diff genap2_kb_python/test-data/barcodes.kite.tsv @ 0:e8d93f1429c2 draft

Uploaded

--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/genap2_kb_python/test-data/barcodes.kite.tsv	Fri Apr 16 18:18:21 2021 +0000
@@ -0,0 +1,6949 @@
+AAACCCAAGATGAGTC-1
+AAACCCACAAGTGGCA-1
+AAACCCAGTAAGAACT-1
+AAACCCAGTGAGACTG-1
+AAACCCAGTTAACAGA-1
+AAACCCATCAAGTATC-1
+AAACCCATCCGAGTAC-1
+AAACCCATCCGCTTCG-1
+AAACCCATCCGGCTCT-1
+AAACCCATCCTCATAC-1
+AAACCCATCTGGTCAG-1
+AAACGAAAGCCTCAAC-1
+AAACGAACAACCCACG-1
+AAACGAACACGGTAAG-1
+AAACGAAGTTCCGAAT-1
+AAACGAAGTTTAAGCC-1
+AAACGAATCGTTCATC-1
+AAACGAATCTATCTGC-1
+AAACGCTCAGTGGACA-1
+AAACGCTGTCACCGAC-1
+AAAGAACCAGTGTACT-1
+AAAGAACGTGCGTATT-1
+AAAGAACGTTAACCCA-1
+AAAGAACTCGACAACC-1
+AAAGGATCAGGAATGC-1
+AAAGGATGTAGGCAAC-1
+AAAGGATGTGGCGAAT-1
+AAAGGATGTTTCCTCG-1
+AAAGGATTCCCTCATA-1
+AAAGGATTCCTTAGTC-1
+AAAGGATTCGACAAGA-1
+AAAGGGCAGTTCGTAT-1
+AAAGGGCAGTTTCGAT-1
+AAAGGGCCATTACTTC-1
+AAAGGGCGTATGTCTG-1
+AAAGGGCGTCGAGGTA-1
+AAAGGGCGTCTGAATC-1
+AAAGGGCTCAAGAGCA-1
+AAAGGGCTCCATTGTC-1
+AAAGGGCTCCTAAATG-1
+AAAGGGCTCGCACCAA-1
+AAAGGTAAGAACTACG-1
+AAAGGTAAGTAGAACC-1
+AAAGGTACAGATGAAT-1
+AAAGGTACATGTATGC-1
+AAAGGTAGTCCATATG-1
+AAAGGTATCGTAGGCT-1
+AAAGTCCAGCGAGATT-1
+AAAGTCCAGGCCAATA-1
+AAAGTCCCACGCATCG-1
+AAAGTCCTCCGTGTCC-1
+AAAGTCCTCGCTGTAG-1
+AAAGTGAAGCATAGAC-1
+AAAGTGAAGGCTGACG-1
+AAAGTGACAAACGGTG-1
+AAAGTGACAAAGTTGA-1
+AAAGTGACACACCACG-1
+AAAGTGACACACTTCC-1
+AAAGTGACATAGTTCG-1
+AAAGTGATCTTACGAA-1
+AAATGGAAGAGTGTGT-1
+AAATGGAAGCTCACTG-1
+AAATGGAAGTGAATGC-1
+AAATGGAGTGCAGACA-1
+AAATGGAGTTCGAAGG-1
+AACAAAGAGCATCAGA-1
+AACAAAGAGCCAACTC-1
+AACAAAGAGCCAGGAC-1
+AACAAAGCAATGCAAA-1
+AACAAAGCAGAATTAG-1
+AACAAAGCAGGGTATG-1
+AACAACCAGCATTTAC-1
+AACAACCAGCGAGCTG-1
+AACAACCAGGCTATTT-1
+AACAACCAGGTGCTCT-1
+AACAACCAGTACCAGA-1
+AACAACCCAACAGCGA-1
+AACAACCCAGCATGAG-1
+AACAACCGTACCGTGC-1
+AACAACCTCCGGCTCT-1
+AACAACCTCGCACCAA-1
+AACAACCTCTAAACGT-1
+AACAACCTCTCGCTAT-1
+AACAAGACACACGCTG-1
+AACAAGAGTATCAAGA-1
+AACAAGAGTTCCTTCG-1
+AACAAGATCCCGCACT-1
+AACACACAGAAGAGTA-1
+AACACACAGGACGAGA-1
+AACACACCACTTAGTG-1
+AACACACCACTTCAAG-1
+AACACACCAGATACAA-1
+AACACACGTCAGAGAC-1
+AACACACGTGTACTAC-1
+AACACACGTGTCGTTA-1
+AACACACTCAGCTGAC-1
+AACACACTCATCCCGC-1
+AACACACTCTCTGTAC-1
+AACAGGGAGACCTGGG-1
+AACAGGGAGAGAATAG-1
+AACAGGGCAAACCAGG-1
+AACAGGGGTCTATGTG-1
+AACAGGGGTGGAGGTT-1
+AACAGGGGTGTGTATC-1
+AACAGGGTCAGCATAT-1
+AACAGGGTCTAATTGG-1
+AACAGGGTCTTGTCGT-1
+AACCAACAGCGTATGA-1
+AACCAACCAACTGGGA-1
+AACCAACCAGCCGGTT-1
+AACCAACGTACCGCTG-1
+AACCAACTCACTTAAG-1
+AACCAACTCGCGACAT-1
+AACCACAAGCTAAGTG-1
+AACCACAAGTTACGGA-1
+AACCACACACACAGTT-1
+AACCACAGTTTCAGGT-1
+AACCATGAGATTTGGG-1
+AACCATGAGCTGCCAT-1
+AACCATGAGGATGGAG-1
+AACCATGAGGTGTTCC-1
+AACCATGCAAATGCGG-1
+AACCATGGTACGGCTC-1
+AACCATGGTAGAGAGA-1
+AACCATGGTAGCCCAC-1
+AACCATGTCACATATG-1
+AACCATGTCCGGTATG-1
+AACCATGTCCTGCCTG-1
+AACCATGTCGAGTCTG-1
+AACCCAAAGACGGGCT-1
+AACCCAAAGGTCCATC-1
+AACCCAACATGCTCGG-1
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+AACCCAATCAGCTGCA-1
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+AACCCAATCTCTTCGA-1
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+AACCTGACATTGTTCT-1
+AACCTGAGTCTGAGGA-1
+AACCTGAGTCTTGTCC-1
+AACCTGATCATGGTCG-1
+AACCTGATCCTCGAAG-1
+AACCTTTAGAGCTGTA-1
+AACCTTTAGGACGATT-1
+AACCTTTCACATTGCA-1
+AACCTTTCACTGGTTA-1
+AACCTTTCATTGTGGT-1
+AACCTTTTCGATACAT-1
+AACGAAAAGCGATGCG-1
+AACGAAACAACTCCGG-1
+AACGAAACACCTATAG-1
+AACGAAACATGGGTTT-1
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+AACGTCAAGCCTTGTG-1
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+AACGTCAAGTCGGGAC-1
+AACGTCACAGTGATGG-1
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+AACGTCAGTACTCGTA-1
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+AACTTCTAGGACGCGT-1
+AACTTCTAGGCTGACG-1
+AACTTCTAGTGTGCTC-1
+AACTTCTCAAGTCACT-1
+AACTTCTCAATCATGC-1
+AACTTCTCAGCGCTCA-1
+AACTTCTCATTACCAG-1
+AACTTCTGTCAAATAG-1
+AACTTCTGTCGTAACT-1
+AACTTCTGTCTATCGA-1
+AACTTCTGTTAGGCGA-1
+AACTTCTTCACCTGGA-1
+AACTTCTTCATGCAGC-1
+AACTTCTTCGAGATAG-1
+AACTTCTTCTCCTACA-1
+AAGAACAAGCATAAGC-1
+AAGAACAAGCATACAG-1
+AAGAACAAGTTACGGA-1
+AAGAACAAGTTAGGAC-1
+AAGAACACAACCTAAC-1
+AAGAACACAAGACGGT-1
+AAGAACACAGAGACCA-1
+AAGACAAAGTCTCTTC-1
+AAGACAAAGTCTTAAC-1
+AAGACAATCCATGCAG-1
+AAGACTCAGCGATTAG-1
+AAGACTCAGGACCACG-1
+AAGACTCAGGCTCTAC-1
+AAGACTCAGGCTTGAA-1
+AAGACTCAGTCGAACA-1
+AAGACTCCAACGTTCA-1
+AAGACTCGTAATTAGG-1
+AAGACTCGTGACCGCT-1
+AAGACTCTCATCACCT-1
+AAGACTCTCGATTTAG-1
+AAGACTCTCTAGTCAA-1
+AAGACTCTCTGGCCTC-1
+AAGATAGAGCGATGCG-1
+AAGATAGAGTATCGCC-1
+AAGATAGCAAACATGA-1
+AAGATAGCAGCCTACG-1
+AAGATAGGTACACACT-1
+AAGATAGGTGGCATGA-1
+AAGATAGTCATAGCAT-1
+AAGATAGTCGCGAAGG-1
+AAGCATCAGGTGAGAG-1
+AAGCATCCATGTTGCA-1
+AAGCATCGTCCATTCC-1
+AAGCATCGTCGTAGAG-1
+AAGCATCTCACTACCT-1
+AAGCCATGTAATCAAG-1
+AAGCCATGTACAGCTT-1
+AAGCCATGTAGAATAC-1
+AAGCCATTCTGGACTG-1
+AAGCGAGAGATTGCTT-1
+AAGCGAGAGCAACCAA-1
+AAGCGAGAGTAAGGAA-1
+AAGCGAGAGTATACTC-1
+AAGCGAGCAAACCCTA-1
+AAGCGAGGTAGTGGGT-1
+AAGCGAGGTCACAGAG-1
+AAGCGAGGTCTAGTAC-1
+AAGCGAGGTGAGGCAT-1
+AAGCGAGTCACTTCGT-1
+AAGCGAGTCCAACAGC-1
+AAGCGAGTCCCAAGGT-1
+AAGCGAGTCCGAACTG-1
+AAGCGAGTCGATTCAA-1
+AAGCGTTGTTCGATCA-1
+AAGCGTTGTTGACCCG-1
+AAGCGTTTCAGGACTC-1
+AAGCGTTTCCTGTTAC-1
+AAGCGTTTCTCCGTCG-1
+AAGGAATAGAAAGGTA-1
+AAGGAATAGAATCAGC-1
+AAGGAATAGACTGTTT-1
+AAGGAATAGCATCCGT-1
+AAGGAATTCCAATAAC-1
+AAGGAATTCTCCCAAT-1
+AAGGTAAAGAAGGTGG-1
+AAGGTAAAGTCAAAGC-1
+AAGGTAACAAGGACTG-1
+AAGGTAACAAGTCGTT-1
+AAGGTAACACTTTCTA-1
+AAGGTAACAGATTCTG-1
+AAGGTAAGTTAAGCGG-1
+AAGGTAATCCTGACTT-1
+AAGTACCAGACCCTTG-1
+AAGTACCAGACTGTCC-1
+AAGTACCAGGAAACAA-1
+AAGTACCAGGTACACA-1
+AAGTACCCACCCGTGA-1
+AAGTACCCATGTCATG-1
+AAGTACCGTACCGTGC-1
+AAGTACCGTCACGGAA-1
+AAGTACCGTCCCTGTT-1
+AAGTACCTCGGAGGCA-1
+AAGTACCTCTTTCAGC-1
+AAGTCGTAGCAGTACA-1
+AAGTCGTAGGCGGTAC-1
+AAGTCGTCACGTAGAG-1
+AAGTCGTCACTTTATC-1
+AAGTCGTCAGAAGCTG-1
+AAGTCGTGTCTTACAG-1
+AAGTCGTTCCTGGCTC-1
+AAGTCGTTCGATTACA-1
+AAGTCGTTCTCGGCAA-1
+AAGTCGTTCTTCATGC-1
+AAGTGAAAGTCTGCCA-1
+AAGTGAACAATTCTCT-1
+AAGTGAAGTCGCTGTG-1
+AAGTGAAGTTTCGGGC-1
+AAGTGAATCACATATG-1
+AAGTTCGCAACTCGCG-1
+AAGTTCGCAAGAGACC-1
+AAGTTCGCAATTCCGA-1
+AAGTTCGGTACTTCTT-1
+AAGTTCGGTCGCTATA-1
+AAGTTCGTCAAACCCG-1
+AAGTTCGTCTGCCGAA-1
+AATAGAGAGGGATTAC-1
+AATAGAGAGTAGACCA-1
+AATAGAGCAACTGAGG-1
+AATAGAGCAAGCGTCC-1
+AATAGAGCACAACATC-1
+AATAGAGCAGACACAG-1
+AATAGAGCATGTTGTG-1
+AATAGAGGTAGCTCTA-1
+AATAGAGGTGCGGTTC-1
+AATAGAGGTTTCAGCA-1
+AATCACGAGAGGAACG-1
+AATCACGGTCGAGGTA-1
+AATCACGTCTGATCGG-1
+AATCACGTCTTACTCG-1
+AATCGACAGATCTCTA-1
+AATCGACAGCTGCCAT-1
+AATCGACAGGCTACAA-1
+AATCGACCAGAGTTTC-1
+AATCGACCAGCAATAA-1
+AATCGACGTACCGTAT-1
+AATCGACTCTACAACA-1
+AATCGACTCTCAAGCG-1
+AATCGTGAGGCCCAGA-1
+AATCGTGCACAGATTC-1
+AATCGTGCAGTGTACT-1
+AATCGTGGTACGAGGT-1
+AATCGTGGTAGGGTCA-1
+AATGAAGAGCTGCTAC-1
+AATGAAGAGTGGAGAG-1
+AATGAAGGTCAGAGAC-1
+AATGAAGTCCTAGAAT-1
+AATGAAGTCCTCGTGC-1
+AATGACCAGCAACCAA-1
+AATGACCCACCAGCGT-1
+AATGACCCATGCAACT-1
+AATGACCCATGGATCT-1
+AATGACCCATTGTTCT-1
+AATGACCGTGAGTTCT-1
+AATGACCGTGTAGTGG-1
+AATGACCTCCAGCCCT-1
+AATGACCTCCTTTCCC-1
+AATGCCACACAGATTC-1
+AATGCCACATGGCCGT-1
+AATGCCATCATGCTTC-1
+AATGGAAAGCAGCACG-1
+AATGGAACAGAGAACC-1
+AATGGAACATAGAGTA-1
+AATGGAACATCAAAGA-1
+AATGGAAGTCTTGGCG-1
+AATGGAAGTGAACTTC-1
+AATGGAAGTTCAGTCA-1
+AATGGAATCAGGCGGA-1
+AATGGAATCTGTAGTA-1
+AATGGCTAGAGAGTTC-1
+AATGGCTAGCATCACC-1
+AATGGCTCAAACCCGC-1
+AATGGCTCAATGGGAC-1
+AATGGCTCACTGATCA-1
+AATGGCTCATCGTACA-1
+AATGGCTCATGGACCC-1
+AATGGCTGTATTTCGG-1
+AATGGCTGTCGATAGG-1
+AATGGCTGTTCACCAA-1
+AATGGCTTCATGATTG-1
+AATGGCTTCTAGACAT-1
+AATTCCTAGATGCCAA-1
+AATTCCTAGGGTGCAC-1
+AATTCCTAGTAGCCTC-1
+AATTCCTCAATGAAGT-1
+AATTCCTCATTACGTG-1
+AATTCCTGTAGGAGTC-1
+AATTCCTGTATACCTG-1
+AATTCCTGTGGGTCTC-1
+AATTTCCGTCGAAAGC-1
+AATTTCCGTGACAATA-1
+AATTTCCTCAGCCTGA-1
+ACAAAGAAGAAGCTGT-1
+ACAAAGAAGACTTTGT-1
+ACAAAGACAATAGGGC-1
+ACAAAGACACATATGC-1
+ACAAAGACACCGATCG-1
+ACAAAGAGTCAATGAA-1
+ACAAAGATCCCGAATG-1
+ACAAAGATCTGGAATT-1
+ACAACCAAGGCCTCTA-1
+ACAACCACAATGAAAC-1
+ACAACCACACTGTGGC-1
+ACAACCACAGGAGGTT-1
+ACAACCACATTCGTAG-1
+ACAACCAGTAATGAGT-1
+ACAACCAGTCAAATCC-1
+ACAACCAGTGTCAGTT-1
+ACAACCAGTTCGTGCG-1
+ACAACCATCATTGATG-1
+ACAACCATCCCTCTTC-1
+ACAACCATCGTCATCT-1
+ACAAGCTAGCACGTAA-1
+ACAAGCTAGGATTGAC-1
+ACAAGCTAGTTCACAT-1
+ACAAGCTCACAAAGCG-1
+ACAAGCTCAGGCCTCA-1
+ACAAGCTCAGGTCCCA-1
+ACAAGCTGTAGACCTT-1
+ACAAGCTGTCTGTTCC-1
+ACAAGCTTCCTACTGT-1
+ACAAGCTTCGTACTGG-1
+ACACAGTAGAAGTTGC-1
+ACACAGTAGCGACATA-1
+ACACAGTAGCTGCTAC-1
+ACACAGTAGGCCACTT-1
+ACACAGTAGTTACGGA-1
+ACACAGTCAGATCGTT-1
+ACACAGTGTAGATGGC-1
+ACACCAAAGTCATGCC-1
+ACACCAAGTCCTCAGG-1
+ACACCAATCGCCTAAG-1
+ACACGCGAGCACGGAC-1
+ACACGCGAGGGTCTGG-1
+ACACGCGCACCCGTGA-1
+ACACGCGCAGTCCGTG-1
+ACACGCGTCCAGGCAT-1
+ACACGCGTCCTAGTTC-1
+ACACTGAAGACTACGA-1
+ACACTGACAAACACGG-1
+ACACTGACAATGAAAC-1
+ACACTGACACATCCGG-1
+ACACTGACATCTCACC-1
+ACACTGAGTATTCGTG-1
+ACACTGATCCATCAAA-1
+ACAGAAAAGCGAGAAG-1
+ACAGAAACACTACTGA-1
+ACAGAAATCGATATGT-1
+ACAGAAATCTCTTGGT-1
+ACAGCCGAGCGGTTCT-1
+ACAGCCGAGTTGCGCT-1
+ACAGCCGCACACCCTT-1
+ACAGCCGCACCAGAAG-1
+ACAGCCGCAGCTGTCG-1
+ACAGCCGCATCTCCAC-1
+ACAGCCGGTACAAGTA-1
+ACAGGGAAGATGGAGG-1
+ACAGGGAAGTCACGAA-1
+ACAGGGACAAAGCGGT-1
+ACAGGGACACATCCCT-1
+ACAGGGACACCCTAAA-1
+ACAGGGACATCCTAGA-1
+ACAGGGAGTTCAGCTA-1
+ACAGGGATCACCTCCG-1
+ACATCCCAGATTATCC-1
+ACATCCCCACCCTAAA-1
+ACATCCCCAGGCTACC-1
+ACATCCCCATCAGCGC-1
+ACATCCCCATCCTTGC-1
+ACATCCCGTCAACCGC-1
+ACATCCCGTGAGTCAG-1
+ACATCCCGTGTCTGGC-1
+ACATCCCTCGCCTTCG-1
+ACATCGAAGGCCGAGT-1
+ACATCGAAGGCGTGAC-1
+ACATCGACAGATTCTG-1
+ACATCGACATCGGTTA-1
+ACATGCACACGCAGTC-1
+ACATGCACACGTCTCT-1
+ACATGCACATGGAGGT-1
+ACATGCAGTGAGATGC-1
+ACATGCATCGTGATAT-1
+ACATGCATCGTGCTGA-1
+ACATTTCAGACGGGAA-1
+ACATTTCAGGCGAAGA-1
+ACATTTCAGGGCTGGT-1
+ACATTTCGTCCGTGCA-1
+ACATTTCTCAAGTCTA-1
+ACATTTCTCACGCAGT-1
+ACATTTCTCTCTAACC-1
+ACCAAACAGAAACGTC-1
+ACCAAACAGAATCAGC-1
+ACCAAACCACAACATC-1
+ACCAAACGTAATGGCG-1
+ACCAAACGTCAAAGTA-1
+ACCAAACGTGCCCAGT-1
+ACCAAACGTTTCAGGT-1
+ACCAAACTCACGGTTG-1
+ACCAAACTCCGCATCC-1
+ACCAAACTCTAGGCCA-1
+ACCAACAAGATAAGGA-1
+ACCAACAAGTAATTCC-1
+ACCAACACAACGAGTG-1
+ACCAACAGTCGCAAAG-1
+ACCAACATCGTTTGAA-1
+ACCAACATCTGCGCTC-1
+ACCACAAAGGTTGTAG-1
+ACCACAACATCCCACT-1
+ACCACAACATCTCCCA-1
+ACCACAAGTGAGATGC-1
+ACCACAAGTTAAGATG-1
+ACCACAATCCGATCGA-1
+ACCACAATCTCTCTGA-1
+ACCATTTAGCATATGG-1
+ACCATTTCAATCATGC-1
+ACCATTTGTAGGAGTC-1
+ACCCAAAAGAACTGGT-1
+ACCCAAAAGGACGTCG-1
+ACCCAAACATAATGAG-1
+ACCCTCAAGATGCCGG-1
+ACCCTCACAATACCCA-1
+ACCCTCACACGTACAT-1
+ACCCTCACAGGATGAC-1
+ACCCTCACATGAGGAC-1
+ACCCTCAGTCAAGCCC-1
+ACCCTCATCGACTAAT-1
+ACCCTCATCTGCAACG-1
+ACCCTTGAGCGCATAA-1
+ACCCTTGCAACGTAGG-1
+ACCCTTGCACGTGATT-1
+ACCCTTGCATGTTTGG-1
+ACCGTTCAGACCTCAC-1
+ACCGTTCAGAGAATAG-1
+ACCGTTCAGCCTCTCC-1
+ACCGTTCAGCGAGAAG-1
+ACCGTTCAGTTCGCTG-1
+ACCGTTCCAGACTGTT-1
+ACCGTTCGTTGGCGCT-1
+ACCTACCAGGAGTGAG-1
+ACCTACCCACTCAGGC-1
+ACCTACCCAGAGCCAA-1
+ACCTACCCATGGATCT-1
+ACCTACCGTCACCGCA-1
+ACCTACCTCTCATCGT-1
+ACCTACCTCTCCTACA-1
+ACCTACCTCTTTCTTC-1
+ACCTGAAAGTACGCGG-1
+ACCTGAAAGTCGAACA-1
+ACCTGAACAGACTGAG-1
+ACCTGAACAGCGAGTA-1
+ACCTGAAGTAACCACT-1
+ACCTGAAGTGCTACCG-1
+ACCTGAAGTTCAGCTA-1
+ACCTGAATCCTCGAAG-1
+ACCTGTCAGAGTCACA-1
+ACCTGTCAGCTCTTTC-1
+ACCTGTCAGTACCAGA-1
+ACCTGTCAGTCTATAC-1
+ACCTGTCCACAAGGCA-1
+ACCTGTCCAGACATCT-1
+ACCTGTCCAGATTAGA-1
+ACCTGTCGTGACCTAT-1
+ACCTGTCGTGGCTACC-1
+ACCTGTCTCAACGCGT-1
+ACCTGTCTCTTCGGTT-1
+ACGATCAAGAACGCTA-1
+ACGATCAAGAGCTGAT-1
+ACGATCAAGATTGCGA-1
+ACGATCAAGCTTCTTC-1
+ACGATCAAGGAAGCCC-1
+ACGATCAAGTAGACCA-1
+ACGATCACATTACACG-1
+ACGATCAGTACCGTAT-1
+ACGATCAGTTCTCCCA-1
+ACGATCATCACCAAAT-1
+ACGATCATCCCAAGCA-1
+ACGATCATCCTAATCC-1
+ACGATCATCGCTAGCA-1
+ACGATGTAGAAACTGC-1
+ACGATGTCAAAGTTGA-1
+ACGATGTCACGATTAC-1
+ACGATGTCACTAACGT-1
+ACGATGTCATCGAAGG-1
+ACGATGTGTGGGTTGA-1
+ACGATGTTCAGACAAG-1
+ACGATGTTCCACCCAC-1
+ACGCACGAGTGTAACG-1
+ACGCACGCACGTACAT-1
+ACGCACGCACTATGAC-1
+ACGCACGCATATAGAG-1
+ACGCACGGTCGAGGTA-1
+ACGCACGTCAACCGCA-1
+ACGCACGTCGAGTCTG-1
+ACGCACGTCTGCAGCA-1
+ACGGAAGAGAAGCGTT-1
+ACGGAAGAGCACTTTA-1
+ACGGAAGCAAGCGAGT-1
+ACGGAAGCACTTCGAA-1
+ACGGAAGCATGGGCCT-1
+ACGGAAGTCAAACTAC-1
+ACGGAAGTCACCTCAT-1
+ACGGAAGTCAGTAACT-1
+ACGGGTCAGAGAGTGG-1
+ACGGGTCTCACATAAC-1
+ACGGTCGCACATGCAT-1
+ACGGTCGCATGACGGA-1
+ACGGTCGGTGGCTTGC-1
+ACGGTCGTCACTAGAT-1
+ACGGTCGTCGCACTCC-1
+ACGGTCGTCGCATCGA-1
+ACGGTTACACGTACAT-1
+ACGGTTAGTCAGAGCA-1
+ACGGTTAGTGCTGTTA-1
+ACGGTTATCAAACTGT-1
+ACGGTTATCACAGTCG-1
+ACGGTTATCCAGCAGT-1
+ACGGTTATCTATCCTG-1
+ACGTAACAGATTACCT-1
+ACGTAACAGATTACGG-1
+ACGTAACAGGACACCG-1
+ACGTAACAGGACATAC-1
+ACGTAACAGGCACTCT-1
+ACGTAACCAGAGTAAT-1
+ACGTAACCATTACTTC-1
+ACGTAACGTGCAGTCC-1
+ACGTACAAGTTTCAGT-1
+ACGTACAAGTTTGCAT-1
+ACGTACACATGAAGTA-1
+ACGTACACATTCGATG-1
+ACGTACAGTGGCGTTC-1
+ACGTACATCAGTCAAT-1
+ACGTACATCGGTCACA-1
+ACGTACATCTTGGAGC-1
+ACGTACATCTTTCTTC-1
+ACGTAGTAGAAGTGGG-1
+ACGTAGTAGAGGACAG-1
+ACGTAGTAGATGCAGT-1
+ACGTAGTAGGCCAGAC-1
+ACGTAGTCAGACCTGC-1
+ACGTAGTCATGACTAC-1
+ACGTAGTGTAACTAGA-1
+ACGTAGTGTCACCAGC-1
+ACGTAGTGTGGATCTT-1
+ACGTAGTGTGTCTGGC-1
+ACGTAGTGTTCGATGT-1
+ACGTAGTTCAGAGGGC-1
+ACGTAGTTCAGCATAT-1
+ACGTAGTTCATGCCGA-1
+ACGTCCTAGATTCACT-1
+ACGTCCTCACGTTGCG-1
+ACGTCCTGTAATTAGG-1
+ACGTCCTTCAGAAGGT-1
+ACGTTCCAGCAGTTCC-1
+ACGTTCCCAAGATCCT-1
+ACGTTCCGTTTCGGGC-1
+ACTACGAAGACCTTAT-1
+ACTACGAAGAGTGTTG-1
+ACTACGAAGCGTACGG-1
+ACTACGAAGGCTTGAA-1
+ACTACGAAGTAGTTCT-1
+ACTACGAAGTCAACCC-1
+ACTACGATCAGTATAC-1
+ACTACGATCCACTGGA-1
+ACTATCTAGCGTGTGG-1
+ACTATCTAGCTTGGAA-1
+ACTATCTAGTGAGGCC-1
+ACTATCTCAGCAATAA-1
+ACTATCTCATCGAGCC-1
+ACTATCTCATTCGACA-1
+ACTATCTGTCGCAGTC-1
+ACTATCTGTTATGAAG-1
+ACTATCTTCATCGCCC-1
+ACTATCTTCCAACTTC-1
+ACTATCTTCTGCACTT-1
+ACTATGGAGCCGAGGT-1
+ACTATGGAGTGTGTGA-1
+ACTATGGCAACAGCGA-1
+ACTATGGCAAGAGCTG-1
+ACTATGGGTCACCAGC-1
+ACTATGGTCAAGAGCA-1
+ACTATGGTCTAAACGT-1
+ACTATTCAGCGATAGT-1
+ACTATTCCATATGTGC-1
+ACTATTCGTCCACTGG-1
+ACTATTCGTCGTCATA-1
+ACTATTCGTGAACTAA-1
+ACTATTCTCCGTTGTT-1
+ACTATTCTCGCTAAAT-1
+ACTCCCAAGAACTTTC-1
+ACTCCCAAGATTTGCT-1
+ACTCCCAAGCGACAGC-1
+ACTCCCAAGCTAGCGG-1
+ACTCCCAAGCTGTTGC-1
+ACTCCCACATTGATCG-1
+ACTCTCGGTTCCGGTG-1
+ACTGATGGTCCGTGCA-1
+ACTGATGGTCTACCCT-1
+ACTGATGGTGTCAGAG-1
+ACTGCAAAGTTGCGCT-1
+ACTGCAACAACAGGTG-1
+ACTGCAACACCACACG-1
+ACTGCAAGTGCACAAG-1
+ACTGCAAGTTCTGGGC-1
+ACTGCAATCGTCCCGT-1
+ACTGCAATCTAAATGC-1
+ACTGCAATCTAGTGCG-1
+ACTGTCCAGACCGGTG-1
+ACTGTCCAGCACGTGG-1
+ACTGTCCAGGCCAGTG-1
+ACTGTCCCAATCGAGG-1
+ACTGTCCCAGGCATCC-1
+ACTGTCCCAGTAGGAC-1
+ACTGTCCCATGTACGT-1
+ACTGTCCGTCTCAGAT-1
+ACTGTCCGTCTGAGGA-1
+ACTGTCCTCAACCGCA-1
+ACTGTCCTCAGCAGAA-1
+ACTGTCCTCCGTCAGA-1
+ACTGTGAAGATCCCGT-1
+ACTGTGAAGCCGTGTT-1
+ACTGTGAAGTCCGCAT-1
+ACTGTGACACTTGAGT-1
+ACTGTGACAGAGTCAG-1
+ACTGTGACAGGAAATT-1
+ACTGTGAGTGCCGGTT-1
+ACTGTGATCAGGGTGG-1
+ACTGTGATCATAGCAT-1
+ACTGTGATCCATAGGC-1
+ACTGTGATCTTGTACC-1
+ACTTAGGCAAGCTGTT-1
+ACTTAGGGTGGCTATT-1
+ACTTAGGGTTACAGAA-1
+ACTTAGGTCAGGTTAT-1
+ACTTAGGTCCATGATA-1
+ACTTATCAGATACAGC-1
+ACTTATCAGGAGCACC-1
+ACTTATCTCGTGCAGT-1
+ACTTATCTCGTTGCCC-1
+ACTTCCGCAGTGACCC-1
+ACTTCCGGTACCGGAA-1
+ACTTCCGGTGGTCCCA-1
+ACTTCCGGTGTTCACA-1
+ACTTCGCGTTGGTGGA-1
+ACTTCGCTCTGAGCCA-1
+ACTTTCAAGAAGTCGT-1
+ACTTTCACAACCCAGC-1
+ACTTTCACACACCCTT-1
+ACTTTCAGTATAACGA-1
+ACTTTCAGTATGGCAG-1
+ACTTTCATCGCTATCT-1
+ACTTTCATCGGTTGCA-1
+ACTTTGTAGTTACGTT-1
+ACTTTGTCACAATCTG-1
+ACTTTGTCAGGGTCAA-1
+ACTTTGTGTAGGGTAC-1
+ACTTTGTTCTGGGAAA-1
+AGAAATGAGCCTTTGG-1
+AGAAATGAGGCGTTTC-1
+AGAAATGCATTCCCAC-1
+AGAAATGGTAGAATAC-1
+AGAAATGGTCAACGAG-1
+AGAAATGGTTATCGGT-1
+AGAAATGTCAGTCACG-1
+AGAACAAGTCGGTAGA-1
+AGAACAAGTGAGATGC-1
+AGAACAAGTGTGTGGA-1
+AGAACAATCACTACCT-1
+AGAACAATCCGCCTTG-1
+AGAACAATCCGCTGCT-1
+AGAACAATCCTGCCTG-1
+AGAACAATCCTGTACT-1
+AGAACAATCGTAAGGA-1
+AGAACAATCTACAGAT-1
+AGAACAATCTCAACAA-1
+AGAACCTAGACTCCGT-1
+AGAACCTCATACGGAG-1
+AGAACCTTCCAAGCCA-1
+AGAACCTTCTATGGCG-1
+AGAAGCGAGCCGATCT-1
+AGAAGCGAGTACCTTA-1
+AGAAGCGCAAAGCAAT-1
+AGAAGCGCAGGGACAT-1
+AGAAGCGCATGTGCAT-1
+AGAAGCGGTGCTGAAG-1
+AGAAGCGTCACCGTTT-1
+AGAAGCGTCGAGTATT-1
+AGAAGTAAGCATTGGA-1
+AGAAGTAGTCTATCGA-1
+AGAAGTATCCTAGAAT-1
+AGACAAACAGTCTTCC-1
+AGACAAATCATCCTAC-1
+AGACAAATCGGTCACA-1
+AGACACTCAGCCCGTA-1
+AGACACTCAGCCTTTC-1
+AGACACTCAGTAAACA-1
+AGACACTGTCGTAACT-1
+AGACACTTCAGATGCC-1
+AGACACTTCATGCCGA-1
+AGACACTTCTGACACG-1
+AGACAGGAGAAGAAAC-1
+AGACAGGAGACCCTCA-1
+AGACAGGAGACTTCTA-1
+AGACAGGCACGTCATA-1
+AGACAGGTCCTAATGA-1
+AGACAGGTCTAACCGG-1
+AGACCATAGATTCATC-1
+AGACCATAGCTCACGT-1
+AGACCATAGTTGGCTC-1
+AGACCATCAATCGCGC-1
+AGACCATCAGTGAATA-1
+AGACCATTCCGCATCC-1
+AGACCATTCCGTTCAT-1
+AGACCCGAGACACCGG-1
+AGACCCGAGCCAGCGA-1
+AGACCCGAGGTGGAAG-1
+AGACCCGCACCAGTTA-1
+AGACCCGCACCCTGAG-1
+AGACCCGCATGTGGAG-1
+AGACCCGGTATGTCTG-1
+AGACCCGGTGCAGACA-1
+AGACCCGGTGCTACAT-1
+AGACCCGTCAATCTAG-1
+AGACCCGTCAGCAGAA-1
+AGACCCGTCTGATCGG-1
+AGACCCGTCTGTGTTC-1
+AGACTCAAGGACGAGA-1
+AGACTCAAGGCCAGAC-1
+AGACTCAAGGTTCCCA-1
+AGACTCACAAGTTACC-1
+AGACTCACATGGATCT-1
+AGACTCAGTATCGAAA-1
+AGACTCAGTTAGGAGC-1
+AGACTCAGTTTCAGGT-1
+AGACTCATCGCGCTTC-1
+AGACTCATCTGTAGTA-1
+AGAGAATGTATTCACG-1
+AGAGAATGTCCCATAA-1
+AGAGAATGTGCGACCT-1
+AGAGAATGTGCGTAGA-1
+AGAGAATTCAACTGAT-1
+AGAGAGCCAAGCCAGA-1
+AGAGAGCCAGGGTCAA-1
+AGAGAGCGTAGTAGTA-1
+AGAGAGCGTCCCGTAG-1
+AGAGAGCGTCGACGAA-1
+AGAGAGCGTGCCCACA-1
+AGAGAGCTCAAATTCG-1
+AGAGAGCTCGCAGCTA-1
+AGAGAGCTCTGCCGAA-1
+AGAGCAGAGATTGTTC-1
+AGAGCAGCAAACACGG-1
+AGAGCAGCAGCCGTTG-1
+AGAGCAGCATGGAGAC-1
+AGAGCAGTCCTCTTCC-1
+AGAGCAGTCGACACTG-1
+AGAGCAGTCTCTACCA-1
+AGAGCAGTCTTCCTGA-1
+AGAGCCCAGATACGGT-1
+AGAGCCCAGCATCTAT-1
+AGAGCCCAGGATCCCT-1
+AGAGCCCCAGACACAG-1
+AGAGCCCCATGGGACA-1
+AGAGCCCGTAGAGCTG-1
+AGAGCCCGTCCAAAGG-1
+AGAGCCCGTTGGCCCA-1
+AGAGCCCTCAGAGTTT-1
+AGAGCCCTCATCCAAA-1
+AGATAGACACACATTG-1
+AGATAGAGTACGTATC-1
+AGATAGAGTTGGCGCT-1
+AGATAGATCAAATTCG-1
+AGATAGATCAACAAGG-1
+AGATAGATCACACACG-1
+AGATCCAAGATGCGGC-1
+AGATCCAAGGTGCGAC-1
+AGATCCACAAACTGCT-1
+AGATCCAGTAATACGA-1
+AGATCCAGTACCCTAA-1
+AGATCCAGTTGACACT-1
+AGATCCATCAAGAACG-1
+AGATCCATCCAGCCCT-1
+AGATCCATCCTACGTT-1
+AGATCCATCGATCACG-1
+AGATCCATCGGTTGCA-1
+AGATCCATCTAGAGTT-1
+AGATCGTAGAGTCCGG-1
+AGATCGTAGGAACGGA-1
+AGATCGTAGTCCTGTG-1
+AGATCGTAGTGTCGTC-1
+AGATCGTCAGTCCACG-1
+AGATCGTCATGGCCTG-1
+AGATCGTTCCAATTAG-1
+AGATGAAAGATCACTT-1
+AGATGAAAGGTGGAAG-1
+AGATGAACACACTACA-1
+AGATGAACACAGGTGA-1
+AGATGAAGTGATTCGT-1
+AGATGAATCATGTTCC-1
+AGATGAATCTAGGTTA-1
+AGATGCTAGCAACACA-1
+AGATGCTAGCTCGCAT-1
+AGATGCTCAATCATGC-1
+AGATGCTGTCAACGAG-1
+AGATGCTTCACATGCG-1
+AGATGCTTCTCATAGA-1
+AGCATCACATGTGGAG-1
+AGCATCAGTCCGTGGT-1
+AGCCAATAGATCGCTC-1
+AGCCAATAGCAAGAGG-1
+AGCCAATAGCAAGCTA-1
+AGCCAATCAGCGTTTA-1
+AGCCAATCATCAAAGA-1
+AGCCAATGTCAGAGAC-1
+AGCCAATTCATGTTCC-1
+AGCCAATTCTCTGGAG-1
+AGCCACGAGGAGAACG-1
+AGCCACGAGGCAGTCG-1
+AGCCACGGTGCTAACT-1
+AGCCACGTCACATATG-1
+AGCCACGTCCGTGCTC-1
+AGCCAGCAGACTCGAA-1
+AGCCAGCCAACGTAGG-1
+AGCCAGCGTCGTAGAG-1
+AGCGATTAGAGGAAAT-1
+AGCGATTAGGTTCATT-1
+AGCGATTCAGTTCGAT-1
+AGCGATTGTCAGTCCG-1
+AGCGATTGTCTTGAGT-1
+AGCGATTGTGCATGCC-1
+AGCGATTTCGAAAGTG-1
+AGCGATTTCGGTCACA-1
+AGCGCCACAATGAAGT-1
+AGCGCCAGTTGACAGG-1
+AGCGCCATCGCAGGTT-1
+AGCGCCATCGCTCTAT-1
+AGCGCCATCGGTCTTT-1
+AGCGCCATCTGGACTG-1
+AGCGCCATCTTAACAG-1
+AGCGCTGAGTGAACGT-1
+AGCGCTGCACCAATCA-1
+AGCGCTGCAGCCAAGA-1
+AGCGCTGTCAGATGCC-1
+AGCGTATAGGATTCCC-1
+AGCGTATCAATGAAAC-1
+AGCGTATCAGCCTGCA-1
+AGCGTATGTTCGTGCG-1
+AGCGTATTCATGCTAA-1
+AGCGTCGAGAGTGTCA-1
+AGCGTCGCAACCGCGT-1
+AGCGTCGCAAGTTAGA-1
+AGCGTCGCACTCGGGT-1
+AGCGTCGCACTTGAAC-1
+AGCGTCGCAGCGGATA-1
+AGCGTCGCATGCATTG-1
+AGCGTCGCATGTGGAG-1
+AGCGTCGTCAAGGTAG-1
+AGCGTCGTCACTGAGC-1
+AGCGTCGTCAGGCGTT-1
+AGCGTCGTCCACGTCC-1
+AGCGTCGTCTGTTGTC-1
+AGCTACAAGGTGAGAG-1
+AGCTACACAAGGCAAC-1
+AGCTACACAGAGTAGC-1
+AGCTACACAGGTGATG-1
+AGCTACAGTATCGAAA-1
+AGCTACAGTCTGCATA-1
+AGCTACAGTTCCTCAC-1
+AGCTACATCCGAGGAG-1
+AGCTACATCCGGTAAC-1
+AGCTACATCTCGGGAT-1
+AGCTACATCTTGAATG-1
+AGCTCAAAGTGACCCT-1
+AGCTCAACACGTATTG-1
+AGCTCAACAGGCAACA-1
+AGCTCAAGTACAGAGC-1
+AGCTCAAGTACATACC-1
+AGCTCAAGTAGCGAGT-1
+AGCTCAAGTTAGTCAC-1
+AGCTCAATCCTAGATA-1
+AGCTCAATCGATTCAA-1
+AGCTCAATCTGGCAGT-1
+AGCTTCCAGCAAGCCG-1
+AGCTTCCAGCACTGGG-1
+AGCTTCCAGTTTGCTA-1
+AGCTTCCGTAAGCTAA-1
+AGCTTCCGTCATACTG-1
+AGCTTCCGTCCGTGCA-1
+AGCTTCCTCCCTAACT-1
+AGCTTCCTCCGACTTT-1
+AGCTTCCTCCTTCTAG-1
+AGCTTCCTCCTTGTGT-1
+AGGAAATCAGGAAGTC-1
+AGGAAATGTAAGGCTG-1
+AGGAAATGTATGGCCC-1
+AGGAAATGTGTAACCT-1
+AGGAAATTCAGAACCC-1
+AGGAATAAGCAATCTT-1
+AGGAATAAGTAAACGC-1
+AGGAATACACTGGTTA-1
+AGGAATACATCACGAT-1
+AGGAATAGTACAACAA-1
+AGGAATAGTGAACTAA-1
+AGGAATAGTTAGAAAC-1
+AGGACGAAGGGACTGC-1
+AGGACGACAAAGGTCG-1
+AGGACGACATAAACCC-1
+AGGACGAGTCAAATGA-1
+AGGACGAGTTCCGTTC-1
+AGGACGATCGCATGGT-1
+AGGACTTAGCATTGGA-1
+AGGACTTAGTGCCCTA-1
+AGGACTTGTCTGGCCA-1
+AGGACTTTCGTCCGAA-1
+AGGACTTTCTAGGCCA-1
+AGGACTTTCTTTGAGA-1
+AGGAGGTAGATCGCTC-1
+AGGAGGTAGGTCCTTG-1
+AGGAGGTAGTCCGATC-1
+AGGAGGTAGTTCGGAA-1
+AGGAGGTCACTTCCGT-1
+AGGAGGTCAGACCGAA-1
+AGGAGGTCAGCCGGTT-1
+AGGAGGTGTGACCATT-1
+AGGAGGTGTTCTGCGG-1
+AGGAGGTTCCAACTTC-1
+AGGAGGTTCGACTTCT-1
+AGGAGGTTCGAGTTGT-1
+AGGAGGTTCTCGGCCT-1
+AGGATAAAGGTAGAGG-1
+AGGATAACAGGCAACA-1
+AGGATAACAGTTCAGT-1
+AGGATAAGTGTTCCAA-1
+AGGATAAGTTCCGGTG-1
+AGGATAATCATTAGCA-1
+AGGATAATCTTCATCG-1
+AGGATCTAGGAGAATA-1
+AGGATCTCAATCAAGA-1
+AGGATCTCAATGATCC-1
+AGGATCTCAATTAAGG-1
+AGGATCTCATCGGACC-1
+AGGATCTGTCTTGACA-1
+AGGATCTGTTGCTGCG-1
+AGGATCTTCACATCCT-1
+AGGCATTAGCAAATGC-1
+AGGCATTAGCAGTACA-1
+AGGCATTAGCATACAG-1
+AGGCATTCAACTGGGA-1
+AGGCATTCAATGTCCA-1
+AGGCATTCACCCTGAG-1
+AGGCATTCACCTACAA-1
+AGGCATTCACGTCGGT-1
+AGGCATTGTCGCGCAT-1
+AGGCATTGTTGGGATG-1
+AGGCATTTCAGAATCT-1
+AGGCATTTCTAACAGT-1
+AGGCCACAGTACGTCT-1
+AGGCCACCAACAGTAA-1
+AGGCCACTCCGACAGT-1
+AGGCTGCCACAACGCC-1
+AGGCTGCCACTGTCAA-1
+AGGCTGCGTTAACTCG-1
+AGGCTGCTCGATACAT-1
+AGGCTGCTCTATGACA-1
+AGGGAGTAGCCATTCG-1
+AGGGAGTAGCTGGGTG-1
+AGGGAGTAGGGCAGTC-1
+AGGGAGTCAAGCGAGT-1
+AGGGAGTCATACGTAC-1
+AGGGAGTTCCGAGGAG-1
+AGGGAGTTCGACATCG-1
+AGGGAGTTCTCGGGAT-1
+AGGGAGTTCTTGGGAC-1
+AGGGCCTAGAAACGTC-1
+AGGGCCTAGCATATGG-1
+AGGGCCTAGGAAATCC-1
+AGGGCCTAGTTGAGCA-1
+AGGGCCTCAAACAAGT-1
+AGGGCCTGTTACAGCT-1
+AGGGCCTGTTGAGAAT-1
+AGGGCCTTCTCTGCAT-1
+AGGGCCTTCTGCACTT-1
+AGGGCCTTCTTGTCAC-1
+AGGGCTCAGACAAGAA-1
+AGGGCTCCAGTCTTCC-1
+AGGGCTCGTACGATCT-1
+AGGGCTCGTGGGAATC-1
+AGGGCTCTCCGCTGCT-1
+AGGGCTCTCGTTGCCC-1
+AGGGTCCAGTCGCAGG-1
+AGGGTCCCACACCTTC-1
+AGGGTCCCAGTCACAT-1
+AGGGTCCCATCTCGTC-1
+AGGGTCCGTGACCAAG-1
+AGGGTCCTCCAGCGAT-1
+AGGGTGAAGAGCGCGT-1
+AGGGTGAAGCGCACGA-1
+AGGGTGACACTCACAA-1
+AGGGTGAGTAACCGGA-1
+AGGGTGATCCGCCTTG-1
+AGGGTGATCGCCACCT-1
+AGGGTTTAGACCGACG-1
+AGGGTTTAGTCTGACC-1
+AGGGTTTCACGTGATT-1
+AGGGTTTCATCGCGTG-1
+AGGGTTTGTACAGATA-1
+AGGGTTTTCGAATCGC-1
+AGGGTTTTCTATCTGC-1
+AGGTAGGAGGAGAAAT-1
+AGGTAGGCAAAGTTAG-1
+AGGTAGGCAACCGGAA-1
+AGGTAGGCACATCCGG-1
+AGGTAGGCAGACACAG-1
+AGGTAGGGTAGGCGTA-1
+AGGTAGGGTCACACGC-1
+AGGTAGGGTGCGAACA-1
+AGGTAGGTCAGATTCA-1
+AGGTAGGTCGGCTGAT-1
+AGGTCATAGACGGGCT-1
+AGGTCATAGGCGTGAC-1
+AGGTCATCAGACAGGT-1
+AGGTCATGTGTTGTCA-1
+AGGTCATTCACGTCCC-1
+AGGTCATTCCTAATCC-1
+AGGTCTAAGCACCTCA-1
+AGGTCTAAGCGATGTA-1
+AGGTCTACACTAACGT-1
+AGGTCTACAGACACAG-1
+AGGTCTACAGCTATTG-1
+AGGTCTACAGTATCCA-1
+AGGTCTAGTGAGGACT-1
+AGGTCTAGTGCACAAG-1
+AGGTCTATCATTCGAA-1
+AGGTGTTAGGATTGAC-1
+AGGTGTTAGGTTATCT-1
+AGGTGTTCAATGCGGA-1
+AGGTGTTCAGAAGCTG-1
+AGGTGTTCATCAAGTC-1
+AGGTGTTCATGACTAC-1
+AGGTGTTGTACTCATG-1
+AGGTGTTTCACATGCG-1
+AGGTGTTTCTGGACTG-1
+AGGTTACAGAATCCGA-1
+AGGTTACCAGACGCCT-1
+AGGTTACCAGAGATTA-1
+AGGTTACCAGATTCTG-1
+AGGTTACCATTACACG-1
+AGGTTACGTAATGGCG-1
+AGGTTACTCCACCGTC-1
+AGGTTACTCTTCCTGA-1
+AGGTTGTAGAAATGAG-1
+AGGTTGTGTCGTCTCT-1
+AGGTTGTTCAGCATTA-1
+AGTAACCAGTACGGGC-1
+AGTAACCCACAGCTTA-1
+AGTAACCCACCACGCA-1
+AGTAACCGTACCGATT-1
+AGTAACCGTAGACGAC-1
+AGTAACCTCCGTCTCG-1
+AGTACCAGTAACCATC-1
+AGTACCAGTATCGAAA-1
+AGTACCAGTCAATGAA-1
+AGTACCAGTCAATTCG-1
+AGTACCATCCTTTCTT-1
+AGTACTGAGCCTTTGG-1
+AGTACTGAGCGTGTCT-1
+AGTACTGAGTATGCCC-1
+AGTACTGAGTGACGCG-1
+AGTACTGCAGTGTGGA-1
+AGTACTGGTTGAAGCG-1
+AGTACTGGTTGTGACT-1
+AGTACTGTCCTGGCTC-1
+AGTACTGTCGGCGAGA-1
+AGTACTGTCTGCACCC-1
+AGTAGCTCAATACAGA-1
+AGTAGCTCACCATAGT-1
+AGTAGCTCACTGTTAG-1
+AGTAGCTTCACTTCAC-1
+AGTAGCTTCCCAACCC-1
+AGTAGTCAGCCGTGAG-1
+AGTAGTCCAACTCAAC-1
+AGTAGTCCACAATGGG-1
+AGTAGTCGTACACTAC-1
+AGTAGTCGTCTGCGTG-1
+AGTAGTCGTGGCTACC-1
+AGTAGTCGTGTTAGGG-1
+AGTAGTCTCACGTCCC-1
+AGTAGTCTCGGTCAAC-1
+AGTCAACAGAGTGTGT-1
+AGTCAACAGATGGAGG-1
+AGTCAACCAAGGACCA-1
+AGTCAACCATCGGCGT-1
+AGTCAACGTCGACAGA-1
+AGTCAACGTCGGTCTG-1
+AGTCAACGTTGGTGGA-1
+AGTCAACTCATTGATG-1
+AGTCAACTCTAAACAC-1
+AGTCACAAGGTCTACC-1
+AGTCACAAGTACGCGG-1
+AGTCACACAACAGAAT-1
+AGTCACACACGCCTAG-1
+AGTCACACATGGGTTT-1
+AGTCACAGTCACGGAA-1
+AGTCACATCATCCTAC-1
+AGTCACATCGCTTAAA-1
+AGTCACATCTCAACAA-1
+AGTCATGAGAGCCTCT-1
+AGTCATGCAACTCGCG-1
+AGTCATGCACTGATCA-1
+AGTCATGCAGTAGCAG-1
+AGTCATGCAGTTGAGG-1
+AGTCATGGTACAACAA-1
+AGTCATGGTACTCCAA-1
+AGTCATGTCCCACAAG-1
+AGTCATGTCCGACTGA-1
+AGTCATGTCGGTACAC-1
+AGTCTCCAGGCCGATG-1
+AGTCTCCCACGTCGGT-1
+AGTCTCCCAGGAAATT-1
+AGTCTCCGTATCTCGA-1
+AGTGACTAGCTGCTAC-1
+AGTGACTAGTTCGTAT-1
+AGTGACTCAGCCTTCT-1
+AGTGACTCATGCATTG-1
+AGTGACTGTCTGTCCT-1
+AGTGACTGTTCTTTCA-1
+AGTGATCAGCTTCTAA-1
+AGTGATCAGTGCACCT-1
+AGTGATCCAAGCGATG-1
+AGTGATCCAGCGTCGT-1
+AGTGATCCATCGAACT-1
+AGTGATCCATGCCAAT-1
+AGTGATCGTCTGTGTA-1
+AGTGATCGTTCGCTAA-1
+AGTGATCGTTGAAGCG-1
+AGTGATCTCCTGGCTC-1
+AGTGCCGAGTAAGCGT-1
+AGTGCCGCACGACTTA-1
+AGTGCCGCAGTCCACG-1
+AGTGCCGGTATACAGA-1
+AGTGCCGGTCTTTATC-1
+AGTGTTGAGAAACCCA-1
+AGTGTTGGTATCGAAA-1
+AGTGTTGTCCCAGTAG-1
+AGTGTTGTCCCTCTCT-1
+AGTTAGCCATACGCCG-1
+AGTTAGCCATCTTGCC-1
+AGTTAGCGTATTGAAG-1
+AGTTAGCGTCTCTAGA-1
+AGTTAGCGTCTTCATT-1
+AGTTAGCTCCCTCTCT-1
+AGTTAGCTCCCTTCTC-1
+AGTTAGCTCCGGGTAT-1
+AGTTCCCAGCATGAGT-1
+AGTTCCCAGCGTACGG-1
+AGTTCCCAGCTCAGAA-1
+AGTTCCCAGTAGCCAA-1
+AGTTCCCGTATCGTCA-1
+AGTTCCCGTCGGTGAA-1
+AGTTCCCGTGCTATAC-1
+AGTTCCCGTGGAATAT-1
+AGTTCCCGTGGCACTC-1
+AGTTCCCGTGGCATGA-1
+AGTTCGAAGCATTCGC-1
+AGTTCGAAGCGTGTGG-1
+AGTTCGAAGGTAGCTA-1
+AGTTCGAAGGTGAGAG-1
+AGTTCGACACAGTCGC-1
+AGTTCGACACCTCCAT-1
+AGTTCGACATGGAGGT-1
+AGTTCGAGTCGTTCGG-1
+AGTTCGATCGTCTACT-1
+AGTTCGATCTAAGACT-1
+ATACCGAAGCATCAGA-1
+ATACCGACATGTTTGG-1
+ATACCGATCAACGCGT-1
+ATACCGATCAGGGCGA-1
+ATACCGATCCAAACAT-1
+ATACCGATCGCTAAAT-1
+ATACCTTAGCTGGGTG-1
+ATACCTTCACTCGGAC-1
+ATACCTTCAGCCGTAC-1
+ATACCTTTCCATTGAA-1
+ATACCTTTCCCATCCG-1
+ATACCTTTCGATACCG-1
+ATACTTCAGATAGACC-1
+ATACTTCAGTAGGCCG-1
+ATACTTCTCGGTTGCA-1
+ATACTTCTCTGCAGCA-1
+ATAGACCAGCACGTGG-1
+ATAGACCAGTGGGCGT-1
+ATAGACCCAAGCGATG-1
+ATAGACCCAAGCTCGC-1
+ATAGACCCACCTACAA-1
+ATAGACCCAGGTCAAG-1
+ATAGACCCATCTAACG-1
+ATAGACCGTCTAACCA-1
+ATAGACCTCAGATTCA-1
+ATAGACCTCAGGTCAC-1
+ATAGACCTCCGAATGC-1
+ATAGACCTCCGAGTGC-1
+ATAGAGAAGAGACATC-1
+ATAGAGAAGTAGCAAC-1
+ATAGAGACACACCCTT-1
+ATAGAGACACGTTGGC-1
+ATAGAGAGTGTAGTGG-1
+ATAGAGAGTTCCGATA-1
+ATAGGCTAGACATACG-1
+ATAGGCTAGAGCCCAG-1
+ATAGGCTCAAGGTAGC-1
+ATAGGCTGTACGGTAG-1
+ATAGGCTGTGCAGGAT-1
+ATAGGCTTCCAGGGAG-1
+ATAGGCTTCGAAGTGA-1
+ATAGGCTTCGGAGTTC-1
+ATATCCTAGACCCATC-1
+ATATCCTAGATGACAC-1
+ATATCCTAGGAATCCA-1
+ATATCCTAGTTCCCGA-1
+ATATCCTCAAGTCACT-1
+ATATCCTCAGCGGTAA-1
+ATATCCTGTCAAGCAG-1
+ATATCCTGTCTCCACT-1
+ATATCCTTCAATACAC-1
+ATATCCTTCTCATGCT-1
+ATATCCTTCTCTCGTA-1
+ATCACAGAGTATCGTT-1
+ATCACAGCAGCGGCTT-1
+ATCACAGGTACTACGT-1
+ATCACAGTCGCACTCC-1
+ATCACAGTCTGAGGCT-1
+ATCACGAAGTTAGGAC-1
+ATCACGACAAACGGTG-1
+ATCACGAGTAGTAGTA-1
+ATCACGAGTGCGTATT-1
+ATCACGATCGGTGAGG-1
+ATCACTTAGTCGTCGT-1
+ATCACTTTCAAACCCG-1
+ATCACTTTCACGATAT-1
+ATCAGGTCAGAGTCAG-1
+ATCAGGTCATTGGCTA-1
+ATCAGGTGTAGTGATA-1
+ATCAGGTGTATGTCAC-1
+ATCAGGTGTGCTCTGG-1
+ATCAGGTGTGGAAGTC-1
+ATCATTCAGAACGCTA-1
+ATCATTCAGTACACTT-1
+ATCATTCAGTCGCCTA-1
+ATCATTCCAAAGATTG-1
+ATCATTCCAACACGTT-1
+ATCATTCCACGTACTA-1
+ATCATTCCATAACAGA-1
+ATCATTCGTCCAATTG-1
+ATCATTCGTCCCTATC-1
+ATCATTCGTCTGCGTG-1
+ATCATTCGTGTGTGGA-1
+ATCCACCAGCCGTAAA-1
+ATCCACCCAAACGTTC-1
+ATCCACCCAGATTAGA-1
+ATCCACCCAGGCGTAA-1
+ATCCACCCAGTTTCTT-1
+ATCCACCGTTGTGCCG-1
+ATCCACCTCCACGATG-1
+ATCCACCTCGTACCTT-1
+ATCCACCTCTGTTCAC-1
+ATCCATTAGCTTGGAA-1
+ATCCATTAGGAGGCAA-1
+ATCCATTAGGATACAC-1
+ATCCATTCACGGTGTC-1
+ATCCATTCATGTTTGG-1
+ATCCATTCATTGTTCT-1
+ATCCATTGTATGAGCG-1
+ATCCATTTCACCGCCT-1
+ATCCATTTCCTTGTGT-1
+ATCCATTTCGCGATAC-1
+ATCCATTTCGTTCAGG-1
+ATCCCTGAGACTTCTA-1
+ATCCCTGAGGCCACTT-1
+ATCCCTGCAAACCAGG-1
+ATCCCTGCACTTTATC-1
+ATCCGTCAGAGCCCAG-1
+ATCCGTCAGCTTACCG-1
+ATCCGTCCAGTGAGCA-1
+ATCCTATAGCAACTAG-1
+ATCCTATAGGAGAGCA-1
+ATCCTATAGTGCTAGA-1
+ATCCTATCAACGACAG-1
+ATCCTATCAAGAATAC-1
+ATCCTATCACACAGAG-1
+ATCCTATCACACATTG-1
+ATCCTATCACCAACGC-1
+ATCCTATCAGTTAACC-1
+ATCCTATCATGAGTCT-1
+ATCCTATGTGGAATAT-1
+ATCCTATGTTAGATCC-1
+ATCCTATGTTGACACT-1
+ATCCTATTCCAGATAT-1
+ATCCTATTCCAGCACA-1
+ATCGATGAGAGCTGTA-1
+ATCGATGAGTGGTGGC-1
+ATCGATGAGTGGTGGT-1
+ATCGATGCAGTGTCGC-1
+ATCGATGCAGTTCATG-1
+ATCGATGGTAGGCGTA-1
+ATCGCCTAGACGATCA-1
+ATCGCCTAGTGTCAGA-1
+ATCGCCTCACGAAGCA-1
+ATCGCCTCAGGAGGTT-1
+ATCGCCTCATAGCGGA-1
+ATCGCCTTCGAAAGTG-1
+ATCGGATAGCTCACCA-1
+ATCGGATAGGCTAGCG-1
+ATCGGATCAATCGAAA-1
+ATCGGATGTAACACGG-1
+ATCGGATGTCCAGACC-1
+ATCGGATGTTGGAATA-1
+ATCGGATTCCAACTCT-1
+ATCGGATTCCAACTTC-1
+ATCGGATTCCTTACGT-1
+ATCGGCGAGCATCTAT-1
+ATCGGCGAGCTCCACA-1
+ATCGGCGCACCTCATC-1
+ATCGGCGCAGCTGATT-1
+ATCGGCGCATCCATTT-1
+ATCGGCGCATCTTGCC-1
+ATCGGCGCATTCTTAC-1
+ATCGGCGGTCGTGTGC-1
+ATCGGCGGTCTTTAGG-1
+ATCGGCGGTTCAGCAT-1
+ATCGGCGTCTAGTGCG-1
+ATCGGCGTCTCATCCA-1
+ATCGTAGAGCCATTTA-1
+ATCGTAGAGCGCTAGG-1
+ATCGTAGAGTATCACT-1
+ATCGTAGCATCCGTTC-1
+ATCGTAGGTCCTCTAC-1
+ATCGTAGGTCGCCAGT-1
+ATCGTAGTCCTAAACA-1
+ATCGTAGTCGAATCGC-1
+ATCGTCCAGAAACGTC-1
+ATCGTCCAGAAGTGTC-1
+ATCGTCCAGACATTGG-1
+ATCGTCCAGCCGAACG-1
+ATCGTCCAGCGAAGGA-1
+ATCGTCCAGTATGCCC-1
+ATCGTCCCATTCCATT-1
+ATCGTGACACATCTAG-1
+ATCGTGACACGCTTGG-1
+ATCGTGACAGTGCTTA-1
+ATCGTGATCCAAACAT-1
+ATCGTGATCCACCAGA-1
+ATCGTGATCCGTGTTT-1
+ATCGTGATCGGCCTCT-1
+ATCTCTAAGGTCTACC-1
+ATCTCTACACGTTTCC-1
+ATCTCTACACTTCGAA-1
+ATCTCTAGTCAAGCTT-1
+ATCTCTAGTCGGTGCT-1
+ATCTCTAGTTGCCATA-1
+ATCTCTATCGAAGTCC-1
+ATCTCTATCGGTATAT-1
+ATCTTCAAGGCTGTTC-1
+ATCTTCAGTATTCGTG-1
+ATCTTCAGTCAATTCG-1
+ATCTTCAGTGACCTGC-1
+ATCTTCAGTGTCAACT-1
+ATCTTCAGTTACCGTA-1
+ATCTTCATCTAGAGTT-1
+ATGAAAGAGGGCTCTT-1
+ATGAAAGCACCCTGTT-1
+ATGAAAGGTAATAAGC-1
+ATGAAAGGTCAAGCAG-1
+ATGAAAGGTCTGCGTG-1
+ATGAAAGTCAGCATAT-1
+ATGAAAGTCGTTAGTA-1
+ATGAAAGTCTAGACAT-1
+ATGACCACAAAGCGGT-1
+ATGACCACAGATAGTA-1
+ATGACCACAGCGGCTT-1
+ATGACCAGTCCCTAAA-1
+ATGACCAGTGAAGTTA-1
+ATGACCAGTGCTGTGC-1
+ATGAGGGCAGTTCGAT-1
+ATGAGGGTCACATAAC-1
+ATGAGGGTCGATTTCC-1
+ATGAGGGTCGCACTCC-1
+ATGAGTCAGCTGGGTG-1
+ATGAGTCAGTCGTGAA-1
+ATGAGTCCAACAAACA-1
+ATGAGTCCAGCAGGAT-1
+ATGAGTCGTGGACTTT-1
+ATGAGTCGTTACAGGG-1
+ATGAGTCGTTGACAGG-1
+ATGATCGAGCGTGTGG-1
+ATGATCGAGGGTAGGA-1
+ATGATCGAGTACGGTA-1
+ATGATCGCAAACGGTG-1
+ATGATCGCACACTTCC-1
+ATGATCGGTGAACGCA-1
+ATGATCGTCTAGGGTC-1
+ATGCATGCAGCTCTCT-1
+ATGCATGGTCGCGTCA-1
+ATGCATGGTGACAATA-1
+ATGCCTCCAACCTTCC-1
+ATGCCTCCAGACTAAA-1
+ATGCCTCCATGCCGCA-1
+ATGCCTCGTCTCCACT-1
+ATGCGATCACACGTGC-1
+ATGCGATGTAGGTTGG-1
+ATGCGATGTTTGCCGG-1
+ATGCGATGTTTGCCTC-1
+ATGCGATTCAGCCGTA-1
+ATGCGATTCCCTAGGA-1
+ATGGAGGCACGACGCT-1
+ATGGAGGGTCAGACGA-1
+ATGGAGGGTTAATCGC-1
+ATGGAGGTCAGAGTTT-1
+ATGGAGGTCTTTGGCT-1
+ATGGATCAGCTCATAT-1
+ATGGATCAGTATACTC-1
+ATGGATCCAAACTTCG-1
+ATGGATCGTTCATCCC-1
+ATGGGAGAGACGGACC-1
+ATGGGAGAGAGGAAAT-1
+ATGGGAGCAATTGACC-1
+ATGGGAGCACCGTACG-1
+ATGGGAGCACTCAAGT-1
+ATGGGAGGTATCTGCA-1
+ATGGGAGTCTTTCTTC-1
+ATGGGTTAGCAACTAG-1
+ATGGGTTAGTGGGAGA-1
+ATGGGTTCAGAGCCAA-1
+ATGGGTTCATACCGTA-1
+ATGGGTTCATCTCGCT-1
+ATGGGTTGTAGAGTGC-1
+ATGGGTTGTTAACTCG-1
+ATGGTTGAGCCTTGGT-1
+ATGGTTGCAATGCGGA-1
+ATGGTTGCACATTGCA-1
+ATGGTTGGTAAGACTA-1
+ATGGTTGGTACCTAAC-1
+ATGGTTGTCAGGATCC-1
+ATGGTTGTCTTGGACG-1
+ATGTCCCAGCGGCAAC-1
+ATGTCCCAGTATGTGG-1
+ATGTCCCCAATCATGC-1
+ATGTCCCCACGTTCAA-1
+ATGTCTTCAAGTGATA-1
+ATGTCTTCAATGTCTG-1
+ATGTCTTGTGCAAGAC-1
+ATGTCTTGTTTCTCTA-1
+ATGTCTTTCAATACAC-1
+ATTACCTAGATAGCAC-1
+ATTACCTGTCCCTATC-1
+ATTACCTGTGAGGTTG-1
+ATTACCTTCCTGAAGC-1
+ATTACTCAGATGAAAG-1
+ATTACTCAGATTGAGC-1
+ATTACTCAGTTCCTAA-1
+ATTACTCCAAAGCGGT-1
+ATTACTCGTAGCTGCC-1
+ATTACTCGTGGCGAAT-1
+ATTACTCGTTCATGAC-1
+ATTATCCAGTACTGAG-1
+ATTATCCCACATAACC-1
+ATTATCCCAGCTCTTC-1
+ATTATCCTCCCTATCA-1
+ATTATCCTCGGCAGGA-1
+ATTCACTAGAAGCTTG-1
+ATTCACTAGGTCTAAG-1
+ATTCACTCAAGTTACC-1
+ATTCACTCAGTAACGG-1
+ATTCACTCATTGACAC-1
+ATTCACTGTGAGGGTT-1
+ATTCACTGTGTCGGAA-1
+ATTCACTGTTCTAACG-1
+ATTCACTTCTGAGGTC-1
+ATTCAGGAGGAGTTGT-1
+ATTCAGGCACGTAATC-1
+ATTCAGGCATGATGTC-1
+ATTCAGGGTAATGGCG-1
+ATTCAGGGTAGAATGT-1
+ATTCAGGTCCCATTCA-1
+ATTCAGGTCCGATGCA-1
+ATTCATCAGATCTGTT-1
+ATTCATCAGCGTGCGA-1
+ATTCATCGTGGGTCTC-1
+ATTCCATAGCCATGGG-1
+ATTCCATAGCCGTGTT-1
+ATTCCATCACGAAGCA-1
+ATTCCATCATTGTTGG-1
+ATTCCATGTACACACT-1
+ATTCCATGTCCTCGTT-1
+ATTCCATGTCGAGGAT-1
+ATTCCATTCCCAGACA-1
+ATTCCATTCCTGAGTG-1
+ATTCCCGAGCAACTGA-1
+ATTCCCGAGGTCCATC-1
+ATTCCCGGTCTAAACC-1
+ATTCCCGGTTGACCCG-1
+ATTCCCGTCACCAAGC-1
+ATTCCTAAGAAGTGTC-1
+ATTCCTAAGACAATGC-1
+ATTCCTACACGATGCC-1
+ATTCCTACACTCTCCA-1
+ATTCCTAGTGGCGAAT-1
+ATTCGTTAGACCTACC-1
+ATTCGTTAGCACCCTA-1
+ATTCGTTAGCTACGGG-1
+ATTCGTTAGCTCTAGC-1
+ATTCGTTAGGAACGGA-1
+ATTCGTTCAATACGGG-1
+ATTCGTTCAGGTTCTA-1
+ATTCGTTTCCCGGAAT-1
+ATTCGTTTCTGCCAGA-1
+ATTCTACAGTCGCGTT-1
+ATTCTACCAAGATCGG-1
+ATTCTACGTAGGATGC-1
+ATTCTACTCAGCATAT-1
+ATTCTACTCGATTTGA-1
+ATTCTTGAGTGCGTCT-1
+ATTCTTGCAACCCAGC-1
+ATTCTTGTCGCGTTGA-1
+ATTCTTGTCTATGGAT-1
+ATTGGGTAGCATTTGT-1
+ATTGGGTAGTTCCACG-1
+ATTGGGTCAACATTGC-1
+ATTGGGTCAGTTCGAT-1
+ATTGGGTGTGATAAAC-1
+ATTGTTCAGCTCGCAT-1
+ATTGTTCCATCTGAGT-1
+ATTTACCAGACCACAA-1
+ATTTACCAGTAGGCCG-1
+ATTTACCAGTCCGATC-1
+ATTTACCAGTTTCGAT-1
+ATTTACCCATACGGAG-1
+ATTTACCCATGTGTTG-1
+ATTTACCGTGAGTCAG-1
+ATTTCACAGGGCATTA-1
+ATTTCACAGTACCAGA-1
+ATTTCACAGTGGGATT-1
+ATTTCACCAACCAGAG-1
+ATTTCACCACTCCTGT-1
+ATTTCACCAGACTAAA-1
+ATTTCACGTATAGTAG-1
+ATTTCACGTGGCATTT-1
+ATTTCTGAGCAAATGC-1
+ATTTCTGCACCAAGAG-1
+ATTTCTGGTATCCTTT-1
+ATTTCTGTCCGAGTAC-1
+CAAAGAAAGACTGTTT-1
+CAAAGAAAGCTCAGAA-1
+CAAAGAAAGCTCTCGA-1
+CAAAGAAAGGACATCA-1
+CAAAGAACAGAATGAT-1
+CAAAGAACAGTTCCAA-1
+CAAAGAACATCCTAAG-1
+CAACAACAGAAATAGG-1
+CAACAACCAAGCTAAA-1
+CAACAACCACAATCTG-1
+CAACAACCAGAGTTGG-1
+CAACAACCATGCAACT-1
+CAACAACCATGCCATA-1
+CAACAACGTATGACCT-1
+CAACAACGTCCGGAAA-1
+CAACAGTAGCTGTAAG-1
+CAACAGTAGTGTCAGA-1
+CAACAGTCACTCAGGC-1
+CAACAGTCAGCCGTTG-1
+CAACAGTGTGTGAGCA-1
+CAACAGTGTTGGAATA-1
+CAACAGTTCACGCTCC-1
+CAACCAAAGCAGTGTA-1
+CAACCAACAATACCCA-1
+CAACCAACAATCGAAA-1
+CAACCAACACATCGCG-1
+CAACCAAGTTGAGATA-1
+CAACCAATCAACTTCC-1
+CAACCAATCACCTCAT-1
+CAACCAATCGTCGTGA-1
+CAACCAATCGTGCTAG-1
+CAACCTCAGCCAGCGA-1
+CAACCTCAGTATCGCC-1
+CAACCTCCAACGGATG-1
+CAACCTCCAACTGAGG-1
+CAACCTCCAGGTCTCG-1
+CAACCTCCATCAGCGC-1
+CAACCTCCATCCTAAG-1
+CAACCTCGTAGTATAG-1
+CAACCTCTCTACTGTC-1
+CAACGATAGCTTGACC-1
+CAACGATAGGACACTA-1
+CAACGATCAGAATTAG-1
+CAACGATGTATACCTG-1
+CAACGATGTGGCACAA-1
+CAACGATGTGGTTCAT-1
+CAACGATTCCTACTAC-1
+CAACGATTCTATGCAA-1
+CAACGATTCTGCGACA-1
+CAACGATTCTGGATAT-1
+CAACGGCAGAATCTCT-1
+CAACGGCAGAGGCGAA-1
+CAACGGCAGTCGAACA-1
+CAACGGCCACTCACGG-1
+CAACGGCCATAGCTAC-1
+CAACGGCGTGGATGAC-1
+CAACGGCGTTTCATCT-1
+CAACGGCTCCCGAACA-1
+CAACGGCTCGATGGCT-1
+CAAGACTAGCTACCAC-1
+CAAGACTAGTCATGGA-1
+CAAGACTCATGGGTAG-1
+CAAGACTGTAGGCCTC-1
+CAAGACTGTCACCGCA-1
+CAAGACTGTTATAGCC-1
+CAAGACTTCATCCTAC-1
+CAAGAGGAGCCGAGAC-1
+CAAGAGGGTATTGCAC-1
+CAAGAGGTCGTTCATC-1
+CAAGCTAAGCCGTTCA-1
+CAAGCTAAGGTCCATC-1
+CAAGCTAAGGTGACTA-1
+CAAGCTAAGTATCCAT-1
+CAAGCTAAGTATTTCG-1
+CAAGCTACAGTTTACG-1
+CAAGCTATCAGCAGCT-1
+CAAGCTATCAGTCAGC-1
+CAAGCTATCCCTCGTG-1
+CAAGGGAAGGAGCACC-1
+CAAGGGAAGGGAAACG-1
+CAAGGGACACAACCAT-1
+CAAGGGACAGAGCAGT-1
+CAAGGGACATAAGGGC-1
+CAAGGGAGTCGCACCA-1
+CAAGGGAGTCTTGAGT-1
+CAAGGGAGTTAACAGA-1
+CAAGGGAGTTGCAGGA-1
+CAAGGGATCGTCGTGA-1
+CAAGGGATCTAACCGG-1
+CAATACGAGAAACCTG-1
+CAATACGAGAGTGATC-1
+CAATACGAGATGGTAC-1
+CAATACGAGTAGTACG-1
+CAATACGGTACAAGAT-1
+CAATACGGTCATATGC-1
+CAATACGGTGAGAATT-1
+CAATACGTCACCAGAC-1
+CAATCGAAGAGCAATC-1
+CAATCGAAGCACAGGC-1
+CAATCGACAATACAGA-1
+CAATCGACACTCGGGT-1
+CAATCGAGTATAGAGT-1
+CAATCGAGTCAAACGG-1
+CAATCGAGTCTCCGAG-1
+CAATCGATCACGCCAA-1
+CAATCGATCCGTATGG-1
+CAATCGATCCTACTAC-1
+CAATCGATCGGATCAC-1
+CAATGACAGACGGGAA-1
+CAATGACAGATACGGT-1
+CAATGACGTGAAGCTG-1
+CAATGACGTTACTGTG-1
+CAATGACGTTATGGCT-1
+CAATGACGTTCGATGT-1
+CAATGACGTTGAGGGT-1
+CAATGACGTTTGAGGG-1
+CAATGACTCACCATGG-1
+CAATGACTCCACCAGA-1
+CAATGACTCCATCCTA-1
+CAATTTCAGCACGGAC-1
+CAATTTCCAAAGACCG-1
+CAATTTCCAGTAGCAG-1
+CAATTTCGTTAGCTGT-1
+CAATTTCGTTTCGATG-1
+CACAACACAAGTCCTA-1
+CACAACACAGCGGCTT-1
+CACAACAGTTACATCG-1
+CACAACATCAGTATAC-1
+CACAACATCCAGCCTC-1
+CACAACATCGCTCACC-1
+CACAACATCTCAGCCC-1
+CACACAAAGAAGCTTG-1
+CACACAAAGATTTCCA-1
+CACACAAAGTCTCTAA-1
+CACACAACAACGGCAA-1
+CACACAACAAGTGATA-1
+CACACAAGTAGGTCAG-1
+CACACAAGTGCCGGTT-1
+CACACAATCAGTTGTA-1
+CACACAATCATCACTC-1
+CACAGATAGCCTCATG-1
+CACAGATAGGCACGAC-1
+CACAGATAGGTGCGAC-1
+CACAGATAGTATTCGT-1
+CACAGATCAACTCCGG-1
+CACAGATCAAGGCAGT-1
+CACAGATCATTACGTG-1
+CACAGATTCGACAAGA-1
+CACAGATTCGTCCAGA-1
+CACAGGCCAATCAGCT-1
+CACAGGCCACAAAGTA-1
+CACAGGCCAGAGTAAT-1
+CACAGGCGTAACGGCA-1
+CACAGGCGTACACAGG-1
+CACAGGCGTCACACGC-1
+CACAGGCTCACTGGGT-1
+CACAGGCTCCTTACGT-1
+CACATGAAGGCTGTCT-1
+CACATGACAAGACGTG-1
+CACATGACACACCTTC-1
+CACATGACATTCACAG-1
+CACATGACATTGGAGG-1
+CACATGATCAATTCAG-1
+CACATGATCAATTTGG-1
+CACATGATCGCCACCT-1
+CACCAAAAGCGGCTTT-1
+CACCAAAAGGAGATGG-1
+CACCAAAAGGCCTCTA-1
+CACCAAAAGGGAGATG-1
+CACCAAAAGTTCCCGA-1
+CACCAAACACGGATTT-1
+CACCAAACAGGCCCAT-1
+CACCAAACAGGTACAG-1
+CACCAAAGTAAGAGTT-1
+CACCAAAGTGAAATTG-1
+CACCAAAGTTGATCTG-1
+CACCAAATCGACAACC-1
+CACCAAATCTACAACA-1
+CACCGTTCAGATGAAT-1
+CACCGTTCAGGCGCTT-1
+CACCGTTTCGCTATCT-1
+CACGAATAGATTACGG-1
+CACGAATAGTTGGTGA-1
+CACGAATCACAATCTG-1
+CACGAATCACACTCAA-1
+CACGAATCACCTGTTC-1
+CACGAATCAGGATACG-1
+CACGAATCATGCGGCT-1
+CACGAATGTGGGCTTC-1
+CACGAATGTTTATGCG-1
+CACGAATTCAAACTCA-1
+CACGAATTCGATTTGA-1
+CACGGGTAGATCGCTC-1
+CACGGGTCACGAGCAA-1
+CACGGGTGTAACTAAG-1
+CACGGGTGTTGAAGGC-1
+CACGGGTGTTGAGTAA-1
+CACGGGTTCTTGAAGT-1
+CACGTGGCACTCACAA-1
+CACGTGGGTAGTCATC-1
+CACGTGGTCACGGATC-1
+CACGTGGTCAGGCCAT-1
+CACGTTCAGACTAGCA-1
+CACGTTCAGGGCTGGT-1
+CACGTTCCAACTCCCT-1
+CACGTTCCAGGGAGAG-1
+CACGTTCTCGCTAAAT-1
+CACTAAGAGAGATTGC-1
+CACTAAGCAGACTGAG-1
+CACTGAAAGAAGTGGG-1
+CACTGAAAGACACGAT-1
+CACTGAAGTAACTAAG-1
+CACTGAAGTAGTGGTG-1
+CACTGAAGTATGAGCG-1
+CACTGAAGTCAACCGC-1
+CACTGAAGTGAAGCTG-1
+CACTGAAGTGCTCATA-1
+CACTGAAGTTTCACAG-1
+CACTGGGAGAGATGCT-1
+CACTGGGGTAGTAGTA-1
+CACTGGGGTAGTCATC-1
+CACTGGGGTCGAGGAT-1
+CACTGTCAGAACCTTT-1
+CACTGTCAGCTGGCTT-1
+CACTGTCAGGGACAAG-1
+CACTGTCAGGGTCTGG-1
+CACTGTCAGTCCATAT-1
+CACTGTCCACAAATCC-1
+CACTGTCGTTCGATAC-1
+CACTGTCTCCATCAAA-1
+CACTTCGAGGGACCAC-1
+CACTTCGCAGCATGAG-1
+CACTTCGGTGAGCCCT-1
+CACTTCGGTTAGACTC-1
+CACTTCGTCCAAGCCA-1
+CACTTCGTCGACTATA-1
+CAGAGCCAGAGGAACG-1
+CAGAGCCAGCATGATG-1
+CAGAGCCGTATTTCCT-1
+CAGAGCCGTGACACCC-1
+CAGAGCCGTGACCCGT-1
+CAGAGCCGTGGTAGTG-1
+CAGAGCCGTGTTGTCA-1
+CAGAGCCTCACGGAAA-1
+CAGAGCCTCATCCCAT-1
+CAGAGCCTCGTTCATC-1
+CAGATACAGGTCAAAC-1
+CAGATACCACAACCAT-1
+CAGATACCATCTTCAT-1
+CAGATACGTCGGGCTT-1
+CAGATACGTCGTTCGG-1
+CAGATACGTTCGGATT-1
+CAGATACTCAATCGAT-1
+CAGATACTCCCATTTG-1
+CAGATACTCCGGTATG-1
+CAGATACTCGTAAGTT-1
+CAGATCAAGTCTATAC-1
+CAGATCAAGTGGCCAG-1
+CAGATCAGTGCGTTGC-1
+CAGATCAGTTCCGAGC-1
+CAGATTGCAGCCTGCA-1
+CAGATTGGTATTGGTC-1
+CAGATTGGTCACTGGC-1
+CAGATTGTCCACCTGC-1
+CAGATTGTCCCTTTGA-1
+CAGATTGTCTTCCATG-1
+CAGCAATAGGGAATTC-1
+CAGCAATGTCCGGCTA-1
+CAGCAATGTGACACAG-1
+CAGCACGAGCCTTTGG-1
+CAGCACGGTACTGCTA-1
+CAGCACGGTGGTTCCG-1
+CAGCACGGTTGAGTAA-1
+CAGCACGTCTACCATC-1
+CAGCAGCAGAAGTGGG-1
+CAGCAGCAGACTGATG-1
+CAGCAGCAGCGTAGGC-1
+CAGCAGCAGCTCACGT-1
+CAGCAGCCATCAGCTA-1
+CAGCAGCGTACGGTAG-1
+CAGCAGCGTCTTGAAC-1
+CAGCAGCGTTCCCACT-1
+CAGCAGCTCCACGATG-1
+CAGCAGCTCCATGAAT-1
+CAGCAGCTCGCAGGGA-1
+CAGCAGCTCTGCCGAA-1
+CAGCCAGAGTGGTGGC-1
+CAGCCAGGTCATAACC-1
+CAGCCAGGTGCACCCA-1
+CAGCCAGGTGTACTAC-1
+CAGCCAGGTTCACCAA-1
+CAGCCAGGTTGACAAA-1
+CAGCCAGTCACATCCT-1
+CAGCCAGTCCTTGTTG-1
+CAGCCAGTCTAGGAAG-1
+CAGCGTGAGCAGTGTA-1
+CAGCGTGAGTCTGCCA-1
+CAGCGTGCACAGGCAA-1
+CAGCGTGCAGACATCT-1
+CAGCGTGGTTGTGCTA-1
+CAGCGTGTCGTGATCG-1
+CAGGCCAAGCAACCAA-1
+CAGGCCAAGGGAAACG-1
+CAGGCCAAGGTCGACG-1
+CAGGCCAAGGTTCGCT-1
+CAGGCCAAGTGGACCG-1
+CAGGCCAAGTTCGTGC-1
+CAGGCCACACCCTGTT-1
+CAGGCCATCGGTCACA-1
+CAGGCCATCTGCCGAA-1
+CAGGGCTAGGATCCCT-1
+CAGGGCTAGGTGGAAG-1
+CAGGGCTCAACAGTCT-1
+CAGGGCTCAAGTCGTT-1
+CAGGGCTCACGGTGTC-1
+CAGGGCTCATCTCGTC-1
+CAGGGCTCATGTGTAC-1
+CAGGGCTCATTGTGGT-1
+CAGGGCTGTAGTGGGT-1
+CAGGGCTGTCGTAGTT-1
+CAGGGCTTCAGCCTGA-1
+CAGGGCTTCGCCATAG-1
+CAGGTATAGAGAGCAG-1
+CAGGTATAGCCATAAG-1
+CAGGTATAGTTAGCCC-1
+CAGGTATCAAGGCAGT-1
+CAGGTATCAGCAATGG-1
+CAGTGCGCATCGTTCC-1
+CAGTGCGGTTGGAACG-1
+CAGTGCGTCAGCCCAA-1
+CAGTGCGTCTCTAGAA-1
+CAGTTAGAGGAGAAGC-1
+CAGTTAGAGTCAAAGC-1
+CAGTTAGAGTCTGACC-1
+CAGTTAGCAAGCGTCC-1
+CAGTTAGCAGTGATGG-1
+CAGTTAGTCGTCGAGT-1
+CAGTTCCAGAATCCGA-1
+CAGTTCCAGACAGAGG-1
+CAGTTCCCACCCGGTA-1
+CAGTTCCCAGCCCAGT-1
+CAGTTCCGTATCAGCT-1
+CAGTTCCGTGGTTCAT-1
+CAGTTCCGTTCACAGT-1
+CAGTTCCGTTCGGTTA-1
+CAGTTCCGTTCTCAAG-1
+CAGTTCCTCACCCTTA-1
+CAGTTCCTCACGCAGT-1
+CAGTTCCTCCAAGCCA-1
+CATAAGCAGCATCAGA-1
+CATAAGCCAAAGGAGA-1
+CATAAGCCACACACTA-1
+CATAAGCCACACTCTC-1
+CATAAGCCACCAGCCA-1
+CATAAGCGTTGTGCTA-1
+CATAAGCGTTGTTCAG-1
+CATACAGCAGGTATGG-1
+CATACAGCAGTACATC-1
+CATACAGGTGTCAGCC-1
+CATACAGGTTAATCGC-1
+CATACAGGTTCATTGG-1
+CATACAGTCCACGTCC-1
+CATACAGTCGCGACAT-1
+CATACCCAGAATGTCG-1
+CATACCCAGGCTACGG-1
+CATACCCAGTAGACAC-1
+CATACCCCAACTCAAC-1
+CATACCCCAAGCTTGT-1
+CATACCCGTAGTGCAG-1
+CATACCCGTCGTCGTG-1
+CATACCCGTGTAACAA-1
+CATACCCTCCTGAAGC-1
+CATACCCTCTATTGCC-1
+CATACTTAGATGGAGG-1
+CATACTTGTTCTGGGC-1
+CATACTTTCGGATCAC-1
+CATAGACAGAACTGAC-1
+CATAGACAGGGCCCAA-1
+CATAGACCAACGTAGG-1
+CATAGACCACACCACG-1
+CATAGACCAGTCATTG-1
+CATAGACCATCGGCGT-1
+CATAGACTCTTGCCTA-1
+CATCAAGAGGTCAGAT-1
+CATCAAGAGTAGTCAG-1
+CATCAAGAGTTACGGA-1
+CATCAAGGTACTCCAA-1
+CATCAAGGTGGCATTT-1
+CATCAAGGTTTGCCTC-1
+CATCAAGTCCAGGTCA-1
+CATCAAGTCCGTCTCG-1
+CATCAAGTCCTAATCC-1
+CATCAAGTCGACAGTC-1
+CATCAAGTCGCCGCTT-1
+CATCCACAGACTCGAA-1
+CATCCACAGTACGGGC-1
+CATCCACAGTCATAGG-1
+CATCCACCAACTGACT-1
+CATCCACCACTGTCCT-1
+CATCCACCAGAGACCA-1
+CATCCACCAGCGTGCT-1
+CATCCACCATCGAGCC-1
+CATCCACGTCTTGTCC-1
+CATCCACTCACGAAGA-1
+CATCCACTCGAATTAC-1
+CATCCACTCGGCGAAG-1
+CATCCCAAGACCCTCA-1
+CATCCCAAGCTTCTTC-1
+CATCCCAAGTACACTT-1
+CATCCCACAAACGTTC-1
+CATCCCACATGGTAGG-1
+CATCCCAGTATCTCGA-1
+CATCCCAGTCAAGGTG-1
+CATCCCAGTGCTTTGA-1
+CATCCCAGTTATGAAG-1
+CATCCCATCCACCCAC-1
+CATCCCATCTCGGGAT-1
+CATCCGTAGAACCTTT-1
+CATCCGTAGAAGCGTT-1
+CATCCGTAGGGTCTGG-1
+CATCCGTAGGTGTGAT-1
+CATCCGTCAATCATGC-1
+CATCCGTCACAAGCGA-1
+CATCCGTGTGGAGACT-1
+CATCGCTAGGCTACAA-1
+CATCGCTCACTAACGT-1
+CATCGCTCAGGTATGG-1
+CATCGCTCATGTCATG-1
+CATCGCTCATTCGGCG-1
+CATCGCTGTCTGAATC-1
+CATCGCTGTGCGAACA-1
+CATCGCTGTGGAGACT-1
+CATCGCTGTTTGAGGG-1
+CATCGCTTCACATGCG-1
+CATCGCTTCTACCCTA-1
+CATCGGGAGGCGTCGA-1
+CATCGGGAGTCCGAAA-1
+CATCGGGAGTGGGCAC-1
+CATCGGGCAAGCGTCC-1
+CATCGGGCACCCACGA-1
+CATCGGGGTCTCCGAG-1
+CATCGGGGTTCGGAAG-1
+CATCGGGTCTGCAACG-1
+CATCGTCAGGGATACT-1
+CATCGTCAGTGGGCAC-1
+CATCGTCCAGCATGAG-1
+CATCGTCGTACAGCCC-1
+CATCGTCGTCTGCGTG-1
+CATCGTCGTGGACATG-1
+CATCGTCTCCATCCTA-1
+CATGAGTCAACGAGCA-1
+CATGAGTCAATGTCTG-1
+CATGAGTCACGTATGT-1
+CATGAGTGTTCATGAC-1
+CATGAGTGTTTGGATC-1
+CATGAGTTCACTCATC-1
+CATGAGTTCGTTCACT-1
+CATGCAAAGAGGGTAG-1
+CATGCAAAGGCAAGAG-1
+CATGCAACACCTGTTC-1
+CATGCAACATAAGCAA-1
+CATGCAACATCCCACT-1
+CATGCAACATTCCCAC-1
+CATGCAAGTTGGGCAA-1
+CATGCAATCCGGACAT-1
+CATGCAATCTTGCCCG-1
+CATGCCTCAAGCGATG-1
+CATGCCTCACACCGAC-1
+CATGCGGAGAAACCCA-1
+CATGCGGAGCTGTAGA-1
+CATGCGGCACGAACAG-1
+CATGCGGCAGCAACGA-1
+CATGCGGGTAAGACGC-1
+CATGCGGGTAGGCAAC-1
+CATGCGGGTAGTCCAT-1
+CATGCGGGTGAAGCGT-1
+CATGCGGGTGATCACT-1
+CATGCGGGTTTCTCTA-1
+CATGCTCAGAAGTCTG-1
+CATGCTCAGGGCTGTG-1
+CATGCTCAGGTAACCA-1
+CATGCTCGTAATAAGC-1
+CATGCTCGTCGCTGTG-1
+CATGCTCGTGCACAGA-1
+CATGCTCGTTCCTAAG-1
+CATGCTCTCACTGTTC-1
+CATGCTCTCCGGTAGT-1
+CATGGATAGCGTATGA-1
+CATGGATAGGCAACAT-1
+CATGGATAGGTTAGAC-1
+CATGGATCACTGTGCG-1
+CATGGATCATACACTG-1
+CATGGATTCACATCAA-1
+CATGGATTCATGGCGT-1
+CATGGATTCCATCAGG-1
+CATGGATTCTCTGCAT-1
+CATGGATTCTGGAATT-1
+CATGGTAAGATCTACT-1
+CATGGTAAGGACGACC-1
+CATGGTAAGGGTCATA-1
+CATGGTACACGTACAT-1
+CATGGTACATTCGTTT-1
+CATGGTAGTTGTGCTA-1
+CATGGTATCAGAGGTA-1
+CATTCATAGGAGCCAC-1
+CATTCATAGTAAACGC-1
+CATTCATCACTAGATC-1
+CATTCATGTCTGCGTG-1
+CATTCATGTGGAGGTT-1
+CATTCATGTTGAATCC-1
+CATTCATTCCTTACGT-1
+CATTCATTCGTCGAGT-1
+CATTCATTCTTCATGC-1
+CATTCCGCACTACGTA-1
+CATTCCGGTCAAACGG-1
+CATTCCGGTCGGCTAC-1
+CATTCCGGTCGTAACT-1
+CATTCTAAGTTGAGCA-1
+CATTCTACAGAGTTGG-1
+CATTCTACATAAGAAC-1
+CATTCTATCACTCTTG-1
+CATTCTATCCGTCGAA-1
+CATTGAGAGAGCTAGT-1
+CATTGAGAGGTACCTC-1
+CATTGAGAGTGTAAGC-1
+CATTGAGCAGAATATG-1
+CATTGAGCATTCCAAG-1
+CATTGAGGTCCCTTGT-1
+CATTGAGTCATGCGAC-1
+CATTGCCAGAGACCCG-1
+CATTGCCAGATGACAC-1
+CATTGCCAGTTGGAAC-1
+CATTGCCGTGACACAG-1
+CATTGCCTCCTAGCCC-1
+CATTGCCTCTTAGTGA-1
+CATTGTTAGCGCTAGG-1
+CATTGTTGTCAACATC-1
+CATTGTTGTCACCTGG-1
+CATTGTTGTTACCATG-1
+CATTGTTTCTCCGTCG-1
+CATTTCAGTAGCGGAT-1
+CATTTCAGTTTAGGAA-1
+CATTTCATCCTTCGTA-1
+CATTTCATCGTTGACG-1
+CCAAGCGAGAGTGCGC-1
+CCAAGCGAGCATCTCG-1
+CCAAGCGCATCTTCAT-1
+CCAAGCGGTACAGATA-1
+CCAAGCGGTGTCGGAA-1
+CCAAGCGTCGCATCGA-1
+CCAAGCGTCTCGAAAT-1
+CCAATGAAGTATCGTT-1
+CCAATGAAGTGAGAAA-1
+CCAATGACACCACATA-1
+CCAATGACACCACGCA-1
+CCAATGACACCGCAGT-1
+CCAATGAGTAGTGGGT-1
+CCAATGAGTGGCGTTC-1
+CCAATGATCTACTGTC-1
+CCAATGATCTGAATAC-1
+CCAATTTAGCGAACGC-1
+CCAATTTAGGCTCTAC-1
+CCAATTTAGTGCTTAT-1
+CCAATTTGTCCTGCAG-1
+CCAATTTGTTGCCGAC-1
+CCAATTTTCCATGCGA-1
+CCAATTTTCGAACGTC-1
+CCAATTTTCGTTGCCC-1
+CCACAAAAGCATACAG-1
+CCACAAAAGGACGAGA-1
+CCACAAAAGGTTTACT-1
+CCACAAACAACGAAAT-1
+CCACAAACAAGACGGT-1
+CCACAAACAAGATTGA-1
+CCACAAACACCAAGAG-1
+CCACAAACATACACTG-1
+CCACAAACATACGGAG-1
+CCACAAACATCCGTTC-1
+CCACAAAGTTGACTCA-1
+CCACAAATCACTCTAC-1
+CCACACTAGAGGGATG-1
+CCACACTAGCATCAGA-1
+CCACACTAGTACCTTA-1
+CCACACTAGTATCGTT-1
+CCACACTCAACGCTAT-1
+CCACACTCACGTCATA-1
+CCACACTCATTGGCTA-1
+CCACACTTCCCTTTGA-1
+CCACCATAGGACGAGA-1
+CCACCATAGTGACAGT-1
+CCACCATAGTGTGCTC-1
+CCACCATCACGACTGC-1
+CCACCATGTGTATTCG-1
+CCACCATTCAATTTGG-1
+CCACCATTCGAAAGAC-1
+CCACGAGAGAGTCACA-1
+CCACGAGAGCACGGGT-1
+CCACGAGAGCCATAGA-1
+CCACGAGAGGACGCTG-1
+CCACGAGCAATGACAA-1
+CCACGAGCAGCCCAGT-1
+CCACGAGGTTCGGCCA-1
+CCACGAGTCGAAGTGA-1
+CCACGTTAGGGACCAC-1
+CCACGTTAGGTCGATA-1
+CCACGTTAGTGCGAGC-1
+CCACGTTCAGTTGAGG-1
+CCACGTTGTCTGTTCC-1
+CCACGTTGTTATACCG-1
+CCACGTTGTTGTCAGT-1
+CCACGTTTCGTTGGAC-1
+CCACTTGAGTAACGGT-1
+CCACTTGCAGACGCCT-1
+CCACTTGGTACTGCCG-1
+CCACTTGGTGGATGAC-1
+CCACTTGGTTTGAAAG-1
+CCACTTGTCACCCGCT-1
+CCACTTGTCAGTCCGA-1
+CCACTTGTCTCCCTAA-1
+CCACTTGTCTTTGCTG-1
+CCATAAGAGAAACCCA-1
+CCATAAGAGAATCTCT-1
+CCATAAGAGGCGCTGA-1
+CCATAAGAGTTGGAAC-1
+CCATAAGCACACCTTC-1
+CCATAAGCAGGCAACA-1
+CCATAAGGTCCCAATA-1
+CCATAAGGTCTCCCTA-1
+CCATAAGGTTAGCTGT-1
+CCATAAGTCTAGCATA-1
+CCATCACAGCGTGTGG-1
+CCATCACAGGCGTGCA-1
+CCATCACAGTAGCCTC-1
+CCATCACCAACCTAGT-1
+CCATCACCAGTATTCG-1
+CCATCACGTCCAACAT-1
+CCATCACGTGTCAACT-1
+CCATCACTCATGTTGA-1
+CCATCACTCCAGGCAT-1
+CCATCACTCTTTCGGT-1
+CCCAACTAGATCTCTA-1
+CCCAACTAGGTTCAGA-1
+CCCAACTAGTGTGCTC-1
+CCCAACTCAATGAGCG-1
+CCCAACTCACGCGTTG-1
+CCCAACTGTTCGGAAG-1
+CCCAACTGTTTCTCTA-1
+CCCATTGCAAGTGGCA-1
+CCCATTGGTTAGAGGC-1
+CCCATTGTCGAGGTTC-1
+CCCATTGTCGCGATAC-1
+CCCGAAGAGACTCTTA-1
+CCCGAAGCAACAGCGA-1
+CCCGAAGCACCCTAAA-1
+CCCGAAGCAGTTAAAG-1
+CCCGAAGCATGCATCA-1
+CCCGAAGGTACCAGAG-1
+CCCGAAGGTATGAACA-1
+CCCGAAGTCTGATAGT-1
+CCCGAAGTCTTCCTGA-1
+CCCGGAAAGACCTCTG-1
+CCCGGAAAGACTTTGT-1
+CCCGGAAAGATGGTAC-1
+CCCGGAACAACACGTT-1
+CCCGGAACACTTGAAC-1
+CCCGGAACAGTCTTGA-1
+CCCGGAAGTCATTCTT-1
+CCCGGAATCAAATTGC-1
+CCCTAACAGTACTTCA-1
+CCCTAACAGTGCGAGC-1
+CCCTAACGTAACTCTG-1
+CCCTAACGTCCACATA-1
+CCCTAACTCTCGCCAC-1
+CCCTCAAAGAACCCGG-1
+CCCTCAAAGACGATAC-1
+CCCTCAAAGGTTCTGC-1
+CCCTCAAAGTGGGATT-1
+CCCTCAACAACAGTTC-1
+CCCTCAACAACTCGTA-1
+CCCTCAACAAGCCAGA-1
+CCCTCAACATCTCTCG-1
+CCCTCAAGTACAGCCC-1
+CCCTCAAGTCTCCACT-1
+CCCTCAATCAGCTGCA-1
+CCCTCAATCCCTGCCA-1
+CCCTCAATCCTTTCCC-1
+CCCTCAATCGAGTCTG-1
+CCCTCTCAGCGGTAAT-1
+CCCTCTCCAAGTTACC-1
+CCCTCTCGTAGTTCCA-1
+CCCTCTCTCTCACTAC-1
+CCCTCTCTCTTCCTGA-1
+CCCTGATAGCCTTGTG-1
+CCCTGATCATAAGACA-1
+CCCTGATCATGGGATG-1
+CCCTGATGTAACGTGG-1
+CCCTGATTCCCTGAGA-1
+CCCTGATTCCTAAATG-1
+CCCTGATTCCTTAAGA-1
+CCCTTAGAGGGCGATC-1
+CCCTTAGCAATCAGGG-1
+CCCTTAGCAGGAAGTC-1
+CCCTTAGCAGGATCAG-1
+CCCTTAGGTTCTATCT-1
+CCCTTAGGTTGGGAAC-1
+CCCTTAGTCCAGCACA-1
+CCCTTAGTCCTTTCTT-1
+CCGAACGAGGGATTAC-1
+CCGAACGCAGGAAATT-1
+CCGAACGCATTGTTGG-1
+CCGAACGGTATCCAGT-1
+CCGAACGGTTCCGGTG-1
+CCGAACGTCAAGTATC-1
+CCGAACGTCAAGTGTC-1
+CCGATCTGTGAAATCA-1
+CCGATCTGTTAGATCC-1
+CCGATCTTCATGGCGT-1
+CCGATCTTCCTTACGT-1
+CCGATCTTCGTCATTC-1
+CCGATGGAGCCTCTTT-1
+CCGATGGAGCGCATAA-1
+CCGATGGAGGCTCCTA-1
+CCGATGGCAATCTTCT-1
+CCGATGGCACGCTTGG-1
+CCGATGGGTATTTCCT-1
+CCGATGGTCACGAAGA-1
+CCGCAAGAGAAGAAAC-1
+CCGCAAGAGAGACAAA-1
+CCGCAAGAGATGGAGG-1
+CCGCAAGAGCGAGATT-1
+CCGCAAGAGTCGACGG-1
+CCGCAAGCAAGAGATT-1
+CCGCAAGCAATCGCTA-1
+CCGCAAGCAGGCAACA-1
+CCGCAAGCAGGGCTTC-1
+CCGCAAGGTCAATGCT-1
+CCGGACAAGACAGTGT-1
+CCGGACAAGCGTGTCT-1
+CCGGACAAGTCCGATC-1
+CCGGACACAGTTCATG-1
+CCGGACAGTCTACAGT-1
+CCGGACAGTTCGTCCT-1
+CCGGACATCGTCATCT-1
+CCGGGTAAGAAGTCTG-1
+CCGGGTAAGACTACGA-1
+CCGGGTAAGCATTTGT-1
+CCGGGTAAGCCTTGGT-1
+CCGGGTAAGCGAAGGA-1
+CCGGGTAAGCGCGATG-1
+CCGGGTACAAACGTTC-1
+CCGGGTACAATCGTAC-1
+CCGGGTACATTGATCG-1
+CCGGGTAGTACCTATG-1
+CCGGGTATCCGAGGAG-1
+CCGGGTATCGATACAT-1
+CCGGGTATCTAGAGTT-1
+CCGGGTATCTCTTCCC-1
+CCGGTAGAGAACTCTT-1
+CCGGTAGAGCCATGGG-1
+CCGGTAGAGGCCTATC-1
+CCGGTAGCACAGTCTA-1
+CCGGTAGCAGACGTCC-1
+CCGGTAGGTAGCTGCC-1
+CCGGTAGGTGCTATTG-1
+CCGGTAGGTGGTTACT-1
+CCGGTAGTCACTCTTG-1
+CCGGTAGTCCGTCGAA-1
+CCGGTAGTCGGACAGG-1
+CCGGTAGTCTGATAGT-1
+CCGGTGAAGAATCAGC-1
+CCGGTGAAGCGATAAC-1
+CCGGTGACAAATCAAG-1
+CCGGTGAGTACTGTGT-1
+CCGGTGAGTCGACGTC-1
+CCGGTGAGTGATACTC-1
+CCGGTGAGTTCGTTCC-1
+CCGGTGAGTTTGCTGA-1
+CCGGTGATCGTCGACA-1
+CCGTAGGAGAAGAATG-1
+CCGTAGGAGATGCCAA-1
+CCGTAGGAGATTGCCC-1
+CCGTAGGCAAATCAGA-1
+CCGTAGGCACAACGCC-1
+CCGTAGGTCAGAGAAC-1
+CCGTAGGTCGAACTAT-1
+CCGTAGGTCTCAACAA-1
+CCGTGAGAGAGCAGAG-1
+CCGTGAGCACCACAGC-1
+CCGTGAGCAGAGCCAA-1
+CCGTGAGCATCCGTTC-1
+CCGTGAGGTACACTAC-1
+CCGTGAGGTCATCCCT-1
+CCGTGAGGTGTCTCTC-1
+CCGTGAGGTTGGAGAC-1
+CCGTGAGTCACGAGCT-1
+CCGTGAGTCCATGCGA-1
+CCGTGAGTCCTTTGTG-1
+CCGTTCAAGAATCCGA-1
+CCGTTCACAGTACGCC-1
+CCGTTCACATGCGGAA-1
+CCGTTCAGTAATAAGC-1
+CCGTTCAGTAGAGCTG-1
+CCGTTCAGTAGGCGTA-1
+CCGTTCATCCGCTGCT-1
+CCTAACCCAAGCCCTG-1
+CCTAACCCAGCATACT-1
+CCTAACCGTGTAACGG-1
+CCTAACCGTTATGAAG-1
+CCTAACCTCAGCATAT-1
+CCTAACCTCGCCTTGC-1
+CCTAAGAAGTACACAG-1
+CCTAAGACAACGGTTT-1
+CCTAAGAGTTTAAGCC-1
+CCTAAGATCAGCGACT-1
+CCTAAGATCGCACTCC-1
+CCTAAGATCTCCGTCG-1
+CCTACGTAGACTGAAC-1
+CCTACGTCAACGCTTA-1
+CCTACGTCACGAGTGA-1
+CCTACGTCATGACGGA-1
+CCTACGTGTCACTTAG-1
+CCTACGTGTCATATGC-1
+CCTACGTGTGCGACCT-1
+CCTACGTGTGGCTACC-1
+CCTACGTTCGCTCACC-1
+CCTATCGCACAGACTT-1
+CCTATCGGTAGCGGAT-1
+CCTATCGGTCACCTAA-1
+CCTATCGTCACCAACG-1
+CCTATCGTCCGACCCT-1
+CCTATCGTCTAACAGT-1
+CCTATCGTCTATCTGC-1
+CCTCAACAGACAACCA-1
+CCTCAACAGACGGGCT-1
+CCTCAACAGAGAACCT-1
+CCTCAACAGGCAATTG-1
+CCTCAACAGGTTCATT-1
+CCTCAACCAAGGGAGG-1
+CCTCAACCACACGTGC-1
+CCTCAACCATTATGCG-1
+CCTCAACTCACTCGAG-1
+CCTCAACTCAGTCAAT-1
+CCTCAACTCCACACCC-1
+CCTCAACTCCTTCGTA-1
+CCTCACAAGACGGACC-1
+CCTCACACAAGCACGA-1
+CCTCACACAGGATTTC-1
+CCTCACACATCCACAA-1
+CCTCACAGTAAGCAAT-1
+CCTCACAGTGTAGTTC-1
+CCTCAGTCACGAGCTC-1
+CCTCAGTCAGAGTTTC-1
+CCTCAGTGTGTTAAAG-1
+CCTCAGTTCCCACAAG-1
+CCTCAGTTCGAAAGAC-1
+CCTCAGTTCGTAGTCG-1
+CCTCATGAGCGCTTAC-1
+CCTCATGAGGAAGAAT-1
+CCTCATGAGGACTCCT-1
+CCTCATGCACTTCTAT-1
+CCTCATGCATGCATAC-1
+CCTCATGCATTGGCTA-1
+CCTCATGGTAGTGCAG-1
+CCTCATGGTCAGCCTG-1
+CCTCCAAAGCCTCGTA-1
+CCTCCAAAGTACTGCC-1
+CCTCCAACACGCATGC-1
+CCTCCAATCCTAGCCC-1
+CCTCCAATCGCGATAC-1
+CCTCCTCAGCCATGGG-1
+CCTCCTCAGTGTAAGC-1
+CCTCCTCGTACACAAA-1
+CCTCCTCTCATACTGA-1
+CCTCCTCTCGCATGCA-1
+CCTCTAGAGCTCTAAT-1
+CCTCTAGCAAGTTACC-1
+CCTCTAGGTCCCAATA-1
+CCTCTAGGTCCTGATA-1
+CCTCTAGTCGATTCAA-1
+CCTCTCCCAAGTGATA-1
+CCTCTCCTCTATCCTG-1
+CCTGCATAGCAGTACA-1
+CCTGCATAGGACCAAT-1
+CCTGCATCAACATTGC-1
+CCTGCATCAACCAGAG-1
+CCTGCATCAACCCAGC-1
+CCTGCATCAACGGCAA-1
+CCTGCATCAGTCTCCT-1
+CCTGCATCATGACGGA-1
+CCTGCATGTCATAACC-1
+CCTGCATTCGACCCAA-1
+CCTGTTGAGTGGCCGA-1
+CCTGTTGAGTGGTTGA-1
+CCTGTTGCAGACTGAG-1
+CCTGTTGGTAATGAAC-1
+CCTGTTGGTGTCAACT-1
+CCTGTTGTCAGTGGCT-1
+CCTTCAGAGTCGACGG-1
+CCTTCAGCAATGCGGA-1
+CCTTCAGCAGCAACAG-1
+CCTTCAGGTGCGAACA-1
+CCTTCAGTCAAACCCG-1
+CCTTCAGTCATCACCT-1
+CCTTGTGAGCTCGATC-1
+CCTTGTGAGTCCTGTG-1
+CCTTGTGCAAGGTACG-1
+CCTTGTGCAATGTCAC-1
+CCTTGTGCAGAATGAT-1
+CCTTGTGTCAGTCACG-1
+CCTTTGGAGATGCCAA-1
+CCTTTGGCAATCCCTC-1
+CCTTTGGTCAACCCGA-1
+CGAAGGAAGGGATTAC-1
+CGAAGGAAGTACTGCC-1
+CGAAGGATCGTAGATT-1
+CGAAGGATCGTCGACA-1
+CGAAGTTAGATCACAG-1
+CGAAGTTCAACACTCA-1
+CGAAGTTCAATCGCTA-1
+CGAAGTTCATAATCGC-1
+CGAAGTTGTAGGAGTC-1
+CGAAGTTGTCCACATA-1
+CGAAGTTGTCTCCACT-1
+CGAAGTTTCTTGGCTT-1
+CGAATTGAGGTGGGTC-1
+CGAATTGCAAGGTACG-1
+CGAATTGCACGAATTC-1
+CGAATTGGTGTTGTTG-1
+CGAATTGGTTTGTGCA-1
+CGAATTGTCCTTGTTG-1
+CGAATTGTCGGAGTGG-1
+CGACAGCAGCACTGGG-1
+CGACAGCAGGAAGGAC-1
+CGACAGCAGGGTCGAC-1
+CGACAGCAGGTTACCC-1
+CGACAGCAGTGTTCAT-1
+CGACAGCCAGGACCAA-1
+CGACAGCGTAATGCGG-1
+CGACAGCGTCGCTGAC-1
+CGACAGCGTCGGCGTT-1
+CGACAGCGTGTTTGGT-1
+CGACAGCTCAACAGGA-1
+CGACAGCTCGAGCAAA-1
+CGACAGCTCTAATCCC-1
+CGAGAAGAGCGAACGC-1
+CGAGAAGAGGAGCTGC-1
+CGAGAAGGTACCGACC-1
+CGAGAAGGTAGCGCAA-1
+CGAGAAGGTGTCGGAA-1
+CGAGAAGTCCACACCC-1
+CGAGAAGTCCATGCAG-1
+CGAGGAAAGTAAACGC-1
+CGAGGAAAGTACAGGT-1
+CGAGGAAAGTCAACGA-1
+CGAGGAAAGTGCTCTG-1
+CGAGGAACACACCGAC-1
+CGAGGAACACGTACTA-1
+CGAGGAAGTCAACGCC-1
+CGAGGAAGTGTCAGTT-1
+CGAGGAATCGTGCGAT-1
+CGAGGCTAGTGTTGGA-1
+CGAGGCTGTCACGCCA-1
+CGAGGCTGTCATTGTG-1
+CGAGGCTGTGTTTGGT-1
+CGAGGCTTCACCAAAT-1
+CGAGGCTTCGTACATA-1
+CGAGGCTTCGTGCCAA-1
+CGAGGCTTCTCATGGG-1
+CGAGGCTTCTCCGCGT-1
+CGAGTGCAGACTTCTA-1
+CGAGTGCCACCACATA-1
+CGAGTGCGTCATACGT-1
+CGAGTGCGTGGCACTC-1
+CGAGTGCTCCGAGGAG-1
+CGAGTTACAAACCCGC-1
+CGAGTTACACCACAGC-1
+CGAGTTACACCCTAAA-1
+CGAGTTAGTTATCGGT-1
+CGAGTTAGTTCACCAA-1
+CGAGTTATCCTTCATG-1
+CGATCGGAGAGCTCTC-1
+CGATCGGAGGGTTCAA-1
+CGATCGGAGTTCACAT-1
+CGATCGGCAATCCCTC-1
+CGATCGGGTGCCTTCT-1
+CGATGCGAGGAGTGGA-1
+CGATGCGAGGGACCAC-1
+CGATGCGAGTAGTGTG-1
+CGATGCGCAAAGGCCA-1
+CGATGCGCACATGCAT-1
+CGATGCGCAGACTCGC-1
+CGATGCGCAGCAGATG-1
+CGATGCGGTTCGTTCC-1
+CGATGCGTCCATCCTA-1
+CGATGCGTCTTCACTG-1
+CGATGGCCAAACTGCT-1
+CGATGGCCATATGTGC-1
+CGATGGCTCACCCGCT-1
+CGATGGCTCAGGGTAA-1
+CGATGGCTCGTCTGGA-1
+CGATGGCTCTGGTTAA-1
+CGCAGGTAGCAGCTCT-1
+CGCAGGTAGCAGTACA-1
+CGCAGGTAGGTGCACG-1
+CGCAGGTAGTTGTGCC-1
+CGCAGGTCAGCCTATA-1
+CGCAGGTCAGTTTACG-1
+CGCAGGTCATAAACCC-1
+CGCAGGTCATGAGAGC-1
+CGCAGGTGTAACTAGA-1
+CGCAGGTGTATACGAA-1
+CGCAGGTGTCCTGCAG-1
+CGCAGGTGTGAGGAAA-1
+CGCAGGTGTGAGTGTG-1
+CGCAGGTGTTCGTGCG-1
+CGCAGGTGTTTGTAGC-1
+CGCAGGTTCATGTAGT-1
+CGCATAAAGCTCTCGA-1
+CGCATAACAACGGATG-1
+CGCATAAGTAATCAGA-1
+CGCATAAGTTAACTCG-1
+CGCATAATCCAACTCT-1
+CGCATAATCTAACAGT-1
+CGCATGGAGTAAGCGT-1
+CGCATGGAGTCGCTCA-1
+CGCATGGCAAGCGCCT-1
+CGCATGGCATATGTGC-1
+CGCATGGTCTTCTCTT-1
+CGCCAGAAGCGTGGCA-1
+CGCCAGACAGTTGCCG-1
+CGCCAGAGTAGACCGA-1
+CGCCAGAGTCTGGCCA-1
+CGCCAGATCAATCCCT-1
+CGCCAGATCTTCACTG-1
+CGCCATTAGAGAATAG-1
+CGCCATTAGAGGAAAT-1
+CGCCATTAGCTCTCTT-1
+CGCCATTTCTGCCCGT-1
+CGCGTGAAGCATCAGA-1
+CGCGTGAAGTCGTGGG-1
+CGCGTGACAAGGAGGG-1
+CGCGTGAGTTATTCGG-1
+CGCGTGATCACATAAC-1
+CGCGTGATCAGAGTTT-1
+CGCGTGATCCGATGGT-1
+CGCGTGATCGCCTAAG-1
+CGCGTGATCTAACCTC-1
+CGCGTGATCTTTCGAC-1
+CGGAACCAGCCTCTCC-1
+CGGAACCAGCGACAGC-1
+CGGAACCCACACTTCC-1
+CGGAACCGTAGTCCCG-1
+CGGAACCGTTGACAAA-1
+CGGAACCTCCTCCCTT-1
+CGGAATTCAGAAGCGT-1
+CGGAATTCAGGCATCC-1
+CGGAATTGTAGACCGA-1
+CGGAATTGTCCTGAAT-1
+CGGAATTGTGCGGTTC-1
+CGGAATTTCGACTAAT-1
+CGGAATTTCGCTTCCG-1
+CGGAATTTCTTCGGTT-1
+CGGACACAGCTGTACC-1
+CGGACACCAACGTGAG-1
+CGGACACCACCAGCGT-1
+CGGACACGTAGAAATC-1
+CGGACACGTATCACGT-1
+CGGACACGTCAGTGTT-1
+CGGACACGTTCAGTGT-1
+CGGACACTCATGGCGT-1
+CGGACACTCGCCATAG-1
+CGGAGAAAGCAGCAAT-1
+CGGAGAAAGCTGTTGC-1
+CGGAGAAAGGCGGTAC-1
+CGGAGAAAGTATACGG-1
+CGGAGAAGTAGCGCAA-1
+CGGAGAAGTCTATCCC-1
+CGGAGAATCACAGCGT-1
+CGGAGAATCCTGTTCA-1
+CGGCAGTAGACGGGAA-1
+CGGCAGTGTCAGGATG-1
+CGGCAGTGTGGGCTTC-1
+CGGCAGTTCAGTCAAT-1
+CGGCAGTTCCGTTACT-1
+CGGCAGTTCGATACAT-1
+CGGCAGTTCGTGATAT-1
+CGGGACTCAAAGTCAA-1
+CGGGACTCACCGGCAT-1
+CGGGACTCATAGCTAC-1
+CGGGACTCATATTCCT-1
+CGGGACTCATTGCAGT-1
+CGGGACTGTATAGAGT-1
+CGGGACTTCCTGTACT-1
+CGGGACTTCTACTGGG-1
+CGGGACTTCTCAGGGT-1
+CGGGCATAGAACTGGT-1
+CGGGCATAGAGTGGGA-1
+CGGGCATAGGACCAAT-1
+CGGGCATAGGTGGTAT-1
+CGGGCATAGTCCGAGG-1
+CGGGCATCACGAGCTC-1
+CGGGCATCACGGTACC-1
+CGGGCATCATGGACCC-1
+CGGGCATGTCAACGCC-1
+CGGGCATGTGACGGAT-1
+CGGGCATTCTACCATC-1
+CGGGTCAAGACATTGG-1
+CGGGTCAAGATTCATC-1
+CGGGTCACAATCGCAT-1
+CGGGTCAGTCATCATG-1
+CGGGTCAGTGCGCGTT-1
+CGGGTCATCCAGTACG-1
+CGGGTCATCTATCTGC-1
+CGGGTGTAGCTTTGAT-1
+CGGGTGTCACAAAGTA-1
+CGGGTGTCAGTACGCC-1
+CGGGTGTGTCTGGATT-1
+CGGGTGTTCCCAAGTG-1
+CGGTCAGAGGATCCAA-1
+CGGTCAGAGTCAACCC-1
+CGGTCAGCAACCTTCC-1
+CGGTCAGCAACGTTCA-1
+CGGTCAGCAACTGACT-1
+CGGTCAGGTGTCGCAC-1
+CGGTCAGGTTGACGGA-1
+CGGTCAGTCACCGTTT-1
+CGGTCAGTCCCTCTTC-1
+CGGTCAGTCGGCGAAG-1
+CGTAAGTAGATTGTGG-1
+CGTAAGTAGGCTGACG-1
+CGTAAGTAGGTCGGGT-1
+CGTAAGTCAAGGATAT-1
+CGTAAGTCACACCGAC-1
+CGTAAGTCATGGACCC-1
+CGTAAGTGTAATACGA-1
+CGTAAGTGTAGCAATA-1
+CGTAAGTGTCCCTTAC-1
+CGTAAGTGTTTCAGCA-1
+CGTAAGTTCCGTCAGA-1
+CGTAAGTTCGTCGTAG-1
+CGTAATGAGAACACCA-1
+CGTAATGCAGTTGAGG-1
+CGTAATGCATCTATCT-1
+CGTAATGTCACCACGA-1
+CGTAGTAAGGCGTTTC-1
+CGTAGTAAGGGTGTAT-1
+CGTAGTACATCAGCGC-1
+CGTAGTAGTGAGTGTG-1
+CGTAGTATCAGTGTTA-1
+CGTAGTATCATGAACT-1
+CGTAGTATCTCTTCGA-1
+CGTCAAAAGCATACTT-1
+CGTCAAAAGGATAACC-1
+CGTCAAAAGGCAGTCG-1
+CGTCAAAGTCAGAAGC-1
+CGTCAAAGTTTGTGCA-1
+CGTCAAATCACACACG-1
+CGTCAAATCACATCCT-1
+CGTCAAATCACCTCAT-1
+CGTCAAATCAGTCAGC-1
+CGTCAAATCAGTCTGG-1
+CGTCAAATCCTGGCCT-1
+CGTCCATAGTAGCATG-1
+CGTCCATAGTTACGGA-1
+CGTCCATCATTCAGAC-1
+CGTCCATGTACAGATA-1
+CGTCCATTCAGTCGAC-1
+CGTCCATTCCCATATC-1
+CGTCCATTCCTGTACT-1
+CGTGAATAGAACCCGG-1
+CGTGAATCACGTACTA-1
+CGTGAATGTATTTCCT-1
+CGTGAATGTTGCAGGA-1
+CGTGAATTCTACCATC-1
+CGTGATAAGCGCATAA-1
+CGTGATAAGCTATTGT-1
+CGTGATAAGGCATTGA-1
+CGTGATAAGTGCACCT-1
+CGTGATACAGTATTGC-1
+CGTGCTTAGTGCGGCA-1
+CGTGCTTTCAACTCCT-1
+CGTGTCTAGCGTAGGC-1
+CGTGTCTCAACCTATG-1
+CGTGTCTCACGAGCAA-1
+CGTGTCTCACGCGTCA-1
+CGTGTCTCAGTGAGCA-1
+CGTGTCTGTAGTGACG-1
+CGTGTCTGTCGACTAT-1
+CGTGTCTGTGCTTCGG-1
+CGTGTCTGTGTGACCC-1
+CGTGTCTTCCGCCCAT-1
+CGTGTCTTCTCACGAG-1
+CGTTAGAAGCGTAGGC-1
+CGTTAGAAGTATTCGT-1
+CGTTAGACAATGTGTC-1
+CGTTAGAGTCCCTTGT-1
+CGTTAGATCTTAGTAG-1
+CGTTCTGAGAAGCGTT-1
+CGTTCTGAGCACTAGA-1
+CGTTCTGAGCGTGGCA-1
+CGTTCTGAGCTGGTCT-1
+CGTTCTGAGGTCAAAC-1
+CGTTCTGAGTCATTAC-1
+CGTTCTGCAAGCGTCC-1
+CGTTCTGGTCCAAAGG-1
+CGTTCTGGTCGTACTA-1
+CGTTCTGTCGTTAAAC-1
+CGTTGGGAGAAGAATG-1
+CGTTGGGAGCGATAAC-1
+CGTTGGGAGGAGTCTA-1
+CGTTGGGCAGTAACGG-1
+CGTTGGGGTCTCGATA-1
+CGTTGGGTCAGAGTTT-1
+CGTTGGGTCATTACCC-1
+CGTTGGGTCCCGTTAT-1
+CGTTGGGTCTGCTACT-1
+CTAACCCCATCCGCTT-1
+CTAACCCCATGAATCC-1
+CTAACCCGTATTCGTG-1
+CTAACCCGTGGACTTT-1
+CTAACCCTCTGATCGG-1
+CTAACTTAGAAAGGTA-1
+CTAACTTAGCTCTTTC-1
+CTAACTTAGGCCTATC-1
+CTAACTTCATACAGCT-1
+CTAACTTGTATTCTCT-1
+CTAACTTGTGACCTGC-1
+CTAACTTGTGGAATAT-1
+CTAACTTGTGGTATGG-1
+CTAACTTTCAAGGATG-1
+CTAACTTTCGGAGGGT-1
+CTAACTTTCTCTTCCC-1
+CTAAGTGAGATCTATC-1
+CTAAGTGAGTTAGTTC-1
+CTAAGTGGTTCGTGGC-1
+CTAAGTGTCCTCATAC-1
+CTAAGTGTCGTATAGT-1
+CTACAGAGTACTTCTT-1
+CTACAGAGTGCGACCT-1
+CTACAGAGTTCTCGTC-1
+CTACAGATCATAGTGT-1
+CTACAGATCGCGACAT-1
+CTACATTAGTAGTGAC-1
+CTACATTGTCCAGGTC-1
+CTACATTGTGCATGCC-1
+CTACATTTCACTAAGT-1
+CTACATTTCGTACCTT-1
+CTACCCAAGAGTGCGC-1
+CTACCCAAGATTTGGG-1
+CTACCCAAGCCTCATG-1
+CTACCCAAGTGGGCAC-1
+CTACCCACAAACATCC-1
+CTACCCACACATGGCC-1
+CTACCCAGTCGGTGAA-1
+CTACCCAGTGCTTTGA-1
+CTACCCAGTTCGCCTT-1
+CTACCCATCAGAGGTA-1
+CTACCTGAGAACCCGG-1
+CTACCTGAGAATCCGA-1
+CTACCTGAGCGTCAAA-1
+CTACCTGCATGAGAGC-1
+CTACCTGGTACAAGAT-1
+CTACCTGGTACCGTGC-1
+CTACCTGGTCTGTGAT-1
+CTACCTGTCGTTTGAA-1
+CTACGGGCAACCGGAA-1
+CTACGGGCACGAAACG-1
+CTACGGGGTAACTGCT-1
+CTACGGGGTGCAGTCC-1
+CTACGGGTCAAAGTCT-1
+CTACGGGTCCAACTCT-1
+CTACGGGTCGGAGAAT-1
+CTACGGGTCTATAACG-1
+CTACTATAGGCCAACG-1
+CTACTATCAAACATGA-1
+CTACTATCAACTGAGG-1
+CTACTATCACGTACAT-1
+CTACTATTCAAGCGGG-1
+CTACTATTCTGGAATT-1
+CTACTATTCTTGCCCG-1
+CTAGACACAGCTGTCG-1
+CTAGACACATAACCTG-1
+CTAGACAGTCCCTTGT-1
+CTAGACAGTGGCACTC-1
+CTAGACAGTTCCTAAG-1
+CTAGGTAAGACGTCCT-1
+CTAGGTAAGAGTAGGG-1
+CTAGGTAAGGCCCAGA-1
+CTAGGTACAATTTCGG-1
+CTAGGTACAGCAATGG-1
+CTAGGTAGTGTTACCA-1
+CTAGGTATCCGACTAG-1
+CTAGGTATCCGAGTCA-1
+CTAGGTATCTAGCTCT-1
+CTATAGGAGAAATGAG-1
+CTATAGGAGACGATCA-1
+CTATAGGAGTAACGCA-1
+CTATAGGCAAGAGGAA-1
+CTATAGGGTTCATTGG-1
+CTATAGGTCTGCAGGT-1
+CTATCCGAGCCATACC-1
+CTATCCGAGCGTTGGG-1
+CTATCCGAGCTACTGC-1
+CTATCCGAGTCATACC-1
+CTATCCGTCGAAAGAC-1
+CTATCTAAGGTGTCAA-1
+CTATCTAGTGTGAGCA-1
+CTATCTAGTTGACGTT-1
+CTATCTATCAGTCTTC-1
+CTATCTATCGTTACAA-1
+CTCAACCAGTGCTGAA-1
+CTCAACCCAATCACGT-1
+CTCAACCCAATCCTTT-1
+CTCAACCCAGGCTGCT-1
+CTCAACCTCACAGTCG-1
+CTCAACCTCAGCAAGA-1
+CTCAACCTCCATGTTC-1
+CTCAAGAAGGGAAGGT-1
+CTCAAGACACACCGCA-1
+CTCAAGACAGAAGCGT-1
+CTCAAGAGTATGGCCC-1
+CTCAAGAGTCACTTAG-1
+CTCAAGATCAGGTCGT-1
+CTCAAGATCCAATTAG-1
+CTCAATTAGACTACGA-1
+CTCAATTAGCAAGGGA-1
+CTCAATTAGTTTCTAG-1
+CTCAATTCAACGGATG-1
+CTCAATTCACGAAGCA-1
+CTCAATTCACGTAATC-1
+CTCAATTGTAGAGATT-1
+CTCAATTGTAGGGTCA-1
+CTCAATTGTAGGTTGG-1
+CTCAATTGTCAGTATC-1
+CTCAATTGTCCTCAGG-1
+CTCAATTGTGCACCCA-1
+CTCAATTGTGTGACCC-1
+CTCAATTTCAGTCTTC-1
+CTCAATTTCATGCTGG-1
+CTCAATTTCCCAAGGT-1
+CTCAATTTCGTTGAGC-1
+CTCACTGCACAGGCAA-1
+CTCACTGCAGGTATGG-1
+CTCACTGGTTTGGGAG-1
+CTCACTGTCCTTAAGA-1
+CTCACTGTCTTTCAGC-1
+CTCAGAACAACTAACC-1
+CTCAGAACAACTGCGC-1
+CTCAGAACACCTTTGC-1
+CTCAGAACAGTTTCTT-1
+CTCAGAAGTAGGCAAC-1
+CTCAGAAGTCAGAGCA-1
+CTCAGAAGTCGACTAT-1
+CTCAGAAGTGCATTGT-1
+CTCAGAATCCATTTGC-1
+CTCAGAATCGTAGATT-1
+CTCAGAATCTAGGTTA-1
+CTCAGAATCTCTCGTA-1
+CTCAGGGAGTATGCCC-1
+CTCAGGGCATAACAGA-1
+CTCAGGGGTCACAGCC-1
+CTCAGGGGTCGGCACT-1
+CTCAGGGGTGCTATTG-1
+CTCAGGGGTGTCCGTG-1
+CTCAGGGTCAACCGCA-1
+CTCAGGGTCGATACCG-1
+CTCAGGGTCTCACACT-1
+CTCAGGGTCTTGGCGA-1
+CTCAGTCAGAACTGAC-1
+CTCAGTCAGACCCTTG-1
+CTCAGTCAGACGGACC-1
+CTCAGTCAGGGAGATG-1
+CTCAGTCCACACAGTT-1
+CTCAGTCCAGATACCT-1
+CTCAGTCCATGAAGTA-1
+CTCAGTCTCACTAGAT-1
+CTCAGTCTCCACTCGC-1
+CTCAGTCTCTCTGCGC-1
+CTCAGTCTCTGATTCC-1
+CTCATCGCACGTATGT-1
+CTCATCGCAGTGAGCA-1
+CTCATCGCAGTTAAAG-1
+CTCATCGGTCCTCTGT-1
+CTCATCGGTTGGGATG-1
+CTCATCGTCAGCAGAA-1
+CTCATCGTCGTTCTAC-1
+CTCATGCAGACTTTGT-1
+CTCATGCAGCTATGGA-1
+CTCATGCCAGGATCGA-1
+CTCATGCCAGTTTCTT-1
+CTCATGCGTAAGCACG-1
+CTCATGCGTCAGCCTG-1
+CTCATGCGTTGCCGAC-1
+CTCATGCGTTTCTGTT-1
+CTCATTAAGTGCTGAA-1
+CTCATTACAACGATTC-1
+CTCATTACACAGGTAG-1
+CTCATTAGTACGCATT-1
+CTCATTAGTGGACATG-1
+CTCATTAGTTTCCTAT-1
+CTCATTATCATGCTAA-1
+CTCATTATCCATAGGC-1
+CTCCAACCACGTCTCT-1
+CTCCAACCAGACTAAA-1
+CTCCAACCAGGCTGAA-1
+CTCCAACCATCCGGTG-1
+CTCCAACGTTAAGCAA-1
+CTCCAACTCGAGAGTA-1
+CTCCAACTCTGCACAG-1
+CTCCACAAGCAAGGGA-1
+CTCCACAAGGAGAGCA-1
+CTCCACAAGGCACGGT-1
+CTCCACAAGTAACGCA-1
+CTCCACACAACGATGG-1
+CTCCACACAAGGCTGA-1
+CTCCACACACTCAGAT-1
+CTCCACACATCGGCGT-1
+CTCCACAGTCTAACCA-1
+CTCCACATCAACCCGA-1
+CTCCACATCAGCCTGA-1
+CTCCACATCGCAGCTA-1
+CTCCACATCGTAAGAG-1
+CTCCATGAGGCCTCTA-1
+CTCCATGCAAGTATAG-1
+CTCCATGGTAGGTTGG-1
+CTCCATGGTCAGTGAG-1
+CTCCATGTCCGATGCA-1
+CTCCATGTCTTAGAAC-1
+CTCCCAAAGGATGGAG-1
+CTCCCAACAGCAATAA-1
+CTCCCAAGTCGAAGAC-1
+CTCCCAATCCCATGCC-1
+CTCCCTCAGTGCGGGT-1
+CTCCCTCAGTGCTGAA-1
+CTCCCTCCATAGAAAC-1
+CTCCCTCGTAACTGCT-1
+CTCCCTCTCAAGTCAT-1
+CTCCCTCTCCTAGCCC-1
+CTCCGATCAAACTTCG-1
+CTCCGATCACAAGGCA-1
+CTCCGATCACCGATCG-1
+CTCCGATGTTGTTTGG-1
+CTCCGATTCTTTAGGA-1
+CTCCTCCCATTCCCAC-1
+CTCCTCCTCAACTGAT-1
+CTCCTTTCAACTAGCT-1
+CTCCTTTTCCTCCCTT-1
+CTCGAGGAGCGATGTA-1
+CTCGAGGAGGGTTGTA-1
+CTCGAGGAGTCGTCAC-1
+CTCGAGGAGTGAGCAT-1
+CTCGAGGCATATCCAG-1
+CTCGAGGGTATTCTCT-1
+CTCTCAGCAAGGACTG-1
+CTCTCAGCACGCGTCA-1
+CTCTCAGGTATCAGCT-1
+CTCTCAGGTCCTTCGT-1
+CTCTCAGTCACCCGCT-1
+CTCTCGAAGATGGAGG-1
+CTCTCGAAGTCTATAC-1
+CTCTCGACACGTAATC-1
+CTCTCGACAGGACAGT-1
+CTCTCGATCCTGTACT-1
+CTCTCGATCGATATAC-1
+CTCTCGATCGGTCTTT-1
+CTCTGGTAGACCTCAC-1
+CTCTGGTAGCGAGGCT-1
+CTCTGGTAGGAGTCTA-1
+CTCTGGTAGTTACGTT-1
+CTCTGGTCACTCACGG-1
+CTCTGGTCAGCCTTCT-1
+CTGAATGCAGCGGTAA-1
+CTGAATGGTACAGATA-1
+CTGAATGGTACTCCCT-1
+CTGAATGGTCTACCGG-1
+CTGAATGGTGTCAGCC-1
+CTGAGCGAGACTCGAA-1
+CTGAGCGCAACATACC-1
+CTGAGCGCAAGAATAC-1
+CTGAGCGCACGTACAT-1
+CTGAGCGCACTCTCTG-1
+CTGAGCGTCGAGAGGC-1
+CTGAGGCAGCAGTTCC-1
+CTGAGGCAGCTTGGAA-1
+CTGAGGCAGTGGCTGG-1
+CTGAGGCCAACCTAAC-1
+CTGAGGCCATTGAACC-1
+CTGAGGCGTGTCCGTG-1
+CTGAGGCTCCCGTTAT-1
+CTGAGGCTCTAGCTCT-1
+CTGATCCAGCGATCTC-1
+CTGATCCCAAGCACGA-1
+CTGATCCGTACGCCCA-1
+CTGATCCGTTCATCTT-1
+CTGATCCGTTGAAGGC-1
+CTGATCCTCCCATATC-1
+CTGATCCTCCGCCGTT-1
+CTGATCCTCCGTATGG-1
+CTGATCCTCTCGAAGC-1
+CTGCAGGAGAATCTTC-1
+CTGCAGGAGAGGGATG-1
+CTGCAGGCAGACTAAA-1
+CTGCAGGCAGTGAATA-1
+CTGCAGGGTCTACCGG-1
+CTGCAGGTCAGTCGAC-1
+CTGCAGGTCGACTGGT-1
+CTGCATCAGAGACATC-1
+CTGCATCAGTCTAGGA-1
+CTGCATCCAAACGATA-1
+CTGCATCCATCCCACT-1
+CTGCATCCATCTCTAT-1
+CTGCATCGTACGTTAC-1
+CTGCATCTCAGCATCG-1
+CTGCATCTCTAGCTCT-1
+CTGCCATAGCATTCAT-1
+CTGCCATGTCTGCTTC-1
+CTGCCATGTGAGGAAA-1
+CTGCCATGTGAGGTAC-1
+CTGCCATGTTAACAGA-1
+CTGCCATGTTAGGCGA-1
+CTGCCATTCCCATATC-1
+CTGCCTACAACTCAAC-1
+CTGCCTACAGGCATCC-1
+CTGCCTAGTGTAGAAT-1
+CTGCCTATCAGTAACT-1
+CTGCGAGAGAAGCCAT-1
+CTGCGAGAGTCACCCA-1
+CTGCGAGCAACTTCCC-1
+CTGCGAGCACACTGAT-1
+CTGCGAGGTCCGCTAG-1
+CTGCGAGGTCTAAACC-1
+CTGCGAGTCAGAGCAA-1
+CTGCGAGTCGTGCATG-1
+CTGCGAGTCTAACCGG-1
+CTGCGAGTCTATGACA-1
+CTGCTCAAGCTTCAGC-1
+CTGCTCACAGTCGATT-1
+CTGCTCACAGTTACAC-1
+CTGCTCAGTTGACGGA-1
+CTGCTCAGTTGAGTAA-1
+CTGCTCATCAGAGGGC-1
+CTGCTCATCCAAACAT-1
+CTGGACGAGATCGACA-1
+CTGGACGCAGACGTCC-1
+CTGGACGCATACGATC-1
+CTGGACGGTGTCGCAC-1
+CTGGACGGTTAAGATG-1
+CTGGACGTCAGTGACC-1
+CTGGACGTCATGGCAC-1
+CTGGACGTCGATTACA-1
+CTGGACGTCTCACGCC-1
+CTGGCAGAGACGATCA-1
+CTGGCAGAGCGCTAGG-1
+CTGGCAGAGCTATTGT-1
+CTGGCAGAGGCGCCAA-1
+CTGGCAGAGTCCGCAT-1
+CTGGCAGCACGGTGTC-1
+CTGGCAGCACTGTCCT-1
+CTGGCAGGTCGCGTGT-1
+CTGGCAGGTTCCTCAC-1
+CTGGCAGTCCTTTCTT-1
+CTGGTCTCAGCGGATA-1
+CTGGTCTCAGCTGCAC-1
+CTGGTCTCAGGCTCTG-1
+CTGTACCCACCAGCAC-1
+CTGTACCGTACGACTT-1
+CTGTACCGTTTAAAGG-1
+CTGTACCTCCCTGGAA-1
+CTGTACCTCGACATCG-1
+CTGTAGAAGCATTTGT-1
+CTGTAGAAGCTATTGT-1
+CTGTAGACAACTGCGC-1
+CTGTAGACAAGTTACC-1
+CTGTAGACAGCTGTCG-1
+CTGTAGACATTGAAAG-1
+CTGTAGAGTTCTCATT-1
+CTGTATTAGTAGACAC-1
+CTGTATTCATCCCAAA-1
+CTGTATTCATGGCCTG-1
+CTGTATTGTAATCGTC-1
+CTGTATTGTGCGACAA-1
+CTGTATTGTTGTGGCC-1
+CTGTATTTCAACTTCC-1
+CTGTATTTCACTTAAG-1
+CTGTATTTCAGCTGAC-1
+CTGTCGTAGCCAGTGG-1
+CTGTCGTTCGCACGAT-1
+CTGTCGTTCGGCGAGA-1
+CTGTGAAAGACCACAA-1
+CTGTGAAAGGTTGTGA-1
+CTGTGAAAGTTCTGTA-1
+CTGTGAACAAGTCGTT-1
+CTGTGAACAATCTCGA-1
+CTGTGAACAATTCTCT-1
+CTGTGAACACATCACA-1
+CTGTGAAGTCGCGTGT-1
+CTGTGAAGTCTGTCCT-1
+CTGTGAATCCACAAAT-1
+CTGTGAATCTCATCCA-1
+CTGTGGGAGACCTCGT-1
+CTGTGGGAGGAATCCA-1
+CTGTGGGAGTCCTACG-1
+CTGTGGGAGTCGTGAA-1
+CTGTGGGCAGCATACT-1
+CTGTGGGGTAGATCCT-1
+CTGTGGGTCCTTCGTA-1
+CTGTGGGTCGAGGTTC-1
+CTTACCGCACTCGGAC-1
+CTTACCGCACTTGAAC-1
+CTTACCGGTATGTCAC-1
+CTTACCGTCTATTCCG-1
+CTTACCGTCTCGCGAA-1
+CTTAGGAAGGCATAGT-1
+CTTAGGACACTCGACG-1
+CTTAGGACATTCCAAG-1
+CTTAGGAGTTTCAGGT-1
+CTTAGGATCGAGCTGT-1
+CTTAGGATCTATGATG-1
+CTTCAATAGCATTGGA-1
+CTTCAATCATATAGAG-1
+CTTCAATCATATGACC-1
+CTTCAATGTCTGTGTA-1
+CTTCAATGTTGACTGT-1
+CTTCAATTCTTGTCAC-1
+CTTCCGAAGCTGTACC-1
+CTTCCGAAGTCGAACA-1
+CTTCCGACAAATTAGG-1
+CTTCCGACAACCCGCA-1
+CTTCCGACACCTCCAT-1
+CTTCCGACAGAGATCG-1
+CTTCCGATCCCAAGTG-1
+CTTCCGATCGTTGTTC-1
+CTTCCTTCACTTTCAT-1
+CTTCCTTCAGAGAGGG-1
+CTTCCTTCAGGCTGAA-1
+CTTCCTTGTCACGTGC-1
+CTTCCTTGTTGACGAG-1
+CTTCGGTCATGCATTG-1
+CTTCGGTGTAGTTCGT-1
+CTTCGGTTCAGAATCT-1
+CTTCGGTTCCAACAAT-1
+CTTCGGTTCCTAAACA-1
+CTTCGGTTCCTTTCTT-1
+CTTCTAAAGACCACAA-1
+CTTCTAAAGCGCGAGT-1
+CTTCTAAGTAGCACAG-1
+CTTCTAAGTGGGATAC-1
+CTTCTAATCGGTTAAT-1
+CTTCTAATCTCAACAA-1
+CTTCTCTAGGCTTAAG-1
+CTTCTCTTCCCTGCCA-1
+CTTGAGACAATCACCA-1
+CTTGATTGTCTGCATA-1
+CTTGATTGTTTAGGAA-1
+CTTGATTTCCAGAAAG-1
+CTTTCAAAGCAAGCTA-1
+CTTTCAACATCAGCGC-1
+CTTTCAACATCAGCTA-1
+CTTTCAAGTGACAATA-1
+CTTTCAAGTGCTCTGG-1
+CTTTCAATCAGCCGTA-1
+CTTTCGGAGGATGCTA-1
+CTTTCGGAGGCCATAA-1
+CTTTCGGCAAGACGTG-1
+CTTTCGGGTATCTCGA-1
+CTTTCGGTCCTCTTCC-1
+GAAACCTAGAGGAACG-1
+GAAACCTAGGCAAGAG-1
+GAAACCTAGGCCTTGT-1
+GAAACCTGTAGACGGT-1
+GAAACCTGTCACGGTC-1
+GAAACCTGTCTCCCTA-1
+GAAACCTGTGAACTAA-1
+GAAACCTGTGATGCGA-1
+GAAATGAAGAGGAAGC-1
+GAAATGACAACGTTCA-1
+GAAATGACAGAGGCAT-1
+GAAATGACAGGAACAC-1
+GAAATGACATCTCCCA-1
+GAAATGAGTGCGAACA-1
+GAAATGAGTGGACAGT-1
+GAAATGATCTGGAAAG-1
+GAACACTAGAACCTTT-1
+GAACACTAGCTTGGAA-1
+GAACACTCAATCGAAA-1
+GAACACTCAGCAATAA-1
+GAACACTCATCACCGG-1
+GAACACTGTATAGTAG-1
+GAACACTGTATCCAGT-1
+GAACACTGTCACGCCA-1
+GAACACTGTTATCTGG-1
+GAACACTTCACCAGCA-1
+GAACACTTCGTATCTC-1
+GAACGTTAGCCAGCGA-1
+GAACGTTAGGTTCTAT-1
+GAACGTTCAATACCTG-1
+GAACGTTGTAGTCATC-1
+GAACGTTGTGGAAGTC-1
+GAACGTTTCCTTTCTT-1
+GAACGTTTCGAGAGTA-1
+GAACTGTGTTGCCGCA-1
+GAACTGTTCGGCAATC-1
+GAAGAATAGTCGCTTG-1
+GAAGAATCACTGTGCG-1
+GAAGAATGTACGATTC-1
+GAAGAATGTGAGCCCT-1
+GAAGAATTCCGGTAAC-1
+GAAGCCCAGCTTCAGC-1
+GAAGCCCCAAGGCAGT-1
+GAAGCCCCAATTAAGG-1
+GAAGCCCCACAAGGCA-1
+GAAGCCCCACATCACA-1
+GAAGCCCCATACAGCT-1
+GAAGCCCCATGCGAAG-1
+GAAGCCCTCATCGACG-1
+GAAGCCCTCCATGGGT-1
+GAAGCCCTCCGACTAG-1
+GAAGCGAAGGGTATGT-1
+GAAGCGACAATCCTTT-1
+GAAGCGACACGAGTGA-1
+GAAGCGACACTTAGTG-1
+GAAGCGACATTACGTG-1
+GAAGCGAGTCCGTGGT-1
+GAAGGACAGTGCTCTG-1
+GAAGGACCAATCCCTC-1
+GAAGGACCAATTGACC-1
+GAAGGACCATGGTGTT-1
+GAAGGACGTAGCGATG-1
+GAAGGGTAGGACGCTG-1
+GAAGGGTCAAAGCAAT-1
+GAAGGGTCAACCGCGT-1
+GAAGGGTCACGCAACC-1
+GAAGGGTCAGGCTACC-1
+GAAGGGTGTCAAAGCG-1
+GAAGGGTGTGAAATTG-1
+GAAGGGTTCTAAACTG-1
+GAAGGGTTCTCTGTAC-1
+GAAGTAAAGCGATCTC-1
+GAAGTAACACCTCATC-1
+GAAGTAATCTATGACA-1
+GAATAGAAGAAGGTGG-1
+GAATAGAAGCGCGGAT-1
+GAATAGACAGTACAGG-1
+GAATAGAGTATCTCTT-1
+GAATAGAGTCATGAAA-1
+GAATAGAGTCGAGGTA-1
+GAATAGATCCGTGAAC-1
+GAATAGATCGCTGAAC-1
+GAATCACAGACTTCTA-1
+GAATCACCAGCTAGCC-1
+GAATCACCATTATGCG-1
+GAATCACTCTAGGTTA-1
+GAATCACTCTTGAAGT-1
+GAATCGTAGCAAACCA-1
+GAATCGTCAACCGTCG-1
+GAATCGTCAGCCGAAA-1
+GAATCGTCATGCTCGG-1
+GAATCGTCATGTTTGG-1
+GAATCGTCATTGGCTA-1
+GAATCGTGTATAAGGT-1
+GACACGCAGGCAGATT-1
+GACACGCCAATGCGTT-1
+GACACGCCAGACGTCC-1
+GACACGCCAGGAAATT-1
+GACACGCCATCGTAAC-1
+GACACGCGTGAGAATT-1
+GACACGCGTTCCGAAT-1
+GACACGCTCAGCACTG-1
+GACACGCTCCCTCCAG-1
+GACACGCTCGTCCCTG-1
+GACAGCCAGATGCTAG-1
+GACAGCCAGTAGGCAT-1
+GACAGCCCAAGTCACT-1
+GACAGCCCACGAACAG-1
+GACAGCCCAGTGTACT-1
+GACAGCCCATCGAGCC-1
+GACAGCCGTTACTGAC-1
+GACAGCCTCAATGTTG-1
+GACAGCCTCTTCGCAT-1
+GACATCAAGACTTTGT-1
+GACATCACACAAAGTA-1
+GACATCACACGGTGAA-1
+GACATCAGTAATCGGG-1
+GACATCAGTCGACGAA-1
+GACATCATCCTCCGAC-1
+GACATCATCGGTGAGG-1
+GACATCATCTACGTCT-1
+GACCAATAGGCCAACG-1
+GACCAATAGTATCCAT-1
+GACCAATAGTCTTCAA-1
+GACCAATTCTCAGCGA-1
+GACCAATTCTGCTCGC-1
+GACCCAGAGTGAGAGG-1
+GACCCAGGTGCTCCTT-1
+GACCCAGGTTCGCTGG-1
+GACCCAGGTTGGCTAT-1
+GACCCAGTCAAATTGC-1
+GACCCTTAGACGGGCT-1
+GACCCTTAGAGTGTTG-1
+GACCCTTGTGGGAGAG-1
+GACCGTGAGACCTCTG-1
+GACCGTGAGTTTCTAG-1
+GACCGTGCACGTGGAA-1
+GACCGTGCAGAGAGGG-1
+GACCGTGCAGCGTCGT-1
+GACCGTGCATACCCAA-1
+GACCGTGGTGGTATGG-1
+GACCGTGTCAATCGTA-1
+GACCGTGTCGCCTAAG-1
+GACCTTCAGAGTGTTG-1
+GACCTTCAGCTATGGA-1
+GACCTTCCAAGGACCA-1
+GACCTTCCAGCCTATA-1
+GACCTTCGTTGGCTAT-1
+GACGCTGTCAATCTAG-1
+GACGCTGTCATCACCT-1
+GACGTTACAATCCCAA-1
+GACGTTAGTCAAGGTG-1
+GACGTTATCTAGACAT-1
+GACGTTATCTTGGAGC-1
+GACTATGAGCGATTAG-1
+GACTATGGTTCCGAAT-1
+GACTATGTCAAGCTCG-1
+GACTCAAAGAACCTCC-1
+GACTCAAAGGCAATTG-1
+GACTCAAAGGCAGATT-1
+GACTCAACACGAGCTC-1
+GACTCAACACTTCCGT-1
+GACTCAACAGTTACAC-1
+GACTCAACATTGCCGG-1
+GACTCAAGTTCATCTT-1
+GACTCAATCAGTCTTC-1
+GACTCAATCATAGTCA-1
+GACTCAATCCGCCATC-1
+GACTCAATCCTGACTT-1
+GACTCTCAGAGACCTA-1
+GACTCTCAGCTCCACA-1
+GACTCTCAGTACGGGC-1
+GACTCTCTCCATCGAG-1
+GACTCTCTCGGCAAGG-1
+GACTGATAGACCGGTG-1
+GACTGATCACTCTCAC-1
+GACTGATCAGCATTTG-1
+GACTGATCATCTTAGG-1
+GACTGATTCTCACGAG-1
+GACTTCCAGACTCCGT-1
+GACTTCCAGATGAGTC-1
+GACTTCCAGCATTCAT-1
+GACTTCCGTTTGTGCA-1
+GACTTCCTCATGTTAG-1
+GAGAAATAGGCGTGCA-1
+GAGAAATAGTTACCGC-1
+GAGAAATCAATTCCGA-1
+GAGAAATCAGCCTGCA-1
+GAGAAATCAGGTAACG-1
+GAGAAATCATAAGGGC-1
+GAGAAATCATCCGGTG-1
+GAGAAATCATCTCGTC-1
+GAGAAATGTAATGAAC-1
+GAGAAATGTTTGGATC-1
+GAGAAATTCAACCGCA-1
+GAGAAATTCACATCCT-1
+GAGAAATTCTGTCATC-1
+GAGACCCAGATCAGTG-1
+GAGACCCAGCGATCGG-1
+GAGACCCAGGACGATT-1
+GAGACCCAGTGGTCAA-1
+GAGACCCCAAGTTCCA-1
+GAGACCCCAGCTATTG-1
+GAGACCCCATGGGATG-1
+GAGACCCCATGTTGAC-1
+GAGACCCGTGGAATCG-1
+GAGACTTAGCGCTGTT-1
+GAGACTTCAGCACATT-1
+GAGACTTCAGTCCGGT-1
+GAGACTTGTGAGTAAT-1
+GAGACTTTCAGCACTG-1
+GAGACTTTCGTAGCAC-1
+GAGAGGTAGGAAGCAG-1
+GAGAGGTAGTCCTGAC-1
+GAGAGGTCAACTAGCT-1
+GAGAGGTCACATATGC-1
+GAGAGGTCAGCGGCTT-1
+GAGAGGTGTATCGCCG-1
+GAGAGGTGTGGTCCCA-1
+GAGAGGTGTGGTTACT-1
+GAGAGGTGTTTCCTAT-1
+GAGAGGTTCACCAGAC-1
+GAGATGGAGTTCTGTA-1
+GAGATGGCAAACTTCG-1
+GAGATGGGTACGCCCA-1
+GAGATGGGTTGTTCAG-1
+GAGATGGTCATCCAAA-1
+GAGCCTGAGGTGTGAT-1
+GAGCCTGCAGGGCTCT-1
+GAGCCTGGTAACCACT-1
+GAGCCTGGTATCTGCA-1
+GAGCCTGGTGAAGCGT-1
+GAGCCTGTCACGACTG-1
+GAGCCTGTCCACCTGC-1
+GAGCCTGTCCCTCTTC-1
+GAGCTGCTCCGCGTTC-1
+GAGCTGCTCCTAGAGC-1
+GAGGCAAAGACCCTTG-1
+GAGGCAAAGGCTGATA-1
+GAGGCAACAAGGTACG-1
+GAGGCAACATGCATTG-1
+GAGGCAAGTCTACGGC-1
+GAGGCAAGTTAACAGA-1
+GAGGCAAGTTGACGGA-1
+GAGGCAATCCACGATG-1
+GAGGCAATCTTACGAA-1
+GAGGCCTAGATGCTAG-1
+GAGGCCTAGGATACTG-1
+GAGGCCTAGTGGGATT-1
+GAGGCCTCAACCGTGC-1
+GAGGCCTCAAGGCAAC-1
+GAGGCCTCAGAGATAT-1
+GAGGCCTGTGATCATC-1
+GAGGCCTTCGCCATAG-1
+GAGGCCTTCTCGAAAT-1
+GAGGGATAGACTCGAA-1
+GAGGGATAGCCATTTA-1
+GAGGGATAGTGAACGT-1
+GAGGGATCACTTCATT-1
+GAGGGATCATACCTTT-1
+GAGGGATGTGAGCGTA-1
+GAGGGATGTGATTTCG-1
+GAGGGATGTGCCTTCT-1
+GAGGGATTCAGTGGCT-1
+GAGGGTAAGACGGGAA-1
+GAGGGTAAGGCGGTAC-1
+GAGGGTACAAACATCC-1
+GAGGGTACAGAGTTTC-1
+GAGGGTAGTGCTGAAG-1
+GAGGGTAGTGTCGGAA-1
+GAGGGTATCAATGTTG-1
+GAGTCATAGCTCTAAT-1
+GAGTCATAGGCATTGA-1
+GAGTCATCAAAGTAGT-1
+GAGTCATCAACACGCC-1
+GAGTCATCACGGATTT-1
+GAGTCATCAGCTCGTG-1
+GAGTCATGTGAAGTTA-1
+GAGTCATGTTGGCCCA-1
+GAGTCATTCCAGATAT-1
+GAGTCTACAAGGTAGC-1
+GAGTCTACATAAGGAT-1
+GAGTCTACATGCCGAC-1
+GAGTCTAGTACTTGCA-1
+GAGTCTAGTCAGCTTA-1
+GAGTCTAGTCTACACA-1
+GAGTCTAGTGCGATTT-1
+GAGTCTATCGGTATAT-1
+GAGTGAGAGCGTGTAA-1
+GAGTGAGCAAACGCGA-1
+GAGTGAGGTGTATTGC-1
+GAGTGAGTCCTTAGTC-1
+GAGTGTTAGCGTCCTA-1
+GAGTGTTAGCGTGCGA-1
+GAGTGTTAGCTACGAA-1
+GAGTGTTAGCTCAGGG-1
+GAGTGTTAGTAGTCAG-1
+GAGTGTTCAGGTATGG-1
+GAGTGTTCATGGGAAC-1
+GAGTGTTCATTCGTTT-1
+GAGTGTTGTCGTACTA-1
+GAGTGTTGTGTACTAC-1
+GAGTGTTTCCCTCCAG-1
+GAGTGTTTCTCGCCCA-1
+GAGTTACAGGGTCTGG-1
+GAGTTACCAACCATAC-1
+GAGTTACCACGTATTG-1
+GAGTTACGTAATCAAG-1
+GAGTTACGTTTGCCGG-1
+GAGTTACTCCACGTCC-1
+GAGTTGTCAAATCAGA-1
+GAGTTGTCAAGCTAAA-1
+GAGTTGTCACCAATCA-1
+GAGTTGTGTACGGCTC-1
+GAGTTGTGTGATAAAC-1
+GAGTTGTGTGCTACTA-1
+GAGTTGTGTTACAGGG-1
+GAGTTGTTCCATTGTC-1
+GAGTTGTTCCTTACGT-1
+GAGTTGTTCGCGATAC-1
+GAGTTTGAGGCGCTGA-1
+GAGTTTGAGGTAGAGG-1
+GAGTTTGAGTAGTGAC-1
+GAGTTTGCAATGCTTG-1
+GAGTTTGCACTTCATT-1
+GAGTTTGCAGCCTATA-1
+GAGTTTGCAGTTCGTA-1
+GAGTTTGCATTCCATT-1
+GAGTTTGGTGTTAGGG-1
+GATAGAAAGCACCCTA-1
+GATAGAAAGGGAACTT-1
+GATAGAAAGGTGAGAG-1
+GATAGAAAGTCCGTGT-1
+GATAGAAAGTTAGTTC-1
+GATAGAACAACGTACT-1
+GATAGAACAAGGGTAC-1
+GATAGAACACATCCGG-1
+GATAGAAGTACAAGAT-1
+GATAGAAGTCGGAAGT-1
+GATAGCTAGTGCGGAC-1
+GATAGCTCAAACCCGC-1
+GATAGCTCACGTCAGC-1
+GATAGCTCACTGCGCA-1
+GATAGCTCAGTAACGG-1
+GATAGCTCATCACGAT-1
+GATAGCTGTTTCCTCG-1
+GATAGCTTCACATCAA-1
+GATAGCTTCACGCAGT-1
+GATAGCTTCGTAGACC-1
+GATCACAAGCGTCACT-1
+GATCACACAAAGGCTG-1
+GATCACAGTAAGAACT-1
+GATCACAGTTCAGTGT-1
+GATCACATCGACTGGT-1
+GATCACATCTATGAAC-1
+GATCACATCTCCCAGC-1
+GATCAGTAGAGCCTTC-1
+GATCAGTCACTAGATC-1
+GATCAGTCAGCTATTG-1
+GATCAGTTCAGGGTCT-1
+GATCATGAGGATGGAG-1
+GATCATGAGTGAGTCA-1
+GATCATGTCAGCTTTC-1
+GATCATGTCGCGATAC-1
+GATCCCTAGTCTCGCA-1
+GATCCCTGTCGGCCAT-1
+GATCCCTTCACTTCAC-1
+GATCCCTTCCACACAG-1
+GATCCCTTCCGTGCCT-1
+GATCGTAAGCACCCTA-1
+GATCGTAAGCTAGCGG-1
+GATCGTAAGGTGTCAA-1
+GATCGTACAAGGTACG-1
+GATCGTACAATGTGTC-1
+GATCGTAGTTGTGCCG-1
+GATCGTATCAATCTAG-1
+GATCGTATCGGTCACA-1
+GATCGTATCGTTCTAC-1
+GATGACTAGCATGAGT-1
+GATGACTAGCCTCATG-1
+GATGACTCATAGGGTG-1
+GATGACTTCGATAATC-1
+GATGACTTCTTGTAGA-1
+GATGAGGAGGGTATGT-1
+GATGAGGCAGGATCGA-1
+GATGAGGCAGGCCCAT-1
+GATGAGGCAGGTGATG-1
+GATGAGGCATCAGTAC-1
+GATGAGGGTCCAGCGT-1
+GATGAGGGTCCTGCAG-1
+GATGATCAGGGTTGTA-1
+GATGATCAGTCCTGAC-1
+GATGATCAGTGTCGTC-1
+GATGATCCACCAACGC-1
+GATGATCTCCGACTAG-1
+GATGCTAAGCGATGCG-1
+GATGCTAAGTTCACGC-1
+GATGCTACATTCGTTT-1
+GATGCTATCCATCCTA-1
+GATGGAGAGGGCGATC-1
+GATGGAGAGTGGCCAG-1
+GATGGAGCAAGTCACT-1
+GATGGAGGTAGTGGAC-1
+GATGTTGAGAACCCGG-1
+GATGTTGAGCGTGGCA-1
+GATGTTGAGGCCTTTG-1
+GATGTTGAGTCTATAC-1
+GATGTTGCAATCCTCC-1
+GATGTTGCACTCGGGT-1
+GATGTTGCAGATAGTA-1
+GATGTTGGTTCCGGTG-1
+GATGTTGTCAAGATCT-1
+GATGTTGTCAGAGGGC-1
+GATGTTGTCTCTTCCC-1
+GATTCGAAGGCAGAGA-1
+GATTCGACACCAGTTA-1
+GATTCGACAGCGGCTT-1
+GATTCGACAGTCGCTG-1
+GATTCGACAGTTCATG-1
+GATTCGACAGTTGACT-1
+GATTCGAGTGACACAG-1
+GATTCGAGTGCTGTGC-1
+GATTCGATCGGAGGTG-1
+GATTCTTAGGTGGAAG-1
+GATTCTTCAAAGGCTG-1
+GATTCTTCAGGCGTAA-1
+GATTCTTGTTTCACAG-1
+GATTCTTTCAACAAGG-1
+GATTCTTTCACCATTC-1
+GATTCTTTCCTGACAG-1
+GATTCTTTCGAGTATT-1
+GATTGGTAGAGTCAGT-1
+GATTGGTAGCAACACA-1
+GATTGGTAGGGTCATA-1
+GATTGGTGTAGCTGTT-1
+GATTGGTGTGCGTATT-1
+GATTGGTTCTGTTCAC-1
+GATTTCTAGACGGAGA-1
+GATTTCTAGAGTCAGT-1
+GATTTCTGTACAGTGG-1
+GATTTCTGTATTGCTG-1
+GATTTCTTCGCATGGT-1
+GATTTCTTCTGTGTTC-1
+GCAACATCAAAGCAAT-1
+GCAACATCACAACATC-1
+GCAACATCACCGACGT-1
+GCAACATCATGCGTAT-1
+GCAACATGTCATTGTG-1
+GCAACATGTTAGTCGT-1
+GCAACATGTTGAGAAT-1
+GCAACATTCATTGCGG-1
+GCAACATTCGGATCTG-1
+GCAACCGAGCACCCTA-1
+GCAACCGAGTCCACTG-1
+GCAACCGCACTAACTG-1
+GCAACCGGTAACCGGA-1
+GCAACCGGTATTTCGG-1
+GCAACCGTCACTTCAC-1
+GCAACCGTCCCAGAGT-1
+GCAACCGTCGCGTTAG-1
+GCAACCGTCGGTGAGG-1
+GCAACCGTCTTATGGA-1
+GCACATAAGTCGTGGG-1
+GCACATAAGTGCTAGA-1
+GCACATAAGTGCTTAT-1
+GCACATACAAGCTAAA-1
+GCACATACACGGCACT-1
+GCACATAGTAATAAGC-1
+GCACGGTAGCAAAGGG-1
+GCACGGTAGCGTCAAA-1
+GCACGGTAGTAGAGCT-1
+GCACGGTCAAGCTGTT-1
+GCACGGTCAGGACAGT-1
+GCACGGTCATAATCGC-1
+GCACGGTCATCTCGCT-1
+GCACGGTGTCATGACT-1
+GCACGGTGTCTAGGTT-1
+GCACGGTGTGTTTCGA-1
+GCACGTGAGCCTATTA-1
+GCACGTGAGGATGCTA-1
+GCACGTGAGGATTGGT-1
+GCACGTGAGGCAAGAG-1
+GCACGTGAGTTAATCC-1
+GCACGTGAGTTACTGT-1
+GCACGTGCAACAGGTG-1
+GCACGTGGTGCTCTGG-1
+GCACGTGTCCGGGTAT-1
+GCACGTGTCCTGCGAA-1
+GCACTAAGTAAGTATG-1
+GCACTAAGTACCGTGC-1
+GCACTAAGTGTGGTGA-1
+GCAGCCAAGCATGATG-1
+GCAGCCAAGCGATGCG-1
+GCAGCCACAACGCGTC-1
+GCAGCCACAGCATTAC-1
+GCAGCCACATCGGCCA-1
+GCAGCCAGTATACCTG-1
+GCAGCCAGTTAGATGA-1
+GCAGCCATCGGCCAAT-1
+GCAGCTGAGAGGACGA-1
+GCAGCTGCAAGCTGCC-1
+GCAGCTGCATCCTTGC-1
+GCAGCTGCATGTGGAG-1
+GCAGCTGGTACACGAG-1
+GCAGCTGGTGCTGGTC-1
+GCAGCTGTCCGATGGT-1
+GCAGGCTAGCTAGAGT-1
+GCAGGCTAGGGTTGTA-1
+GCAGGCTCAAGAGACC-1
+GCAGGCTCATCGGCCA-1
+GCAGGCTGTCACCAGC-1
+GCAGGCTGTGTCCCGA-1
+GCAGGCTTCGGCGAGA-1
+GCAGTTAAGACTCTTA-1
+GCAGTTAAGCGGTAAT-1
+GCAGTTACACTCTCTG-1
+GCAGTTAGTCGCGCTA-1
+GCAGTTAGTGCTGTAT-1
+GCAGTTAGTGTAGAGC-1
+GCAGTTATCCGCTGCT-1
+GCAGTTATCCTCGGCT-1
+GCATCGGAGATCCTAT-1
+GCATCGGAGCATTCAT-1
+GCATCGGAGTCGACCT-1
+GCATCGGGTACTCCAA-1
+GCATCGGTCCGGATCA-1
+GCATCTCAGTGACGCG-1
+GCATCTCCAAACTGCT-1
+GCATCTCCAAATTGGA-1
+GCATCTCCACACTGAT-1
+GCATCTCCATCAGTAC-1
+GCATCTCTCAAATTCG-1
+GCATCTCTCCAGGGAG-1
+GCATGATAGATTTGGG-1
+GCATGATAGGATGCTA-1
+GCATGATCAGATAGAT-1
+GCATGATCATCTCACC-1
+GCATGATGTCATAACC-1
+GCATGATGTCTCCTTG-1
+GCATGATGTGAGTAAT-1
+GCATGATTCCCGTCGT-1
+GCATTAGAGGAATGCT-1
+GCATTAGCAATGTGTC-1
+GCATTAGGTCAGACGA-1
+GCATTAGGTCCAGCTG-1
+GCATTAGGTCTTGGCG-1
+GCATTAGTCTAGGATT-1
+GCATTAGTCTGACCTT-1
+GCCAACGAGAATCCGA-1
+GCCAACGAGACTCTTA-1
+GCCAACGAGAGACAAA-1
+GCCAACGCAAACCAGG-1
+GCCAACGCAATACCTG-1
+GCCAACGCACGCGTCA-1
+GCCAACGCACTAGTGT-1
+GCCAACGCAGGCGTAA-1
+GCCAACGGTACCCTAA-1
+GCCAACGGTATGTCTG-1
+GCCAACGGTTGTGGCC-1
+GCCAACGTCATAACGT-1
+GCCAGCAAGTTCGGTC-1
+GCCAGCACAAAGGCTG-1
+GCCAGCACAACCTAAC-1
+GCCAGCACAACTGGGA-1
+GCCAGCACATCGAGCC-1
+GCCAGGTAGAACTACG-1
+GCCAGGTAGCGGGACT-1
+GCCAGGTAGCTAAGTG-1
+GCCAGGTAGGCGAAGA-1
+GCCAGGTAGTTAGTTC-1
+GCCAGGTCAGTTACAC-1
+GCCAGGTGTAATGATG-1
+GCCAGGTTCCAACTTC-1
+GCCAGGTTCGTACCTT-1
+GCCAGGTTCTGATTCC-1
+GCCAGGTTCTTATGGA-1
+GCCAGGTTCTTCACTG-1
+GCCAGTGAGATGCGGC-1
+GCCAGTGAGGCATTGA-1
+GCCAGTGAGGCCAGAC-1
+GCCAGTGAGGGTGTTA-1
+GCCAGTGAGGTAACTG-1
+GCCAGTGAGTACTCAT-1
+GCCAGTGAGTGAATGC-1
+GCCAGTGCAACGGATG-1
+GCCAGTGCACATAGTC-1
+GCCAGTGGTACTGATC-1
+GCCAGTGGTCCCATAA-1
+GCCAGTGGTCGTGTGC-1
+GCCAGTGGTGCCCAGT-1
+GCCAGTGGTTAATCGC-1
+GCCAGTGTCGGAGGGT-1
+GCCAGTGTCTTCGGTT-1
+GCCATGGAGAAATGAG-1
+GCCATGGAGCGACGGT-1
+GCCATGGAGGCTTAAG-1
+GCCATGGCAACAAAGT-1
+GCCATGGCAGCTCCGA-1
+GCCATGGCATGGCTAT-1
+GCCATGGGTCACCTAA-1
+GCCATGGGTGCCGTCA-1
+GCCATGGGTTTGCAAC-1
+GCCATGGTCCCATATC-1
+GCCATTCAGAATCGGT-1
+GCCATTCAGTACCTTA-1
+GCCATTCCAAACGCGA-1
+GCCATTCCAAAGATTG-1
+GCCATTCCAAGACTGG-1
+GCCATTCTCATGGGCT-1
+GCCATTCTCTGCCCGT-1
+GCCATTCTCTTGGGAC-1
+GCCCAGAAGCGCAACG-1
+GCCCAGAAGGACCAAT-1
+GCCCAGAGTCTTCAGA-1
+GCCCAGATCAAACCCG-1
+GCCCGAAAGAACTCTT-1
+GCCCGAAAGGGTCGAC-1
+GCCCGAAAGTCGGTCT-1
+GCCCGAAAGTTGGAAC-1
+GCCCGAACAAATCAGA-1
+GCCCGAACAACGATTC-1
+GCCCGAACAATGTCCA-1
+GCCCGAACACGTCGGT-1
+GCCCGAACAGTTACAC-1
+GCCCGAAGTGGCGTTC-1
+GCCCGAATCTCACAGG-1
+GCCCGAATCTGATAAC-1
+GCCGATGAGTGCCTGT-1
+GCCGATGCAGTGTCCG-1
+GCCGATGCATTACTGG-1
+GCCGATGGTGACGCTC-1
+GCCGATGGTGAGTGTG-1
+GCCGATGTCGGATGTC-1
+GCCGATGTCGTTGCCC-1
+GCCGATGTCTATTCCG-1
+GCCGTGAAGGTGGGAA-1
+GCCGTGACAATCCCAA-1
+GCCGTGACAGGCAGAT-1
+GCCGTGACATATAGAG-1
+GCCGTGAGTTATCTCT-1
+GCCGTGATCGGAGAAT-1
+GCCGTGATCGGTACGT-1
+GCCTGTTAGAAACCCA-1
+GCCTGTTAGGCCGAAC-1
+GCCTGTTCAAGTGGCA-1
+GCCTGTTCATGCCAAT-1
+GCCTGTTCATGGCCGT-1
+GCCTGTTCATTCACAG-1
+GCCTGTTGTGGTCTCG-1
+GCCTGTTTCAGTCACG-1
+GCCTGTTTCCAAGGAA-1
+GCCTGTTTCTAGTCCT-1
+GCGAGAAAGCCAGCGA-1
+GCGAGAAAGGTGCGAC-1
+GCGAGAACACCTGTCT-1
+GCGAGAATCTATAACG-1
+GCGAGAATCTGGTGGT-1
+GCGATCGAGCTTCAGC-1
+GCGATCGAGGCGTGAC-1
+GCGATCGAGTGGCCTT-1
+GCGATCGCACCATAGT-1
+GCGATCGCAGAGTCAG-1
+GCGATCGCAGGAGGTT-1
+GCGATCGCAGGCTACC-1
+GCGATCGCATTCCAAG-1
+GCGATCGGTAGTTTGC-1
+GCGATCGGTCGCGTCA-1
+GCGATCGTCCCGAACA-1
+GCGGAAAAGGAGCCTG-1
+GCGGAAACAAGGCTCC-1
+GCGGAAACACAGGAGT-1
+GCGGAAACACCAGTTA-1
+GCGGAAACACTTTATC-1
+GCGGAAAGTCACAGCC-1
+GCGGAAAGTCGCGCTA-1
+GCGGAAAGTTCGGCCA-1
+GCGGATCAGAATCCGA-1
+GCGGATCAGCTCAGGG-1
+GCGGATCAGCTTCAGC-1
+GCGGATCAGGTGCATA-1
+GCGGATCCAACTGCGC-1
+GCGGATCCACACAGTT-1
+GCGGATCCACCTGAAT-1
+GCGGATCGTATTCTTC-1
+GCGGATCGTCCACATA-1
+GCGGATCTCTCACACT-1
+GCGTGCACAAACACGG-1
+GCGTGCACAAGGAGGG-1
+GCGTGCAGTAGAAATC-1
+GCGTGCAGTCTTCATT-1
+GCGTGCAGTTGGTACT-1
+GCGTGCATCTAGGGTC-1
+GCGTTTCAGCTGGTCT-1
+GCGTTTCGTCACACTA-1
+GCTACAAAGCAAGCAT-1
+GCTACAAAGTGCGTCT-1
+GCTACAACACGTCTCT-1
+GCTACAAGTTGTTTGG-1
+GCTACCTAGGCATAGT-1
+GCTACCTAGGGTCATA-1
+GCTACCTAGGTTCAGA-1
+GCTACCTGTAATGGCG-1
+GCTCAAAAGACGAACT-1
+GCTCAAAAGCATATGG-1
+GCTCAAAAGTAGACAC-1
+GCTCAAAAGTGTCCGT-1
+GCTCAAACACACTTAG-1
+GCTCAAAGTAGTTGGG-1
+GCTCAAAGTATACAGA-1
+GCTCAAAGTCGGCTAC-1
+GCTCAAAGTGTGAGCA-1
+GCTCAAAGTTGTGCCG-1
+GCTGAATAGTATCGTT-1
+GCTGAATCAAGTCGGA-1
+GCTGAATCAGGATTTC-1
+GCTGAATGTATGTGGG-1
+GCTGAATGTCCCAAGC-1
+GCTGAATGTCGCTATA-1
+GCTGAATTCAAGCTCG-1
+GCTGAATTCCATATGA-1
+GCTGAATTCGCCTAGA-1
+GCTGCAGAGAACTCTT-1
+GCTGCAGCAGTTGCCG-1
+GCTGCAGCATACCCAA-1
+GCTGCAGGTGTGAGCA-1
+GCTGCAGTCCCATCCG-1
+GCTGCAGTCCGAGTAC-1
+GCTGCAGTCGTATCTC-1
+GCTGCAGTCGTTGAGC-1
+GCTGCAGTCTCGGCAA-1
+GCTGCAGTCTGATAGT-1
+GCTGGGTAGTCGAACA-1
+GCTGGGTCAAAGCAAT-1
+GCTGGGTCAACGATTC-1
+GCTGGGTCACGGCTAC-1
+GCTGGGTCAGTCACAT-1
+GCTGGGTGTACGCATT-1
+GCTGGGTGTCCAAAGG-1
+GCTGGGTGTGGCACAA-1
+GCTTCACGTTGAATAG-1
+GCTTCACTCCACCCAC-1
+GCTTCACTCCCATTCA-1
+GCTTCACTCTGCACAG-1
+GCTTGGGAGCGTGTGG-1
+GCTTGGGCAACGTACT-1
+GCTTGGGCATCTTGTT-1
+GCTTGGGGTCCACTGG-1
+GCTTGGGTCACTCATC-1
+GCTTGGGTCACTCCGC-1
+GCTTTCGAGAAGAATG-1
+GCTTTCGGTGGATTCT-1
+GCTTTCGTCGTAGTCG-1
+GGAACCCAGCTAGCGG-1
+GGAACCCCACTGTAAC-1
+GGAACCCCAGTTCCAA-1
+GGAACCCCATGCATAC-1
+GGAACCCGTCATAGCT-1
+GGAACCCTCACATAGT-1
+GGAACCCTCGTCTTTG-1
+GGAACCCTCTGCACTT-1
+GGAACCCTCTGCGACA-1
+GGAAGTGAGCGGTAGC-1
+GGAAGTGAGTACAGGT-1
+GGAAGTGAGTGAGGTT-1
+GGAAGTGCAGGGATTG-1
+GGAAGTGGTTAATGCC-1
+GGAAGTGTCGCTTAGG-1
+GGAAGTGTCGTCATCT-1
+GGAAGTGTCTACCATC-1
+GGAATCTTCAGGCGGA-1
+GGAATCTTCCATCCTA-1
+GGAATCTTCCGTGCCT-1
+GGAATCTTCTTAGTAG-1
+GGAATGGAGACGAACT-1
+GGAATGGAGCAATCTT-1
+GGAATGGAGCATAGGT-1
+GGAATGGCATCGATTG-1
+GGAATGGGTGATGCGA-1
+GGAATGGGTTGTGGCC-1
+GGAATGGTCCCATATC-1
+GGAATGGTCCGCACAA-1
+GGAATGGTCCTCTATG-1
+GGACGTCAGTTCCTAA-1
+GGACGTCGTAGTGGTG-1
+GGACGTCGTGAGGCTA-1
+GGACGTCGTTGTGGCC-1
+GGACGTCTCCAGGCAT-1
+GGACGTCTCTCATCGT-1
+GGAGAACAGACCCTTG-1
+GGAGAACAGAGAATAG-1
+GGAGAACAGTCAACGA-1
+GGAGAACAGTGTACAG-1
+GGAGAACCACCATAGT-1
+GGAGAACCATCCGCGA-1
+GGAGAACGTGCGGTTC-1
+GGAGAACGTTACAGAA-1
+GGAGAACTCATGTTCC-1
+GGAGAACTCCGAAACC-1
+GGAGAACTCGCATCAG-1
+GGAGATGAGACGACTA-1
+GGAGATGCAATTAAGG-1
+GGAGATGGTAACTGCT-1
+GGAGATGGTCACCTTC-1
+GGAGATGGTCCCTTGT-1
+GGAGATGGTGGCGAAT-1
+GGAGATGTCGGACCAT-1
+GGAGATGTCGGTATAT-1
+GGAGATGTCGTTCTTG-1
+GGAGATGTCTTGGACG-1
+GGAGCAAAGCAACTGA-1
+GGAGCAAAGCATTGCC-1
+GGAGCAAAGCCTGTTG-1
+GGAGCAAAGGAGCACC-1
+GGAGCAACAAATGTGA-1
+GGAGCAACAGGCGCTT-1
+GGAGCAAGTCGGCGTT-1
+GGAGCAAGTGGGATAC-1
+GGAGCAAGTTGAGGGT-1
+GGAGCAATCAATCGAT-1
+GGAGCAATCATCCGAG-1
+GGAGCAATCGATCACG-1
+GGAGCAATCGCCTGCT-1
+GGAGCAATCTGATAGT-1
+GGAGGATAGAAGCGTT-1
+GGAGGATCACCGTTTC-1
+GGAGGATCACTACGTA-1
+GGAGGATCACTTGAGT-1
+GGAGGATGTGATTTCG-1
+GGAGGATGTGCAGTCC-1
+GGAGGATGTTCCGTTC-1
+GGAGGATTCAGTCGAC-1
+GGAGGATTCGTTCATC-1
+GGAGGTAAGCAACTAG-1
+GGAGGTAAGCTCTTTC-1
+GGAGGTACAAGGTGCA-1
+GGAGGTAGTTACCGTA-1
+GGAGGTATCGAGCTGT-1
+GGATCTAAGGGTCGAC-1
+GGATCTAAGTTCTGGC-1
+GGATCTACAGCCTTCT-1
+GGATCTAGTGTAGTTC-1
+GGATCTATCCGCAATG-1
+GGATCTATCGATGAGA-1
+GGATGTTAGAGTGTCA-1
+GGATGTTAGCGTATGA-1
+GGATGTTCAATCGGTT-1
+GGATGTTGTACCAACT-1
+GGATGTTGTAGTACCT-1
+GGATGTTGTCAGCTGC-1
+GGATGTTGTGAGCGTA-1
+GGATGTTGTGTGAGCA-1
+GGATGTTTCGGAGAAT-1
+GGATGTTTCTATCTGC-1
+GGATGTTTCTTTGCTG-1
+GGCACGTTCATGCAGC-1
+GGCACGTTCGATGTTA-1
+GGCACGTTCTACTGGG-1
+GGCAGTCCACTGCGCA-1
+GGCAGTCCATTAGAGA-1
+GGCAGTCGTAACGAGC-1
+GGCAGTCGTGGCACTC-1
+GGCAGTCTCGTAGACC-1
+GGCGTCAAGAAGAGTA-1
+GGCGTCAAGTGCGATA-1
+GGCGTCACATAGAGTA-1
+GGCGTCAGTAATCAGA-1
+GGCGTCAGTATTGCAC-1
+GGCGTCAGTCGGAAGT-1
+GGCGTCAGTGGGACTA-1
+GGCGTCAGTGTGACCC-1
+GGCGTCAGTTGTCTAG-1
+GGCTGTGAGTCATTTG-1
+GGCTGTGCAGGACTGA-1
+GGCTGTGCATCCGCTT-1
+GGCTGTGGTATACAGA-1
+GGCTGTGTCAGGGTCT-1
+GGCTGTGTCATACATG-1
+GGCTGTGTCGAAAGAC-1
+GGCTGTGTCTTGTCGT-1
+GGCTTGGCACCTGTTC-1
+GGCTTGGGTGACCCGT-1
+GGCTTGGGTGCATTGT-1
+GGCTTGGTCTGATTCC-1
+GGCTTTCAGGTGTGAT-1
+GGCTTTCCAACAGGTG-1
+GGCTTTCGTAGCTGTT-1
+GGCTTTCGTGCGTATT-1
+GGGAAGTAGCACAGCG-1
+GGGAAGTCAATCGCGC-1
+GGGAAGTGTCTTGAGT-1
+GGGAAGTGTGAGTGAC-1
+GGGAAGTGTTAGACTC-1
+GGGAAGTTCTTAACAG-1
+GGGACAAAGATGTCTT-1
+GGGACAAAGCGATCGG-1
+GGGACAAAGCGTCACT-1
+GGGACAAAGTGGTTGA-1
+GGGACAAAGTTCACGC-1
+GGGACAACAATTTCTC-1
+GGGACAAGTAATCGGG-1
+GGGACAAGTCAGTCCG-1
+GGGACAATCATGAATC-1
+GGGACCTAGGCAGAGA-1
+GGGACCTCAAGCTTAC-1
+GGGACCTCAAGTCTGT-1
+GGGACCTTCGGTTTCT-1
+GGGACTCCACACTAGT-1
+GGGACTCCAGAATGAT-1
+GGGACTCGTTGTGTCA-1
+GGGACTCTCTCGCCAC-1
+GGGAGATAGCGTGCGA-1
+GGGAGATCAACTGGGA-1
+GGGAGATCAATCGCGC-1
+GGGAGATCACCATAGT-1
+GGGAGATCAGAGGCAT-1
+GGGAGATCAGCAGTGA-1
+GGGAGATTCACCAAGC-1
+GGGAGATTCCACTGGA-1
+GGGAGTAAGCATTTGT-1
+GGGAGTACAGACAGCA-1
+GGGAGTACATAGGAGC-1
+GGGAGTAGTGGTCAGA-1
+GGGAGTATCAACAGGA-1
+GGGAGTATCCCTCAGC-1
+GGGATCCAGAAGATAG-1
+GGGATCCAGAGCAGAG-1
+GGGATCCAGTAAGGAA-1
+GGGATCCAGTCGCAGG-1
+GGGATCCAGTGGGCGT-1
+GGGATCCAGTTACGGA-1
+GGGATCCCAAGCACGA-1
+GGGATCCCATGGAGGT-1
+GGGATCCGTCGCAAAG-1
+GGGATGAAGTAAGCCA-1
+GGGATGACACCACTCT-1
+GGGATGAGTATAGTAG-1
+GGGATGAGTCTCCGGA-1
+GGGATGAGTGCCCACA-1
+GGGATGATCGGCAAGG-1
+GGGCCATAGACCGACG-1
+GGGCCATAGGTCCATC-1
+GGGCCATCAAAGCTCT-1
+GGGCCATCAAGACACG-1
+GGGCCATCAATGAGGC-1
+GGGCCATCAGGCTCTG-1
+GGGCCATGTCACAGCC-1
+GGGCCATGTTCACCAA-1
+GGGCCATGTTTGAAGA-1
+GGGCGTTAGTGCTAGA-1
+GGGCGTTCAGCAGATG-1
+GGGCGTTGTGACCTGC-1
+GGGCGTTGTTTCTCTA-1
+GGGCGTTTCGCATCTT-1
+GGGCTACAGCGTGTAA-1
+GGGCTACCACTTAGTG-1
+GGGCTACCATCAAGGG-1
+GGGCTACGTAACGAGC-1
+GGGCTACGTAGACAAT-1
+GGGCTACGTATCAAGA-1
+GGGCTACGTGGAATAT-1
+GGGCTACTCCGCGTTC-1
+GGGCTACTCCTGCCTG-1
+GGGCTACTCTACAGCG-1
+GGGCTCAAGGGCATTA-1
+GGGCTCACAAAGACCG-1
+GGGCTCACAAGCACGA-1
+GGGCTCACAAGCGTTT-1
+GGGCTCACAATCGGTT-1
+GGGCTCACACTTCTAT-1
+GGGCTCAGTCAGCGCT-1
+GGGCTCAGTCGTAGTT-1
+GGGCTCAGTTAGGCGA-1
+GGGCTCATCGACGGAG-1
+GGGTAGAAGAACCTCC-1
+GGGTAGACATTCCAAG-1
+GGGTAGAGTGCTACTA-1
+GGGTAGAGTTCACGGC-1
+GGGTAGATCGTGCCTC-1
+GGGTAGATCTTCCGGC-1
+GGGTATTAGTACAGGT-1
+GGGTATTCAATAATGG-1
+GGGTATTCACTAGGTT-1
+GGGTATTGTTAATCCG-1
+GGGTATTTCCATGTTC-1
+GGGTATTTCCGTGCTC-1
+GGGTATTTCTTCCTGA-1
+GGGTCACAGCATCACC-1
+GGGTCACAGGGTCAGC-1
+GGGTCACCAACGAGTG-1
+GGGTCACCAGACAGCA-1
+GGGTCACGTATCCAGT-1
+GGGTCACGTGCAGTCC-1
+GGGTCACGTTCATCTT-1
+GGGTCACTCCTACAAA-1
+GGGTCACTCGACAACC-1
+GGGTCTGAGGACACTA-1
+GGGTCTGCAACCTTCC-1
+GGGTCTGGTATTTCCT-1
+GGGTCTGGTCGCGGTT-1
+GGGTCTGGTTCCTTCG-1
+GGGTCTGTCCTAGAAT-1
+GGGTCTGTCGTCTGGA-1
+GGGTGAAAGCGTATAG-1
+GGGTGAAAGGCATGAT-1
+GGGTGAAAGTCTGACC-1
+GGGTGAACAACGTGTT-1
+GGGTGAACAAGCTGTT-1
+GGGTGAATCGGAGATA-1
+GGGTGAATCTTCATGC-1
+GGGTGTCAGCAATCCC-1
+GGGTGTCAGTTCGGAA-1
+GGGTGTCCATTGGAAA-1
+GGGTGTCTCGTACAGC-1
+GGGTTATAGATAAGGA-1
+GGGTTATCATTCGACA-1
+GGGTTATTCAGTGGCT-1
+GGGTTATTCATCCTAC-1
+GGGTTATTCGGCTGAT-1
+GGGTTATTCTTTCAGC-1
+GGGTTTACAGCAGGAT-1
+GGGTTTACATCTAACG-1
+GGTAACTAGAAGCGTT-1
+GGTAACTAGATCGCTC-1
+GGTAACTAGTATGTGG-1
+GGTAACTAGTTGCAAG-1
+GGTAACTCATATTCTC-1
+GGTAACTCATGACTGT-1
+GGTAACTTCCATATGA-1
+GGTAACTTCTCTCCTC-1
+GGTAATCAGATATGGC-1
+GGTAATCCACAATGGG-1
+GGTAATCCATCTAACG-1
+GGTAATCGTGCTACCG-1
+GGTAATCTCAAACACT-1
+GGTAATCTCATTTGCC-1
+GGTAATCTCCACTCAT-1
+GGTAATCTCGATATAC-1
+GGTAGAGAGTTCACGC-1
+GGTAGAGCATCCTAGA-1
+GGTAGAGGTACTGCTA-1
+GGTAGAGGTTAATCGC-1
+GGTCACGCAATTGAGA-1
+GGTCACGCACCTCATC-1
+GGTCACGCAGAGATCG-1
+GGTCACGCAGGCGCTT-1
+GGTCACGCAGTGATGG-1
+GGTCACGCATGAGGAC-1
+GGTCACGGTGAGAAAG-1
+GGTCACGGTGGAACCA-1
+GGTCACGTCTCAACAA-1
+GGTCTGGCACTACAAC-1
+GGTCTGGGTGAAATCA-1
+GGTGAAGAGACGTAGT-1
+GGTGAAGCACTGATAC-1
+GGTGAAGGTGGCAATG-1
+GGTGAAGGTTGAAGCG-1
+GGTGATTAGACTTGGA-1
+GGTGATTAGAGTCTTT-1
+GGTGATTCAAGCTTAC-1
+GGTGATTCACATGGCC-1
+GGTGATTGTAGCACAG-1
+GGTGATTGTCAGCTTA-1
+GGTGATTTCAATTTGG-1
+GGTGATTTCCCATGCC-1
+GGTGGCTCACCTCAGG-1
+GGTGGCTCACGTCAGC-1
+GGTGGCTCAGATCATC-1
+GGTGGCTCAGGCTTGC-1
+GGTGGCTCATCGGACC-1
+GGTGGCTGTCCTCAGG-1
+GGTGGCTTCGTAACTA-1
+GGTGGCTTCTTAACAG-1
+GGTGTCGAGCTGGGAC-1
+GGTGTCGAGTACACTT-1
+GGTGTCGGTCAGCCTG-1
+GGTGTCGGTCAGGATG-1
+GGTGTCGGTCTTGTCC-1
+GGTGTCGGTGCGTTTA-1
+GGTGTCGTCGTTATAG-1
+GGTGTCGTCTAAACTG-1
+GGTGTTAAGCTGTAGA-1
+GGTGTTAAGTTACCAT-1
+GGTGTTAAGTTCGACC-1
+GGTGTTAAGTTGATTC-1
+GGTGTTACAAGTTAGA-1
+GGTGTTACACAAAGCG-1
+GGTGTTAGTACTTGGT-1
+GGTGTTAGTATCGCGC-1
+GGTGTTATCCTAAATG-1
+GGTGTTATCTACAGCG-1
+GGTTAACAGAGGGTAG-1
+GGTTAACCAAACACGG-1
+GGTTAACCACATGACT-1
+GGTTAACCAGGCATCC-1
+GGTTAACCAGTTACAC-1
+GGTTAACCATCTCCTG-1
+GGTTAACGTGGTTACT-1
+GGTTAACTCAGTCGAC-1
+GGTTCTCAGGACATCA-1
+GGTTCTCAGTATCGCC-1
+GGTTCTCAGTGACAGT-1
+GGTTCTCCACTACAGT-1
+GGTTCTCCAGGGATTG-1
+GGTTCTCGTATACGAA-1
+GGTTCTCGTTAGTCAC-1
+GGTTCTCTCAGGTCAC-1
+GGTTGTAAGGGTAGAG-1
+GGTTGTACATAGGCCC-1
+GGTTGTAGTACCGATT-1
+GGTTGTAGTATCGCCG-1
+GGTTGTATCATTGACA-1
+GTAACACAGGGTGAAG-1
+GTAACACCACCGTACG-1
+GTAACACCACTTGCGG-1
+GTAACACGTCGTTGGC-1
+GTAACACTCATGCTTC-1
+GTAACACTCTGGACGT-1
+GTAACCAAGCGCATAA-1
+GTAACCACATGTGTAC-1
+GTAACCAGTGACAAGC-1
+GTAACCAGTTTGACCA-1
+GTAACCATCCGAACTG-1
+GTAACCATCCTGTTCA-1
+GTAACCATCGCATGGT-1
+GTAACCATCGCTTCCG-1
+GTAACCATCTTAGAAC-1
+GTAAGTCAGATCGGGC-1
+GTAAGTCAGGCCGAAC-1
+GTAAGTCAGTGGAAGG-1
+GTAAGTCCACGCAGTC-1
+GTAAGTCGTAAGCAAT-1
+GTAAGTCTCATTACCC-1
+GTAATCGAGAAGCCTA-1
+GTAATCGAGGTCAAAC-1
+GTAATCGCAACCGGAA-1
+GTAATCGCAGATACAA-1
+GTAATCGCAGCGGTAA-1
+GTAATCGGTAAGCTCT-1
+GTAATCGGTACAGTGG-1
+GTAATCGGTGTCCGTG-1
+GTAATCGTCGACTTCT-1
+GTAATCGTCTCTGCAT-1
+GTAATGCAGATAGCAC-1
+GTAATGCAGGCATGAT-1
+GTAATGCAGGTGGCGT-1
+GTAATGCCAAAGGAGA-1
+GTAATGCCAATTGACC-1
+GTAATGCGTAGTAGTA-1
+GTAATGCGTGAGGGTT-1
+GTAATGCTCTGATAGT-1
+GTACAACCAGAGCAGT-1
+GTACAACCATCGGTTA-1
+GTACAACCATCTCCAC-1
+GTACAACCATTGGGTT-1
+GTACAACGTACCGACC-1
+GTACAACGTTCGCCTT-1
+GTACAGTCAACCCGCA-1
+GTACAGTCAACGTAGG-1
+GTACAGTCATCAGTAC-1
+GTACAGTGTACTGCCG-1
+GTACAGTGTGCCATTA-1
+GTACAGTGTGGACGAT-1
+GTACAGTGTTTCCTAT-1
+GTACAGTTCATAACGT-1
+GTACAGTTCGTCACAG-1
+GTACAGTTCTTGCTCA-1
+GTAGAAAAGAGACCCG-1
+GTAGAAAAGTTCGCTG-1
+GTAGAAATCTCATTGC-1
+GTAGAGGAGGGTCGGT-1
+GTAGAGGGTAAGACTA-1
+GTAGAGGGTACTCGAT-1
+GTAGAGGGTCAACGTT-1
+GTAGAGGTCCATCCCG-1
+GTAGAGGTCGGTAGCT-1
+GTAGATCAGACTGATG-1
+GTAGATCAGGTCAACA-1
+GTAGATCAGTACCCAC-1
+GTAGATCCAATGGTTC-1
+GTAGATCCACCACAGC-1
+GTAGATCGTATAGGGC-1
+GTAGATCGTCATTGTG-1
+GTAGATCGTCCCTAGG-1
+GTAGATCGTTCCTAAG-1
+GTAGATCGTTGGGCAA-1
+GTAGATCTCACAACTA-1
+GTAGATCTCCCGATAG-1
+GTAGATCTCGTTCTAC-1
+GTAGATCTCTGGTGGT-1
+GTAGCTAAGTGCGGCA-1
+GTAGCTACACACCTTC-1
+GTAGCTAGTCAAATGA-1
+GTAGCTAGTTCGCCTT-1
+GTAGCTATCCTTACGT-1
+GTAGGAGAGGCATAGT-1
+GTAGGAGCACATTCCC-1
+GTAGGAGCACGTTTCC-1
+GTAGGAGGTCTAGGCC-1
+GTAGGAGTCAGAGGTA-1
+GTAGGAGTCCAGGGAG-1
+GTAGGAGTCCGACCCT-1
+GTAGGAGTCCGACTAG-1
+GTAGGAGTCTGCGCTC-1
+GTAGGAGTCTTGCGAG-1
+GTAGGTTGTAACACGG-1
+GTAGGTTGTCATGGTT-1
+GTAGGTTTCTAAGACT-1
+GTAGTACAGCGCACTT-1
+GTAGTACAGGAACACT-1
+GTAGTACAGGCCATAA-1
+GTAGTACCACGCCACA-1
+GTAGTACCACTTGCGG-1
+GTAGTACCAGAACTAA-1
+GTAGTACCATTCACTT-1
+GTAGTACGTCAGGATG-1
+GTAGTACGTTGGCCCA-1
+GTATTGGAGAGGAACG-1
+GTATTGGAGATGGTAC-1
+GTATTGGAGTGAGGCC-1
+GTATTGGCAGGACCAA-1
+GTATTGGCATAGGGTG-1
+GTATTGGGTATCGCCG-1
+GTATTGGGTATCTCTT-1
+GTATTGGGTCGAAAGC-1
+GTATTGGGTGGTCCCA-1
+GTATTGGTCAAGCTGC-1
+GTATTGGTCAGTCCGA-1
+GTATTGGTCTATGATG-1
+GTATTGGTCTGAGTGC-1
+GTATTTCAGGAGTGAG-1
+GTATTTCCAACGACAG-1
+GTATTTCCAAGCACGA-1
+GTATTTCCACACCACG-1
+GTATTTCGTACGCATT-1
+GTCAAACAGCCGTTGT-1
+GTCAAACCAAATTAGG-1
+GTCAAACCACCATAGT-1
+GTCAAACCACGTGTTA-1
+GTCAAACCAGACCGAA-1
+GTCAAACGTTAGATCC-1
+GTCAAACTCAGCACTG-1
+GTCAAACTCCCAGAGT-1
+GTCAAGTAGGCAATTG-1
+GTCAAGTGTATAGTCC-1
+GTCAAGTGTATTAGGA-1
+GTCAAGTTCCTGGTGA-1
+GTCACGGAGAGCAGAG-1
+GTCACGGAGAGCTTCC-1
+GTCACGGAGATCGCCT-1
+GTCACGGAGGTTCATT-1
+GTCACGGCACCCGGTA-1
+GTCACGGCAGCCTGAC-1
+GTCACGGGTCATACGT-1
+GTCACGGGTGAAATCA-1
+GTCACGGTCACCAAGC-1
+GTCACGGTCATGCGAC-1
+GTCACTCAGCTACAAG-1
+GTCACTCAGTCAACGA-1
+GTCACTCAGTGCACCT-1
+GTCACTCCATGTGTTG-1
+GTCACTCGTGCCGGTT-1
+GTCACTCGTTGAATAG-1
+GTCAGCGAGTTCTGGC-1
+GTCAGCGCAATCGTAC-1
+GTCAGCGTCGGCTGAT-1
+GTCAGCGTCGTACCTT-1
+GTCATCCCAAGCGCTC-1
+GTCATCCCAAGTAAGT-1
+GTCATCCCAGCAATGG-1
+GTCATCCCAGGAACAC-1
+GTCATCCCAGGCTGCT-1
+GTCATCCGTCTGGAAG-1
+GTCATCCGTGGATTCT-1
+GTCATCCTCGCTTCCG-1
+GTCATCCTCTGCACCC-1
+GTCATGAAGCATGAGT-1
+GTCATGAAGCCGAGAC-1
+GTCATGAAGCTTGACC-1
+GTCATGACAACTCCGG-1
+GTCATGAGTGGATGAC-1
+GTCATGATCCACTAAA-1
+GTCATTTAGACTTTGT-1
+GTCATTTCATGCATTG-1
+GTCATTTGTCAAGGTG-1
+GTCATTTGTGGATGAC-1
+GTCCACTCAACCACGC-1
+GTCCACTCACACAGAG-1
+GTCCACTGTCCACTGG-1
+GTCCACTGTGGCGTTC-1
+GTCCACTTCCTGTACT-1
+GTCCACTTCTCAGGGT-1
+GTCCCATAGACTCTTA-1
+GTCCCATCACACTACA-1
+GTCCCATCACCATCTC-1
+GTCCCATGTGTCGGAA-1
+GTCCCATTCCACTTTG-1
+GTCCTCAAGAAGCCTA-1
+GTCCTCAAGACTCTTA-1
+GTCCTCACACGAACGA-1
+GTCCTCATCAAGAACG-1
+GTCCTCATCCCGTTGC-1
+GTCCTCATCTTCGCAT-1
+GTCGAATAGATTGCGA-1
+GTCGAATAGCGACGGT-1
+GTCGAATCAAGTACGG-1
+GTCGAATCAATACCTG-1
+GTCGAATCACATCCCT-1
+GTCGAATCATAAAGTG-1
+GTCGAATGTATAGTAG-1
+GTCGAATGTGTATACC-1
+GTCGAATTCATACCAA-1
+GTCGCGAAGCCAATAG-1
+GTCGCGAAGGATTCCC-1
+GTCGCGAAGGGTGCAC-1
+GTCGCGACAAGAGGAA-1
+GTCGCGACAGTTTGCA-1
+GTCGCGACATGCATAC-1
+GTCGCGACATTGGGAG-1
+GTCGCGAGTCTTGACA-1
+GTCGCGATCAAGCGCT-1
+GTCGCGATCGGCAGAG-1
+GTCGTAACAATAGCTC-1
+GTCGTAACACCAAGAG-1
+GTCGTAACATTCGTAG-1
+GTCGTAAGTATAAGGT-1
+GTCGTAAGTCAAAGTA-1
+GTCGTAAGTGGCGATA-1
+GTCGTAAGTTGTCAGT-1
+GTCGTAATCGCTCACC-1
+GTCGTAATCTGACACG-1
+GTCGTTCAGGCTTGCT-1
+GTCGTTCCAAGCTTAC-1
+GTCGTTCCACATCAGT-1
+GTCGTTCCATAAGTCC-1
+GTCGTTCCATTGTGGT-1
+GTCGTTCGTATAGAGT-1
+GTCGTTCGTGCACAGA-1
+GTCGTTCTCGCATCTT-1
+GTCGTTCTCTGTGTTC-1
+GTCTACCAGAAGTAAG-1
+GTCTACCAGACCTGTC-1
+GTCTACCAGACTGTCC-1
+GTCTACCCAAGCGCCT-1
+GTCTACCCACTTCATT-1
+GTCTACCCAGCCTACG-1
+GTCTACCCAGTTTCTT-1
+GTCTACCCATAACAGA-1
+GTCTACCTCGATTCCT-1
+GTCTAGAAGAAGAATG-1
+GTCTAGACACCAAAGG-1
+GTCTAGACAGCCGAAA-1
+GTCTAGACAGTCACAT-1
+GTCTAGAGTTGGAAGC-1
+GTCTAGATCCTGACTT-1
+GTCTAGATCCTTTCTT-1
+GTCTAGATCGCATCAG-1
+GTCTCACAGAAGAATG-1
+GTCTCACAGGAGTTGT-1
+GTCTCACAGTGAACGT-1
+GTCTCACCATCGGTCG-1
+GTCTCACGTACACACT-1
+GTCTCACGTGAGGGTT-1
+GTCTCACTCACCTCAT-1
+GTCTCACTCTGATGGC-1
+GTCTCACTCTGCACAG-1
+GTCTCACTCTTGGACG-1
+GTCTGTCAGACTTGGA-1
+GTCTGTCAGCAGTGCG-1
+GTCTGTCAGCTGCTAC-1
+GTCTGTCCATGCATAC-1
+GTCTGTCCATGCGGCT-1
+GTCTGTCGTGTGCGCT-1
+GTCTGTCTCACGACGT-1
+GTCTGTCTCAGCTGCA-1
+GTCTGTCTCAGTTGTA-1
+GTCTTTAAGCTCGATC-1
+GTCTTTACAGAGTTGG-1
+GTCTTTAGTTGACTAC-1
+GTCTTTATCATAGTCA-1
+GTGACGCAGCAAAGGG-1
+GTGACGCCACTAATCG-1
+GTGACGCCATGTAGCT-1
+GTGACGCCATGTGGAG-1
+GTGACGCGTTCCGTTC-1
+GTGAGCCAGCATCTAT-1
+GTGAGCCCACCGACGT-1
+GTGAGCCCAGACACAG-1
+GTGAGCCCATGGTACT-1
+GTGAGCCTCCAGGCAT-1
+GTGAGCCTCGCACAAC-1
+GTGAGCCTCTGGTGGT-1
+GTGAGGAAGCACAAGT-1
+GTGAGGAAGCTTCTAA-1
+GTGAGGAAGTATCGGA-1
+GTGAGGAAGTTAGGAC-1
+GTGAGGACACCGGACT-1
+GTGAGGACAGGCTAGA-1
+GTGAGGACATGGGCCT-1
+GTGAGGAGTCGTCGGT-1
+GTGAGGAGTTGTCTAG-1
+GTGAGTTAGGCTAATG-1
+GTGAGTTAGTTGAGCA-1
+GTGAGTTCAAAGTAGT-1
+GTGAGTTCAGACCTGC-1
+GTGAGTTCATGCAAGG-1
+GTGAGTTGTCTGCATA-1
+GTGAGTTGTGCTATAC-1
+GTGATGTAGCGTGTCT-1
+GTGATGTAGTACCAGA-1
+GTGATGTCACACAGTT-1
+GTGATGTCAGTTCCTC-1
+GTGATGTGTACAGAGC-1
+GTGATGTGTTGACTGT-1
+GTGATGTTCATACCAA-1
+GTGCACGAGGCAGATT-1
+GTGCACGCAAAGCGGT-1
+GTGCACGCAAAGCTCT-1
+GTGCACGCACGTGTTA-1
+GTGCACGCAGAGTTGG-1
+GTGCACGCAGTTTACG-1
+GTGCACGCATGGTAGG-1
+GTGCACGGTCATATCG-1
+GTGCACGTCGGACACT-1
+GTGCACGTCGTCCTGC-1
+GTGCACGTCTCGTTAC-1
+GTGCAGCAGCTGTAGA-1
+GTGCAGCAGTATTGTC-1
+GTGCAGCAGTTCCAGC-1
+GTGCAGCCAAGAATAC-1
+GTGCAGCCAATTGCCA-1
+GTGCAGCCACCAGGTC-1
+GTGCAGCCACCTACGG-1
+GTGCAGCCATATGGTC-1
+GTGCAGCCATGCCGAC-1
+GTGCAGCGTATGTTGC-1
+GTGCAGCGTCGTCTCT-1
+GTGCAGCTCCTGACCC-1
+GTGCAGCTCGGTTAGC-1
+GTGCGTGCAATGAAGT-1
+GTGCGTGCAATGAGGC-1
+GTGCGTGGTCTACAGT-1
+GTGCGTGGTGTCTCTC-1
+GTGCGTGTCCATGCGA-1
+GTGCGTGTCGAATTAC-1
+GTGCGTGTCTGGAAAG-1
+GTGCTGGAGGAGATAA-1
+GTGCTGGCAAGACGTG-1
+GTGCTGGCAAGCGTAG-1
+GTGCTGGGTCTATCGA-1
+GTGCTGGTCGGCAGGA-1
+GTGCTTCAGTTGCAAG-1
+GTGCTTCCAAGGGAGG-1
+GTGCTTCTCCACTCCG-1
+GTGCTTCTCCCTGCCA-1
+GTGGAAGAGATCACTT-1
+GTGGAAGAGGAACCAT-1
+GTGGAAGGTATTGAAG-1
+GTGGAAGTCACCAGAC-1
+GTGGAAGTCACGATAT-1
+GTGGAAGTCACTGAGC-1
+GTGGAAGTCAGTCACG-1
+GTGGAAGTCTCCTGCG-1
+GTGGAGAAGTGCGAGC-1
+GTGGAGACATCTCGCT-1
+GTGGAGACATTGGGAG-1
+GTGGAGAGTAATGGTA-1
+GTGGAGATCACATCAA-1
+GTGGAGATCGCACCAA-1
+GTGGCGTAGAGTCAGT-1
+GTGGCGTCATGTAAAG-1
+GTGGCGTGTAAGTGTA-1
+GTGGCGTGTAGAGCTG-1
+GTGGCGTTCCCATGCC-1
+GTGGCGTTCGTTGAGC-1
+GTGGGAAAGCCGTTGT-1
+GTGGGAAAGGTCCTCA-1
+GTGGGAAAGTATGTGG-1
+GTGGGAACAACTAGCT-1
+GTGGGAACACCACATA-1
+GTGGGAACACGCAGTC-1
+GTGGGAACAGATAGAT-1
+GTGGGAACAGCCGAAA-1
+GTGGGAAGTAGGTTGG-1
+GTGGTTAAGTCACCCA-1
+GTGGTTACATAGGGAC-1
+GTGGTTATCAAACCAT-1
+GTGTAACCAGTTAAAG-1
+GTGTAACCATGTTGCA-1
+GTGTAACGTAGAAACT-1
+GTGTAACGTATAGTCC-1
+GTGTAACGTGTCAACT-1
+GTGTAACTCTTAGTGA-1
+GTGTCCTAGGGCTTCT-1
+GTGTCCTCAGCTCTCT-1
+GTGTCCTGTTGGGCAA-1
+GTGTCCTTCCGCCTTG-1
+GTGTCCTTCGTTCACT-1
+GTGTCCTTCTAAATGC-1
+GTGTGATAGCCGAACG-1
+GTGTGATAGTGCCTCA-1
+GTGTGGCCAGTCTAAC-1
+GTGTGGCGTAACGGCA-1
+GTGTGGCGTTGCCGAC-1
+GTGTGGCGTTGCCGCA-1
+GTGTGGCTCACCGTTT-1
+GTGTGGCTCCTATCCA-1
+GTGTTAGAGCACGGGT-1
+GTGTTAGAGCTCTCTT-1
+GTGTTAGCAATCCCTC-1
+GTGTTAGCACTGCATA-1
+GTGTTAGTCCGTGCTC-1
+GTGTTAGTCGTACTGG-1
+GTGTTCCAGGCAGAGA-1
+GTGTTCCCATCGATTG-1
+GTGTTCCGTCCCAAGC-1
+GTGTTCCTCCTGGCCT-1
+GTGTTCCTCGACAGTC-1
+GTTACAGAGCCGTTGT-1
+GTTACAGCAAGATCGG-1
+GTTACAGCACGATTAC-1
+GTTACAGGTCGGCGTT-1
+GTTACAGGTGTAGTTC-1
+GTTACAGGTGTCACGC-1
+GTTACCCAGATTGAGC-1
+GTTACCCAGCCATAGA-1
+GTTACCCAGGGAACTT-1
+GTTACCCAGTTGGAAC-1
+GTTACCCCAGCCTAAT-1
+GTTACCCCAGTCGCTG-1
+GTTACCCGTAGCCCAC-1
+GTTACCCGTGAGTAAT-1
+GTTACCCTCGTAGTCG-1
+GTTACGAAGTCTCAAT-1
+GTTACGAGTAGACTGG-1
+GTTACGATCTGACCTT-1
+GTTAGACAGACTTATC-1
+GTTAGACAGTTTCCAA-1
+GTTAGACCACAAAGTA-1
+GTTAGACCACACTCGG-1
+GTTAGACCAGCTGCAC-1
+GTTAGACGTCTCTCGT-1
+GTTAGACTCTCACACT-1
+GTTAGTGAGCACATAG-1
+GTTAGTGAGCTTCTTC-1
+GTTAGTGTCCATGCGA-1
+GTTAGTGTCGAACGCT-1
+GTTATGGAGATTGGTG-1
+GTTATGGGTATCGCGC-1
+GTTATGGTCTTGTCAC-1
+GTTCATTAGCTGTTGC-1
+GTTCATTAGTCCAAGA-1
+GTTCATTAGTCTCTAA-1
+GTTCATTCAGAGTAAT-1
+GTTCATTGTAGAAACT-1
+GTTCATTTCATGGTCG-1
+GTTCATTTCGTGCGAT-1
+GTTCCGTGTAGAGTGC-1
+GTTCCGTGTCCCTATC-1
+GTTCCGTGTGCACGAA-1
+GTTCCGTGTGGCGAAT-1
+GTTCCGTTCTGTTGTC-1
+GTTCGCTAGTACTTCA-1
+GTTCGCTCATTCGACA-1
+GTTCGCTGTATTTCCT-1
+GTTCGCTGTCACACGC-1
+GTTCGCTTCACCTTTG-1
+GTTCGCTTCCAGTAAT-1
+GTTCGCTTCGCTCAAG-1
+GTTCGCTTCGTCTACT-1
+GTTCGCTTCTAGGATT-1
+GTTCTATCAGCAATAA-1
+GTTCTATTCCTAAGTA-1
+GTTGAACAGAGATGCT-1
+GTTGAACAGGATAACC-1
+GTTGAACCACAGGTGA-1
+GTTGAACCACGATGCC-1
+GTTGAACGTACACGAG-1
+GTTGAACTCAATTTGG-1
+GTTGAACTCGGCAACT-1
+GTTGCGGAGATTTACC-1
+GTTGCGGAGCAAGCAT-1
+GTTGCGGAGCCTTCCC-1
+GTTGCGGAGTAGTGTG-1
+GTTGCGGCAGAGACGT-1
+GTTGCGGGTATGAACA-1
+GTTGCGGTCCAGGCAT-1
+GTTGCGGTCCTACTAC-1
+GTTGCGGTCTTACGGG-1
+GTTGCTCCAGCCGAAA-1
+GTTGCTCGTGAGGCAT-1
+GTTGTAGAGCCTCGAT-1
+GTTGTAGCACCGGATC-1
+GTTGTAGGTGGTGGAT-1
+GTTGTAGTCCGTCGAA-1
+GTTGTCCAGCAAATGC-1
+GTTGTCCAGGCTGCGA-1
+GTTGTCCGTAATCGGG-1
+GTTGTCCGTGAGTTCT-1
+GTTGTCCGTGGATTCT-1
+GTTGTCCGTGTCAGTT-1
+GTTGTCCTCAAGATAG-1
+GTTGTCCTCCATCCCG-1
+GTTGTCCTCGAGATAG-1
+GTTGTGAAGCGCACTT-1
+GTTGTGACACGAACGA-1
+GTTGTGACAGCCCAGT-1
+GTTGTGACATGGTAGG-1
+GTTGTGAGTTCAACCA-1
+GTTGTGATCACTGGGT-1
+GTTGTGATCCGTCTCG-1
+GTTTACTAGGCAGTTA-1
+GTTTACTCAAACTTCG-1
+GTTTACTCAACTCGTA-1
+GTTTACTCACCCGCAA-1
+GTTTACTCATTACGAC-1
+GTTTACTTCCCGTTGC-1
+GTTTACTTCCTAGATA-1
+GTTTGGAAGAAGGACG-1
+GTTTGGAAGAGATGCT-1
+GTTTGGACAATCGATC-1
+GTTTGGACACGAGCAA-1
+GTTTGGAGTATACAGA-1
+GTTTGGAGTGAAGCTG-1
+GTTTGGAGTGGGAGAG-1
+GTTTGGAGTTTGGGAG-1
+TAACACGCAACCAGAG-1
+TAACACGGTAGTTCCA-1
+TAACACGGTCATATCG-1
+TAACACGTCGGTGAAA-1
+TAACCAGGTATCGTCA-1
+TAACCAGTCAAGAGCA-1
+TAACGACAGATTCACT-1
+TAACGACAGTTTCTAG-1
+TAACGACGTGATCACT-1
+TAACGACTCACGCATG-1
+TAACTTCAGAGACATC-1
+TAACTTCAGGCAAGAG-1
+TAACTTCCAACAGGTG-1
+TAACTTCGTAGTGCAG-1
+TAACTTCGTATGGCCC-1
+TAACTTCTCGGACTGT-1
+TAAGCACAGCGAAGGA-1
+TAAGCACCAGGGATTG-1
+TAAGCACGTACATCGT-1
+TAAGCACGTAGACGAC-1
+TAAGCACGTCACGGAA-1
+TAAGCACGTGACAAAT-1
+TAAGCACGTTCGGTTA-1
+TAAGCACGTTGTCGTA-1
+TAAGCACTCCGCCTCA-1
+TAAGCACTCGCTGTAG-1
+TAAGCACTCTGTACCT-1
+TAAGCCAAGCGATAAC-1
+TAAGCCACAACCTTCC-1
+TAAGCCAGTACACTAC-1
+TAAGCCAGTACAGGTG-1
+TAAGCCATCCTCCGAC-1
+TAAGCGTAGATGGCCG-1
+TAAGCGTCAGATGGCA-1
+TAAGCGTGTAGAGGTC-1
+TAAGCGTGTTGCAGCC-1
+TAAGCGTTCGCTTAGG-1
+TAAGCGTTCTCGCTAT-1
+TAAGTCGAGACCTGTC-1
+TAAGTCGCAACCTATG-1
+TAAGTCGCACAAAGCG-1
+TAAGTCGCACGTCTCT-1
+TAAGTCGGTTCACAGT-1
+TAAGTCGGTTTCAGGT-1
+TAAGTCGTCAAATTGC-1
+TAAGTCGTCAAGTCTA-1
+TAAGTCGTCCCAAGCA-1
+TAAGTCGTCGCTCTCG-1
+TAAGTCGTCGTTAAAC-1
+TAATCTCAGAGGAAGC-1
+TAATCTCAGCATCACC-1
+TAATCTCAGCCATAGA-1
+TAATCTCAGCCGAAAT-1
+TAATCTCAGTGAGCAT-1
+TAATCTCCACTTACTT-1
+TAATCTCGTGCCCAGT-1
+TAATCTCTCCTCCCTT-1
+TAATTCCAGAGCTTCC-1
+TAATTCCAGCTGGGTG-1
+TAATTCCCAGCAATGG-1
+TAATTCCGTGAGCCCT-1
+TAATTCCTCAATTTGG-1
+TAATTCCTCCTCGTGC-1
+TAATTCCTCGTTGGTG-1
+TAATTCCTCTTAGAAC-1
+TACAACGAGCGTTGAA-1
+TACAACGAGGATCCCT-1
+TACAACGAGTCATTTG-1
+TACAACGAGTCCAAGA-1
+TACAACGTCGATTACA-1
+TACAACGTCTAAACTG-1
+TACACCCAGCCATGGG-1
+TACACCCAGTGACAGT-1
+TACACCCGTGCATTGT-1
+TACACCCTCGCAGGGA-1
+TACACCCTCTCGCCAC-1
+TACAGGTAGAAGCCAT-1
+TACAGGTAGCATCTCG-1
+TACAGGTAGCGAGATT-1
+TACAGGTAGCGTGCGA-1
+TACAGGTCAATGCGTT-1
+TACAGGTCAGAGGCAT-1
+TACAGGTGTGACCGCT-1
+TACAGGTTCCCGGATA-1
+TACAGGTTCGCATCGA-1
+TACAGGTTCTGTCATC-1
+TACATTCGTAACTAAG-1
+TACATTCGTAGACCTT-1
+TACATTCGTTCATCTT-1
+TACATTCTCACCGTTT-1
+TACATTCTCCTAAATG-1
+TACCCACAGACGAGGA-1
+TACCCACAGGGCTCTT-1
+TACCCACAGTCGTGAA-1
+TACCCACCAGGCCTCA-1
+TACCCACCATCCACGG-1
+TACCCACGTCGGTGCT-1
+TACCCACGTGCGAACA-1
+TACCCACGTTACCATG-1
+TACCCGTAGAAGAGGC-1
+TACCCGTCAATAGCTC-1
+TACCCGTCATCAGCGC-1
+TACCCGTGTAGGCTTT-1
+TACCCGTTCACGACTG-1
+TACCGAAAGCTAGAGT-1
+TACCGAAAGGAAGCAG-1
+TACCGAAAGGCGTGCA-1
+TACCGAACAACTAAGA-1
+TACCGAACAATCGAGG-1
+TACCGAACACTAGGCC-1
+TACCGAACAGTAAACA-1
+TACCGAACAGTGTGTT-1
+TACCGAAGTGTCCCGA-1
+TACCGAATCAAGCCTG-1
+TACCGAATCCAGCGAT-1
+TACCGAATCCCTTTGA-1
+TACCGAATCGAAACGA-1
+TACCGAATCGATACAT-1
+TACCGAATCGTAGACC-1
+TACCGAATCTACGAGC-1
+TACCGGGAGAACCTTT-1
+TACCGGGAGCCAATAG-1
+TACCGGGAGGCTGACG-1
+TACCGGGAGTCTGAGA-1
+TACCGGGCACGGAAAC-1
+TACCGGGGTAATGGTA-1
+TACCGGGGTCCCTAGG-1
+TACCTCGAGCTAACAG-1
+TACCTCGCAAGGTCAG-1
+TACCTCGCACAGGTGA-1
+TACCTCGCAGGGCTCT-1
+TACCTCGCAGTCATCA-1
+TACCTCGTCCGGTAAC-1
+TACCTGCAGAAGAGTA-1
+TACCTGCAGGTGCACG-1
+TACCTGCAGTTCGGAA-1
+TACCTGCGTATAGTAG-1
+TACCTGCTCGTACATA-1
+TACGCTCAGGATACTG-1
+TACGCTCAGTTCCCAG-1
+TACGCTCCATTGATCG-1
+TACGCTCGTCTTGGCG-1
+TACGCTCTCTTTGAGA-1
+TACGGGCAGCTCTAGC-1
+TACGGGCAGCTGATAG-1
+TACGGGCAGTGTAAGC-1
+TACGGGCCAAGGTGCA-1
+TACGGGCCACCCTGTT-1
+TACGGGCCATCGGCTG-1
+TACGGGCGTCGAAAGC-1
+TACGGGCGTCGTAACT-1
+TACGGGCGTGAGTAAT-1
+TACGGGCGTGGCGATA-1
+TACGGGCGTTGGAGAC-1
+TACGGGCTCAAAGCGA-1
+TACGGGCTCGTTGTTC-1
+TACGGTAAGAGCTGAT-1
+TACGGTAAGCAACTAG-1
+TACGGTAAGCGCTGTT-1
+TACGGTAAGTCTATGT-1
+TACGGTAAGTTCGATT-1
+TACGGTACAAGAATGT-1
+TACGGTACAAGTCACT-1
+TACGGTACAATCCCTC-1
+TACGGTACATCGGTCG-1
+TACGGTAGTCAAGCCC-1
+TACGGTATCAGCCCAA-1
+TACGGTATCCCTGTGC-1
+TACGGTATCGAGACCT-1
+TACGGTATCTCTGGAG-1
+TACGTCCAGTGATTCT-1
+TACGTCCCAAACGGTG-1
+TACGTCCCACTAGTGT-1
+TACGTCCGTAGTCATC-1
+TACGTCCGTCAAAGTA-1
+TACGTCCGTGTAGTGG-1
+TACGTCCTCACTCTAC-1
+TACGTCCTCCATCGAG-1
+TACTGCCAGGAAACAA-1
+TACTGCCCAACAAACA-1
+TACTGCCCAAGCGCCT-1
+TACTGCCGTACTGAAA-1
+TACTGCCTCACAGTCG-1
+TACTTACAGGTCAGAT-1
+TACTTACCACAAACGG-1
+TACTTACCACGAACAG-1
+TACTTACGTGAGTTCT-1
+TACTTACGTGCACCCA-1
+TACTTACTCCACTCAT-1
+TACTTACTCTAGTCTC-1
+TACTTCACACCGGATC-1
+TACTTCACAGCAACGA-1
+TACTTCACAGTGTCGC-1
+TACTTCAGTACGGGTA-1
+TACTTCAGTAGTCGTT-1
+TACTTCAGTTCGCCTT-1
+TACTTGTAGATTTGGG-1
+TACTTGTAGCCAATAG-1
+TACTTGTAGTCGCTTG-1
+TACTTGTGTACCAGAG-1
+TACTTGTGTAGCGCTC-1
+TACTTGTTCACCAAAT-1
+TACTTGTTCCATGATA-1
+TACTTGTTCGGCAGGA-1
+TAGACCAAGCGGTAGC-1
+TAGACCAGTAGCGGAT-1
+TAGACCAGTCCAGACC-1
+TAGACCAGTCCCTCTA-1
+TAGACCAGTGCTGCCA-1
+TAGACCAGTTAATGCC-1
+TAGACCATCTGAGGTC-1
+TAGACTGCAAAGCTCT-1
+TAGACTGCAGCCAAGA-1
+TAGACTGGTCTCAGAT-1
+TAGACTGGTGCGCTTG-1
+TAGACTGGTTCTTTCA-1
+TAGACTGTCCATTGAA-1
+TAGAGTCAGATTGTGG-1
+TAGAGTCAGGCGTGAC-1
+TAGAGTCAGTGCTAGA-1
+TAGAGTCAGTTCACGC-1
+TAGAGTCCACTTGAGT-1
+TAGAGTCCAGACCGAA-1
+TAGAGTCTCATGTTAG-1
+TAGAGTCTCGACAGTC-1
+TAGAGTCTCGTAAGTT-1
+TAGAGTCTCTACAGCG-1
+TAGAGTCTCTTGCATC-1
+TAGATCGAGAGCATTG-1
+TAGATCGAGCTAGAGT-1
+TAGATCGAGGCCCAGA-1
+TAGATCGCAAAGCAAT-1
+TAGATCGCAATGCAAA-1
+TAGATCGCATCAGGTT-1
+TAGATCGGTACAGAGC-1
+TAGATCGGTAGAGAGA-1
+TAGATCGGTGACACCC-1
+TAGATCGGTGCAGACA-1
+TAGATCGGTTAGGCGA-1
+TAGATCGTCCCAAGCA-1
+TAGATCGTCCTGGAGT-1
+TAGATCGTCTTTCGAC-1
+TAGCACAAGAAGGAGC-1
+TAGCACAAGCTTATCA-1
+TAGCACAAGGGACTTA-1
+TAGCACACAGACTGAG-1
+TAGCACACATCGTGCG-1
+TAGCACATCCCAACCC-1
+TAGGAGGAGCGCTAGG-1
+TAGGAGGAGCTACCGT-1
+TAGGAGGAGTCATGCC-1
+TAGGAGGCAAGTCCTA-1
+TAGGAGGGTCAGCCAC-1
+TAGGAGGGTGGTGTTT-1
+TAGGAGGTCAAGGTAG-1
+TAGGAGGTCCACTCTA-1
+TAGGAGGTCCCACCGT-1
+TAGGGTTAGAGCAATC-1
+TAGGGTTCATCTTAGG-1
+TAGGGTTGTACCAATC-1
+TAGGGTTTCATAGCTA-1
+TAGGGTTTCGAAGAAC-1
+TAGGGTTTCTGTTGAA-1
+TAGGTACAGACCATGA-1
+TAGGTACAGTCTCAAT-1
+TAGGTACCAACGGCAA-1
+TAGGTACTCACCACGA-1
+TAGGTTGAGCAACCAA-1
+TAGGTTGAGGAGCACC-1
+TAGGTTGAGGTTCGCT-1
+TAGGTTGTCCGATTCT-1
+TAGGTTGTCTCACACT-1
+TAGTGCAAGCGGTAAT-1
+TAGTGCAAGGTGGCGT-1
+TAGTGCACACACCACG-1
+TAGTGCACAGATTAGA-1
+TAGTGCACATAAAGTG-1
+TAGTGCAGTATTGCGT-1
+TAGTGCAGTGCAGACA-1
+TAGTGCAGTTAGGTAA-1
+TAGTGCAGTTCCGGCA-1
+TAGTGCAGTTTCAGCA-1
+TAGTGCAGTTTGTACG-1
+TAGTGCATCCAATTCC-1
+TATACCTCAAGGAGTC-1
+TATACCTGTATCTCTT-1
+TATACCTGTTACTTTC-1
+TATACCTGTTTAGGCT-1
+TATACCTTCATGCGAC-1
+TATACCTTCGAAGTCC-1
+TATACCTTCGTGCGAT-1
+TATACCTTCTAGAATC-1
+TATATCCAGGGTCTGG-1
+TATATCCAGTTGGATG-1
+TATATCCCATAGGGTG-1
+TATATCCCATATTCCT-1
+TATATCCGTGCGGATA-1
+TATATCCTCCTAATCC-1
+TATCAGGAGTCGTCGT-1
+TATCAGGAGTGCATGA-1
+TATCAGGCAAGCGCTC-1
+TATCAGGCAAGCTTTG-1
+TATCAGGCACAATGGG-1
+TATCAGGGTAGTGATA-1
+TATCAGGTCCGTCTCG-1
+TATCAGGTCGATATGT-1
+TATCAGGTCTCATGCT-1
+TATCCTAAGAACGTGT-1
+TATCCTACAACGCTTA-1
+TATCCTACAGGATACG-1
+TATCGCCCACCATAGT-1
+TATCGCCCAGTGATGG-1
+TATCGCCCATAGAGTA-1
+TATCGCCCATCGGGTC-1
+TATCGCCGTGGACAGT-1
+TATCGCCGTTACTTTC-1
+TATCTGTAGGTAACCA-1
+TATCTGTCAACTCCCT-1
+TATCTGTCAAGTTCCA-1
+TATCTGTCATGCTGAT-1
+TATCTTGGTAAGCGTG-1
+TATCTTGGTGCTACCG-1
+TATCTTGGTTAACGGG-1
+TATCTTGTCTTCCAGT-1
+TATGTTCCAAACATCC-1
+TATGTTCCAACAGCGA-1
+TATGTTCCACAAACGG-1
+TATGTTCGTCCTTTGC-1
+TATGTTCGTTAATCCG-1
+TATGTTCTCACTCATC-1
+TATGTTCTCCCAGTAG-1
+TATGTTCTCGATTACA-1
+TATTCCAAGACTCGAA-1
+TATTCCAGTACCCTCT-1
+TATTCCATCGAAAGAC-1
+TATTGCTAGCCTTTGG-1
+TATTGCTAGGGCTCTT-1
+TATTGCTAGTCGCTCA-1
+TATTGCTCACTAGGTT-1
+TATTGCTCAGCCAAGA-1
+TATTGCTGTCGCCACA-1
+TATTGCTGTCGTCGGT-1
+TATTGCTGTGCCTACG-1
+TATTGCTGTTTACTCT-1
+TATTGCTTCGATCACG-1
+TATTGCTTCTATTGCC-1
+TATTGCTTCTGCAGGT-1
+TATTGGGAGCTCAGGG-1
+TATTGGGCACAACGCC-1
+TATTGGGCATTCCATT-1
+TATTGGGGTCCAGTTA-1
+TATTGGGGTCTGAGTT-1
+TATTGGGGTGCTGAAG-1
+TATTGGGTCATGATTG-1
+TATTGGGTCTATAGGT-1
+TATTGGGTCTCGCCCA-1
+TATTTCGAGTGTTCAT-1
+TATTTCGCAAGCGCCT-1
+TATTTCGCACAGTTTG-1
+TATTTCGCACCACACG-1
+TATTTCGGTGAGGTAC-1
+TATTTCGTCGTGCTGA-1
+TCAAGACAGAAGGACG-1
+TCAAGACAGCGTAATG-1
+TCAAGACAGTACAGGT-1
+TCAAGACCAAACCAGG-1
+TCAAGACCAAGGTACG-1
+TCAAGACGTCGACAGA-1
+TCAAGACGTCTCCTGT-1
+TCAAGACGTCTTGAAC-1
+TCAAGACGTTGAAAGT-1
+TCAAGACTCCAAGCCA-1
+TCAAGACTCCACTGGA-1
+TCAAGCACAAGTACGG-1
+TCAAGCACACAAATCC-1
+TCAAGCACACTTTCTA-1
+TCAAGCACATGCCATA-1
+TCAAGCATCAACCCGA-1
+TCAAGCATCACCAACG-1
+TCAAGCATCACTCAAA-1
+TCAAGTGAGAAGGAGC-1
+TCAAGTGAGTGAGAAA-1
+TCAAGTGCACCGGATC-1
+TCAAGTGCACCTCCTA-1
+TCAAGTGGTAACGAGC-1
+TCAAGTGGTAACGTGG-1
+TCAATCTAGAAGTTGC-1
+TCAATCTAGCAGCAAT-1
+TCAATCTAGGGTTGTA-1
+TCAATCTAGTAAACGC-1
+TCAATCTAGTCAACGA-1
+TCAATCTAGTTGGCTC-1
+TCAATCTCAAGTTCCA-1
+TCAATCTCACCAGAAG-1
+TCAATCTCACTGTGGC-1
+TCAATCTGTATGGGTG-1
+TCAATCTGTGCATTGT-1
+TCAATTCAGCGCACGA-1
+TCAATTCAGGGATTAC-1
+TCAATTCAGTACACAG-1
+TCAATTCGTCCTGTCT-1
+TCAATTCGTGTATGAA-1
+TCAATTCGTTGGCACC-1
+TCAATTCTCAGCAGAA-1
+TCACAAGCAACCATAC-1
+TCACAAGCATCAGTAC-1
+TCACAAGGTCCTCTAC-1
+TCACAAGGTGCTCTGG-1
+TCACAAGGTTCCGGTG-1
+TCACAAGTCCTGGCTC-1
+TCACACCAGGGTGAAG-1
+TCACACCCAATCGTGT-1
+TCACACCCACGCATCG-1
+TCACACCCATGTTGCA-1
+TCACACCGTTCCTTCG-1
+TCACATTAGGCAATTG-1
+TCACATTAGGTAGCTA-1
+TCACATTCACCAGCCA-1
+TCACATTCACGCCACA-1
+TCACATTCAGCCTACG-1
+TCACATTCATTACGAC-1
+TCACATTGTAGAGTAT-1
+TCACATTTCCACCGAA-1
+TCACATTTCGTGGCTA-1
+TCACATTTCTAGGTTA-1
+TCACGCTAGACTTATC-1
+TCACGCTAGATTCGGA-1
+TCACGCTAGTTTGCTA-1
+TCACGCTCAACGATCT-1
+TCACGCTCACCACTTC-1
+TCACGCTGTGCGGTTC-1
+TCACGCTGTGTCAGCC-1
+TCACGCTTCCTAGAGC-1
+TCACGCTTCGAGTCTG-1
+TCACGGGAGTCTGAGA-1
+TCACGGGCAACGAGTG-1
+TCACGGGCACTTCGAA-1
+TCACGGGCAGCGCTCA-1
+TCACGGGCATCGCGTG-1
+TCACGGGGTGCAGAAC-1
+TCACGGGGTTGAATAG-1
+TCACGGGGTTTGAGCT-1
+TCACGGGTCCGTTCCG-1
+TCACGGGTCTTTGGCT-1
+TCACTATAGGCCGATG-1
+TCACTATCACTTCTAT-1
+TCACTATGTAAGAACT-1
+TCACTATGTCGCGTGT-1
+TCACTATGTGAGAATT-1
+TCACTATGTTCGAACT-1
+TCACTATTCACATATG-1
+TCACTATTCGCTCACC-1
+TCACTCGAGAACCTCC-1
+TCACTCGAGTCGCAGG-1
+TCACTCGAGTCGTGAA-1
+TCACTCGAGTGGACCG-1
+TCACTCGCACTCAGAT-1
+TCACTCGCATCTCGCT-1
+TCACTCGGTCTGGCGT-1
+TCACTCGGTCTGTGAT-1
+TCACTCGTCCGTCAGA-1
+TCACTCGTCGTCTACT-1
+TCACTCGTCTCAATCC-1
+TCAGCAAAGGCCAGAC-1
+TCAGCAAAGTCAGAAC-1
+TCAGCAAAGTCTCAAT-1
+TCAGCAACATTCGATG-1
+TCAGCAAGTAGAATGT-1
+TCAGCAAGTATGAAAC-1
+TCAGCAAGTCCCAATA-1
+TCAGCAAGTGAGGACT-1
+TCAGCAATCTAGCCAG-1
+TCAGCCTCAACCTGTA-1
+TCAGCCTCAGTTCCAA-1
+TCAGCCTGTCGACGCT-1
+TCAGCCTTCATCACCT-1
+TCAGCCTTCCCATATC-1
+TCAGGGCAGCCGTAAA-1
+TCAGGGCAGTGCTAGA-1
+TCAGGGCGTCGCGCTA-1
+TCAGGGCGTTGACGTT-1
+TCAGGGCGTTTGACAC-1
+TCAGGGCTCACGCAGT-1
+TCAGGTAAGCCTCTTT-1
+TCAGGTAAGGGCAGTC-1
+TCAGGTACAAACAGGC-1
+TCAGGTACACCTCATC-1
+TCAGGTACACTCTCTG-1
+TCAGGTATCGCCTTGC-1
+TCAGGTATCTCTCGTA-1
+TCAGTCCAGACACGAT-1
+TCAGTCCCACTTGTCC-1
+TCAGTCCGTATGTGGG-1
+TCAGTCCGTCAGTGAG-1
+TCAGTCCTCAGCCCAA-1
+TCAGTCCTCTTCCGGC-1
+TCAGTGAAGCCATTTA-1
+TCAGTGAAGGGTAACT-1
+TCAGTGAAGTACGCAA-1
+TCAGTGACAATTGGCT-1
+TCAGTGACACAACATC-1
+TCAGTGACATTCCAAG-1
+TCAGTGAGTCCCATAA-1
+TCAGTGAGTTGATGCT-1
+TCAGTGAGTTTGACTG-1
+TCAGTGATCCTCATAC-1
+TCAGTGATCTAATCCC-1
+TCAGTTTGTCATATGC-1
+TCAGTTTGTGAGTCAG-1
+TCAGTTTGTTACCGTA-1
+TCATACTAGAGTGTCA-1
+TCATACTAGTATTGTC-1
+TCATACTGTCACGTGC-1
+TCATACTTCCATTTCG-1
+TCATATCCAGCGTTTA-1
+TCATATCCATACCCTC-1
+TCATATCGTAACTGCT-1
+TCATATCGTCACACGC-1
+TCATATCTCATGCAGC-1
+TCATATCTCCTCGTGC-1
+TCATCATAGCGCGAGT-1
+TCATCATCAAGTCACT-1
+TCATCATCAGAGTTTC-1
+TCATCATTCACGCTCC-1
+TCATCATTCCTGTGCC-1
+TCATCATTCGGCAGAG-1
+TCATCCGAGAAGTCTG-1
+TCATCCGAGTCTCTAA-1
+TCATCCGCAACAAGTA-1
+TCATCCGGTAGTGGGT-1
+TCATCCGTCCATCTTG-1
+TCATCCGTCCTGGTGA-1
+TCATCCGTCGTTGAGC-1
+TCATGAGCACATCAGT-1
+TCATGAGCAGTCATCA-1
+TCATGAGGTACGACTT-1
+TCATGAGGTGGGTCTC-1
+TCATGAGGTTGACGAG-1
+TCATGAGTCCTCCCTT-1
+TCATGAGTCGCAGGTT-1
+TCATGCCCAAGAGCTG-1
+TCATGCCCAGGCTTGC-1
+TCATGCCCATACGCCG-1
+TCATGCCGTCTGCTTC-1
+TCATGCCGTGGGAATC-1
+TCATGCCTCGCTTAAA-1
+TCATGGAAGTTACCAT-1
+TCATGGACAACCAATC-1
+TCATGGACAAGACACG-1
+TCATGGACAGGCTTAT-1
+TCATGGACAGTAGCAG-1
+TCATGGACATAAGACA-1
+TCATGGACATCGTAAC-1
+TCATGGAGTATGCAGG-1
+TCATGGAGTCTAACGT-1
+TCATGGAGTGATAAAC-1
+TCATGGAGTTAGAAAC-1
+TCATGGATCATACTGA-1
+TCATGGATCCGAGAAA-1
+TCATGTTAGTCGACCT-1
+TCATGTTCACTTCATT-1
+TCATGTTCAGGGACAT-1
+TCATGTTGTCGCGTGT-1
+TCATGTTGTGTCTGGC-1
+TCATGTTGTTCGGAGA-1
+TCATGTTTCTGAACAT-1
+TCATTACCAAACAAGT-1
+TCATTACCAAGCGATG-1
+TCATTACCACGTGCCA-1
+TCATTACCATCGTACA-1
+TCATTACGTTTGCTGA-1
+TCATTACTCACATAGT-1
+TCATTACTCCCGCACT-1
+TCATTCACACGAACGA-1
+TCATTCACATGGGTAG-1
+TCATTCAGTCCTGATA-1
+TCATTCATCGAACGAA-1
+TCATTGTAGAAACGTC-1
+TCATTGTAGATTGTTC-1
+TCATTGTAGTCCAAGA-1
+TCATTGTCATGCCTAA-1
+TCATTGTGTCATACGT-1
+TCATTGTGTGTATGAA-1
+TCATTGTTCTCTAGCT-1
+TCATTTGAGACTACGA-1
+TCATTTGAGCAGTTCC-1
+TCATTTGCACGAGCAA-1
+TCATTTGCACTTCCGT-1
+TCATTTGCATGAAGTA-1
+TCATTTGGTGCCTTCT-1
+TCATTTGTCAGAGCCT-1
+TCCACCACACCGGTGT-1
+TCCACCACACCTGTCT-1
+TCCACCACAGTATCCA-1
+TCCACCACATCAGCTA-1
+TCCACCACATGCGGCT-1
+TCCACCAGTATTGCTG-1
+TCCACGTAGACTTGGA-1
+TCCACGTAGCCGATCT-1
+TCCACGTCACACGCTG-1
+TCCACGTCAGCCTATA-1
+TCCACGTCAGCTCTCT-1
+TCCACGTCATAAGGAT-1
+TCCACGTCATTATGCG-1
+TCCACGTGTCAGCGCT-1
+TCCACGTTCCGTTCCG-1
+TCCACGTTCTGGCAGT-1
+TCCAGAAAGTGAGCAT-1
+TCCAGAACATTCGCTC-1
+TCCAGAAGTACCGACC-1
+TCCAGAAGTTCACAGT-1
+TCCAGAAGTTTAAGCC-1
+TCCATCGAGGTTACCC-1
+TCCATCGCAAATGTGA-1
+TCCATCGCAAGTACGG-1
+TCCATCGCATCAATCG-1
+TCCATCGCATGGAGAC-1
+TCCATCGCATGGCTAT-1
+TCCATCGGTATTGTGC-1
+TCCATCGGTCAAAGCG-1
+TCCATCGGTGAGTCAG-1
+TCCATCGGTTCAGCGC-1
+TCCATCGTCCAGGCAT-1
+TCCATCGTCTGGACTG-1
+TCCATGCAGATTTGGG-1
+TCCATGCAGCGTGTCT-1
+TCCATGCCACAACACT-1
+TCCATGCCACGGAACA-1
+TCCATGCCAGCCTTTC-1
+TCCATGCGTAAGCAAT-1
+TCCATGCGTAAGGTTA-1
+TCCATGCGTTCCTAAG-1
+TCCATGCGTTGTGCTA-1
+TCCATGCTCAAACTCA-1
+TCCATGCTCGCCATAG-1
+TCCCACAAGAAGGTGG-1
+TCCCACAAGGAACATT-1
+TCCCACAAGGAACCAT-1
+TCCCACACAAGCACGA-1
+TCCCACACAATACCTG-1
+TCCCACACATATCTGG-1
+TCCCACACATGGCTAT-1
+TCCCACAGTCACAGCC-1
+TCCCACAGTCAGCCTG-1
+TCCCACAGTGCGGTCT-1
+TCCCACAGTTCATCTT-1
+TCCCAGTAGACGTAGT-1
+TCCCAGTAGAGACCTA-1
+TCCCAGTCACACTTAG-1
+TCCCAGTCAGTGTCGC-1
+TCCCAGTCATCTCGCT-1
+TCCCAGTGTGTAGTTC-1
+TCCCAGTTCGATTTGA-1
+TCCCAGTTCGCAGGGA-1
+TCCCAGTTCTCATCGT-1
+TCCCATGAGACCACAA-1
+TCCCATGAGACCTTGC-1
+TCCCATGCAAGCTAAA-1
+TCCCATGCACGAGATG-1
+TCCCATGCATGCCAAT-1
+TCCCATGGTCTTGAGT-1
+TCCCATGGTGAACTTC-1
+TCCCATGTCACGCTCC-1
+TCCCATGTCCTAGTTC-1
+TCCGAAAAGGACGACC-1
+TCCGAAAAGTCTGCCA-1
+TCCGAAACAGGTCTCG-1
+TCCGAAAGTAGTGGTG-1
+TCCGAAATCGGAGTGG-1
+TCCGATCAGCCATAGA-1
+TCCGATCAGGAAGCCC-1
+TCCGATCAGGGTGAAG-1
+TCCGATCCAATGAGCG-1
+TCCGATCCACGTGCCA-1
+TCCGATCCATATCTGG-1
+TCCGATCGTACCACAT-1
+TCCGGGACAACCGGCT-1
+TCCGGGAGTCGGGTAA-1
+TCCGGGATCCGAAACC-1
+TCCGTGTAGCCAAGTA-1
+TCCGTGTAGTCAACGA-1
+TCCGTGTAGTCCTGCA-1
+TCCGTGTAGTTAGGAC-1
+TCCGTGTCAGTATTGC-1
+TCCGTGTGTCCAAAGG-1
+TCCGTGTTCACATGCG-1
+TCCGTGTTCCCAAGGT-1
+TCCGTGTTCGTTCAGG-1
+TCCTAATAGAAGCTTG-1
+TCCTAATCAGGTCCCA-1
+TCCTAATCAGTCGATT-1
+TCCTAATGTACGACAG-1
+TCCTCCCCACGCAACC-1
+TCCTCCCCAGTCCTAA-1
+TCCTCCCCATCAAGGG-1
+TCCTCCCGTGACAAAT-1
+TCCTCCCGTGCAATTC-1
+TCCTCCCTCAGGATCC-1
+TCCTCGAAGAGGACGA-1
+TCCTCGACAATGTGTC-1
+TCCTCGACATAGTCGT-1
+TCCTCGAGTAATACGA-1
+TCCTCGAGTTGCCGGT-1
+TCCTCGATCAATGTTG-1
+TCCTCTTAGCACAGCG-1
+TCCTCTTCAGGCTGAA-1
+TCCTCTTGTGGTTCGC-1
+TCCTCTTGTTGGGAAC-1
+TCCTCTTTCCGAGTCA-1
+TCCTGCAAGATCACCC-1
+TCCTGCAAGATCTGTT-1
+TCCTGCAAGCTACGGG-1
+TCCTGCAAGCTCATAT-1
+TCCTGCAAGGCTATTT-1
+TCCTGCAAGGGAATTC-1
+TCCTGCAAGTCTCTAA-1
+TCCTGCACAAGGACTG-1
+TCCTGCACACACGACC-1
+TCCTGCACAGACCTGC-1
+TCCTGCAGTCAAGTGG-1
+TCCTGCATCTCACACT-1
+TCCTTCTAGGTTATCT-1
+TCCTTCTAGTAGTTCT-1
+TCCTTCTAGTCGTGAA-1
+TCCTTCTCAAAGATAC-1
+TCCTTCTCACATCCCT-1
+TCCTTCTCACGCAGTC-1
+TCCTTCTGTGAAGCGT-1
+TCCTTCTGTTAGCTGT-1
+TCCTTCTTCTCTAGAA-1
+TCCTTCTTCTGGCCTC-1
+TCCTTCTTCTTCCGGC-1
+TCCTTTCCAAGCACAG-1
+TCCTTTCCAGGGATTG-1
+TCCTTTCGTACCACGC-1
+TCCTTTCGTTCGATAC-1
+TCCTTTCTCAAGCTGC-1
+TCGAACAAGGGTAGGA-1
+TCGAACACAGATAGAT-1
+TCGAACACAGCATGAG-1
+TCGAACACATGCAAGG-1
+TCGAACAGTAGTGGGT-1
+TCGAACAGTATCCAGT-1
+TCGAACAGTGGCACTC-1
+TCGAACAGTGTTAGAA-1
+TCGAACATCCGGTAGT-1
+TCGAACATCGAGAGTA-1
+TCGAAGTAGCGATAGT-1
+TCGAAGTCACAGACGA-1
+TCGAAGTCACTTACAG-1
+TCGAAGTCAGTTCGAT-1
+TCGAAGTGTCCACTGG-1
+TCGAAGTGTCCCTAGG-1
+TCGAAGTTCAACGTGC-1
+TCGAAGTTCATTAGCA-1
+TCGAAGTTCCAAATGT-1
+TCGACCTAGGCCTAGG-1
+TCGACCTCAATTGAGA-1
+TCGACCTCACCAGTTA-1
+TCGACCTCATGCTCAA-1
+TCGACCTGTACGTAAA-1
+TCGACCTGTTGAAAGT-1
+TCGACCTTCCAGATAT-1
+TCGACCTTCGGTATAT-1
+TCGACCTTCTGCCTCG-1
+TCGACGGAGATTTGCT-1
+TCGACGGCACTAGTGT-1
+TCGACGGGTAGCACCC-1
+TCGACGGGTCGTACAT-1
+TCGACGGGTGAACTAA-1
+TCGACGGTCGTTACAA-1
+TCGACGGTCTACTCGT-1
+TCGATTTAGACTCTTA-1
+TCGATTTAGAGGACGA-1
+TCGATTTCAGTATTCG-1
+TCGATTTGTATTGTGC-1
+TCGATTTGTCCAGACC-1
+TCGCACTAGCGTACGG-1
+TCGCACTAGCTCAGGG-1
+TCGCACTAGGACCATA-1
+TCGCACTAGGCGTGCA-1
+TCGCACTCAAAGTTGA-1
+TCGCACTCAACCGGAA-1
+TCGCACTCACGCGTCA-1
+TCGCACTCACGTCATA-1
+TCGCACTCACGTTTCC-1
+TCGCACTCAGATTAGA-1
+TCGCACTCATCGTTCC-1
+TCGCACTCATTGATCG-1
+TCGCACTGTACACGAG-1
+TCGCACTGTAGAAATC-1
+TCGCACTGTGACATCT-1
+TCGCACTGTTGTGACT-1
+TCGCAGGAGAGAGCGA-1
+TCGCAGGAGCTACACC-1
+TCGCAGGCAGATTAGA-1
+TCGCAGGGTGCGTACC-1
+TCGCAGGGTGCGTAGA-1
+TCGCAGGTCCTATCTG-1
+TCGCTCACAGGACCTC-1
+TCGCTCATCTTGGAAT-1
+TCGCTTGAGTGTGCAA-1
+TCGCTTGCAACTGTTG-1
+TCGGATAAGTGGCCTT-1
+TCGGATACAACTCGCG-1
+TCGGATACAAGCTGAG-1
+TCGGATACAGTCTTAG-1
+TCGGATATCACAAGCC-1
+TCGGATATCTACCATC-1
+TCGGGACAGTCTCTTC-1
+TCGGGACCAGTTCCTC-1
+TCGGGACGTAGGGCAT-1
+TCGGGACTCACGTCGA-1
+TCGGGACTCAGGCTGT-1
+TCGGGACTCCAGGGAG-1
+TCGGGCAAGAAATGAG-1
+TCGGGCAAGAAATGGG-1
+TCGGGCAAGAACCCGG-1
+TCGGGCAAGCCTATTA-1
+TCGGGCAAGCGACATA-1
+TCGGGCAAGCGTAGTA-1
+TCGGGCAAGCTATGGA-1
+TCGGGCAAGGTCGGGT-1
+TCGGGCACAAGTCACT-1
+TCGGGCACAATAATGG-1
+TCGGGCACAGTTAGCT-1
+TCGGGCAGTAATCAAG-1
+TCGGGCAGTCGTCGGT-1
+TCGGGCATCGACCCAA-1
+TCGGGTGAGACTGTTT-1
+TCGGGTGAGACTTCTA-1
+TCGGGTGAGCAGCACG-1
+TCGGGTGAGCCGAAAT-1
+TCGGGTGAGGAGCACC-1
+TCGGGTGAGGGTCGGT-1
+TCGGGTGAGTCGCTTG-1
+TCGGGTGCACACCGAC-1
+TCGGGTGGTAGATCCT-1
+TCGGGTGGTGAACTAA-1
+TCGGGTGGTTGGCCCA-1
+TCGGGTGTCAAGCGCT-1
+TCGGGTGTCACGAGCT-1
+TCGGGTGTCCCACCGT-1
+TCGGTCTAGTGAACGT-1
+TCGGTCTCAGGTCTGC-1
+TCGGTCTGTAGTATCC-1
+TCGGTCTGTCGCAAAG-1
+TCGGTCTGTTAACAGA-1
+TCGGTCTTCGACTAAT-1
+TCGGTCTTCTTGTAAG-1
+TCGTAGAAGAGCTGTA-1
+TCGTAGAAGGCAACAT-1
+TCGTAGAAGTGAGAGG-1
+TCGTAGACACCAGCAC-1
+TCGTAGACATAGGAGC-1
+TCGTAGAGTAAGGCGT-1
+TCGTAGATCCAATAAC-1
+TCGTAGATCCCTCTGG-1
+TCGTAGATCGAGTCTG-1
+TCGTCCAAGAGCAGAG-1
+TCGTCCAAGCACCTGT-1
+TCGTCCAAGGGCATCG-1
+TCGTCCACAGTGTCCG-1
+TCGTGCTAGAAGAAAC-1
+TCGTGCTAGCACCCTA-1
+TCGTGCTAGTACACAG-1
+TCGTGCTGTCCATAAC-1
+TCGTGCTGTTTACGGT-1
+TCGTGCTTCAAATGGG-1
+TCGTGCTTCTTGGAGC-1
+TCGTGGGAGGGACGTC-1
+TCGTGGGCAGACTAAA-1
+TCGTGGGCATAATGAG-1
+TCGTGGGCATACTCAG-1
+TCGTGGGGTACAAAGT-1
+TCGTGGGTCCGACAGT-1
+TCTAACTAGACCTTGC-1
+TCTAACTAGTGCATAG-1
+TCTAACTGTTCCGGTG-1
+TCTAACTTCCTACGTT-1
+TCTACATAGGACGCGT-1
+TCTACATAGGTAGTGT-1
+TCTACATAGTGGAAGG-1
+TCTACATGTAAGGATT-1
+TCTACATGTCGTGAGA-1
+TCTACATGTCTACCCT-1
+TCTACATGTTCAACCA-1
+TCTACATTCCGTGCTC-1
+TCTACATTCTGGTCAG-1
+TCTACCGAGAACTGAC-1
+TCTACCGAGAAGCCGC-1
+TCTACCGAGACCTTGC-1
+TCTACCGAGATTACTC-1
+TCTACCGAGGATACTG-1
+TCTACCGCAAGCACGA-1
+TCTACCGCAGCCGTAC-1
+TCTACCGCATCGGCTG-1
+TCTACCGCATGTACGT-1
+TCTACCGGTACGTATC-1
+TCTACCGGTTATACCG-1
+TCTACCGTCCATCGAG-1
+TCTATACAGTACAGGT-1
+TCTATACAGTGGTGGC-1
+TCTATACCAAATGATG-1
+TCTATACCACTCTGCT-1
+TCTATACCATCGGCGT-1
+TCTATACGTGGGTCTC-1
+TCTATACGTTCCTCAC-1
+TCTATACTCAGAACCC-1
+TCTATACTCAGTTGTA-1
+TCTATACTCGATAATC-1
+TCTATCAAGGTCCATC-1
+TCTATCAAGTACTTCA-1
+TCTATCACAATTTCCT-1
+TCTATCACAGGCAGAT-1
+TCTATCAGTCGGCCAT-1
+TCTATCATCGACCCAA-1
+TCTCACGAGTCGTGGG-1
+TCTCACGAGTGGACCG-1
+TCTCACGCAAGATTAG-1
+TCTCACGCAGCGTTTA-1
+TCTCACGCAGGCTCTG-1
+TCTCACGCATCTTGCC-1
+TCTCACGGTAACGTGG-1
+TCTCACGGTCCGTGGT-1
+TCTCACGGTTCTAACG-1
+TCTCACGTCACACACG-1
+TCTCACGTCATACCAA-1
+TCTCACGTCCCAGACA-1
+TCTCACGTCGTTCCAT-1
+TCTCACGTCTCCGTCG-1
+TCTCAGCAGGGATAAA-1
+TCTCAGCCACACTGAT-1
+TCTCAGCCACGCATGC-1
+TCTCAGCGTGATTCGT-1
+TCTCAGCTCACATCAA-1
+TCTCAGCTCCAAGGAA-1
+TCTCCGAAGAACCCGG-1
+TCTCCGACAGAGTTGG-1
+TCTCCGACAGGAATGC-1
+TCTCCGAGTCAGGATG-1
+TCTCCGATCCACGATG-1
+TCTCCGATCGTTTACC-1
+TCTCTGGAGATAGAGA-1
+TCTCTGGCAAGCGATG-1
+TCTCTGGCACCAGGTC-1
+TCTCTGGTCGTCATCT-1
+TCTGCCAAGTCTGACC-1
+TCTGCCAAGTTACCGC-1
+TCTGCCAAGTTCTGTA-1
+TCTGCCATCCCACCGT-1
+TCTGCCATCGTACATA-1
+TCTGGCTAGACCGACG-1
+TCTGGCTCACATAGTC-1
+TCTGGCTGTGAGTCAG-1
+TCTGGCTTCAAGCCTG-1
+TCTGGCTTCGGTTAGC-1
+TCTGGCTTCTTTCGAC-1
+TCTGTCGAGCGTGTCT-1
+TCTGTCGAGCTAAACG-1
+TCTGTCGAGTTCTCAA-1
+TCTGTCGCAACATACC-1
+TCTGTCGCACCATAGT-1
+TCTGTCGCATACAGCT-1
+TCTGTCGGTGACCGCT-1
+TCTTAGTAGCATACTT-1
+TCTTAGTCAGGGACAT-1
+TCTTAGTGTAGACCGA-1
+TCTTAGTGTAGTCCAT-1
+TCTTAGTTCAAATCCA-1
+TCTTAGTTCACTCTTG-1
+TCTTAGTTCCCTCAGC-1
+TCTTAGTTCGCGATAC-1
+TCTTAGTTCGCTTAGG-1
+TCTTAGTTCGGAGTGG-1
+TCTTCCTAGAGTCTTT-1
+TCTTCCTAGCGTATGA-1
+TCTTCCTAGTCGCAGG-1
+TCTTCCTCAAAGATTG-1
+TCTTCCTGTTGCCGAC-1
+TCTTGCGCAAGACAGC-1
+TCTTGCGCACTTTCTA-1
+TCTTGCGTCGGCAAGG-1
+TCTTGCGTCTCGTCTA-1
+TCTTTGAAGATTGCCC-1
+TCTTTGAAGCGCGAGT-1
+TCTTTGAAGGCATAGT-1
+TCTTTGACATTGTTCT-1
+TCTTTGAGTAGATGTA-1
+TCTTTGAGTGAAATTG-1
+TCTTTGATCAATCGCG-1
+TCTTTGATCCAGTCTT-1
+TCTTTGATCTATGATG-1
+TGAACGTAGGACGTCG-1
+TGAACGTAGGCCCAGA-1
+TGAACGTCAAACATAG-1
+TGAACGTCAAGGAGGG-1
+TGAACGTGTTGGCACC-1
+TGAACGTGTTTATGCG-1
+TGAACGTTCGAGAATG-1
+TGAATCGCAAGTTACC-1
+TGAATCGGTCATGACT-1
+TGAATCGGTGAGGCAT-1
+TGAATCGTCCGTCTGC-1
+TGAATGCCAATACGGG-1
+TGAATGCCAGAGCCAA-1
+TGAATGCCATTACTGG-1
+TGAATGCGTAGTCATC-1
+TGAATGCGTGTTGCGC-1
+TGAATGCTCCGACAGT-1
+TGACAGTCACAGGTAG-1
+TGACAGTCAGAAGCGT-1
+TGACAGTCAGGACCTC-1
+TGACAGTGTACAAGAT-1
+TGACAGTTCAAACTAC-1
+TGACAGTTCCGAGTAC-1
+TGACAGTTCTTTCGGT-1
+TGACCCTAGCGCGGAT-1
+TGACCCTCAGCACAAG-1
+TGACCCTCATCGTTCC-1
+TGACCCTGTCAGTCCG-1
+TGACCCTGTCTAGAGG-1
+TGACCCTGTCTGTCCT-1
+TGACCCTTCAAGTCAT-1
+TGACCCTTCCGATTCT-1
+TGACGCGAGACCTTGC-1
+TGACGCGAGCTACTGC-1
+TGACGCGAGGCCTTTG-1
+TGACGCGAGTCCCTAG-1
+TGACGCGCAGATTAGA-1
+TGACGCGGTAGCGGAT-1
+TGACGCGGTCAAGCTT-1
+TGACGCGGTCCACATA-1
+TGACGCGGTCGAGGTA-1
+TGACGCGGTCTACTTT-1
+TGACGCGGTGACAAAT-1
+TGACGCGGTGCATCTA-1
+TGACGCGGTGCGACCT-1
+TGACGCGTCACCAGCA-1
+TGACGCGTCAGAGCGG-1
+TGACTCCAGCTCTAAT-1
+TGACTCCCACCACATA-1
+TGACTCCCACGGTACC-1
+TGACTCCCAGAGATAT-1
+TGACTCCCATCCTAAG-1
+TGACTCCTCCCAACCC-1
+TGACTCCTCTCGGCAA-1
+TGACTCCTCTGGAAAG-1
+TGAGACTAGGTCCATC-1
+TGAGACTAGTGTACAG-1
+TGAGACTCAAGTGGCA-1
+TGAGACTGTAGGCGTA-1
+TGAGACTGTTAACTCG-1
+TGAGACTTCACGAAGA-1
+TGAGACTTCCAATTAG-1
+TGAGACTTCTGGAAAG-1
+TGAGCATAGACTGTTT-1
+TGAGCATAGCCGAACG-1
+TGAGCATAGTACGGGC-1
+TGAGCATAGTCATTTG-1
+TGAGCATAGTGAGAGG-1
+TGAGCATCAGGACTGA-1
+TGAGCATCAGTAAATG-1
+TGAGCATGTATGCTCA-1
+TGAGCATGTCCGCTAG-1
+TGAGCATGTGGAGGAG-1
+TGAGCATTCAAGCGCT-1
+TGAGCATTCGGTATAT-1
+TGAGCATTCGTACATA-1
+TGAGCATTCTGTTCCA-1
+TGAGCATTCTTCCGTA-1
+TGAGCGCCAAGTCGTT-1
+TGAGCGCCAATGCGTT-1
+TGAGCGCCACGGCCTA-1
+TGAGCGCCAGGATGAC-1
+TGAGCGCCAGGCGTAA-1
+TGAGCGCGTGCACACC-1
+TGAGCGCTCCAAATCA-1
+TGAGCGCTCGCACTAG-1
+TGAGCGCTCTGCCTCG-1
+TGAGGAGAGACTTTGT-1
+TGAGGAGAGGTGTGAT-1
+TGAGGAGAGTAAGCCA-1
+TGAGGAGAGTTCCCGA-1
+TGAGGAGCATACTCAG-1
+TGAGGAGCATAGGAGC-1
+TGAGGAGGTATACGAA-1
+TGAGGAGGTTCAACCA-1
+TGAGGGAAGACTAGCA-1
+TGAGGGAGTCCAAATC-1
+TGAGGGAGTCGGAAGT-1
+TGAGGGAGTGGCCCTA-1
+TGAGGGAGTGGGTTGA-1
+TGAGGGAGTTAGATCC-1
+TGAGGGATCGCCTTCG-1
+TGAGGGATCTGTCATC-1
+TGAGGTTAGAGTGCGC-1
+TGAGGTTAGCATACAG-1
+TGAGGTTAGCCAGGAC-1
+TGAGGTTAGGGTCGAC-1
+TGAGGTTCACCTCCAT-1
+TGAGGTTCATGGAGAC-1
+TGAGGTTGTCCCGTAG-1
+TGAGGTTGTCCCTAAA-1
+TGAGGTTGTTGGCTGC-1
+TGAGGTTTCCTGCCTG-1
+TGAGGTTTCTCTAGCT-1
+TGAGTCAAGTCAATCT-1
+TGAGTCACAGGCTCTG-1
+TGAGTCATCAGCCTGA-1
+TGAGTCATCAGTCAAT-1
+TGAGTCATCCATCGAG-1
+TGAGTCATCCGACTGA-1
+TGAGTCATCGTGCTAG-1
+TGATCAGCAGTCCAAT-1
+TGATCAGCATAAACCC-1
+TGATCAGGTAGTGGTG-1
+TGATCAGGTCGACTAT-1
+TGATCAGTCGCGAACT-1
+TGATCAGTCTGTCATC-1
+TGATCTTAGATTTGCT-1
+TGATCTTAGCCTCTTT-1
+TGATCTTAGGAGGCAA-1
+TGATCTTAGGCGTAGC-1
+TGATCTTAGGCGTGCA-1
+TGATCTTCAGCCTTCT-1
+TGATCTTGTAGGAGTC-1
+TGATCTTGTTCTTCGC-1
+TGATGCAAGAAACCCA-1
+TGATGCAAGCTTTGAT-1
+TGATGCACAATAGGAT-1
+TGATGCACAATGAGCG-1
+TGATGCACAATGCTTG-1
+TGATGCACAGCCCAGT-1
+TGATGCAGTAATTGCC-1
+TGATGCAGTCCACATA-1
+TGATGCAGTCCCTGTT-1
+TGATGCATCCGCACAA-1
+TGATGCATCCTAGATA-1
+TGATGCATCTCTGCAT-1
+TGATGGTAGAGACTGT-1
+TGATGGTAGATCGACA-1
+TGATGGTAGTAACGGT-1
+TGATGGTCACGAAGCA-1
+TGATGGTGTAATGAGT-1
+TGATGGTGTTGAGTAA-1
+TGATGGTTCCCTCAGC-1
+TGATGGTTCGCGAAGG-1
+TGATTCTAGACCCATC-1
+TGATTCTAGAGAACCT-1
+TGATTCTCAAAGGCTG-1
+TGATTCTCAAATGCGG-1
+TGATTCTCACGGCCTA-1
+TGATTCTCATTGGCTA-1
+TGATTCTGTCGAGAAC-1
+TGATTCTGTGGTTCAT-1
+TGATTCTTCAAGCGCT-1
+TGATTCTTCAATAGTC-1
+TGATTCTTCATGCTTC-1
+TGATTCTTCCAAGGAA-1
+TGATTCTTCGCCACTC-1
+TGATTCTTCTACCATC-1
+TGATTTCAGAAGAGTA-1
+TGATTTCCAACAGCGA-1
+TGATTTCCATCTTCAT-1
+TGATTTCGTCAGTACT-1
+TGATTTCGTCTCCGGA-1
+TGATTTCGTGAGAAAG-1
+TGATTTCTCAAGCCAC-1
+TGATTTCTCAGGCTGT-1
+TGCACGGAGAAGCCTA-1
+TGCACGGAGGACATAC-1
+TGCACGGCATATGTGC-1
+TGCACGGGTGGATGAC-1
+TGCACGGTCAGTGAAG-1
+TGCAGATAGAACCGAT-1
+TGCAGATAGCTGTTAT-1
+TGCAGATAGGCTCTCA-1
+TGCAGATAGGTCCTCA-1
+TGCAGATCACCTCCAT-1
+TGCAGATCACGACTTA-1
+TGCAGATGTAGATGGC-1
+TGCAGATGTCCATATG-1
+TGCAGATGTCCTCTGT-1
+TGCAGATGTGAAGCGT-1
+TGCAGATGTTCCCACT-1
+TGCAGATTCACGTCGA-1
+TGCAGATTCAGTCAGC-1
+TGCAGATTCGCTCAAG-1
+TGCAGGCAGAGGCGAA-1
+TGCAGGCAGCAGTGTA-1
+TGCAGGCAGCGTATAG-1
+TGCAGGCAGCGTGTCT-1
+TGCAGGCCATGGCTAT-1
+TGCAGGCGTAAGGAGA-1
+TGCAGGCGTGATACTC-1
+TGCAGGCGTGCTCCTT-1
+TGCAGGCTCCTGACCC-1
+TGCAGGCTCTAGACCG-1
+TGCAGGCTCTGGTGAC-1
+TGCAGTAAGTACGCAA-1
+TGCAGTACACGTCAGC-1
+TGCAGTACAGAGAGGG-1
+TGCAGTACAGGATCGA-1
+TGCAGTAGTAAGGCAC-1
+TGCATCCAGGCATGAT-1
+TGCATCCAGTGTCCGT-1
+TGCATCCCACCAGGTC-1
+TGCATCCGTGACCAGA-1
+TGCATCCGTGGATGAC-1
+TGCATCCGTTATCTGG-1
+TGCATGAAGACATACG-1
+TGCATGAAGATGCATG-1
+TGCATGAAGCACTGAA-1
+TGCATGAAGGGACCAC-1
+TGCATGACAAGCGTTT-1
+TGCATGACAATCGGTT-1
+TGCATGACACAGGAGT-1
+TGCATGACAGTAACGG-1
+TGCATGACAGTGATGG-1
+TGCATGACATTCGACA-1
+TGCATGATCGTAAACT-1
+TGCCGAGAGGTTGCCT-1
+TGCCGAGCACTCAGGC-1
+TGCGACGAGAGCGCGT-1
+TGCGACGAGATTCTTG-1
+TGCGACGAGGCTTACC-1
+TGCGACGAGTCTAAGG-1
+TGCGACGCAGGATACG-1
+TGCGACGCATAACAGA-1
+TGCGACGGTGATTAAG-1
+TGCGACGTCGGTGAGG-1
+TGCGACGTCGGTTGCA-1
+TGCGATACAATGGTAA-1
+TGCGATACACGCGTTG-1
+TGCGATACATGCGTAT-1
+TGCGATAGTTAGGCGA-1
+TGCGATATCGTCCTGC-1
+TGCGGCACAGACGCCT-1
+TGCGGCACATACAGCT-1
+TGCGGCACATGCCTAA-1
+TGCGGCAGTAAGCTCT-1
+TGCGGCAGTCAACGAG-1
+TGCGGCAGTTGGAGAC-1
+TGCGGCATCCGTGTCC-1
+TGCGGGTAGCAGCTCT-1
+TGCGGGTAGGACGACC-1
+TGCGGGTCAATGATCC-1
+TGCGGGTCAGAACCGA-1
+TGCGGGTCATTGGGAG-1
+TGCGGGTGTACCAGAG-1
+TGCGGGTTCCAGTCTT-1
+TGCGGGTTCTTGGCTT-1
+TGCTCCAAGAGCTGAT-1
+TGCTCCAAGGACGATT-1
+TGCTCCAAGGAGTACT-1
+TGCTCCAAGTCACGAA-1
+TGCTCCATCGGAGATA-1
+TGCTCGTAGAAAGACA-1
+TGCTCGTAGTGTTGGA-1
+TGCTCGTCAATGGGAC-1
+TGCTCGTGTGGATGAC-1
+TGCTCGTGTTATTCGG-1
+TGCTCGTGTTGTTTGG-1
+TGCTCGTTCCTAATCC-1
+TGCTCGTTCGCCACTC-1
+TGCTCGTTCTTACGGG-1
+TGCTGAAAGTTTCCAA-1
+TGCTGAACAGTACATC-1
+TGCTGAAGTACACACT-1
+TGCTGAAGTTCCGGTG-1
+TGCTGAATCCGTTCCG-1
+TGCTGAATCGCTTAAA-1
+TGCTGAATCTTTGAGA-1
+TGCTTCGAGCTTGACC-1
+TGCTTCGCACGGAAAC-1
+TGCTTCGGTACGATCT-1
+TGCTTCGGTCGCCAGT-1
+TGCTTCGGTGGCACTC-1
+TGCTTCGGTGTGCGCT-1
+TGCTTGCAGGAACCTA-1
+TGCTTGCAGGATACTG-1
+TGCTTGCAGTTACACT-1
+TGCTTGCCAAGCTAAA-1
+TGCTTGCCAATTGACC-1
+TGCTTGCCACAAAGAT-1
+TGCTTGCGTAATCGTC-1
+TGCTTGCGTACACAAA-1
+TGCTTGCGTGGAGGAG-1
+TGCTTGCTCAAGAACG-1
+TGGAACTAGATCGGGC-1
+TGGAACTAGGCTTTAT-1
+TGGAACTAGTGTTCAT-1
+TGGAACTCAATACCCA-1
+TGGAACTGTAATGATG-1
+TGGAACTGTAGAGTGC-1
+TGGAACTTCGACTGGT-1
+TGGAGAGAGTAGCAAC-1
+TGGAGAGTCACCTCCG-1
+TGGAGAGTCTGGTGGT-1
+TGGAGGAAGAACGCTA-1
+TGGAGGACAACGGATG-1
+TGGAGGAGTATGTCAC-1
+TGGAGGAGTATTGTGC-1
+TGGAGGAGTGAGCGTA-1
+TGGAGGATCCCTCAAT-1
+TGGAGGATCGTGCGAT-1
+TGGATCACACAAGGCA-1
+TGGATCACACGAGTTT-1
+TGGATCACACTGTCCT-1
+TGGATCACATACACTG-1
+TGGATCACATCCACGG-1
+TGGATCAGTCATTGTG-1
+TGGATCAGTCCAGGTC-1
+TGGATCAGTGCAGTGA-1
+TGGATCATCTCATAGA-1
+TGGATCATCTCGTCTA-1
+TGGATGTAGGCAGAGA-1
+TGGATGTAGGCCAGAC-1
+TGGATGTCAGACAACG-1
+TGGATGTCATTGAACC-1
+TGGATGTGTCTTGAAC-1
+TGGATGTTCCGACATG-1
+TGGATGTTCTTCTCTT-1
+TGGATGTTCTTGCTCA-1
+TGGCGTGAGAAGCCCG-1
+TGGCGTGAGAAGGTGG-1
+TGGCGTGAGCTACTGC-1
+TGGCGTGAGTCACTCG-1
+TGGCGTGAGTCTAAGG-1
+TGGCGTGCATGTGTTG-1
+TGGCGTGGTGAGTCTT-1
+TGGCGTGTCAACTTCC-1
+TGGCGTGTCCTAGTTC-1
+TGGGAAGAGCTCGCAT-1
+TGGGAAGCAACAGAGC-1
+TGGGAAGCATAACAGA-1
+TGGGAAGTCATAGTGT-1
+TGGGAAGTCCTATCCA-1
+TGGGAAGTCGTTACAA-1
+TGGGAAGTCTCACGAG-1
+TGGGAGAAGAACTACG-1
+TGGGAGAAGACCTCAC-1
+TGGGAGAAGATGGAGG-1
+TGGGAGAAGGCCTCTA-1
+TGGGAGAAGGTCCATC-1
+TGGGAGACAAACATGA-1
+TGGGAGACAACTGGGA-1
+TGGGAGACACCTGTTC-1
+TGGGAGACACGTACTA-1
+TGGGAGAGTAATCGGG-1
+TGGGAGAGTCTCTGCT-1
+TGGGAGAGTTGTGGTT-1
+TGGGAGATCGACACTG-1
+TGGGAGATCGTATAGT-1
+TGGGATTAGCTGATAG-1
+TGGGATTCATAAGTCC-1
+TGGGATTGTCTGCACG-1
+TGGGATTGTTCGGTTA-1
+TGGGATTGTTGTAACC-1
+TGGGATTTCAAGGTAG-1
+TGGGATTTCCCTCAGC-1
+TGGGATTTCGTACTGG-1
+TGGGCGTAGTCCTACG-1
+TGGGCGTCATTACTGG-1
+TGGGCGTGTAACTCGT-1
+TGGGCGTGTACACACT-1
+TGGGCGTGTGCTACAT-1
+TGGGCGTGTGCTCTGG-1
+TGGGCGTTCCTGAAGC-1
+TGGGCGTTCCTGGCCT-1
+TGGGCTGAGAGACCCG-1
+TGGGCTGAGCGAGGCT-1
+TGGGCTGAGGACGTCG-1
+TGGGCTGAGGTAGAGG-1
+TGGGCTGAGTACGGTA-1
+TGGGCTGAGTCACGAA-1
+TGGGCTGCAATTCCTT-1
+TGGGCTGCACTTCATT-1
+TGGGCTGCATATTCTC-1
+TGGGCTGGTGCGTATT-1
+TGGGTTAAGCATAGAC-1
+TGGGTTAAGCCAGTGG-1
+TGGGTTACACTGCCTT-1
+TGGGTTACATGTCAGT-1
+TGGGTTACATGTCCCT-1
+TGGGTTAGTCGATAGG-1
+TGGGTTAGTTGTGGTT-1
+TGGTACACAAGAGCTG-1
+TGGTACACAGCGGTAA-1
+TGGTACACAGTTAACC-1
+TGGTACAGTAGTCATC-1
+TGGTACAGTGGGTCTC-1
+TGGTAGTCAGTCTTAG-1
+TGGTAGTGTCTTGGGC-1
+TGGTAGTTCAAATTGC-1
+TGGTAGTTCGGCTAAC-1
+TGGTAGTTCGTTGACG-1
+TGGTAGTTCGTTTACC-1
+TGGTGATAGCGCAACG-1
+TGGTGATAGCGTATGA-1
+TGGTGATAGTCTCTAA-1
+TGGTGATCACAGACGA-1
+TGGTGATCATGCGTAT-1
+TGGTGATGTAGAGGCT-1
+TGGTGATTCAGAGGGC-1
+TGGTGATTCCGTCGAA-1
+TGGTGATTCTTGCTCA-1
+TGGTGATTCTTTAGGA-1
+TGGTTAGAGAGGAAAT-1
+TGGTTAGAGTTGGAAC-1
+TGGTTAGCACGCATGC-1
+TGGTTAGCAGCTCGTG-1
+TGGTTAGCATAGTCGT-1
+TGGTTAGGTTGCCATA-1
+TGGTTAGTCGATAATC-1
+TGTAACGAGAGATGCT-1
+TGTAACGAGTTAATCC-1
+TGTAACGCAGAATTGA-1
+TGTAACGCATGACTGT-1
+TGTAACGGTAGACCGA-1
+TGTAACGGTTGAGTAA-1
+TGTAACGTCCGCCTCA-1
+TGTAACGTCTCATCCA-1
+TGTAAGCAGTATACTC-1
+TGTAAGCAGTCACCCA-1
+TGTAAGCCACCACTCT-1
+TGTAAGCCATCCGCGA-1
+TGTAAGCTCACTCATC-1
+TGTAAGCTCTGAGTTA-1
+TGTACAGAGGATTGAC-1
+TGTACAGAGTAGACAC-1
+TGTACAGCAAAGATAC-1
+TGTACAGCAACAAACA-1
+TGTACAGCAAGGGTAC-1
+TGTACAGTCATTGAGT-1
+TGTACAGTCGTCACTT-1
+TGTAGACAGACTGATG-1
+TGTAGACAGGGAAACG-1
+TGTAGACCAGATTAGA-1
+TGTAGACGTAGCGAGT-1
+TGTCAGAAGATCGCCT-1
+TGTCAGAAGCCTGGTT-1
+TGTCAGACACCACAGC-1
+TGTCAGATCCAATAGT-1
+TGTCAGATCCCGATAG-1
+TGTCCACCAATCGAAA-1
+TGTCCACCATCGAAGG-1
+TGTCCACGTCGCGCAT-1
+TGTCCACGTCTGAGGA-1
+TGTCCACGTTCGGAGA-1
+TGTCCACTCACCTGGA-1
+TGTCCACTCAGTTGAT-1
+TGTCCACTCGTAAACT-1
+TGTCCACTCGTTAAAC-1
+TGTCCCAAGATGGGAG-1
+TGTCCCACACTCGACG-1
+TGTCCCACATACTCAG-1
+TGTCCCACATTCGTAG-1
+TGTCCCAGTGCGTACC-1
+TGTCCCATCAATACAC-1
+TGTCCTGAGAATCCAG-1
+TGTCCTGAGAGGAACG-1
+TGTCCTGCACGGCACT-1
+TGTCCTGCAGCCGTAC-1
+TGTCCTGCATGACGGA-1
+TGTCCTGGTCTGTGAT-1
+TGTGAGTAGCATTCGC-1
+TGTGAGTAGCTACGGG-1
+TGTGAGTCAAATGATG-1
+TGTGAGTCAGTATCCA-1
+TGTGAGTGTAGCCATT-1
+TGTGAGTGTATAGGAT-1
+TGTGAGTGTCACACTA-1
+TGTGAGTGTCGAGGTA-1
+TGTGAGTGTCTCCGAG-1
+TGTGAGTGTGCCTACG-1
+TGTGAGTGTTCAGTCA-1
+TGTGAGTTCCCTTTCC-1
+TGTGAGTTCGACTAAT-1
+TGTGAGTTCGCATCGA-1
+TGTGAGTTCGCGAAGG-1
+TGTGAGTTCGGATCGT-1
+TGTGATGAGGCATTAG-1
+TGTGATGCAGAGTCAG-1
+TGTGATGCATCCACAA-1
+TGTGATGGTTGGGTTT-1
+TGTGATGTCAAGTCTA-1
+TGTGATGTCGTTCATC-1
+TGTGATGTCTTGTCGT-1
+TGTGCGGCATAGCTAC-1
+TGTGCGGGTCGGTGAA-1
+TGTGCGGGTGGCGAAT-1
+TGTGCGGTCCGAGAAA-1
+TGTGCGGTCGAGGCAG-1
+TGTGCGGTCTACCATC-1
+TGTGCGGTCTCCCAGC-1
+TGTGCGGTCTCGTCTA-1
+TGTGGCGAGAACACGT-1
+TGTGGCGAGAAGTGGG-1
+TGTGGCGAGCGCTGTT-1
+TGTGGCGAGGCCTTGT-1
+TGTGGCGCACGTTGGC-1
+TGTGGCGCAGAGATCG-1
+TGTGGCGGTGCTGTAT-1
+TGTGGCGTCGTCCAGA-1
+TGTGGCGTCGTTCAGA-1
+TGTGTGAAGATTGCTT-1
+TGTGTGACAACTAAGA-1
+TGTGTGACAAGACGTG-1
+TGTGTGACACTTACTT-1
+TGTGTGAGTTCCTTCG-1
+TGTGTGATCCGTACAG-1
+TGTGTGATCTCGTTAC-1
+TGTTACTAGAAAGGTA-1
+TGTTACTAGACCTCTG-1
+TGTTACTAGAGCTGTA-1
+TGTTACTAGTCCAATT-1
+TGTTACTCAAAGATCA-1
+TGTTACTCACAACATC-1
+TGTTACTGTGCTGGTC-1
+TGTTACTGTTGCTGCG-1
+TGTTACTTCTCAACAA-1
+TGTTACTTCTCCTACA-1
+TGTTACTTCTCTCGTA-1
+TGTTCATAGCCGATCT-1
+TGTTCATCAGGCCTCA-1
+TGTTCATGTACGTATC-1
+TGTTCATTCATTAGCA-1
+TGTTCCGAGTATCACT-1
+TGTTCCGCAAGATCCT-1
+TGTTCCGGTAATGGAT-1
+TGTTCCGGTGCGGATA-1
+TGTTCCGGTTAACTCG-1
+TGTTCCGTCCACACAG-1
+TGTTCCGTCCACTGGA-1
+TGTTCCGTCGATGGCT-1
+TGTTCCGTCTCTACCA-1
+TGTTCTAAGCGGTTCT-1
+TGTTCTAAGGTTGCCT-1
+TGTTCTACACTATGAC-1
+TGTTCTATCGAGGCAG-1
+TGTTGAGAGCGAAATC-1
+TGTTGAGCAGTCGATT-1
+TGTTGAGCATGCTCAA-1
+TGTTGAGGTCTTCTCG-1
+TGTTGAGGTGTGACCC-1
+TGTTGAGTCCTGACTT-1
+TGTTGAGTCGTTACAA-1
+TGTTGGAAGGTTCGCT-1
+TGTTGGACAAAGGCCA-1
+TGTTGGACATTGGCTA-1
+TGTTGGAGTTGGAACG-1
+TGTTGGATCAGAGCAA-1
+TGTTGGATCTCACACT-1
+TGTTTGTAGAAGGAGC-1
+TGTTTGTAGCCGAGTG-1
+TGTTTGTAGTGGGCGT-1
+TGTTTGTGTAATACAG-1
+TGTTTGTGTAATGCTC-1
+TGTTTGTGTCGACGCT-1
+TGTTTGTGTTCGAGCC-1
+TGTTTGTGTTTCTGTT-1
+TGTTTGTTCATCCGAG-1
+TGTTTGTTCATCGGTG-1
+TGTTTGTTCCAACTTC-1
+TGTTTGTTCTCCTGCG-1
+TTAATCCAGAGCAGAG-1
+TTAATCCAGTCGGCCT-1
+TTAATCCAGTCGGCTT-1
+TTAATCCCAAACAGTA-1
+TTAATCCGTCAAGCCC-1
+TTAATCCGTCGAAAGC-1
+TTAATCCTCAAGCCTG-1
+TTAATCCTCCAGGCAT-1
+TTACAGGAGTATACGG-1
+TTACAGGAGTCCAATT-1
+TTACAGGAGTGGCCGA-1
+TTACAGGAGTTAATCC-1
+TTACAGGCAAGTCGGA-1
+TTACAGGCAGCTAGCC-1
+TTACAGGCAGTCTTAG-1
+TTACAGGCATGAATCC-1
+TTACAGGCATGTTGTG-1
+TTACAGGGTAGTGATA-1
+TTACAGGGTTGATGCT-1
+TTACAGGGTTTCGGGC-1
+TTACAGGTCAATAACC-1
+TTACAGGTCGATATGT-1
+TTACCATAGAGGCGAA-1
+TTACCATAGGGCACTG-1
+TTACCATAGGTGTGAT-1
+TTACCATCATCCACAA-1
+TTACCATGTAGCCCAC-1
+TTACCATTCACCTGGA-1
+TTACCATTCACTTGTC-1
+TTACCATTCCACTCAT-1
+TTACCGCAGACAGAGG-1
+TTACCGCAGGAGATAA-1
+TTACCGCCAGGACTAG-1
+TTACCGCGTCATGGTT-1
+TTACCGCTCCCACCGT-1
+TTACCGCTCCGTTGTT-1
+TTACCGCTCTCATGAA-1
+TTACGCCAGAGAACCT-1
+TTACGCCAGCCATAAG-1
+TTACGCCAGGTAATGC-1
+TTACGCCCATGGAGGT-1
+TTACGCCGTAACTCTG-1
+TTACGCCGTCTGTGTA-1
+TTACGCCGTGAGGCTA-1
+TTACGCCTCCATGTTC-1
+TTACGCCTCGCATCAG-1
+TTACGTTAGTCTCAAT-1
+TTACGTTCACGTTATG-1
+TTACGTTCAGTCATTG-1
+TTACGTTCATAGCTAC-1
+TTACGTTCATCCACAA-1
+TTACGTTTCCCATTGT-1
+TTACGTTTCCTCGACC-1
+TTACTGTAGACGGGCT-1
+TTACTGTCAAATTGGA-1
+TTACTGTCATGGGTAG-1
+TTACTGTGTACCTATG-1
+TTACTGTTCTTACGTC-1
+TTAGGCAAGAGGCGAA-1
+TTAGGCAAGCCTTCCC-1
+TTAGGCACAACTGCGC-1
+TTAGGCACAAGCGCCT-1
+TTAGGCACACCGAAGA-1
+TTAGGCACATCTATCT-1
+TTAGGCATCACATCCT-1
+TTAGGCATCGCCTAGA-1
+TTAGGCATCGTTCCAT-1
+TTAGGGTAGAGACATC-1
+TTAGGGTCACTTTATC-1
+TTAGGGTCAGTGGACA-1
+TTAGGGTTCCTGTGCC-1
+TTAGGGTTCTACCATC-1
+TTAGTCTAGAGTGATC-1
+TTAGTCTAGCTCTTTC-1
+TTAGTCTCATCAAACC-1
+TTAGTCTCATGCGGAA-1
+TTAGTCTGTAGCTGCC-1
+TTATTGCGTACCACGC-1
+TTATTGCGTAGCACAG-1
+TTATTGCTCGTGGCTA-1
+TTCAATCAGAACTTTC-1
+TTCAATCAGCTCAGAA-1
+TTCAATCAGTGCTTAT-1
+TTCAATCCATCGGCTG-1
+TTCAATCGTCCGGCTA-1
+TTCAATCGTCTGCACG-1
+TTCAATCTCCGTTGTT-1
+TTCACCGAGGACCAAT-1
+TTCACCGCAACTTGTG-1
+TTCACCGCACATAGTC-1
+TTCACCGCAGCAACGA-1
+TTCACCGCATGGATCT-1
+TTCACCGGTTGTGTCA-1
+TTCACCGTCCAGCAGT-1
+TTCACGCAGCGACATA-1
+TTCACGCAGTGCATGA-1
+TTCACGCCAAGATTAG-1
+TTCACGCCATGTAAAG-1
+TTCACGCGTTGGCCCA-1
+TTCACGCGTTTCATCT-1
+TTCACGCTCAACTGAT-1
+TTCACGCTCATACTGA-1
+TTCAGGAAGGATGCAT-1
+TTCAGGAAGTTGTTAC-1
+TTCAGGAGTCAAACGG-1
+TTCAGGATCACCAGCA-1
+TTCAGGATCATTGAGT-1
+TTCAGGATCTCCTGCG-1
+TTCATGTAGTGAGTCA-1
+TTCATGTGTAATACGA-1
+TTCATGTGTCACAGCC-1
+TTCATGTGTGGACTTT-1
+TTCATGTTCAGGGCGA-1
+TTCATGTTCCCTATTG-1
+TTCATGTTCGCTCACC-1
+TTCATTGAGTGGGTCG-1
+TTCATTGAGTTACACT-1
+TTCATTGCAAGGAGTC-1
+TTCATTGCACGAGTGA-1
+TTCATTGCACTAACTG-1
+TTCATTGGTAATCAAG-1
+TTCATTGTCAAGGCTC-1
+TTCCAATAGATCCTAT-1
+TTCCAATAGCCTCAAC-1
+TTCCAATAGTCCAAGA-1
+TTCCAATCACATCGCG-1
+TTCCAATCACGCCTAG-1
+TTCCAATCATCGCGTG-1
+TTCCACGCAACAGTCT-1
+TTCCACGCAACCAGAG-1
+TTCCACGCAATCATGC-1
+TTCCACGGTTCCAATG-1
+TTCCACGTCGCTCAAG-1
+TTCCACGTCGTAAGAG-1
+TTCCACGTCTGCAGGT-1
+TTCCGGTAGGTAGCCG-1
+TTCCGGTAGGTAGCTA-1
+TTCCGGTAGTAAGCCA-1
+TTCCGGTCACTGATCA-1
+TTCCGGTCATGGGTAG-1
+TTCCGGTGTTTGAGGG-1
+TTCCGGTTCCACGGAT-1
+TTCCGGTTCCCTCGTG-1
+TTCCGGTTCGCCCACT-1
+TTCCGTGAGCATAGAC-1
+TTCCGTGAGTAGGCAT-1
+TTCCGTGCAAACACCT-1
+TTCCGTGGTCAAGCCC-1
+TTCCGTGGTTAATCCG-1
+TTCCGTGGTTTCTCCG-1
+TTCCGTGTCGAGATAG-1
+TTCCGTGTCTGCACAG-1
+TTCCTAAGTATAGGGC-1
+TTCCTAATCGTCCCTG-1
+TTCCTCTAGAGGGTAG-1
+TTCCTCTAGCACAGGC-1
+TTCCTCTAGTCGGGAC-1
+TTCCTCTCACGTTATG-1
+TTCCTCTCATCTAACG-1
+TTCCTCTGTTGTTTGG-1
+TTCCTCTTCTGGCGAT-1
+TTCCTTCAGCACGTAA-1
+TTCCTTCCAAGCTCGC-1
+TTCCTTCCACATAGTC-1
+TTCCTTCCACCATACA-1
+TTCCTTCCATATGGTC-1
+TTCCTTCGTCCCAACG-1
+TTCCTTCGTCTTGGCG-1
+TTCCTTCTCAGTATAC-1
+TTCCTTCTCGCGACAT-1
+TTCCTTCTCGGAGGGT-1
+TTCGATTAGCGTTGAA-1
+TTCGATTCAACGCTTA-1
+TTCGATTCAATCATGC-1
+TTCGATTGTCGTACTA-1
+TTCGATTTCCGATGGT-1
+TTCGATTTCTAAGGGA-1
+TTCGCTGAGATCTGTT-1
+TTCGCTGAGCCGTTGT-1
+TTCGCTGAGGTAATGC-1
+TTCGCTGCAAGACACG-1
+TTCGCTGCACTTTATC-1
+TTCGCTGTCACTCGAG-1
+TTCGCTGTCCGCCATC-1
+TTCGCTGTCGTAGCCA-1
+TTCGGTCAGCGCACTT-1
+TTCGGTCAGCTGGGTG-1
+TTCGGTCCAATTGCCA-1
+TTCGGTCGTAGACAAT-1
+TTCGGTCGTATACCTG-1
+TTCGGTCGTCCTGCAG-1
+TTCTAACAGCGAGTGC-1
+TTCTAACCAGCTAGCC-1
+TTCTAACCAGTTCGAT-1
+TTCTAACGTAAGACGC-1
+TTCTAACGTCGTAGAG-1
+TTCTAACTCATGGTCG-1
+TTCTAACTCTAGTCTC-1
+TTCTAACTCTTGCATC-1
+TTCTAGTAGTTGGATG-1
+TTCTAGTCAAATGTGA-1
+TTCTAGTGTAGCGAAC-1
+TTCTAGTGTGACGGAT-1
+TTCTAGTTCCAGATAT-1
+TTCTAGTTCGCCTGAA-1
+TTCTCTCAGCCGTTGT-1
+TTCTCTCAGGACACCG-1
+TTCTCTCAGGGCACTG-1
+TTCTCTCCATCAAAGA-1
+TTCTCTCCATGCCAAT-1
+TTCTCTCTCCATCGAG-1
+TTCTCTCTCGAGTCTG-1
+TTCTGTAAGATGGGAG-1
+TTCTGTACAATCGCTA-1
+TTCTGTAGTCTCATAG-1
+TTCTGTAGTGTTAGGG-1
+TTCTGTAGTTAATGAG-1
+TTCTGTATCCACCGTC-1
+TTCTGTATCTGCACAG-1
+TTCTTCCAGCATAGGT-1
+TTCTTCCCAGACAGCA-1
+TTCTTCCCAGCATGTT-1
+TTCTTCCGTATAACCC-1
+TTCTTCCTCAAGCGGG-1
+TTCTTCCTCGGACACT-1
+TTCTTCCTCGTCGTCC-1
+TTCTTGAAGGCCTCTA-1
+TTCTTGAAGTCCGCAT-1
+TTCTTGACAATTAAGG-1
+TTCTTGAGTTATGAAG-1
+TTCTTGAGTTGCGTGC-1
+TTCTTGATCAAGCGAA-1
+TTGAACGAGAGACCCG-1
+TTGAACGAGCTCGATC-1
+TTGAACGAGTTCCGTG-1
+TTGAACGCAATTAAGG-1
+TTGAACGCACACTACA-1
+TTGAACGCAGCCTAAT-1
+TTGAACGCATCAGCGC-1
+TTGAACGCATGTTTGG-1
+TTGAACGGTAAGGTTA-1
+TTGAACGGTTCCCGTT-1
+TTGAACGTCATGAAGG-1
+TTGAACGTCCTACGTT-1
+TTGAACGTCTATAGGT-1
+TTGACCCAGATTCGTT-1
+TTGACCCAGGCAGTTA-1
+TTGACCCAGTGTTCAT-1
+TTGACCCCACCTACAA-1
+TTGACCCCATCCACAA-1
+TTGACCCGTCTCGATA-1
+TTGACCCGTTGGCACC-1
+TTGACCCTCAGAGCAA-1
+TTGACCCTCTAATACG-1
+TTGACCCTCTCTTCGA-1
+TTGAGTGAGATAAGGA-1
+TTGAGTGAGGCCACTT-1
+TTGAGTGCACCAGAAG-1
+TTGAGTGCAGTCTTGA-1
+TTGAGTGCATCAGCGC-1
+TTGAGTGGTCTCAAGT-1
+TTGAGTGTCCGGTATG-1
+TTGAGTGTCTGTTCCA-1
+TTGATGGAGCGGTAGC-1
+TTGATGGCAACCGTCG-1
+TTGATGGCATACGCCG-1
+TTGATGGGTAAGGCAC-1
+TTGATGGGTCAAACGG-1
+TTGATGGGTTTCTTCA-1
+TTGATGGTCGGCAGAG-1
+TTGCATTAGGCTAGCG-1
+TTGCATTCACCTGTCT-1
+TTGCATTCATGCAACT-1
+TTGCATTGTGCTATTG-1
+TTGCATTGTGTTAAAG-1
+TTGCATTTCACCAAGC-1
+TTGCATTTCATGCGAC-1
+TTGCATTTCTCAGGGT-1
+TTGCCTGTCAAGGTAG-1
+TTGCCTGTCCGAGTCA-1
+TTGCGTCAGCTACTGC-1
+TTGCGTCAGTCAGTCC-1
+TTGCGTCGTCAAGCTT-1
+TTGCGTCGTGCGGTTC-1
+TTGCGTCTCGATCACG-1
+TTGCTGCAGAAGAATG-1
+TTGCTGCAGCACCTGT-1
+TTGCTGCAGTGGGAGA-1
+TTGCTGCCACGAAGCA-1
+TTGCTGCCACGATTTG-1
+TTGCTGCCACTACATG-1
+TTGCTGCCAGAGTTGG-1
+TTGCTGCGTACCAGAG-1
+TTGCTGCGTGTATGAA-1
+TTGCTGCGTGTCGGAA-1
+TTGCTGCTCAGAACCC-1
+TTGCTGCTCGATAATC-1
+TTGCTGCTCGTCTGGA-1
+TTGGATGAGGCCACTT-1
+TTGGATGAGGTTTACT-1
+TTGGATGAGTAGCCAA-1
+TTGGATGCAAAGGCTG-1
+TTGGATGCAACCCAGC-1
+TTGGATGGTTCTCAAG-1
+TTGGATGTCAAGGGAT-1
+TTGGATGTCGAACTAT-1
+TTGGATGTCGCAGGGA-1
+TTGGATGTCTCTAGAA-1
+TTGGGATAGCACGGAC-1
+TTGGGATCAACTAAGA-1
+TTGGGATCAATAGGAT-1
+TTGGGATCAGTTACAC-1
+TTGGGATGTGAAATCA-1
+TTGGGATGTTAATGCC-1
+TTGGGATTCAGCTGCA-1
+TTGGGATTCCCGAACA-1
+TTGGGATTCCCTAACT-1
+TTGGGATTCGCTTAGG-1
+TTGGGCGAGAGCGCAC-1
+TTGGGCGAGCCGAGTG-1
+TTGGGCGAGTGCATGA-1
+TTGGGCGTCCGTTCAT-1
+TTGGGTAAGAACCCGG-1
+TTGGGTACAACAGTCT-1
+TTGGGTACACCTCATC-1
+TTGGGTACACGTTGGC-1
+TTGGGTACAGCCTTCT-1
+TTGGGTACATAGGCCC-1
+TTGGGTAGTATTTCTC-1
+TTGGGTAGTCCGTCTT-1
+TTGGGTAGTTCGAACT-1
+TTGGGTATCAACGCGT-1
+TTGGGTATCAGCATAT-1
+TTGGGTATCCTCCATA-1
+TTGGGTATCGTCGTGA-1
+TTGGTTTAGGCTACGG-1
+TTGGTTTAGTCGCCTA-1
+TTGGTTTGTACGATTC-1
+TTGGTTTTCCTCATAC-1
+TTGGTTTTCTTAACAG-1
+TTGTGGAAGCGTATAG-1
+TTGTGGAAGCTAGCTC-1
+TTGTGGAAGGTCAACA-1
+TTGTGGACAGCTGCAC-1
+TTGTGGAGTTCGTGCG-1
+TTGTGGATCCTCTGTA-1
+TTGTGGATCGGAGGGT-1
+TTGTGTTAGACTTCTA-1
+TTGTGTTAGAGGAAAT-1
+TTGTGTTAGTAGTCAG-1
+TTGTGTTAGTGGTGCG-1
+TTGTGTTGTCACAGCC-1
+TTGTGTTGTCATACGT-1
+TTGTGTTGTCTGGAAG-1
+TTGTGTTGTGGACTAG-1
+TTGTGTTTCACGCCAA-1
+TTGTGTTTCACTCCGC-1
+TTGTTCACAGTCCATA-1
+TTGTTCAGTCCGTGCA-1
+TTGTTGTAGATGCGGC-1
+TTGTTGTCACCGTACG-1
+TTGTTGTCATCCACAA-1
+TTGTTGTGTAACTGCT-1
+TTGTTGTGTGGGCTTC-1
+TTGTTGTTCAGGCGGA-1
+TTGTTGTTCAGTCAGC-1
+TTGTTGTTCCACGATG-1
+TTGTTGTTCTCATCGT-1
+TTGTTTGGTTCGCCTT-1
+TTGTTTGTCTTATGGA-1
+TTTACCACAACCGCGT-1
+TTTACCACACGCACGT-1
+TTTACCAGTGTAGTGG-1
+TTTACCAGTTCTGGGC-1
+TTTACCATCAGTTCGG-1
+TTTACCATCGAACGCT-1
+TTTACGTCAAATGCTC-1
+TTTACGTCAGCAACAG-1
+TTTACGTCAGGGATTG-1
+TTTACGTGTAAGGTTA-1
+TTTACGTTCTTCTACG-1
+TTTACTGAGTCAACCC-1
+TTTACTGCACGTACAT-1
+TTTACTGCAGGTTTGT-1
+TTTACTGCATCGGCGT-1
+TTTACTGGTACCGTGC-1
+TTTACTGGTCTTCATT-1
+TTTACTGGTGTTGGTT-1
+TTTACTGTCGTTGACG-1
+TTTAGTCAGCACGGAC-1
+TTTAGTCAGCGCGGAT-1
+TTTAGTCCAAACGTTC-1
+TTTAGTCCATTGACAC-1
+TTTAGTCGTCGAGAAC-1
+TTTATGCAGTCGCTCA-1
+TTTATGCCAGTTGATC-1
+TTTCACACAAGCGCTC-1
+TTTCACAGTACGGCCT-1
+TTTCACAGTTGGGTTT-1
+TTTCAGTAGGCACGGT-1
+TTTCAGTAGGTCGGGT-1
+TTTCAGTAGTGGTCAA-1
+TTTCAGTCACATATGC-1
+TTTCAGTCAGTTAGCT-1
+TTTCAGTTCCAAGGAA-1
+TTTCAGTTCTAGCTCT-1
+TTTCATGAGGGAGTGA-1
+TTTCATGCAACAAACA-1
+TTTCATGCAACTGAGG-1
+TTTCATGGTGTAGAAT-1
+TTTCATGGTTCCGGTG-1
+TTTCATGGTTCGCTGG-1
+TTTCATGGTTGCAGGA-1
+TTTCATGTCAGGGCGA-1
+TTTCATGTCGCGACAT-1
+TTTCCTCAGACTTCTA-1
+TTTCCTCAGGATTGAC-1
+TTTCCTCCACCCACGA-1
+TTTCGATAGCTTCTAA-1
+TTTCGATCACAACGCC-1
+TTTCGATCACATCGCG-1
+TTTCGATCACCTCAGG-1
+TTTCGATCACCTGTCT-1
+TTTCGATCATCCACAA-1
+TTTCGATGTGGCATTT-1
+TTTCGATTCAAAGTCT-1
+TTTCGATTCAATCTAG-1
+TTTCGATTCGACAACC-1
+TTTCGATTCGATTCAA-1
+TTTGACTAGACTTCTA-1
+TTTGACTAGATGAAAG-1
+TTTGACTAGCGCTTAC-1
+TTTGACTAGTCCGAGG-1
+TTTGACTCAAACAGGC-1
+TTTGACTCACGCGTTG-1
+TTTGACTCAGGCCACT-1
+TTTGACTGTATACCCA-1
+TTTGACTGTTGACGAG-1
+TTTGACTGTTTCTCTA-1
+TTTGACTTCGTCGTCC-1
+TTTGATCAGACAGAGG-1
+TTTGATCAGACTGGTA-1
+TTTGATCAGAGAGTGG-1
+TTTGATCCATCTCTCG-1
+TTTGATCGTAACCACT-1
+TTTGATCGTTGCGGTC-1
+TTTGATCGTTTCAGCA-1
+TTTGATCTCGCAGGTT-1
+TTTGATCTCGCGTCCT-1
+TTTGATCTCGGTACAC-1
+TTTGATCTCTCGGCAA-1
+TTTGGAGAGCTACCAC-1
+TTTGGAGAGGTTTACT-1
+TTTGGAGGTGGTGACA-1
+TTTGGAGTCAAGTCTA-1
+TTTGGAGTCCGAACTG-1
+TTTGGTTAGGAGTCTA-1
+TTTGGTTAGGCACGAC-1
+TTTGGTTCAAGTCGTT-1
+TTTGGTTCAATCGCAT-1
+TTTGGTTCACGCACAC-1
+TTTGGTTGTCAAGTGG-1
+TTTGTTGAGACCTGGG-1
+TTTGTTGCAATGGAAT-1
+TTTGTTGCACCTCCAT-1
+TTTGTTGGTAGAGTGC-1
+TTTGTTGGTTGGAACG-1
+TTTGTTGTCGTTGACG-1