGCGTACGTAACAACGACGGACCTGAGG
-AAAACACGCGGTGCCTTCGCCCACGTTACGTGCGCGTACGTAACAACGACGGACCTGAGG
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-CCTGAACCGTGACGGTCTCCCCGCACGCCCGGGCGCGCTAAGACAACACCAAACGTAACA
-GTCAGCGGAAGTAGTTTGTGATATAGTTGGTCACTTTTCATTACAACCGATGGAGGTTAA
-GTCAGCGGAAGTAGTTTGTGATATAGTTGGTCACTTTTCATTACAACCGATGGAGGTTAA
-GTCAGCGGAAGTAGTTTGTGATATAGTTGGTCACTTTTCATTACAACCGATGGAGGTTAA
-GTCAGCGGAAGTAGTTTGTGATATAGTTGGTCACTTTTCATTACAACCGATGGAGGTTAA
-GTCAGCGGAAGTAGTTTGTGATATAGTTGGTCACTTTTCATTACAACCGATGGAGGTTAA
-GTCAGCGGAAGTAGTTTGTGATATAGTTGGTCACTTTTCATTACAACCGATGGAGGTTAA
-GTCAGCGGAAGTAGTTTGTGATATAGTTGGTCACTTTTCATTACAACCGATGGAGGTTAA
-GTCAGCGGAAGTAGTTTGTGATATAGTTGGTCACTTTTCATTACAACCGATGGAGGTTAA
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-TGTTGTCCCAATGATTTCCGCTCCCGATGCCCGTTATAATCGACAACCACGAATGATATG
-GCATTAAGGCTTACGACCCCGAGCGTAGTCCCGTTGATTGTAACAACGGCATCATAATGC
-GCATTAAGGCTTACGACCCCGAGCGTAGTCCCGTTGATTGTAACAACGGCATCATAATGC
-GCATTAAGGCTTACGACCCCGAGCGTAGTCCCGTTGATTGTAACAACGGCATCATAATGC
-GCATTAAGGCTTACGACCCCGAGCGTAGTCCCGTTGATTGTAACAACGGCATCATAATGC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-ACACTTTCGTGCCCCACTTGGCCACAGCGCGTGTACTTCGAGACAACCTCTCACGCCGAC
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GGCGGCCCACCGAATTACGAGAGTGAAACATAAATCCTGTCGACAACAAACTGGAGTCGA
-GCGTCCCACGCACAAGGTGGACACGCACACGACATTGACAATACAACGGGAGCGGCGTCT
-GCGTCCCACGCACAAGGTGGACACGCACACGACATTGACAATACAACGGGAGCGGCGTCT
-GCGTCCCACGCACAAGGTGGACACGCACACGACATTGACAATACAACGGGAGCGGCGTCT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TCTTACATCGCGAGCACCTTCATAGGGTTTACGCCCCTCCTAACAACCGGCTCCCCCCTT
-TGTACATGCACGTTAGGGATCTCTCCACCACGGTAAATGCGAACAACCCTTACGAAGAGG
-TGTACATGCACGTTAGGGATCTCTCCACCACGGTAAATGCGAACAACCCTTACGAAGAGG
-TGTACATGCACGTTAGGGATCTCTCCACCACGGTAAATGCGAACAACCCTTACGAAGAGG
-TGTACATGCACGTTAGGGATCTCTCCACCACGGTAAATGCGAACAACCCTTACGAAGAGG
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-TTCATGCTCCCTTCGGCAACACAGCCTGTCGAATGATCCGCTACAACCTGTGCCACCCCT
-CCTTCAAGTCGCCAAAATCACTGGCGGCCAGACCGGGAGTATACAACCGCTAGATGATGT
-CCTTCAAGTCGCCAAAATCACTGGCGGCCAGACCGGGAGTATACAACCGCTAGATGATGT
-CCTTCAAGTCGCCAAAATCACTGGCGGCCAGACCGGGAGTATACAACCGCTAGATGATGT
-CCTTCAAGTCGCCAAAATCACTGGCGGCCAGACCGGGAGTATACAACCGCTAGATGATGT
-CCTTCAAGTCGCCAAAATCACTGGCGGCCAGACCGGGAGTATACAACCGCTAGATGATGT
-CCTTCAAGTCGCCAAAATCACTGGCGGCCAGACCGGGAGTATACAACCGCTAGATGATGT
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-CTCGACAGAACGATAGTATCCTTCTCGGTGCCCATGTTGCATACAACTCTGCCTTGGACA
-AAGAGGCACCATTGCTGATTTCGATGACATTACAGCCGCATTACAACTGATCGATCCGCA
-AAGAGGCACCATTGCTGATTTCGATGACATTACAGCCGCATTACAACTGATCGATCCGCA
-AAGAGGCACCATTGCTGATTTCGATGACATTACAGCCGCATTACAACTGATCGATCCGCA
-AAGAGGCACCATTGCTGATTTCGATGACATTACAGCCGCATTACAACTGATCGATCCGCA
-AAGAGGCACCATTGCTGATTTCGATGACATTACAGCCGCATTACAACTGATCGATCCGCA
-AAGAGGCACCATTGCTGATTTCGATGACATTACAGCCGCATTACAACTGATCGATCCGCA
-AAGAGGCACCATTGCTGATTTCGATGACATTACAGCCGCATTACAACTGATCGATCCGCA
-CTTAGACCTAGAGCCAGGGGGCAGACATACTGAGCAAATGGTACAACTGTTAGCTAAAGT
-CTTAGACCTAGAGCCAGGGGGCAGACATACTGAGCAAATGGTACAACTGTTAGCTAAAGT
-CTTAGACCTAGAGCCAGGGGGCAGACATACTGAGCAAATGGTACAACTGTTAGCTAAAGT
-CTTAGACCTAGAGCCAGGGGGCAGACATACTGAGCAAATGGTACAACTGTTAGCTAAAGT
-CTTAGACCTAGAGCCAGGGGGCAGACATACTGAGCAAATGGTACAACTGTTAGCTAAAGT
-CTTAGACCTAGAGCCAGGGGGCAGACATACTGAGCAAATGGTACAACTGTTAGCTAAAGT
-CTTAGACCTAGAGCCAGGGGGCAGACATACTGAGCAAATGGTACAACTGTTAGCTAAAGT
-CTTAGACCTAGAGCCAGGGGGCAGACATACTGAGCAAATGGTACAACTGTTAGCTAAAGT
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-TAACACCCTCAGGCCGCGGGCTTAATGGTCGCGAAAAGGTTGACAACTAAGATCCGCCCG
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-AGCACGGTATAGCGACACTAAGGTACGGGGAATTAACTGCTTACAACACCAGGTGTGATA
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TCGGTGCAGACAACCGCATAATAATAGATAACAAGGCTTCCTACAACATAATTAAAGCGC
-TAATCCCTAGCCCATGCGTGAGGAGCGAGTCCCCATGGTTGCACAACGTCGAGCACACGC
-TAATCCCTAGCCCATGCGTGAGGAGCGAGTCCCCATGGTTGCACAACGTCGAGCACACGC
-TAATCCCTAGCCCATGCGTGAGGAGCGAGTCCCCATGGTTGCACAACGTCGAGCACACGC
-TAATCCCTAGCCCATGCGTGAGGAGCGAGTCCCCATGGTTGCACAACGTCGAGCACACGC
-TAATCCCTAGCCCATGCGTGAGGAGCGAGTCCCCATGGTTGCACAACGTCGAGCACACGC
-TAATCCCTAGCCCATGCGTGAGGAGCGAGTCCCCATGGTTGCACAACGTCGAGCACACGC
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-TGCAATTACTGGGGGGCATGGGTATACTTTTAGATCGGTTTCACAACACGCACTCCGACG
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-CGTTAAATGTAGTGAGTGTGGCTAAACTTATGAGACCGGCTGACAACCCTGCCTAGTACA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TATCCCACCACCTTGGCCACCAAAACTAGCTCATAGGTGGCCACAACTACAGATGCTTGA
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-TGGTGAATAGTAAATAGAGGGCAGGAAATCTGACACGTGCGAACAACACCGCCCTGGCGG
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-CCGCCTACTCGCGCGGTGATTCAATTTAGGTATATCTAGTCTACAACCCTGCAAGTAGCC
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-GCAGATTATATATCGAAATTCCCTAGGCTTTCCACCACGGGGACAACCGCAATACCGCAG
-CGCGTAGAGGGTAGCCAGATTCGTATTCCTGGATCGCGTACCACAACGATAGTTGTTGCC
-CGCGTAGAGGGTAGCCAGATTCGTATTCCTGGATCGCGTACCACAACGATAGTTGTTGCC
-CGCGTAGAGGGTAGCCAGATTCGTATTCCTGGATCGCGTACCACAACGATAGTTGTTGCC
-CGCGTAGAGGGTAGCCAGATTCGTATTCCTGGATCGCGTACCACAACGATAGTTGTTGCC
-CGCGTAGAGGGTAGCCAGATTCGTATTCCTGGATCGCGTACCACAACGATAGTTGTTGCC
-TACTGGGCAGGCAACGACTACCGACGACAATTTGTTCGGCTAACAACGAGGGTCGAACCA
-TACTGGGCAGGCAACGACTACCGACGACAATTTGTTCGGCTAACAACGAGGGTCGAACCA
-TACTGGGCAGGCAACGACTACCGACGACAATTTGTTCGGCTAACAACGAGGGTCGAACCA
-TACTGGGCAGGCAACGACTACCGACGACAATTTGTTCGGCTAACAACGAGGGTCGAACCA
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-GTGTTCGTGTCCCTGCCGCGATTTCCGCGCTTTAGAGTTAGGACAACTCCACCATTAACC
-TAACTCACTTCCTTTGTGCAAGCCTGACAACGACCTAGTACGACAACGGGACGACGTTGA
-TAACTCACTTCCTTTGTGCAAGCCTGACAACGACCTAGTACGACAACGGGACGACGTTGA
-TAACTCACTTCCTTTGTGCAAGCCTGACAACGACCTAGTACGACAACGGGACGACGTTGA
-ATTTTCTCGGTGATTTAGCGGAATGGGCATTACGCTCGATTTACAACATGGGGTTCCGAG
-ATTTTCTCGGTGATTTAGCGGAATGGGCATTACGCTCGATTTACAACATGGGGTTCCGAG
-ATTTTCTCGGTGATTTAGCGGAATGGGCATTACGCTCGATTTACAACATGGGGTTCCGAG
-ATTTTCTCGGTGATTTAGCGGAATGGGCATTACGCTCGATTTACAACATGGGGTTCCGAG
-AGGCGGGGATACTCTTGATTGTTGGGCCCGGAGGATGGTCCAACAACGATGAACCCGCTA
-AGGCGGGGATACTCTTGATTGTTGGGCCCGGAGGATGGTCCAACAACGATGAACCCGCTA
-AGGCGGGGATACTCTTGATTGTTGGGCCCGGAGGATGGTCCAACAACGATGAACCCGCTA
-AGGCGGGGATACTCTTGATTGTTGGGCCCGGAGGATGGTCCAACAACGATGAACCCGCTA
-AGGCGGGGATACTCTTGATTGTTGGGCCCGGAGGATGGTCCAACAACGATGAACCCGCTA
-AGGCGGGGATACTCTTGATTGTTGGGCCCGGAGGATGGTCCAACAACGATGAACCCGCTA
-GGCAACGCTTTCGGCGCTGCCTGGGGAGCTCTGTGAATCCCCACAACGTCGGTGTGATAA
-GGCAACGCTTTCGGCGCTGCCTGGGGAGCTCTGTGAATCCCCACAACGTCGGTGTGATAA
-GGCAACGCTTTCGGCGCTGCCTGGGGAGCTCTGTGAATCCCCACAACGTCGGTGTGATAA
-GGCAACGCTTTCGGCGCTGCCTGGGGAGCTCTGTGAATCCCCACAACGTCGGTGTGATAA
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-AGAGAGATCCACCATATTGGTATTTTGCCAAACTTCACAATCACAACCGAAACTAGCTTG
-CCGTCTAGGCACCGCAAGTCCCAAACCAACTCGGGAGCTTCAACAACCTGACCGTTACTG
-CCGTCTAGGCACCGCAAGTCCCAAACCAACTCGGGAGCTTCAACAACCTGACCGTTACTG
-CCGTCTAGGCACCGCAAGTCCCAAACCAACTCGGGAGCTTCAACAACCTGACCGTTACTG
-CCGTCTAGGCACCGCAAGTCCCAAACCAACTCGGGAGCTTCAACAACCTGACCGTTACTG
-CCGTCTAGGCACCGCAAGTCCCAAACCAACTCGGGAGCTTCAACAACCTGACCGTTACTG
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-ACCATTTACTATCTTTTCAGGGCCATCCCACTGTAGTGGACGACAACAACACAGAATCGC
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-AGTGTTGTTTGAATGGAAAGTACAGACTGCTATCCATGTTGCACAACTAAAGGCCTCCGA
-GGAGGTTATTCATCCACAATTGTAACGGAAGCATTGAATTGGACAACGAAATACGAGAAG
-GGAGGTTATTCATCCACAATTGTAACGGAAGCATTGAATTGGACAACGAAATACGAGAAG
-GGAGGTTATTCATCCACAATTGTAACGGAAGCATTGAATTGGACAACGAAATACGAGAAG
-GGAGGTTATTCATCCACAATTGTAACGGAAGCATTGAATTGGACAACGAAATACGAGAAG
-GGAGGTTATTCATCCACAATTGTAACGGAAGCATTGAATTGGACAACGAAATACGAGAAG
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-AGGTTTCTCTCTCGTCAATTCCAGGGATCGGTTCCCCGAGGCACAACACGCAACTCTAAC
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-GCTGCTTCACCCGCGACCTGTCGTCGCACCAAAACCCGGATCACAACAGTTGAACACTAG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-CGTGGAGAGTTTCCTGAACACCCCGCCTCTGATGGCGGTGGTACAACTATGAGTCTCCTG
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TGTGGAATAAAAACCGGTTAGGACATAGACATGGACGGTTAGACAACTGACTTTTACCCC
-TCTGATCTCTCGTATGGCTTGGACGTGACTTCCCTTATTATCACAACGTTTCGAGCGTGA
-TCTGATCTCTCGTATGGCTTGGACGTGACTTCCCTTATTATCACAACGTTTCGAGCGTGA
-TCTGATCTCTCGTATGGCTTGGACGTGACTTCCCTTATTATCACAACGTTTCGAGCGTGA
-TCTGATCTCTCGTATGGCTTGGACGTGACTTCCCTTATTATCACAACGTTTCGAGCGTGA
-CTCTAGTTAGTGTGCCCTTTGCCAGTACGTGAACGGAAAGCTACAACTATTTTGTTCCTA
-CTCTAGTTAGTGTGCCCTTTGCCAGTACGTGAACGGAAAGCTACAACTATTTTGTTCCTA
-CTCTAGTTAGTGTGCCCTTTGCCAGTACGTGAACGGAAAGCTACAACTATTTTGTTCCTA
-CTCTAGTTAGTGTGCCCTTTGCCAGTACGTGAACGGAAAGCTACAACTATTTTGTTCCTA
-CTCTAGTTAGTGTGCCCTTTGCCAGTACGTGAACGGAAAGCTACAACTATTTTGTTCCTA
-CTCTAGTTAGTGTGCCCTTTGCCAGTACGTGAACGGAAAGCTACAACTATTTTGTTCCTA
-CTCTAGTTAGTGTGCCCTTTGCCAGTACGTGAACGGAAAGCTACAACTATTTTGTTCCTA
-GTGTCCTAGCAATTGATTTCGTACACGCCGACACATTTAGGGACAACCGGTACCGTGCTT
-GTGTCCTAGCAATTGATTTCGTACACGCCGACACATTTAGGGACAACCGGTACCGTGCTT
-GTGTCCTAGCAATTGATTTCGTACACGCCGACACATTTAGGGACAACCGGTACCGTGCTT
-GTGTCCTAGCAATTGATTTCGTACACGCCGACACATTTAGGGACAACCGGTACCGTGCTT
-GTGTCCTAGCAATTGATTTCGTACACGCCGACACATTTAGGGACAACCGGTACCGTGCTT
-GTGTCCTAGCAATTGATTTCGTACACGCCGACACATTTAGGGACAACCGGTACCGTGCTT
-GTGTCCTAGCAATTGATTTCGTACACGCCGACACATTTAGGGACAACCGGTACCGTGCTT
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-AGACCGTCGAAGTGAGAACCCTTCAACGTCAGTGGCAACTTAACAACTTCATACCATTTA
-GCCGTGATACTCGCGGCGGAAAATAAGACGTTCCTATGACGGACAACTAATAGAGTTCGC
-GCCGTGATACTCGCGGCGGAAAATAAGACGTTCCTATGACGGACAACTAATAGAGTTCGC
-GCCGTGATACTCGCGGCGGAAAATAAGACGTTCCTATGACGGACAACTAATAGAGTTCGC
-GCCGTGATACTCGCGGCGGAAAATAAGACGTTCCTATGACGGACAACTAATAGAGTTCGC
-GCCGTGATACTCGCGGCGGAAAATAAGACGTTCCTATGACGGACAACTAATAGAGTTCGC
-CAATTCTTGCCAATTCGTTGCTGCCAGTAGGCGGTGTGGGGCACAACCTGGGGAAGCTAG
-CAATTCTTGCCAATTCGTTGCTGCCAGTAGGCGGTGTGGGGCACAACCTGGGGAAGCTAG
-CAATTCTTGCCAATTCGTTGCTGCCAGTAGGCGGTGTGGGGCACAACCTGGGGAAGCTAG
-CAATTCTTGCCAATTCGTTGCTGCCAGTAGGCGGTGTGGGGCACAACCTGGGGAAGCTAG
-CTGCCATTCTGCTGGGAAGTGACCCGACACGCCCCGAACTAAACAACGTTTATGAGTATA
-CTGCCATTCTGCTGGGAAGTGACCCGACACGCCCCGAACTAAACAACGTTTATGAGTATA
-CTGCCATTCTGCTGGGAAGTGACCCGACACGCCCCGAACTAAACAACGTTTATGAGTATA
-CTGCCATTCTGCTGGGAAGTGACCCGACACGCCCCGAACTAAACAACGTTTATGAGTATA
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GCTCTCACTGAACTAAAATCACTGCTGAGGCTGCATTTAAGGACAACCTGCATCCTTGTG
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-GAGACCCCAGCGGACGTAGCCATGCGCGAAAGGCGATGGCAGACAACGCCAGCCTGTTGA
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-CAATTCTTTCCAAGCAAACCCAATACATTCCCGCGTAAACCAACAACATGTTTGGAGCTG
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-ATTACTAGGAACATAGGTTCTGTCGATCTAGCGCCCTCACTCACAACCGTGGTGTCTGTC
-GCAGCCTATGCGCGTTGCGTATTGCAAAGGCTACTGTGAATGACAACTAGTCAAGGATGG
-GCAGCCTATGCGCGTTGCGTATTGCAAAGGCTACTGTGAATGACAACTAGTCAAGGATGG
-GCAGCCTATGCGCGTTGCGTATTGCAAAGGCTACTGTGAATGACAACTAGTCAAGGATGG
-GCAGCCTATGCGCGTTGCGTATTGCAAAGGCTACTGTGAATGACAACTAGTCAAGGATGG
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-CTAATGGTACAACTCCCATCTTCTCGACACCTAAATTAGGGAACAACATTGATTTAGGGA
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-TCCGATGAACGCTCTGGTCCGTCAACGCATAAATGTCCACTGACAACTCCAGATGAGGAT
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-ACCACGTTCTAACCTCGACGAAGACGCGGCCAGTTTTTTACTACAACAACACTGACAGGG
-CTAGATGATGATTTAAATAGATAAAGAGGGCCAAGCCCGACGACAACTACGGTCCTCGAG
-CTAGATGATGATTTAAATAGATAAAGAGGGCCAAGCCCGACGACAACTACGGTCCTCGAG
-CTAGATGATGATTTAAATAGATAAAGAGGGCCAAGCCCGACGACAACTACGGTCCTCGAG
-CTAGATGATGATTTAAATAGATAAAGAGGGCCAAGCCCGACGACAACTACGGTCCTCGAG
-CTAGATGATGATTTAAATAGATAAAGAGGGCCAAGCCCGACGACAACTACGGTCCTCGAG
-CTAGATGATGATTTAAATAGATAAAGAGGGCCAAGCCCGACGACAACTACGGTCCTCGAG
-CTAGATGATGATTTAAATAGATAAAGAGGGCCAAGCCCGACGACAACTACGGTCCTCGAG
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGCAAGAAGACCTCAGCTTAATAGGCCCTTGCTTAATATAGAACAACTCTAGACAAAACC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-TGATGGTCATCATAGGCGTCGGAGTGAGAGGGCTAAGACCGTACAACAGGCTCCTGGCTC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ATCTGGTAATCAAACTTAGGAACTTAGATCGAGCTGGTGGCAACAACGCTATCACCTCCC
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-ACGATGACCTTCACATCGACTAATATGGGTCGCCGAAATTGGACAACCGTAATCATATCT
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-GTAGGTGTGTGTTCAACGGTAAAGCCCCGCAAACAACACCCAACAACCCCTGTCATAGAA
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-ATTAGCCATATCATTTCAGTTGCGGGGTTCAAATTTACGGTGACAACATCCGACCCCGGT
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-GTGGCTAAATGCGCGGATGTTGAAGGTCCTGTCTAGGAGTGTACAACAGATGTGGCCGGA
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-TCATTCAACTTACATTGTCCAGGTCCCGCCCTATTCTTGTTCACAACATCTGGCATAGAT
-GCAGCAGTGCATCGCTGAAGCCTATGGCCCGCAGGTGATCATACAACAGGTACAGGACTG
-GCAGCAGTGCATCGCTGAAGCCTATGGCCCGCAGGTGATCATACAACAGGTACAGGACTG
-GCAGCAGTGCATCGCTGAAGCCTATGGCCCGCAGGTGATCATACAACAGGTACAGGACTG
-GCAGCAGTGCATCGCTGAAGCCTATGGCCCGCAGGTGATCATACAACAGGTACAGGACTG
-GCAGCAGTGCATCGCTGAAGCCTATGGCCCGCAGGTGATCATACAACAGGTACAGGACTG
-GCAGCAGTGCATCGCTGAAGCCTATGGCCCGCAGGTGATCATACAACAGGTACAGGACTG
-GCAGCAGTGCATCGCTGAAGCCTATGGCCCGCAGGTGATCATACAACAGGTACAGGACTG
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-ACAGGATAATGTGGGCATATGTTGCACTATGCCAGAAAAAGTACAACTTTACGAGACGTA
-CCAAACCGTTGCCTTCCACTTCGTGTGAGGGGCTACGAGGACACAACCTGTTGATTATGC
-CCAAACCGTTGCCTTCCACTTCGTGTGAGGGGCTACGAGGACACAACCTGTTGATTATGC
-CCAAACCGTTGCCTTCCACTTCGTGTGAGGGGCTACGAGGACACAACCTGTTGATTATGC
-CCAAACCGTTGCCTTCCACTTCGTGTGAGGGGCTACGAGGACACAACCTGTTGATTATGC
-CCAAACCGTTGCCTTCCACTTCGTGTGAGGGGCTACGAGGACACAACCTGTTGATTATGC
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-TCTGTGCTGCTTCGCGGCCACGAGTCGAAGGCCCACACCCCGACAACAGCAGCCAGCAAA
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-GTGTCTATCCTTCATTTGTAATGTAAGTATCATGAAAGGGTAACAACTCACACCTGTGCC
-CCTTCCCGGCTTATTTCAAAAGAGAGTGGCTTCCTGGAATTGACAACGGAAAGGTCATTC
-CCTTCCCGGCTTATTTCAAAAGAGAGTGGCTTCCTGGAATTGACAACGGAAAGGTCATTC
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-AGCGGGACATGGCGATGACCAACTCGCCCCCTCAGTACACAAACAACATATTACCCGTCA
-GCGTTTTTGAGTGTGAGAGGAGCTACGCTTTGGAAAGGAAAGACAACTTGTCGTCTGTAC
-GCGTTTTTGAGTGTGAGAGGAGCTACGCTTTGGAAAGGAAAGACAACTTGTCGTCTGTAC
-GCGTTTTTGAGTGTGAGAGGAGCTACGCTTTGGAAAGGAAAGACAACTTGTCGTCTGTAC
-GCGTTTTTGAGTGTGAGAGGAGCTACGCTTTGGAAAGGAAAGACAACTTGTCGTCTGTAC
-GCGTTTTTGAGTGTGAGAGGAGCTACGCTTTGGAAAGGAAAGACAACTTGTCGTCTGTAC
-GCGTTTTTGAGTGTGAGAGGAGCTACGCTTTGGAAAGGAAAGACAACTTGTCGTCTGTAC
-GCGTTTTTGAGTGTGAGAGGAGCTACGCTTTGGAAAGGAAAGACAACTTGTCGTCTGTAC
-GCGTTTTTGAGTGTGAGAGGAGCTACGCTTTGGAAAGGAAAGACAACTTGTCGTCTGTAC
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-AACGTAGTGGCCTTCACACTTTCATTCGTATCGATTAATTAAACAACATTCTCGCCGTAG
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-CACACTATATTATTATCCCCTCGCGAGGTGTGTCGTCACGAAACAACTCCATAGGCCTTA
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-TCCCACCCTCAGTATATTTTAAGCTCGAAGGCACAGTTCTGGACAACTGAATCAAACTGT
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-GCTCGCCCAGTTTTCCCCCAAAACTGTGAAGTAAGGAGCGCTACAACTACCTGCTTGGTG
-CGATGAAAGTCCCCAGCACACCTCAATATAACGGCTTTATCCACAACCCGCGGTTAGATC
-CGATGAAAGTCCCCAGCACACCTCAATATAACGGCTTTATCCACAACCCGCGGTTAGATC
-CGATGAAAGTCCCCAGCACACCTCAATATAACGGCTTTATCCACAACCCGCGGTTAGATC
-CGATGAAAGTCCCCAGCACACCTCAATATAACGGCTTTATCCACAACCCGCGGTTAGATC
-CGATGAAAGTCCCCAGCACACCTCAATATAACGGCTTTATCCACAACCCGCGGTTAGATC
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CCTCAGCCTGGCCAGGACTACCTGAACGGTTTGCTGTTTTACACAACCCCCTCCCAGCAA
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-CATTGGAGGTTTACAGCTTCACCGCTAACCATTTCTTCTTTCACAACCTTCCATCTAACC
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-TCTATAGCGTTAGAGCACTATCTCAAAGTTACTCTCCCTGCGACAACCGATTCGAAGGTG
-ACTTACGAAGACTAATTGCGTTGTGTCGCAGCCCTCTTAACGACAACGGCTCATAGCGTC
-ACTTACGAAGACTAATTGCGTTGTGTCGCAGCCCTCTTAACGACAACGGCTCATAGCGTC
-ACTTACGAAGACTAATTGCGTTGTGTCGCAGCCCTCTTAACGACAACGGCTCATAGCGTC
-ACTTACGAAGACTAATTGCGTTGTGTCGCAGCCCTCTTAACGACAACGGCTCATAGCGTC
-ACTTACGAAGACTAATTGCGTTGTGTCGCAGCCCTCTTAACGACAACGGCTCATAGCGTC
-ACTTACGAAGACTAATTGCGTTGTGTCGCAGCCCTCTTAACGACAACGGCTCATAGCGTC
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-GATCCATCCAAAACCAACAAAGTAAGTACGAGTATTGGTTGAACAACTGTAACTTCAGTA
-CGTGGCTCAACGTGCTTGAGGACCCAAGGTAGTTAGATTAGGACAACGAGACCCTTAGTA
-CGTGGCTCAACGTGCTTGAGGACCCAAGGTAGTTAGATTAGGACAACGAGACCCTTAGTA
-CGTGGCTCAACGTGCTTGAGGACCCAAGGTAGTTAGATTAGGACAACGAGACCCTTAGTA
-CGTGGCTCAACGTGCTTGAGGACCCAAGGTAGTTAGATTAGGACAACGAGACCCTTAGTA
-CGTGGCTCAACGTGCTTGAGGACCCAAGGTAGTTAGATTAGGACAACGAGACCCTTAGTA
-CGTGGCTCAACGTGCTTGAGGACCCAAGGTAGTTAGATTAGGACAACGAGACCCTTAGTA
-CGTGGCTCAACGTGCTTGAGGACCCAAGGTAGTTAGATTAGGACAACGAGACCCTTAGTA
-CGTGGCTCAACGTGCTTGAGGACCCAAGGTAGTTAGATTAGGACAACGAGACCCTTAGTA
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGGGCAGATTTACACAAAGATGGTTTTTAACGGATTCGAATAACAACTATGAGAGACGAG
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGTGAATGGCTATTCGTATGGTTAGATTTAGGGCTGACCACTACAACATCCAGTTTGCAT
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-GGACACTAGTATCGTATAATTTAGGAGTCTTTTGGGAGCCAGACAACATCTATGTGGAGG
-AACCGCTGGCCACGGGTCTGGTAAGCGTTTCAATTGGTGTGGACAACCCGTCCTAGTGTG
-AACCGCTGGCCACGGGTCTGGTAAGCGTTTCAATTGGTGTGGACAACCCGTCCTAGTGTG
-AACCGCTGGCCACGGGTCTGGTAAGCGTTTCAATTGGTGTGGACAACCCGTCCTAGTGTG
-AACCGCTGGCCACGGGTCTGGTAAGCGTTTCAATTGGTGTGGACAACCCGTCCTAGTGTG
-AACCGCTGGCCACGGGTCTGGTAAGCGTTTCAATTGGTGTGGACAACCCGTCCTAGTGTG
-AACCGCTGGCCACGGGTCTGGTAAGCGTTTCAATTGGTGTGGACAACCCGTCCTAGTGTG
-AACCGCTGGCCACGGGTCTGGTAAGCGTTTCAATTGGTGTGGACAACCCGTCCTAGTGTG
-AACCGCTGGCCACGGGTCTGGTAAGCGTTTCAATTGGTGTGGACAACCCGTCCTAGTGTG
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-ACCCATGAGGCGGCTTTCAATGTTAAGCCCTTTTACTCGCACACAACTCGTGCCCCATAT
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CCCATTCCTACTGGCAGTACTTCGAATTACGCCCCTGCTGAGACAACTACGCATTTATCG
-CTAGATGTTCTACAGAGCGCGCGATGTTTAATTTGAGGCTGTACAACGAACGCCATAGAC
-CTAGATGTTCTACAGAGCGCGCGATGTTTAATTTGAGGCTGTACAACGAACGCCATAGAC
-CTAGATGTTCTACAGAGCGCGCGATGTTTAATTTGAGGCTGTACAACGAACGCCATAGAC
-CTAGATGTTCTACAGAGCGCGCGATGTTTAATTTGAGGCTGTACAACGAACGCCATAGAC
-AGGGTTCACCACCACAGAAGGAACCGTTGGCACACTAGACGTACAACGAGGTTAGGCATG
-AGGGTTCACCACCACAGAAGGAACCGTTGGCACACTAGACGTACAACGAGGTTAGGCATG
-AGGGTTCACCACCACAGAAGGAACCGTTGGCACACTAGACGTACAACGAGGTTAGGCATG
-AGGGTTCACCACCACAGAAGGAACCGTTGGCACACTAGACGTACAACGAGGTTAGGCATG
-AGGGTTCACCACCACAGAAGGAACCGTTGGCACACTAGACGTACAACGAGGTTAGGCATG
-AGGGTTCACCACCACAGAAGGAACCGTTGGCACACTAGACGTACAACGAGGTTAGGCATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-TGGTCATGCGTGCCCGCGCGCCTTACGGGACAATGTTTAGCAACAACAGTTGGTTGTATG
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-CGCCGCGTTCAAGAATGGTGTCCTACACAGTAAATACAAGACACAACACTTCGGAGGCTC
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-AGATGTAGACAAGCGGGTTCTCTACAACCTACTGAGTTCTCAACAACTCCCATTGGACCT
-TCTTAAGTGCTGTCGGGTGGTTGTAAAGTGAAAAAAAAGCCCACAACTTGACCTAGGGCC
-TCTTAAGTGCTGTCGGGTGGTTGTAAAGTGAAAAAAAAGCCCACAACTTGACCTAGGGCC
-TCTTAAGTGCTGTCGGGTGGTTGTAAAGTGAAAAAAAAGCCCACAACTTGACCTAGGGCC
-TCTTAAGTGCTGTCGGGTGGTTGTAAAGTGAAAAAAAAGCCCACAACTTGACCTAGGGCC
-TCTTAAGTGCTGTCGGGTGGTTGTAAAGTGAAAAAAAAGCCCACAACTTGACCTAGGGCC
-TCTTAAGTGCTGTCGGGTGGTTGTAAAGTGAAAAAAAAGCCCACAACTTGACCTAGGGCC
-TCTTAAGTGCTGTCGGGTGGTTGTAAAGTGAAAAAAAAGCCCACAACTTGACCTAGGGCC
-TCTTAAGTGCTGTCGGGTGGTTGTAAAGTGAAAAAAAAGCCCACAACTTGACCTAGGGCC
-GTCCGGCAAATGCCGAGAGCAGGCTAGTGTCCCTATTGGGGAACAACTTCAAATTACAAG
-GTCCGGCAAATGCCGAGAGCAGGCTAGTGTCCCTATTGGGGAACAACTTCAAATTACAAG
-GTCCGGCAAATGCCGAGAGCAGGCTAGTGTCCCTATTGGGGAACAACTTCAAATTACAAG
-GTCCGGCAAATGCCGAGAGCAGGCTAGTGTCCCTATTGGGGAACAACTTCAAATTACAAG
-GTCCGGCAAATGCCGAGAGCAGGCTAGTGTCCCTATTGGGGAACAACTTCAAATTACAAG
-GTCCGGCAAATGCCGAGAGCAGGCTAGTGTCCCTATTGGGGAACAACTTCAAATTACAAG
-GTCCGGCAAATGCCGAGAGCAGGCTAGTGTCCCTATTGGGGAACAACTTCAAATTACAAG
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GCGGTTAATCACCTACGATGTAACACCATTGGTCGTTGGACGACAACATCCTATTGACTC
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-GTATCAACGTTTCGCCTAGAGGTATCAATAGAATGAAGCTTTACAACAAATCACGAGATA
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CAGGACTGCACCTATTTCTTTTCCATTGTGTTGAGTCGGGTAACAACTATGTATTCAGAT
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-CATTAGGCGTCCGTAACGCCCAATCAACCTCTCTCCTCGCGCACAACCTGGCAGACGGAC
-GTCGTGTCTCTAACAGACCACTCTTATATTCGCCTTCTGGCAACAACTAACGGACAGCAT
-GTCGTGTCTCTAACAGACCACTCTTATATTCGCCTTCTGGCAACAACTAACGGACAGCAT
-GTCGTGTCTCTAACAGACCACTCTTATATTCGCCTTCTGGCAACAACTAACGGACAGCAT
-GTCGTGTCTCTAACAGACCACTCTTATATTCGCCTTCTGGCAACAACTAACGGACAGCAT
-GTCGTGTCTCTAACAGACCACTCTTATATTCGCCTTCTGGCAACAACTAACGGACAGCAT
-GTCGTGTCTCTAACAGACCACTCTTATATTCGCCTTCTGGCAACAACTAACGGACAGCAT
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-TTGCCCCTCGAATAGCTAATGACTATTATTTCGGGCAGCTGCACAACACTGGAACCGTCG
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-AATAGTACGAAAATGAAGGTTGTTGAGCATTCCGTTGGATGCACAACCAACACTCAGGTC
-GGACTTTCCAACAATCTGGGACGGGTGAAACCTATATGCTAGACAACGGCCAAGAAATCT
-GGACTTTCCAACAATCTGGGACGGGTGAAACCTATATGCTAGACAACGGCCAAGAAATCT
-GGACTTTCCAACAATCTGGGACGGGTGAAACCTATATGCTAGACAACGGCCAAGAAATCT
-CACCGGAACTACCCATTTCCCCGCGTCATGCGGAGACAGCTTACAACATTCGGCAGATTA
-CACCGGAACTACCCATTTCCCCGCGTCATGCGGAGACAGCTTACAACATTCGGCAGATTA
-CACCGGAACTACCCATTTCCCCGCGTCATGCGGAGACAGCTTACAACATTCGGCAGATTA
-CACCGGAACTACCCATTTCCCCGCGTCATGCGGAGACAGCTTACAACATTCGGCAGATTA
-CACCGGAACTACCCATTTCCCCGCGTCATGCGGAGACAGCTTACAACATTCGGCAGATTA
-CACCGGAACTACCCATTTCCCCGCGTCATGCGGAGACAGCTTACAACATTCGGCAGATTA
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TGTCCTTTACCGCGAGAAAAGTAAGGCAGGTGCCGATCCACCACAACAAAATACATGAAC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-TCCTAAGCTACGCGCACATAGATGTTCTCGGAACCGGTCGACACAACCCACGTAACCATC
-CGTCAAGTCCTTGTGGGGTGCGAGTAGTCGCGGGTGCCAATGACAACCCAAAAAGCATGC
-CGTCAAGTCCTTGTGGGGTGCGAGTAGTCGCGGGTGCCAATGACAACCCAAAAAGCATGC
-CGTCAAGTCCTTGTGGGGTGCGAGTAGTCGCGGGTGCCAATGACAACCCAAAAAGCATGC
-CGTCAAGTCCTTGTGGGGTGCGAGTAGTCGCGGGTGCCAATGACAACCCAAAAAGCATGC
-CGTCAAGTCCTTGTGGGGTGCGAGTAGTCGCGGGTGCCAATGACAACCCAAAAAGCATGC
-CGTCAAGTCCTTGTGGGGTGCGAGTAGTCGCGGGTGCCAATGACAACCCAAAAAGCATGC
-CGTCAAGTCCTTGTGGGGTGCGAGTAGTCGCGGGTGCCAATGACAACCCAAAAAGCATGC
-CGTCAAGTCCTTGTGGGGTGCGAGTAGTCGCGGGTGCCAATGACAACCCAAAAAGCATGC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-AATACAGATGCCGGCTCCATGGCGGACAATGCTCGGCTGTCTACAACTGAGAAGCCCTCC
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-ACCAGCAGCTCATGTTCTGTTCTTAACGGTGGCGACCCATTTACAACAGGCATCGCAACA
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-TTGTCGAAGATCCCTCCCATAGTCACGAGATCCTGCTATCATACAACACGGTGGCCCTAT
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-AGTAAGCTCTGGTCGCAGCACAATACAGTAACTTTTCCGGACACAACTACTACAGCTCGA
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GACGTCTACCGTTCGTAGCCTTCCCCACCGGGAAGCGGTGTCACAACCTGTACCACCCTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GAACGGTTGTAGACCCGCAAGCGGACACAGTCGTGGTAGCTTACAACACCGTGGCCGTTT
-GCTGTAGGATCATCGTAGGGTGAATGACCCCGAGTATGATTCACAACGTTATGGACAACA
-GCTGTAGGATCATCGTAGGGTGAATGACCCCGAGTATGATTCACAACGTTATGGACAACA
-GCTGTAGGATCATCGTAGGGTGAATGACCCCGAGTATGATTCACAACGTTATGGACAACA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGCTTAGTTCATCGCACTCACTCTCATCAGCGTATTACGGTTACAACACGAAACCTACGA
-CGATCCGGACCCCGCCTAACGAATTCGATATGACTGAAACGAACAACTGAAGACCCGAAA
-CGATCCGGACCCCGCCTAACGAATTCGATATGACTGAAACGAACAACTGAAGACCCGAAA
-CGATCCGGACCCCGCCTAACGAATTCGATATGACTGAAACGAACAACTGAAGACCCGAAA
-CGATCCGGACCCCGCCTAACGAATTCGATATGACTGAAACGAACAACTGAAGACCCGAAA
-CGATCCGGACCCCGCCTAACGAATTCGATATGACTGAAACGAACAACTGAAGACCCGAAA
-CGATCCGGACCCCGCCTAACGAATTCGATATGACTGAAACGAACAACTGAAGACCCGAAA
-CGATCCGGACCCCGCCTAACGAATTCGATATGACTGAAACGAACAACTGAAGACCCGAAA
-CGATCCGGACCCCGCCTAACGAATTCGATATGACTGAAACGAACAACTGAAGACCCGAAA
-AAAGGGCTGTAAAAAGTCGTGCGGGACGTGATGAATGTGCCGACAACCTGACGGGTTGGT
-AAAGGGCTGTAAAAAGTCGTGCGGGACGTGATGAATGTGCCGACAACCTGACGGGTTGGT
-AAAGGGCTGTAAAAAGTCGTGCGGGACGTGATGAATGTGCCGACAACCTGACGGGTTGGT
-AAAGGGCTGTAAAAAGTCGTGCGGGACGTGATGAATGTGCCGACAACCTGACGGGTTGGT
-AAAGGGCTGTAAAAAGTCGTGCGGGACGTGATGAATGTGCCGACAACCTGACGGGTTGGT
-AAAGGGCTGTAAAAAGTCGTGCGGGACGTGATGAATGTGCCGACAACCTGACGGGTTGGT
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TACGGGCGTCACGTAAGCCCCACGCTATTAATGCGCGGCGAGACAACTCGTATATCTTGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-TCAAGGTACCTGCCGGCGGACCATGTACTATACGCTACAGCAACAACTCAGAGACCACGA
-AATGTGTCCCATGTCATATCGTCTGCTTGGGAATCTGGGTTCACAACGGACCAGGTCGGG
-AATGTGTCCCATGTCATATCGTCTGCTTGGGAATCTGGGTTCACAACGGACCAGGTCGGG
-AATGTGTCCCATGTCATATCGTCTGCTTGGGAATCTGGGTTCACAACGGACCAGGTCGGG
-CGGGCGCCACTGGGTCTGTCATGATAAGAAGGTACGTGATAAACAACTAAAAAAACGTTT
-CGGGCGCCACTGGGTCTGTCATGATAAGAAGGTACGTGATAAACAACTAAAAAAACGTTT
-CGGGCGCCACTGGGTCTGTCATGATAAGAAGGTACGTGATAAACAACTAAAAAAACGTTT
-CGGGCGCCACTGGGTCTGTCATGATAAGAAGGTACGTGATAAACAACTAAAAAAACGTTT
-CGGGCGCCACTGGGTCTGTCATGATAAGAAGGTACGTGATAAACAACTAAAAAAACGTTT
-CGGGCGCCACTGGGTCTGTCATGATAAGAAGGTACGTGATAAACAACTAAAAAAACGTTT
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-AACATACCCATATAGGATCCGTTCTAGATGAGCCCGCAAAGCACAACCGTTGTGATGCGG
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-GTCAAATTGTCATGCACTATTGGCCCCCGATTTACCGCCGCTACAACAACCCAGTTGGAT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-CTACTATGCATAGGTAAGCATCCCCACATGAACTTAAACACTACAACCAAACAGTGGCCT
-AACTGTTCCATTTAAAACCCTTAAAAAAACCTTAAGCATGGCACAACGAACCCCGGTATC
-AACTGTTCCATTTAAAACCCTTAAAAAAACCTTAAGCATGGCACAACGAACCCCGGTATC
-AACTGTTCCATTTAAAACCCTTAAAAAAACCTTAAGCATGGCACAACGAACCCCGGTATC
-ACGGAGTACTACAGACACGGAGGCCAGATGTGTCACCGGCTTACAACTGATATTCCCTCC
-ACGGAGTACTACAGACACGGAGGCCAGATGTGTCACCGGCTTACAACTGATATTCCCTCC
-ACGGAGTACTACAGACACGGAGGCCAGATGTGTCACCGGCTTACAACTGATATTCCCTCC
-ACGGAGTACTACAGACACGGAGGCCAGATGTGTCACCGGCTTACAACTGATATTCCCTCC
-ACGGAGTACTACAGACACGGAGGCCAGATGTGTCACCGGCTTACAACTGATATTCCCTCC
-ACGGAGTACTACAGACACGGAGGCCAGATGTGTCACCGGCTTACAACTGATATTCCCTCC
-ACGGAGTACTACAGACACGGAGGCCAGATGTGTCACCGGCTTACAACTGATATTCCCTCC
-ACGGAGTACTACAGACACGGAGGCCAGATGTGTCACCGGCTTACAACTGATATTCCCTCC
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-ATTATTGTGCAATGTCATCCCACAGGGAGGAGACTATCCCCAACAACTTGCCTGAAATCG
-GGCTGCAAACTGGGAATGAGCTGGATCATTTTTTTCGACGCTACAACGCGCTGGTACATC
-GGCTGCAAACTGGGAATGAGCTGGATCATTTTTTTCGACGCTACAACGCGCTGGTACATC
-GGCTGCAAACTGGGAATGAGCTGGATCATTTTTTTCGACGCTACAACGCGCTGGTACATC
-GGCTGCAAACTGGGAATGAGCTGGATCATTTTTTTCGACGCTACAACGCGCTGGTACATC
-GGCTGCAAACTGGGAATGAGCTGGATCATTTTTTTCGACGCTACAACGCGCTGGTACATC
-GGCTGCAAACTGGGAATGAGCTGGATCATTTTTTTCGACGCTACAACGCGCTGGTACATC
-GGCTGCAAACTGGGAATGAGCTGGATCATTTTTTTCGACGCTACAACGCGCTGGTACATC
-GCGTCGTCTGGCGTCTACCGATGTGCTACCGTGCCGCCAAACACAACAGTCTTAGTCAAG
-GCGTCGTCTGGCGTCTACCGATGTGCTACCGTGCCGCCAAACACAACAGTCTTAGTCAAG
-GCGTCGTCTGGCGTCTACCGATGTGCTACCGTGCCGCCAAACACAACAGTCTTAGTCAAG
-GCGTCGTCTGGCGTCTACCGATGTGCTACCGTGCCGCCAAACACAACAGTCTTAGTCAAG
-GCGTCGTCTGGCGTCTACCGATGTGCTACCGTGCCGCCAAACACAACAGTCTTAGTCAAG
-GCGTCGTCTGGCGTCTACCGATGTGCTACCGTGCCGCCAAACACAACAGTCTTAGTCAAG
-GCGTCGTCTGGCGTCTACCGATGTGCTACCGTGCCGCCAAACACAACAGTCTTAGTCAAG
-GTTATTAGTGATGGCGATGCTAAGTAGGACCCAGCTGTCTGCACAACGCTAAGTCAGCCA
-GTTATTAGTGATGGCGATGCTAAGTAGGACCCAGCTGTCTGCACAACGCTAAGTCAGCCA
-GTTATTAGTGATGGCGATGCTAAGTAGGACCCAGCTGTCTGCACAACGCTAAGTCAGCCA
-GTTATTAGTGATGGCGATGCTAAGTAGGACCCAGCTGTCTGCACAACGCTAAGTCAGCCA
-GTTATTAGTGATGGCGATGCTAAGTAGGACCCAGCTGTCTGCACAACGCTAAGTCAGCCA
-GTTATTAGTGATGGCGATGCTAAGTAGGACCCAGCTGTCTGCACAACGCTAAGTCAGCCA
-GTTATTAGTGATGGCGATGCTAAGTAGGACCCAGCTGTCTGCACAACGCTAAGTCAGCCA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-GTTTGTCCTTTATTCTTGCCGCACTTCGCAGCAGCCAAGGCCACAACAATGTGCGATCAA
-TCACGGTTAATCTATGGTTCGAATAAATCTTTATGCTGGAACACAACAACTTGGAGGATA
-TCACGGTTAATCTATGGTTCGAATAAATCTTTATGCTGGAACACAACAACTTGGAGGATA
-TCACGGTTAATCTATGGTTCGAATAAATCTTTATGCTGGAACACAACAACTTGGAGGATA
-TCACGGTTAATCTATGGTTCGAATAAATCTTTATGCTGGAACACAACAACTTGGAGGATA
-TCACGGTTAATCTATGGTTCGAATAAATCTTTATGCTGGAACACAACAACTTGGAGGATA
-TCACGGTTAATCTATGGTTCGAATAAATCTTTATGCTGGAACACAACAACTTGGAGGATA
-TCACGGTTAATCTATGGTTCGAATAAATCTTTATGCTGGAACACAACAACTTGGAGGATA
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTAGCATGTCATGTTGTAGGACCAGCTAGCGCAACGCTTGTAACAACACGCCATTACAGT
-TTGCTCTGTAGACAGACGGGGTTTAAAAACTACGAGTCAACAACAACGGTCTTAGCCACC
-TTGCTCTGTAGACAGACGGGGTTTAAAAACTACGAGTCAACAACAACGGTCTTAGCCACC
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CGCGGTTGCCAGGAGCGGTTTATCCGTTGGTGAGAGTCGTACACAACCATCTCATTAGGT
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CAAGCCTCATAGGGGGACTGTACCGCCGCCCGATCTGAGATAACAACGACGCATGCCTCC
-CGCTACAGAAGTACCACAAACCGACGTAGAGGGCGATCCGAGACAACCGGATTGCATAAC
-CGCTACAGAAGTACCACAAACCGACGTAGAGGGCGATCCGAGACAACCGGATTGCATAAC
-CGCTACAGAAGTACCACAAACCGACGTAGAGGGCGATCCGAGACAACCGGATTGCATAAC
-CGCTACAGAAGTACCACAAACCGACGTAGAGGGCGATCCGAGACAACCGGATTGCATAAC
-CGCTACAGAAGTACCACAAACCGACGTAGAGGGCGATCCGAGACAACCGGATTGCATAAC
-CGCTACAGAAGTACCACAAACCGACGTAGAGGGCGATCCGAGACAACCGGATTGCATAAC
-CGCTACAGAAGTACCACAAACCGACGTAGAGGGCGATCCGAGACAACCGGATTGCATAAC
-CGCTACAGAAGTACCACAAACCGACGTAGAGGGCGATCCGAGACAACCGGATTGCATAAC
-TCGCTAGCTTGTCGCAATTAGTTTTGCGAATGGTGACTTGCTACAACAGGGATATAGCCG
-TCGCTAGCTTGTCGCAATTAGTTTTGCGAATGGTGACTTGCTACAACAGGGATATAGCCG
-TCGCTAGCTTGTCGCAATTAGTTTTGCGAATGGTGACTTGCTACAACAGGGATATAGCCG
-TCGCTAGCTTGTCGCAATTAGTTTTGCGAATGGTGACTTGCTACAACAGGGATATAGCCG
-TCGCTAGCTTGTCGCAATTAGTTTTGCGAATGGTGACTTGCTACAACAGGGATATAGCCG
-TCGCTAGCTTGTCGCAATTAGTTTTGCGAATGGTGACTTGCTACAACAGGGATATAGCCG
-TCGCTAGCTTGTCGCAATTAGTTTTGCGAATGGTGACTTGCTACAACAGGGATATAGCCG
-TCGCTAGCTTGTCGCAATTAGTTTTGCGAATGGTGACTTGCTACAACAGGGATATAGCCG
-AAGTTAATCATTAGGCGACCCGCGTGTATAGACTTCTGATTGACAACCTAACAAGTCTTA
-AAGTTAATCATTAGGCGACCCGCGTGTATAGACTTCTGATTGACAACCTAACAAGTCTTA
-AAGTTAATCATTAGGCGACCCGCGTGTATAGACTTCTGATTGACAACCTAACAAGTCTTA
-AAGTTAATCATTAGGCGACCCGCGTGTATAGACTTCTGATTGACAACCTAACAAGTCTTA
-AAGTTAATCATTAGGCGACCCGCGTGTATAGACTTCTGATTGACAACCTAACAAGTCTTA
-AAGTTAATCATTAGGCGACCCGCGTGTATAGACTTCTGATTGACAACCTAACAAGTCTTA
-AAGTTAATCATTAGGCGACCCGCGTGTATAGACTTCTGATTGACAACCTAACAAGTCTTA
-AAGTTAATCATTAGGCGACCCGCGTGTATAGACTTCTGATTGACAACCTAACAAGTCTTA
-CCACGCCAGTTGCAAATCCACTCAGCCAAACGTGGCTCGGTCACAACTGTCGCCGTTTAC
-CCACGCCAGTTGCAAATCCACTCAGCCAAACGTGGCTCGGTCACAACTGTCGCCGTTTAC
-CCACGCCAGTTGCAAATCCACTCAGCCAAACGTGGCTCGGTCACAACTGTCGCCGTTTAC
-CCACGCCAGTTGCAAATCCACTCAGCCAAACGTGGCTCGGTCACAACTGTCGCCGTTTAC
-CCACGCCAGTTGCAAATCCACTCAGCCAAACGTGGCTCGGTCACAACTGTCGCCGTTTAC
-CCACGCCAGTTGCAAATCCACTCAGCCAAACGTGGCTCGGTCACAACTGTCGCCGTTTAC
-CCACGCCAGTTGCAAATCCACTCAGCCAAACGTGGCTCGGTCACAACTGTCGCCGTTTAC
-CAGCCTGTGTCTATGATAAGCACCTACTGTATAGAGCAAATCACAACGAGCCTTATTTAA
-CAGCCTGTGTCTATGATAAGCACCTACTGTATAGAGCAAATCACAACGAGCCTTATTTAA
-CAGCCTGTGTCTATGATAAGCACCTACTGTATAGAGCAAATCACAACGAGCCTTATTTAA
-CAGCCTGTGTCTATGATAAGCACCTACTGTATAGAGCAAATCACAACGAGCCTTATTTAA
-CAGCCTGTGTCTATGATAAGCACCTACTGTATAGAGCAAATCACAACGAGCCTTATTTAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-GCAGACGCTAGCTCATCATATGCGAAATCTCTTGCGTGCCGGACAACATAGCATGAGCAA
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAAAGTCTATGGCTTGGAAAGAGAAAGCACGAATCGCACTAAACAACTGTACATATTTCT
-TAGAATGTCCCCTTTACAAAACTAGTAGATGGGGGATGATTCACAACCCAGTGCATAAAA
-TAGAATGTCCCCTTTACAAAACTAGTAGATGGGGGATGATTCACAACCCAGTGCATAAAA
-TAGAATGTCCCCTTTACAAAACTAGTAGATGGGGGATGATTCACAACCCAGTGCATAAAA
-TAGAATGTCCCCTTTACAAAACTAGTAGATGGGGGATGATTCACAACCCAGTGCATAAAA
-TAGAATGTCCCCTTTACAAAACTAGTAGATGGGGGATGATTCACAACCCAGTGCATAAAA
-TAGAATGTCCCCTTTACAAAACTAGTAGATGGGGGATGATTCACAACCCAGTGCATAAAA
-TAGAATGTCCCCTTTACAAAACTAGTAGATGGGGGATGATTCACAACCCAGTGCATAAAA
-TAGAATGTCCCCTTTACAAAACTAGTAGATGGGGGATGATTCACAACCCAGTGCATAAAA
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-GGCGATTCCGTACGGCTCCTAACTCGCATATACCAAAAAAAAACAACCGCCTCGTTTCCG
-TGTAGTCCTATGGCTCGGCCTTAGGACAAGGCGTGACGGCTCACAACAGGTCCAAGATTA
-TGTAGTCCTATGGCTCGGCCTTAGGACAAGGCGTGACGGCTCACAACAGGTCCAAGATTA
-TGTAGTCCTATGGCTCGGCCTTAGGACAAGGCGTGACGGCTCACAACAGGTCCAAGATTA
-TGTAGTCCTATGGCTCGGCCTTAGGACAAGGCGTGACGGCTCACAACAGGTCCAAGATTA
-TGTAGTCCTATGGCTCGGCCTTAGGACAAGGCGTGACGGCTCACAACAGGTCCAAGATTA
-TGTAGTCCTATGGCTCGGCCTTAGGACAAGGCGTGACGGCTCACAACAGGTCCAAGATTA
-TGTAGTCCTATGGCTCGGCCTTAGGACAAGGCGTGACGGCTCACAACAGGTCCAAGATTA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-TATCACGACTGCCCATGGAGAAATCGAGTACAGCCAGAACTTACAACTCCCTCGAGGTGA
-CCATTGGCATCCTACACTCGCATCAGGTGATTTAGTCGCGTGACAACGGTTTGACGCGCA
-CCATTGGCATCCTACACTCGCATCAGGTGATTTAGTCGCGTGACAACGGTTTGACGCGCA
-CCATTGGCATCCTACACTCGCATCAGGTGATTTAGTCGCGTGACAACGGTTTGACGCGCA
-CCATTGGCATCCTACACTCGCATCAGGTGATTTAGTCGCGTGACAACGGTTTGACGCGCA
-CCATTGGCATCCTACACTCGCATCAGGTGATTTAGTCGCGTGACAACGGTTTGACGCGCA
-ACGTACAAGGAGTATTGCAGATTCGAACTCAGCAGGAGGGTTACAACGGTATTCTCACCA
-ACGTACAAGGAGTATTGCAGATTCGAACTCAGCAGGAGGGTTACAACGGTATTCTCACCA
-ACGTACAAGGAGTATTGCAGATTCGAACTCAGCAGGAGGGTTACAACGGTATTCTCACCA
-ACGTACAAGGAGTATTGCAGATTCGAACTCAGCAGGAGGGTTACAACGGTATTCTCACCA
-ACGTACAAGGAGTATTGCAGATTCGAACTCAGCAGGAGGGTTACAACGGTATTCTCACCA
-ACGTACAAGGAGTATTGCAGATTCGAACTCAGCAGGAGGGTTACAACGGTATTCTCACCA
-GGACAGCTTGTCGGCGGCCTCGGGAGGATCACAGGTTGGTGGACAACTGCGGACTAGGAC
-GGACAGCTTGTCGGCGGCCTCGGGAGGATCACAGGTTGGTGGACAACTGCGGACTAGGAC
-GGACAGCTTGTCGGCGGCCTCGGGAGGATCACAGGTTGGTGGACAACTGCGGACTAGGAC
-GGACAGCTTGTCGGCGGCCTCGGGAGGATCACAGGTTGGTGGACAACTGCGGACTAGGAC
-GGACAGCTTGTCGGCGGCCTCGGGAGGATCACAGGTTGGTGGACAACTGCGGACTAGGAC
-GGACAGCTTGTCGGCGGCCTCGGGAGGATCACAGGTTGGTGGACAACTGCGGACTAGGAC
-GGACAGCTTGTCGGCGGCCTCGGGAGGATCACAGGTTGGTGGACAACTGCGGACTAGGAC
-GGACAGCTTGTCGGCGGCCTCGGGAGGATCACAGGTTGGTGGACAACTGCGGACTAGGAC
-AATAGTCACGTCACACTCGAGAAACGCCCGCCCAACCATAGGACAACGGCTGATCAGCGC
-AATAGTCACGTCACACTCGAGAAACGCCCGCCCAACCATAGGACAACGGCTGATCAGCGC
-AATAGTCACGTCACACTCGAGAAACGCCCGCCCAACCATAGGACAACGGCTGATCAGCGC
-AATAGTCACGTCACACTCGAGAAACGCCCGCCCAACCATAGGACAACGGCTGATCAGCGC
-AATAGTCACGTCACACTCGAGAAACGCCCGCCCAACCATAGGACAACGGCTGATCAGCGC
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGGCCAGCCGGGTTTGATCGGAAAAAGGAGGTCATTGCCGAGACAACGCCGCCTCACAAA
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-AGTGCTAACACTTCCTGCTGCAAGACTGTGGCAGGAACCGTTACAACTGAACGACTTTCG
-TACTGCCTCGTGATCCTATGCATTGGACGACTTGGGAGGTCGACAACTTTTTATGGAAAG
-TACTGCCTCGTGATCCTATGCATTGGACGACTTGGGAGGTCGACAACTTTTTATGGAAAG
-TACTGCCTCGTGATCCTATGCATTGGACGACTTGGGAGGTCGACAACTTTTTATGGAAAG
-TACTGCCTCGTGATCCTATGCATTGGACGACTTGGGAGGTCGACAACTTTTTATGGAAAG
-TACTGCCTCGTGATCCTATGCATTGGACGACTTGGGAGGTCGACAACTTTTTATGGAAAG
-TACTGCCTCGTGATCCTATGCATTGGACGACTTGGGAGGTCGACAACTTTTTATGGAAAG
-TACTGCCTCGTGATCCTATGCATTGGACGACTTGGGAGGTCGACAACTTTTTATGGAAAG
-TACTGCCTCGTGATCCTATGCATTGGACGACTTGGGAGGTCGACAACTTTTTATGGAAAG
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-TGCCCCCCGGCCGATGGCAACAGGGGGCACGTGACGGAGTGTACAACCGCGTTTTAATTA
-CTGACTTCTTTAGACTGAGAAAACGACTGTCCGCCCATGGACACAACGAGCAGGGGGTCT
-CTGACTTCTTTAGACTGAGAAAACGACTGTCCGCCCATGGACACAACGAGCAGGGGGTCT
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-CAATGTCTGTGCCGAATCTCTGCTTAACTGCACGGCTTATAAACAACTTTCATGTCCCCG
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-GGGCGCCGTTAACACATAGGGGCTAAGAGGCTCTAGTACTAAACAACAATTCATTTCATT
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-CTACAAGACGCGGTGAACATAAATGCTATCTAGCTGGAGACGACAACCTAGACCCGGGCC
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-TCGTGCCTGGTGAATTGCAGACGTGCCATATGATAGGTCACAACAACTCGGTCCTTGATG
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-ATCAGGGAGGCTATTCCTCACCTGGTGAAACAGACAAGTTTCACAACTCAGTCAGAGCTA
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-GCTGGTATAAACTGGACAGATACAACGTTTTGTGTATGACAAACAACACAATCTTGAAAC
-CTTGACCATGGTCGCTCGGGCGGTCATACTCGTCTTCGGCGAACAACAAGAAGGCAGGGC
-CTTGACCATGGTCGCTCGGGCGGTCATACTCGTCTTCGGCGAACAACAAGAAGGCAGGGC
-CTTGACCATGGTCGCTCGGGCGGTCATACTCGTCTTCGGCGAACAACAAGAAGGCAGGGC
-CTTGACCATGGTCGCTCGGGCGGTCATACTCGTCTTCGGCGAACAACAAGAAGGCAGGGC
-CTTGACCATGGTCGCTCGGGCGGTCATACTCGTCTTCGGCGAACAACAAGAAGGCAGGGC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-AGTAGGGTTTGTGGCTATTATCAAGCAAGCTTGTCCATAGGCACAACAACTAACATAGCC
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-ATTCCGACAGCGGTTGATTAATTAAGAACGACCCGGGCTCATACAACCAGCCTTAGGAAT
-GCTCTTTTAGTTTTTTGAGAATCGCCTTCATGGGGCCCCCGCACAACTGCCTAAGTCTTC
-GCTCTTTTAGTTTTTTGAGAATCGCCTTCATGGGGCCCCCGCACAACTGCCTAAGTCTTC
-GCTCTTTTAGTTTTTTGAGAATCGCCTTCATGGGGCCCCCGCACAACTGCCTAAGTCTTC
-GCTCTTTTAGTTTTTTGAGAATCGCCTTCATGGGGCCCCCGCACAACTGCCTAAGTCTTC
-GCTCTTTTAGTTTTTTGAGAATCGCCTTCATGGGGCCCCCGCACAACTGCCTAAGTCTTC
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-CATAGTTCCACTCTATGCAACCTGCAGCACAATCCGCCATTAACAACTTTCTTGCCATGG
-GCAATTTGTCAGTCGATAAGGGCTGTGGTAGGTGCAGGGATTACAACCTAGATATGCTGT
-GCAATTTGTCAGTCGATAAGGGCTGTGGTAGGTGCAGGGATTACAACCTAGATATGCTGT
-GCAATTTGTCAGTCGATAAGGGCTGTGGTAGGTGCAGGGATTACAACCTAGATATGCTGT
-GCAATTTGTCAGTCGATAAGGGCTGTGGTAGGTGCAGGGATTACAACCTAGATATGCTGT
-GCAATTTGTCAGTCGATAAGGGCTGTGGTAGGTGCAGGGATTACAACCTAGATATGCTGT
-GCAATTTGTCAGTCGATAAGGGCTGTGGTAGGTGCAGGGATTACAACCTAGATATGCTGT
-GCAATTTGTCAGTCGATAAGGGCTGTGGTAGGTGCAGGGATTACAACCTAGATATGCTGT
-GCAATTTGTCAGTCGATAAGGGCTGTGGTAGGTGCAGGGATTACAACCTAGATATGCTGT
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-ACTACGCATTAGCTAAAAAACCAAGCCAGCTTTGCCTCTATAACAACTTTATCTAGAGAA
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-AGAAGCCTACTAAGATCAGGGGTGATACCATTCTGTCACCTAACAACAAAGGGCCCTCCG
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-TGCCGAATAGAACAGACACGATGGGCGTAAGGACGACGGCACACAACTACGACATCCGAA
-GATTTTACCGCTTAATTATTAATTACCGGACCTGTTCGTGTGACAACCCCCCGGTGTCCA
-GATTTTACCGCTTAATTATTAATTACCGGACCTGTTCGTGTGACAACCCCCCGGTGTCCA
-GATTTTACCGCTTAATTATTAATTACCGGACCTGTTCGTGTGACAACCCCCCGGTGTCCA
-GATTTTACCGCTTAATTATTAATTACCGGACCTGTTCGTGTGACAACCCCCCGGTGTCCA
-GATTTTACCGCTTAATTATTAATTACCGGACCTGTTCGTGTGACAACCCCCCGGTGTCCA
-GATTTTACCGCTTAATTATTAATTACCGGACCTGTTCGTGTGACAACCCCCCGGTGTCCA
-AGTTACGGATTCCCTAGGGACTTATCAGGCCACGGACCAGGCACAACGCCGGCCAATACA
-AGTTACGGATTCCCTAGGGACTTATCAGGCCACGGACCAGGCACAACGCCGGCCAATACA
-AGTTACGGATTCCCTAGGGACTTATCAGGCCACGGACCAGGCACAACGCCGGCCAATACA
-AGTTACGGATTCCCTAGGGACTTATCAGGCCACGGACCAGGCACAACGCCGGCCAATACA
-AGTTACGGATTCCCTAGGGACTTATCAGGCCACGGACCAGGCACAACGCCGGCCAATACA
-TGCTGGCCATCCTTAATCGCAATCCCTAGAAATCACACGCCGACAACGGTTCATTGCGAA
-TGCTGGCCATCCTTAATCGCAATCCCTAGAAATCACACGCCGACAACGGTTCATTGCGAA
-TGCTGGCCATCCTTAATCGCAATCCCTAGAAATCACACGCCGACAACGGTTCATTGCGAA
-TGCTGGCCATCCTTAATCGCAATCCCTAGAAATCACACGCCGACAACGGTTCATTGCGAA
-TGCTGGCCATCCTTAATCGCAATCCCTAGAAATCACACGCCGACAACGGTTCATTGCGAA
-TGCTGGCCATCCTTAATCGCAATCCCTAGAAATCACACGCCGACAACGGTTCATTGCGAA
-ATAATTTTTAAAGATACTCTAGTTTCGGGGGCGATCTAGATAACAACGTACAGGCGAAAT
-ATAATTTTTAAAGATACTCTAGTTTCGGGGGCGATCTAGATAACAACGTACAGGCGAAAT
-ATAATTTTTAAAGATACTCTAGTTTCGGGGGCGATCTAGATAACAACGTACAGGCGAAAT
-ATAATTTTTAAAGATACTCTAGTTTCGGGGGCGATCTAGATAACAACGTACAGGCGAAAT
-ATAATTTTTAAAGATACTCTAGTTTCGGGGGCGATCTAGATAACAACGTACAGGCGAAAT
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CGGATTTGAACTTCCCTAAAGACGAGCGCTGCGCTTCGCCTAACAACCTCGATTGGAACC
-CTGTGGAAGGGAGCGAGTGACTTTAAGAAGGTCTTCGGCCATACAACCAAAAGCTAGGTC
-CTGTGGAAGGGAGCGAGTGACTTTAAGAAGGTCTTCGGCCATACAACCAAAAGCTAGGTC
-CTGTGGAAGGGAGCGAGTGACTTTAAGAAGGTCTTCGGCCATACAACCAAAAGCTAGGTC
-CTGTGGAAGGGAGCGAGTGACTTTAAGAAGGTCTTCGGCCATACAACCAAAAGCTAGGTC
-CTGTGGAAGGGAGCGAGTGACTTTAAGAAGGTCTTCGGCCATACAACCAAAAGCTAGGTC
-CTGTGGAAGGGAGCGAGTGACTTTAAGAAGGTCTTCGGCCATACAACCAAAAGCTAGGTC
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-AACGGCAACCGCCAGTGACAGGGAAAACAGAGAAGGCCAGTTACAACAGAGACTCGCTCT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TATCCGCAGCGACCACTCACCGGAGTGTGATGCGGAGTGCGGACAACCGCCCCTTCATTT
-TTCTGGAATCGCTTCACAGATAGAACACAGACCAGTACTCTGACAACTACAACGGTGGAC
-TTCTGGAATCGCTTCACAGATAGAACACAGACCAGTACTCTGACAACTACAACGGTGGAC
-TTCTGGAATCGCTTCACAGATAGAACACAGACCAGTACTCTGACAACTACAACGGTGGAC
-TTCTGGAATCGCTTCACAGATAGAACACAGACCAGTACTCTGACAACTACAACGGTGGAC
-TTCTGGAATCGCTTCACAGATAGAACACAGACCAGTACTCTGACAACTACAACGGTGGAC
-TTCTGGAATCGCTTCACAGATAGAACACAGACCAGTACTCTGACAACTACAACGGTGGAC
-TTCTGGAATCGCTTCACAGATAGAACACAGACCAGTACTCTGACAACTACAACGGTGGAC
-GAAGCGCCAGCTTCTTTGTAGTATGTTCCAATAAGGTGCGAGACAACGCCTTTCAGGTGC
-GAAGCGCCAGCTTCTTTGTAGTATGTTCCAATAAGGTGCGAGACAACGCCTTTCAGGTGC
-GAAGCGCCAGCTTCTTTGTAGTATGTTCCAATAAGGTGCGAGACAACGCCTTTCAGGTGC
-GAAGCGCCAGCTTCTTTGTAGTATGTTCCAATAAGGTGCGAGACAACGCCTTTCAGGTGC
-GAAGCGCCAGCTTCTTTGTAGTATGTTCCAATAAGGTGCGAGACAACGCCTTTCAGGTGC
-GAAGCGCCAGCTTCTTTGTAGTATGTTCCAATAAGGTGCGAGACAACGCCTTTCAGGTGC
-GAAGCGCCAGCTTCTTTGTAGTATGTTCCAATAAGGTGCGAGACAACGCCTTTCAGGTGC
-GAAGCGCCAGCTTCTTTGTAGTATGTTCCAATAAGGTGCGAGACAACGCCTTTCAGGTGC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-AGGAGTTGTAACCGAGCGGAGCGTAGGAAACCTCGCACGTTTACAACAGCGCAGCGAGTC
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TACAAATCATCGGCGTTAAGCCAAAGAGCTCCGCTACTCCGAACAACACGGAGGTATTAT
-TTGAACTTGCCCTGGCAAGAAGGTACAGAATTCAGACAGAGCACAACGGATTGCGCAAAT
-TTGAACTTGCCCTGGCAAGAAGGTACAGAATTCAGACAGAGCACAACGGATTGCGCAAAT
-TTGAACTTGCCCTGGCAAGAAGGTACAGAATTCAGACAGAGCACAACGGATTGCGCAAAT
-TTGAACTTGCCCTGGCAAGAAGGTACAGAATTCAGACAGAGCACAACGGATTGCGCAAAT
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-TTCATTCAGTTGTACTTGTCATTTCGGACTGCGCGAGCGGCTACAACTGTAATAAATCGA
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-ACGCCCTGGTAGCTGTCCATTCGCATCATTACACAGGACAGTACAACGCTCACCAGAAGG
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-TTGGCAGAGATTACATAACTCACTATGTTAGGCCGGCTCTTGACAACTCTGGTCCCGCTC
-CCGGCTACGCGGGTCACAGTGGTTTCATCCAGACAGGGTTCCACAACAGGGAGCACAGCT
-CCGGCTACGCGGGTCACAGTGGTTTCATCCAGACAGGGTTCCACAACAGGGAGCACAGCT
-CCGGCTACGCGGGTCACAGTGGTTTCATCCAGACAGGGTTCCACAACAGGGAGCACAGCT
-CCGGCTACGCGGGTCACAGTGGTTTCATCCAGACAGGGTTCCACAACAGGGAGCACAGCT
-CCGGCTACGCGGGTCACAGTGGTTTCATCCAGACAGGGTTCCACAACAGGGAGCACAGCT
-CCGGCTACGCGGGTCACAGTGGTTTCATCCAGACAGGGTTCCACAACAGGGAGCACAGCT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-GTTGTTGCGAACTAAGCTCCGCTCCCAGCCTATTTGATCACCACAACCAATTATCTCGAT
-AATGGAGACCAACAGCGGCAAAAATGGAGACGAAACAGGATTACAACCAGGGACTGGTTA
-AATGGAGACCAACAGCGGCAAAAATGGAGACGAAACAGGATTACAACCAGGGACTGGTTA
-AATGGAGACCAACAGCGGCAAAAATGGAGACGAAACAGGATTACAACCAGGGACTGGTTA
-AATGGAGACCAACAGCGGCAAAAATGGAGACGAAACAGGATTACAACCAGGGACTGGTTA
-AATGGAGACCAACAGCGGCAAAAATGGAGACGAAACAGGATTACAACCAGGGACTGGTTA
-AATGGAGACCAACAGCGGCAAAAATGGAGACGAAACAGGATTACAACCAGGGACTGGTTA
-AATGGAGACCAACAGCGGCAAAAATGGAGACGAAACAGGATTACAACCAGGGACTGGTTA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-GATTCGGCTGAATGTCATTTAGAGATCGGAAGCCTCAAACCAACAACACGTGACATTTCA
-ATGTGGTTGGAATCAGATACCGGGGCCTGTTCGGCCAAGAGAACAACTATAAGGTGTGGT
-ATGTGGTTGGAATCAGATACCGGGGCCTGTTCGGCCAAGAGAACAACTATAAGGTGTGGT
-ATGTGGTTGGAATCAGATACCGGGGCCTGTTCGGCCAAGAGAACAACTATAAGGTGTGGT
-ATGTGGTTGGAATCAGATACCGGGGCCTGTTCGGCCAAGAGAACAACTATAAGGTGTGGT
-ATGTGGTTGGAATCAGATACCGGGGCCTGTTCGGCCAAGAGAACAACTATAAGGTGTGGT
-ATGTGGTTGGAATCAGATACCGGGGCCTGTTCGGCCAAGAGAACAACTATAAGGTGTGGT
-ATGTGGTTGGAATCAGATACCGGGGCCTGTTCGGCCAAGAGAACAACTATAAGGTGTGGT
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-GTCTTACAATGACTAAATCCGCTGTGAACTCCACGGCTTTCTACAACTGAGCTACTGCCA
-TTACCGTTACTAATGTCACCACATCCTAAAGAACACTCCGTAACAACGTTTGTGCGCAAG
-TTACCGTTACTAATGTCACCACATCCTAAAGAACACTCCGTAACAACGTTTGTGCGCAAG
-TTACCGTTACTAATGTCACCACATCCTAAAGAACACTCCGTAACAACGTTTGTGCGCAAG
-TTACCGTTACTAATGTCACCACATCCTAAAGAACACTCCGTAACAACGTTTGTGCGCAAG
-TTACCGTTACTAATGTCACCACATCCTAAAGAACACTCCGTAACAACGTTTGTGCGCAAG
-TTACCGTTACTAATGTCACCACATCCTAAAGAACACTCCGTAACAACGTTTGTGCGCAAG
-ATGAGACGCGCCACTTATATGCGCAATTAAGACAACATAGCGACAACGACTGAGAGTATA
-ATGAGACGCGCCACTTATATGCGCAATTAAGACAACATAGCGACAACGACTGAGAGTATA
-ATGAGACGCGCCACTTATATGCGCAATTAAGACAACATAGCGACAACGACTGAGAGTATA
-ATGAGACGCGCCACTTATATGCGCAATTAAGACAACATAGCGACAACGACTGAGAGTATA
-ATGAGACGCGCCACTTATATGCGCAATTAAGACAACATAGCGACAACGACTGAGAGTATA
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-AACAAGTAGTATATCTCAATAGCGTAAACCAATTGTGGAGCTACAACATCTAACGCTAAG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-GGCAGGGTAACGTGAAATGGGATCAGTGCTTCCACGCCGAGTACAACATTATTCTGAGTG
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-TACGAGAGGCCCTCCTCCTCGCATGGACCTCTTGGAAGGCCAACAACTACGACTACATGC
-CTTATTCACGTAGCTTAGTATGCTCAATTATGAGTCTCTACGACAACCATTAGATGTCGC
-CTTATTCACGTAGCTTAGTATGCTCAATTATGAGTCTCTACGACAACCATTAGATGTCGC
-CTTATTCACGTAGCTTAGTATGCTCAATTATGAGTCTCTACGACAACCATTAGATGTCGC
-CTTATTCACGTAGCTTAGTATGCTCAATTATGAGTCTCTACGACAACCATTAGATGTCGC
-CTTATTCACGTAGCTTAGTATGCTCAATTATGAGTCTCTACGACAACCATTAGATGTCGC
-CTTATTCACGTAGCTTAGTATGCTCAATTATGAGTCTCTACGACAACCATTAGATGTCGC
-CTTATTCACGTAGCTTAGTATGCTCAATTATGAGTCTCTACGACAACCATTAGATGTCGC
-ATGAACCCGGGGCGACACAATATATTGGTCCACCCGGTTAGCACAACCCCTCGGACGATC
-ATGAACCCGGGGCGACACAATATATTGGTCCACCCGGTTAGCACAACCCCTCGGACGATC
-ATGAACCCGGGGCGACACAATATATTGGTCCACCCGGTTAGCACAACCCCTCGGACGATC
-ATGAACCCGGGGCGACACAATATATTGGTCCACCCGGTTAGCACAACCCCTCGGACGATC
-ATGAACCCGGGGCGACACAATATATTGGTCCACCCGGTTAGCACAACCCCTCGGACGATC
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCAGGTCATGGCTCAAGGCCAACACTGCGTGCGCAACGTGTAACAACATGGACGAAACAT
-CCTGGTCTGCGCGCGTCTTTATTATCAAGTTTAGAATTAGAAACAACGCTCCATCTCACA
-CCTGGTCTGCGCGCGTCTTTATTATCAAGTTTAGAATTAGAAACAACGCTCCATCTCACA
-CCTGGTCTGCGCGCGTCTTTATTATCAAGTTTAGAATTAGAAACAACGCTCCATCTCACA
-CCTGGTCTGCGCGCGTCTTTATTATCAAGTTTAGAATTAGAAACAACGCTCCATCTCACA
-CCTGGTCTGCGCGCGTCTTTATTATCAAGTTTAGAATTAGAAACAACGCTCCATCTCACA
-CCTGGTCTGCGCGCGTCTTTATTATCAAGTTTAGAATTAGAAACAACGCTCCATCTCACA
-CCTGGTCTGCGCGCGTCTTTATTATCAAGTTTAGAATTAGAAACAACGCTCCATCTCACA
-TATCTTGGTACGGCGGGTAGAGGGCCCTGTTCGCAAAAGCAGACAACGGTGTTATTTCGC
-TATCTTGGTACGGCGGGTAGAGGGCCCTGTTCGCAAAAGCAGACAACGGTGTTATTTCGC
-TATCTTGGTACGGCGGGTAGAGGGCCCTGTTCGCAAAAGCAGACAACGGTGTTATTTCGC
-TATCTTGGTACGGCGGGTAGAGGGCCCTGTTCGCAAAAGCAGACAACGGTGTTATTTCGC
-TATCTTGGTACGGCGGGTAGAGGGCCCTGTTCGCAAAAGCAGACAACGGTGTTATTTCGC
-GCTGTACGCCGAGGCTAGTGTCGAAAGCCATTCCACAGTGCTACAACACTGCGGAGGGGG
-GCTGTACGCCGAGGCTAGTGTCGAAAGCCATTCCACAGTGCTACAACACTGCGGAGGGGG
-GCTGTACGCCGAGGCTAGTGTCGAAAGCCATTCCACAGTGCTACAACACTGCGGAGGGGG
-GCTGTACGCCGAGGCTAGTGTCGAAAGCCATTCCACAGTGCTACAACACTGCGGAGGGGG
-GCTGTACGCCGAGGCTAGTGTCGAAAGCCATTCCACAGTGCTACAACACTGCGGAGGGGG
-GCTGTACGCCGAGGCTAGTGTCGAAAGCCATTCCACAGTGCTACAACACTGCGGAGGGGG
-GCTGTACGCCGAGGCTAGTGTCGAAAGCCATTCCACAGTGCTACAACACTGCGGAGGGGG
-GCTGTACGCCGAGGCTAGTGTCGAAAGCCATTCCACAGTGCTACAACACTGCGGAGGGGG
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-GCACGATCTATCATCGTTTCTGTCGCTGCTCCCTGACCAACGACAACCCAGAAGTCTGCT
-ACGTGGCTAGCGCCATAGAAAAGATCCTAGAGTTCGCACGTGACAACGTAGCGAAATACG
-ACGTGGCTAGCGCCATAGAAAAGATCCTAGAGTTCGCACGTGACAACGTAGCGAAATACG
-ACGTGGCTAGCGCCATAGAAAAGATCCTAGAGTTCGCACGTGACAACGTAGCGAAATACG
-ACGTGGCTAGCGCCATAGAAAAGATCCTAGAGTTCGCACGTGACAACGTAGCGAAATACG
-ACGTGGCTAGCGCCATAGAAAAGATCCTAGAGTTCGCACGTGACAACGTAGCGAAATACG
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CAAAAGAGGACGTCCGCATGCAGAGGCATTCCGCGAGTATGAACAACCGAGAGAGTCACA
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-CGCACAAGTCATAATTCACACACACGCAGGATTCCGGTCGTGACAACATTCAGCAGACAG
-ACATGGACAAGGATCGTCCGCATCATCCGCAAGGACGGCCAGACAACGGAAAGAAATGAC
-ACATGGACAAGGATCGTCCGCATCATCCGCAAGGACGGCCAGACAACGGAAAGAAATGAC
-ACATGGACAAGGATCGTCCGCATCATCCGCAAGGACGGCCAGACAACGGAAAGAAATGAC
-ACATGGACAAGGATCGTCCGCATCATCCGCAAGGACGGCCAGACAACGGAAAGAAATGAC
-ACATGGACAAGGATCGTCCGCATCATCCGCAAGGACGGCCAGACAACGGAAAGAAATGAC
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-AGGAGTTGGCCTGTGACCTAACTTTTTGAGTTAGATCTTGGAACAACAATCTTCGGCACA
-ATACTTGACGGCAATCGCCGAACATATAAGGAGAGGCCCAGTACAACGTCGGTTGGCGGA
-ATACTTGACGGCAATCGCCGAACATATAAGGAGAGGCCCAGTACAACGTCGGTTGGCGGA
-GTATGTAGGCACAGCTCTAAAGCGCGAGGCCGTAGGTAATAAACAACCATGGCCACACGG
-GTATGTAGGCACAGCTCTAAAGCGCGAGGCCGTAGGTAATAAACAACCATGGCCACACGG
-GTATGTAGGCACAGCTCTAAAGCGCGAGGCCGTAGGTAATAAACAACCATGGCCACACGG
-GTATGTAGGCACAGCTCTAAAGCGCGAGGCCGTAGGTAATAAACAACCATGGCCACACGG
-GTATGTAGGCACAGCTCTAAAGCGCGAGGCCGTAGGTAATAAACAACCATGGCCACACGG
-GTATGTAGGCACAGCTCTAAAGCGCGAGGCCGTAGGTAATAAACAACCATGGCCACACGG
-GTATGTAGGCACAGCTCTAAAGCGCGAGGCCGTAGGTAATAAACAACCATGGCCACACGG
-GTATGTAGGCACAGCTCTAAAGCGCGAGGCCGTAGGTAATAAACAACCATGGCCACACGG
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-CGGAGTAGAGCGTCAGGCGCTGACTTTTATAAGTGTATACTTACAACGATGCATAAACTC
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-TCACACACCCTAGCTTATCGCGGATGGGCGTGCCTTTATTCTACAACTGCGTATATGTTT
-AGCTATGGCGCGAAGTAATTCATAGCGGATGCAACGTCCACGACAACGTCGGCCGCGCCC
-AGCTATGGCGCGAAGTAATTCATAGCGGATGCAACGTCCACGACAACGTCGGCCGCGCCC
-AGCTATGGCGCGAAGTAATTCATAGCGGATGCAACGTCCACGACAACGTCGGCCGCGCCC
-AGCTATGGCGCGAAGTAATTCATAGCGGATGCAACGTCCACGACAACGTCGGCCGCGCCC
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-ATAATTGCACCGGTCTGTTCGCTTTGTGGGAATTAGCAAAGCACAACAGTAACATGTGCA
-CCGTCCCCGTAGAGGTGCGCATTTATTATGAGAACGGACAGGACAACGCCCGATGCGCGC
-CCGTCCCCGTAGAGGTGCGCATTTATTATGAGAACGGACAGGACAACGCCCGATGCGCGC
-CCGTCCCCGTAGAGGTGCGCATTTATTATGAGAACGGACAGGACAACGCCCGATGCGCGC
-CCGTCCCCGTAGAGGTGCGCATTTATTATGAGAACGGACAGGACAACGCCCGATGCGCGC
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-CACCTTTGTGATGGTTTCGAAGAGCATTTTGGTGAGTATACGACAACCGAGTTCATGAAG
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TGTATAATGACATATTCTAGGTTGCATTGTTTACCTGCTCCAACAACCTTCTTCGTCCAC
-TATGTTAGAACATTCATCATCCCAACCGTTCGCTTGTCAAGCACAACGTGACTTGGGACG
-TATGTTAGAACATTCATCATCCCAACCGTTCGCTTGTCAAGCACAACGTGACTTGGGACG
-TATGTTAGAACATTCATCATCCCAACCGTTCGCTTGTCAAGCACAACGTGACTTGGGACG
-TATGTTAGAACATTCATCATCCCAACCGTTCGCTTGTCAAGCACAACGTGACTTGGGACG
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TACCATAGGTTTAATACAATGATCCAGTAATAGCATCGCCATACAACATATAACTGACAA
-TGAGTAATGTATTTCTCACTTTTGGGTTGTACTGAGTACCACACAACCCATGGGGGCACC
-TGAGTAATGTATTTCTCACTTTTGGGTTGTACTGAGTACCACACAACCCATGGGGGCACC
-TGAGTAATGTATTTCTCACTTTTGGGTTGTACTGAGTACCACACAACCCATGGGGGCACC
-TGAGTAATGTATTTCTCACTTTTGGGTTGTACTGAGTACCACACAACCCATGGGGGCACC
-TGAGTAATGTATTTCTCACTTTTGGGTTGTACTGAGTACCACACAACCCATGGGGGCACC
-TGAGTAATGTATTTCTCACTTTTGGGTTGTACTGAGTACCACACAACCCATGGGGGCACC
-TGAGTAATGTATTTCTCACTTTTGGGTTGTACTGAGTACCACACAACCCATGGGGGCACC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC
-TCGTCACTTCTTTACTCCGGACTTTTAGTGCTGAACAGCACGACAACAAACCTCGAGATC