--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/genap2_kb_python/test-data/barcodes.lamanno.tsv	Fri Apr 16 18:18:21 2021 +0000
@@ -0,0 +1,4177 @@
+AAACCTGAGACGCAAC-1
+AAACCTGCAGACGCCT-1
+AAACCTGTCCCAGGTG-1
+AAACCTGTCGAGAACG-1
+AAACCTGTCGATGAGG-1
+AAACCTGTCTAAGCCA-1
+AAACGGGAGATCACGG-1
+AAACGGGAGCGATCCC-1
+AAACGGGAGGACAGAA-1
+AAACGGGAGGATTCGG-1
+AAACGGGAGGTTCCTA-1
+AAACGGGCAGACACTT-1
+AAACGGGCAGTCTTCC-1
+AAACGGGCAGTGGGAT-1
+AAACGGGGTAAATACG-1
+AAACGGGGTGTGAATA-1
+AAACGGGGTTCCATGA-1
+AAACGGGGTTGCGCAC-1
+AAACGGGGTTTAAGCC-1
+AAACGGGTCAGCGACC-1
+AAACGGGTCCCTCTTT-1
+AAACGGGTCTGCCCTA-1
+AAAGATGAGCGATTCT-1
+AAAGATGCAAGTAGTA-1
+AAAGATGGTGTGAAAT-1
+AAAGATGTCCTAGTGA-1
+AAAGATGTCTAGCACA-1
+AAAGATGTCTCAAGTG-1
+AAAGCAAAGATAGGAG-1
+AAAGCAACAGCCACCA-1
+AAAGCAACATGAACCT-1
+AAAGCAAGTAAATGAC-1
+AAAGCAAGTAGAGTGC-1
+AAAGCAAGTCAGAAGC-1
+AAAGCAAGTTAAAGAC-1
+AAAGCAATCCCTAATT-1
+AAAGCAATCGCCAGCA-1
+AAAGCAATCGTTTATC-1
+AAAGCAATCTGCCCTA-1
+AAAGCAATCTGTCCGT-1
+AAAGTAGAGCGTTGCC-1
+AAAGTAGAGTGGTAGC-1
+AAAGTAGAGTGTACTC-1
+AAAGTAGCATAAGACA-1
+AAAGTAGCATCTCCCA-1
+AAAGTAGTCTATCGCC-1
+AAATGCCAGATCCTGT-1
+AAATGCCAGCAGCGTA-1
+AAATGCCAGCTGAACG-1
+AAATGCCCACTAAGTC-1
+AAATGCCCATAGAAAC-1
+AAATGCCGTATGGTTC-1
+AAATGCCGTGGCTCCA-1
+AAATGCCGTTCACCTC-1
+AAATGCCGTTCTGGTA-1
+AAATGCCTCCGTAGTA-1
+AAATGCCTCGCAGGCT-1
+AAATGCCTCTTAGAGC-1
+AACACGTAGAAACCGC-1
+AACACGTAGTACGTAA-1
+AACACGTAGTCTCCTC-1
+AACACGTAGTCTCGGC-1
+AACACGTAGTGTCTCA-1
+AACACGTGTATCTGCA-1
+AACACGTGTTCCCTTG-1
+AACACGTTCTAGAGTC-1
+AACACGTTCTCAACTT-1
+AACACGTTCTGATTCT-1
+AACCATGAGCCCGAAA-1
+AACCATGAGGACCACA-1
+AACCATGCAAGGACAC-1
+AACCATGCATGGTAGG-1
+AACCATGCATTGGCGC-1
+AACCATGGTTCTGAAC-1
+AACCATGTCCCAGGTG-1
+AACCATGTCCGGGTGT-1
+AACCATGTCCGTAGGC-1
+AACCATGTCGAACTGT-1
+AACCATGTCTTACCTA-1
+AACCGCGCACGCCAGT-1
+AACCGCGCATCTCCCA-1
+AACCGCGGTCCGAATT-1
+AACCGCGTCAAACCAC-1
+AACCGCGTCAGGCGAA-1
+AACCGCGTCAGTACGT-1
+AACCGCGTCATCATTC-1
+AACCGCGTCTCCAGGG-1
+AACGTTGAGACACGAC-1
+AACGTTGAGTACGCGA-1
+AACGTTGCACGCATCG-1
+AACGTTGCAGATGGGT-1
+AACGTTGGTACCGGCT-1
+AACGTTGGTCTAAACC-1
+AACGTTGTCTATCGCC-1
+AACGTTGTCTTACCGC-1
+AACTCAGAGACCTAGG-1
+AACTCAGAGAGTCGGT-1
+AACTCAGAGGGAACGG-1
+AACTCAGAGGGTTTCT-1
+AACTCAGGTCTCGTTC-1
+AACTCAGGTTCGTTGA-1
+AACTCAGGTTGAACTC-1
+AACTCAGGTTTGGCGC-1
+AACTCAGTCAAAGTAG-1
+AACTCAGTCAATACCG-1
+AACTCAGTCTTCGGTC-1
+AACTCCCAGCTTATCG-1
+AACTCCCCAACTGGCC-1
+AACTCCCCAGTCTTCC-1
+AACTCCCTCGCAAGCC-1
+AACTCTTAGAGTACCG-1
+AACTCTTCAATGAATG-1
+AACTCTTTCACGGTTA-1
+AACTGGTAGACAGACC-1
+AACTGGTAGACGACGT-1
+AACTGGTAGCGCTCCA-1
+AACTGGTCACTTAACG-1
+AACTGGTGTAAATACG-1
+AACTGGTGTATTAGCC-1
+AACTGGTGTGACGGTA-1
+AACTGGTTCAATAAGG-1
+AACTGGTTCGGACAAG-1
+AACTTTCAGAACAATC-1
+AACTTTCAGGGCTTCC-1
+AACTTTCAGTCAAGCG-1
+AACTTTCCAAGCCGCT-1
+AACTTTCCATCCCATC-1
+AACTTTCGTAGGCATG-1
+AACTTTCTCAGCACAT-1
+AACTTTCTCCCAAGTA-1
+AACTTTCTCGTCTGAA-1
+AAGACCTAGAGACTAT-1
+AAGACCTAGATAGCAT-1
+AAGACCTAGGAGCGAG-1
+AAGACCTAGTAGGTGC-1
+AAGACCTCAAGAGGCT-1
+AAGACCTCACATTAGC-1
+AAGACCTCACTTAACG-1
+AAGACCTCATGACATC-1
+AAGACCTGTATCAGTC-1
+AAGACCTTCAGTGTTG-1
+AAGACCTTCGTTGCCT-1
+AAGACCTTCTTCATGT-1
+AAGCCGCAGGGAAACA-1
+AAGCCGCCACAACTGT-1
+AAGCCGCCAGCCAGAA-1
+AAGCCGCGTCAGAATA-1
+AAGCCGCGTGGACGAT-1
+AAGCCGCTCCACTCCA-1
+AAGCCGCTCTTTAGGG-1
+AAGGAGCAGATATGGT-1
+AAGGAGCAGTACTTGC-1
+AAGGAGCCAATCGAAA-1
+AAGGAGCCAGACGCAA-1
+AAGGAGCGTAAGAGAG-1
+AAGGAGCGTCTAAAGA-1
+AAGGAGCGTGGGTCAA-1
+AAGGCAGAGGTAGCTG-1
+AAGGCAGGTACATCCA-1
+AAGGCAGGTATCTGCA-1
+AAGGCAGGTCCGAAGA-1
+AAGGCAGGTTCCACTC-1
+AAGGCAGTCAATAAGG-1
+AAGGCAGTCACAAACC-1
+AAGGCAGTCAGTGCAT-1
+AAGGCAGTCATCGCTC-1
+AAGGCAGTCCCATTAT-1
+AAGGCAGTCTCTTATG-1
+AAGGCAGTCTGGGCCA-1
+AAGGTTCAGAAACCGC-1
+AAGGTTCAGAAGGACA-1
+AAGGTTCAGATATGGT-1
+AAGGTTCGTTTGGCGC-1
+AAGGTTCTCAATCACG-1
+AAGGTTCTCCGGCACA-1
+AAGGTTCTCGGAGCAA-1
+AAGTCTGAGATGCCAG-1
+AAGTCTGAGGAATGGA-1
+AAGTCTGCATATACGC-1
+AAGTCTGGTCAATACC-1
+AAGTCTGTCCTTGACC-1
+AAGTCTGTCGCAGGCT-1
+AAGTCTGTCGCCGTGA-1
+AATCCAGAGCCAACAG-1
+AATCCAGAGTCACGCC-1
+AATCCAGAGTGATCGG-1
+AATCCAGAGTTAGGTA-1
+AATCCAGCAAGGACTG-1
+AATCCAGCATGTTCCC-1
+AATCCAGGTATAGGGC-1
+AATCCAGGTTCTGGTA-1
+AATCCAGTCACTCTTA-1
+AATCGGTAGAACTGTA-1
+AATCGGTAGAGAGCTC-1
+AATCGGTAGAGTACAT-1
+AATCGGTAGATGCCAG-1
+AATCGGTAGTAGCGGT-1
+AATCGGTCACGGTTTA-1
+AATCGGTGTCTCATCC-1
+AATCGGTTCAACGGGA-1
+AATCGGTTCAGGATCT-1
+AATCGGTTCAGTTGAC-1
+AATCGGTTCCGCAAGC-1
+ACACCAAAGATGGGTC-1
+ACACCAAAGCAGACTG-1
+ACACCAAAGGTTCCTA-1
+ACACCAAAGTAATCCC-1
+ACACCAAAGTCATCCA-1
+ACACCAACAATTGCTG-1
+ACACCAACAGATCCAT-1
+ACACCAAGTACCGAGA-1
+ACACCAAGTATATGAG-1
+ACACCAATCCAACCAA-1
+ACACCAATCCAGAGGA-1
+ACACCCTAGCAGCGTA-1
+ACACCCTAGGTACTCT-1
+ACACCCTCAAAGTGCG-1
+ACACCCTGTGAGCGAT-1
+ACACCCTGTGAGTATA-1
+ACACCCTGTGATAAGT-1
+ACACCCTGTGGTCTCG-1
+ACACCCTTCAATCTCT-1
+ACACCCTTCCACTCCA-1
+ACACCCTTCCGGGTGT-1
+ACACCGGAGCGCTTAT-1
+ACACCGGCAGATAATG-1
+ACACCGGGTACAAGTA-1
+ACACCGGTCCAGAAGG-1
+ACACCGGTCTACCAGA-1
+ACACTGATCAGAGGTG-1
+ACACTGATCCACGCAG-1
+ACACTGATCTCTTATG-1
+ACACTGATCTGATTCT-1
+ACAGCCGAGAGTCTGG-1
+ACAGCCGAGGGTTTCT-1
+ACAGCCGAGGTGGGTT-1
+ACAGCCGCAAGGCTCC-1
+ACAGCCGGTAGCGTCC-1
+ACAGCCGGTCCTAGCG-1
+ACAGCCGGTGAAAGAG-1
+ACAGCCGGTGGTTTCA-1
+ACAGCCGGTTACGACT-1
+ACAGCCGTCGAGAACG-1
+ACAGCCGTCTCCTATA-1
+ACAGCTAAGATACACA-1
+ACAGCTAAGTGTTAGA-1
+ACAGCTACACGGTTTA-1
+ACAGCTAGTACCGTAT-1
+ACAGCTAGTATATGAG-1
+ACAGCTAGTCTCTTAT-1
+ACAGCTAGTGGCAAAC-1
+ACAGCTAGTTACGTCA-1
+ACAGCTATCGTACCGG-1
+ACATACGAGTAGATGT-1
+ACATACGCAATGCCAT-1
+ACATACGCACGAAATA-1
+ACATACGCAGACACTT-1
+ACATACGGTAGGCTGA-1
+ACATACGGTCACCCAG-1
+ACATACGTCCTAAGTG-1
+ACATACGTCGGTTCGG-1
+ACATACGTCGTTGCCT-1
+ACATACGTCTCGAGTA-1
+ACATCAGAGAAACCAT-1
+ACATCAGAGGATGGAA-1
+ACATCAGAGGCTAGGT-1
+ACATCAGAGTGTCTCA-1
+ACATCAGAGTTATCGC-1
+ACATCAGCAAACTGTC-1
+ACATCAGCACTACAGT-1
+ACATCAGCAGTTCCCT-1
+ACATCAGCATGAAGTA-1
+ACATCAGGTCGCATAT-1
+ACATCAGGTGATGATA-1
+ACATCAGTCCTCCTAG-1
+ACATCAGTCGAATGGG-1
+ACATGGTAGGACTGGT-1
+ACATGGTAGGATTCGG-1
+ACATGGTAGTTGCAGG-1
+ACATGGTGTATATCCG-1
+ACATGGTTCAACTCTT-1
+ACATGGTTCTGGAGCC-1
+ACCAGTAAGCGATAGC-1
+ACCAGTAAGCTAGTGG-1
+ACCAGTACAACACGCC-1
+ACCAGTACACTCGACG-1
+ACCAGTACAGACAGGT-1
+ACCAGTATCTAACTGG-1
+ACCCACTAGAAACCAT-1
+ACCCACTAGAGGGCTT-1
+ACCCACTAGCCACTAT-1
+ACCCACTAGCGATCCC-1
+ACCCACTAGTGTGGCA-1
+ACCCACTCACCATGTA-1
+ACCCACTCATGGGACA-1
+ACCCACTGTACCATCA-1
+ACCCACTGTACCTACA-1
+ACCCACTGTCGCTTTC-1
+ACCCACTGTGATGCCC-1
+ACCCACTGTTGTACAC-1
+ACCGTAAAGGATGGAA-1
+ACCGTAAAGTTGTCGT-1
+ACCGTAACAGACGCCT-1
+ACCGTAACAGTTCCCT-1
+ACCGTAACATTACCTT-1
+ACCGTAAGTGTAAGTA-1
+ACCGTAATCAAGATCC-1
+ACCGTAATCATCACCC-1
+ACCGTAATCCCAGGTG-1
+ACCGTAATCTGGAGCC-1
+ACCTTTAAGCAATCTC-1
+ACCTTTAAGTGAAGAG-1
+ACCTTTACAACACCCG-1
+ACCTTTACAACGATGG-1
+ACCTTTAGTTATGTGC-1
+ACCTTTATCTCTGTCG-1
+ACCTTTATCTGTCTAT-1
+ACGAGCCAGAGAGCTC-1
+ACGAGCCAGCCCAACC-1
+ACGAGCCAGCTAGTGG-1
+ACGAGCCAGTAAGTAC-1
+ACGAGCCAGTACACCT-1
+ACGAGCCCACGAGGTA-1
+ACGAGCCCAGGGAGAG-1
+ACGAGCCCATGCTAGT-1
+ACGAGCCCATGGTCAT-1
+ACGAGCCGTAGCTCCG-1
+ACGAGCCGTCTCTCGT-1
+ACGAGCCGTTGTGGAG-1
+ACGAGCCTCGGAATCT-1
+ACGAGCCTCGTATCAG-1
+ACGAGCCTCTGAGTGT-1
+ACGAGGAAGACTACAA-1
+ACGAGGAAGGCAATTA-1
+ACGAGGAAGTAGATGT-1
+ACGAGGACAAAGCGGT-1
+ACGAGGACACAAGACG-1
+ACGAGGACATCAGTCA-1
+ACGAGGACATGGATGG-1
+ACGAGGATCATAGCAC-1
+ACGAGGATCTCATTCA-1
+ACGATACAGACTTTCG-1
+ACGATACAGAGAACAG-1
+ACGATACAGCGATAGC-1
+ACGATACAGGTGTGGT-1
+ACGATACAGGTTCCTA-1
+ACGATACAGTATTGGA-1
+ACGATACAGTTCGATC-1
+ACGATACCACCGAATT-1
+ACGATACCACCGCTAG-1
+ACGATACCACCTGGTG-1
+ACGATACCAGGGTTAG-1
+ACGATACGTCCCGACA-1
+ACGATACTCAGCTCTC-1
+ACGATACTCATGTCCC-1
+ACGATACTCGAACTGT-1
+ACGATACTCTGCGGCA-1
+ACGATGTAGCAGACTG-1
+ACGATGTAGGTGACCA-1
+ACGATGTAGTCTCAAC-1
+ACGATGTAGTGAACGC-1
+ACGATGTCAATCACAC-1
+ACGATGTCACCGGAAA-1
+ACGATGTCAGTCAGCC-1
+ACGATGTGTTAAGATG-1
+ACGATGTGTTCCACAA-1
+ACGATGTTCCCTAACC-1
+ACGCAGCAGAACAACT-1
+ACGCAGCAGGGTATCG-1
+ACGCAGCAGTGCCAGA-1
+ACGCAGCCAAATCCGT-1
+ACGCAGCCACGAGGTA-1
+ACGCAGCTCCAATGGT-1
+ACGCAGCTCTGGCGTG-1
+ACGCCAGAGGCAGGTT-1
+ACGCCAGAGGCGCTCT-1
+ACGCCAGCATGGGAAC-1
+ACGCCAGGTCATGCAT-1
+ACGCCGAAGATCTGCT-1
+ACGCCGAAGGCCCTTG-1
+ACGCCGACAATGAAAC-1
+ACGCCGACACCAGGCT-1
+ACGCCGACACGGCTAC-1
+ACGCCGACAGATAATG-1
+ACGCCGAGTAAGCACG-1
+ACGCCGAGTACATCCA-1
+ACGCCGATCCATGCTC-1
+ACGCCGATCCCAAGTA-1
+ACGGAGAAGATCCCAT-1
+ACGGAGAAGGCTAGGT-1
+ACGGAGAAGTTGAGTA-1
+ACGGAGACAAATCCGT-1
+ACGGAGACAATTCCTT-1
+ACGGAGACATGCATGT-1
+ACGGAGAGTAGAGCTG-1
+ACGGAGAGTCGTTGTA-1
+ACGGAGAGTTGCCTCT-1
+ACGGAGATCTGTCCGT-1
+ACGGCCAAGGGCACTA-1
+ACGGCCAAGTCCATAC-1
+ACGGCCACACCATGTA-1
+ACGGCCACATCCGCGA-1
+ACGGCCATCAGGATCT-1
+ACGGCCATCGCTTGTC-1
+ACGGCCATCTCAACTT-1
+ACGGGCTAGACAGAGA-1
+ACGGGCTGTGTTCGAT-1
+ACGGGCTGTTCTGAAC-1
+ACGGGCTGTTTAAGCC-1
+ACGGGCTTCAGAGCTT-1
+ACGGGCTTCGCGATCG-1
+ACGGGCTTCTATCGCC-1
+ACGGGCTTCTGGTTCC-1
+ACGGGTCAGGACACCA-1
+ACGGGTCCATTTCACT-1
+ACGGGTCGTGCCTGCA-1
+ACGGGTCTCCAAACAC-1
+ACGGGTCTCTCTTGAT-1
+ACGTCAAAGAATGTTG-1
+ACGTCAACAAAGAATC-1
+ACGTCAACAACGATCT-1
+ACGTCAACACAGGCCT-1
+ACGTCAACAGATGAGC-1
+ACGTCAACAGTATAAG-1
+ACGTCAAGTATAGGTA-1
+ACGTCAAGTCACAAGG-1
+ACGTCAAGTCTGATTG-1
+ACGTCAATCTACGAGT-1
+ACTATCTAGAACAATC-1
+ACTATCTAGAAGCCCA-1
+ACTATCTAGGATGGTC-1
+ACTATCTCAAACTGTC-1
+ACTATCTCAAAGGTGC-1
+ACTATCTCACACGCTG-1
+ACTATCTGTCGAAAGC-1
+ACTATCTGTTCGAATC-1
+ACTATCTGTTGTCTTT-1
+ACTATCTTCAGTTTGG-1
+ACTATCTTCCCTCAGT-1
+ACTATCTTCTGCAGTA-1
+ACTGAACAGACACGAC-1
+ACTGAACAGATCCCAT-1
+ACTGAACAGTACTTGC-1
+ACTGAACCAAATCCGT-1
+ACTGAACCACGGACAA-1
+ACTGAACCAGGTGCCT-1
+ACTGAACGTATAAACG-1
+ACTGAACGTCTAGGTT-1
+ACTGAACGTGTTCTTT-1
+ACTGAACGTTATCACG-1
+ACTGAACTCACTTATC-1
+ACTGAACTCCCAAGAT-1
+ACTGAACTCCGGCACA-1
+ACTGAGTCAATAGAGT-1
+ACTGAGTCAGTCGATT-1
+ACTGAGTCATGACGGA-1
+ACTGAGTGTGATGTGG-1
+ACTGAGTGTTGAGTTC-1
+ACTGAGTTCGTGGTCG-1
+ACTGATGAGATATGCA-1
+ACTGATGAGGACGAAA-1
+ACTGATGAGTAACCCT-1
+ACTGATGCATGTAGTC-1
+ACTGCTCAGGCGATAC-1
+ACTGCTCAGTACATGA-1
+ACTGCTCCAATGTAAG-1
+ACTGCTCCACGAAACG-1
+ACTGCTCCAGCGTCCA-1
+ACTGCTCGTCGACTAT-1
+ACTGCTCGTGACGCCT-1
+ACTGCTCTCGGAAATA-1
+ACTGCTCTCTAACGGT-1
+ACTGCTCTCTAGCACA-1
+ACTGCTCTCTGTCTAT-1
+ACTGTCCAGTAACCCT-1
+ACTGTCCCAAAGTCAA-1
+ACTGTCCCAACTGGCC-1
+ACTGTCCCACAACGCC-1
+ACTGTCCCACCCAGTG-1
+ACTGTCCGTCCGACGT-1
+ACTGTCCTCAGGCGAA-1
+ACTGTCCTCTGGCGAC-1
+ACTTACTAGGACCACA-1
+ACTTACTCAATGGATA-1
+ACTTACTCACCAGTTA-1
+ACTTACTCAGACGCAA-1
+ACTTACTGTCTGCGGT-1
+ACTTACTTCTGTTTGT-1
+ACTTACTTCTTACCTA-1
+ACTTGTTAGCTGCAAG-1
+ACTTGTTCACTCTGTC-1
+ACTTGTTCATCGACGC-1
+ACTTGTTCATGACGGA-1
+ACTTGTTCATTGAGCT-1
+ACTTGTTGTACCAGTT-1
+ACTTGTTGTATATGGA-1
+ACTTGTTTCAGATAAG-1
+ACTTTCAAGATGTGTA-1
+ACTTTCAAGGCGCTCT-1
+ACTTTCAGTACAGACG-1
+ACTTTCAGTTCTCATT-1
+ACTTTCATCATGTCCC-1
+ACTTTCATCTACGAGT-1
+AGAATAGAGGAATGGA-1
+AGAATAGAGGATATAC-1
+AGAATAGAGGCCGAAT-1
+AGAATAGAGGTACTCT-1
+AGAATAGCATTCGACA-1
+AGAATAGGTCGGCTCA-1
+AGAATAGGTTAAGAAC-1
+AGAATAGTCGCCTGTT-1
+AGAATAGTCTCCTATA-1
+AGACGTTAGTATCTCG-1
+AGACGTTAGTCCAGGA-1
+AGACGTTAGTTAGGTA-1
+AGACGTTCAACACCCG-1
+AGACGTTCACATGACT-1
+AGACGTTGTACACCGC-1
+AGACGTTGTAGAAGGA-1
+AGACGTTGTAGCTAAA-1
+AGACGTTGTAGGCATG-1
+AGACGTTGTATCTGCA-1
+AGACGTTTCCGTTGCT-1
+AGACGTTTCCTATGTT-1
+AGACGTTTCGAATGCT-1
+AGAGCGAAGGTACTCT-1
+AGAGCGAAGTAAGTAC-1
+AGAGCGAAGTACGTTC-1
+AGAGCGAAGTGGCACA-1
+AGAGCGACAGATAATG-1
+AGAGCGACATACGCCG-1
+AGAGCGACATTGGCGC-1
+AGAGCGAGTAAGTGGC-1
+AGAGCGAGTATAAACG-1
+AGAGCGAGTGCGATAG-1
+AGAGCGATCAAACCGT-1
+AGAGCTTAGGCGCTCT-1
+AGAGCTTAGGTGATAT-1
+AGAGCTTCACATGACT-1
+AGAGCTTCAGGCGATA-1
+AGAGCTTCAGTTTACG-1
+AGAGCTTGTACCAGTT-1
+AGAGCTTGTGCATCTA-1
+AGAGCTTGTTCTCATT-1
+AGAGCTTTCACATACG-1
+AGAGCTTTCCCAAGAT-1
+AGAGCTTTCGAGAGCA-1
+AGAGCTTTCTGCTTGC-1
+AGAGCTTTCTGGTATG-1
+AGAGTGGAGTACGATA-1
+AGAGTGGAGTCGTTTG-1
+AGAGTGGAGTCTCGGC-1
+AGAGTGGCAATAAGCA-1
+AGAGTGGCACATTCGA-1
+AGAGTGGCAGGGAGAG-1
+AGAGTGGGTTCACCTC-1
+AGAGTGGTCAAAGTAG-1
+AGAGTGGTCACCGTAA-1
+AGAGTGGTCCCAAGTA-1
+AGAGTGGTCGTTTAGG-1
+AGATCTGAGCAGCGTA-1
+AGATCTGAGGGCTTCC-1
+AGATCTGAGTCTCAAC-1
+AGATCTGCACACTGCG-1
+AGATCTGCAGATGAGC-1
+AGATCTGGTATATGGA-1
+AGATCTGGTATCACCA-1
+AGATCTGGTCTTGCGG-1
+AGATCTGGTGGGTATG-1
+AGATCTGTCACTGGGC-1
+AGATCTGTCATCGGAT-1
+AGATCTGTCCCTCTTT-1
+AGATTGCAGAGGGATA-1
+AGATTGCCACGAGGTA-1
+AGATTGCCATCGATTG-1
+AGATTGCCATGTCTCC-1
+AGATTGCGTGATGCCC-1
+AGATTGCTCATTGCCC-1
+AGATTGCTCGCCGTGA-1
+AGCAGCCAGACGACGT-1
+AGCAGCCAGACTACAA-1
+AGCAGCCAGGATGTAT-1
+AGCAGCCAGGGATACC-1
+AGCAGCCAGTGGCACA-1
+AGCAGCCGTAATCGTC-1
+AGCAGCCTCAAGGTAA-1
+AGCAGCCTCCACGACG-1
+AGCAGCCTCTCGGACG-1
+AGCATACAGTCTCCTC-1
+AGCATACCACAAGTAA-1
+AGCATACGTACGAAAT-1
+AGCATACGTCGTCTTC-1
+AGCATACTCAACGCTA-1
+AGCATACTCGCCCTTA-1
+AGCCTAAAGAGACGAA-1
+AGCCTAAAGTGGTAGC-1
+AGCCTAACAAAGCAAT-1
+AGCCTAACATCGACGC-1
+AGCCTAAGTGCTAGCC-1
+AGCGGTCAGTGGGTTG-1
+AGCGGTCAGTTCGCGC-1
+AGCGGTCCAAACGCGA-1
+AGCGGTCCAAATTGCC-1
+AGCGGTCCATCCCACT-1
+AGCGGTCGTCACCTAA-1
+AGCGGTCGTTACGTCA-1
+AGCGGTCGTTATCACG-1
+AGCGGTCTCAGGCGAA-1
+AGCGGTCTCCTGTAGA-1
+AGCGTATAGAGGTTGC-1
+AGCGTATAGCTGTCTA-1
+AGCGTATAGGCTATCT-1
+AGCGTATAGTCCGTAT-1
+AGCGTATAGTGGGCTA-1
+AGCGTATCAGAGTGTG-1
+AGCGTATGTATTACCG-1
+AGCGTATGTCCGTTAA-1
+AGCGTATGTTCGCGAC-1
+AGCGTATTCCAATGGT-1
+AGCGTATTCCGAGCCA-1
+AGCGTATTCGTACGGC-1
+AGCGTCGAGATCCCGC-1
+AGCGTCGCAGCGTTCG-1
+AGCGTCGCAGGATCGA-1
+AGCTCCTAGACTTGAA-1
+AGCTCCTAGAGTACAT-1
+AGCTCCTCATCCCATC-1
+AGCTCCTCATCGACGC-1
+AGCTCCTGTACCTACA-1
+AGCTCTCAGAAAGTGG-1
+AGCTCTCAGCGCTTAT-1
+AGCTCTCCACCAGTTA-1
+AGCTCTCTCAACTCTT-1
+AGCTCTCTCACATACG-1
+AGCTCTCTCATACGGT-1
+AGCTTGAAGAGGTTAT-1
+AGCTTGAAGGAACTGC-1
+AGCTTGAAGTGAATTG-1
+AGCTTGACAATGGTCT-1
+AGCTTGACAGACAAGC-1
+AGCTTGAGTACAGTGG-1
+AGGCCACAGCAGGTCA-1
+AGGCCACAGCTGGAAC-1
+AGGCCACCAAGAGTCG-1
+AGGCCACCAAGGGTCA-1
+AGGCCACCAATTGCTG-1
+AGGCCACCACCCATGG-1
+AGGCCACCAGGGTTAG-1
+AGGCCACCAGTCGTGC-1
+AGGCCACCATAGACTC-1
+AGGCCACCATCTGGTA-1
+AGGCCACGTCCGAGTC-1
+AGGCCACGTCTTCAAG-1
+AGGCCACGTGCGCTTG-1
+AGGCCACGTTGATTGC-1
+AGGCCACTCACAAACC-1
+AGGCCACTCAGGTAAA-1
+AGGCCACTCCAAACTG-1
+AGGCCGTAGATGCCAG-1
+AGGCCGTAGATGGCGT-1
+AGGCCGTCAAGTACCT-1
+AGGCCGTCACAAGCCC-1
+AGGCCGTCACATGGGA-1
+AGGCCGTCAGGGATTG-1
+AGGCCGTGTTCCCGAG-1
+AGGCCGTTCAAGAAGT-1
+AGGCCGTTCACCCGAG-1
+AGGCCGTTCGTCCGTT-1
+AGGGAGTAGTCGAGTG-1
+AGGGAGTCAACCGCCA-1
+AGGGAGTCACGCTTTC-1
+AGGGAGTCAGATCCAT-1
+AGGGAGTCATCGTCGG-1
+AGGGAGTGTAAGTGTA-1
+AGGGAGTGTATATGAG-1
+AGGGAGTGTCTCTTTA-1
+AGGGATGAGAGGTAGA-1
+AGGGATGAGCTGTTCA-1
+AGGGATGAGGCTCATT-1
+AGGGATGCATACGCTA-1
+AGGGATGGTGCGCTTG-1
+AGGGATGTCACAAACC-1
+AGGGATGTCCGCGTTT-1
+AGGGATGTCTGCTGCT-1
+AGGGTGAAGAATAGGG-1
+AGGGTGAAGAGGTTAT-1
+AGGGTGAAGGATCGCA-1
+AGGGTGACAAGGTTCT-1
+AGGGTGAGTCCTCCAT-1
+AGGGTGAGTCTAAAGA-1
+AGGGTGAGTGCAACGA-1
+AGGGTGATCCAATGGT-1
+AGGGTGATCTTTCCTC-1
+AGGTCATAGACGCTTT-1
+AGGTCATAGCTTCGCG-1
+AGGTCATAGTTAGCGG-1
+AGGTCATCATAAGACA-1
+AGGTCATCATGCAACT-1
+AGGTCATGTCTTCAAG-1
+AGGTCATTCAAACCGT-1
+AGGTCCGAGCACAGGT-1
+AGGTCCGCACGCGAAA-1
+AGGTCCGCAGACAAAT-1
+AGGTCCGGTCATACTG-1
+AGGTCCGGTCATGCAT-1
+AGGTCCGTCAGCATGT-1
+AGGTCCGTCCTCAACC-1
+AGGTCCGTCCTCCTAG-1
+AGTAGTCAGATATGGT-1
+AGTAGTCAGGGTGTGT-1
+AGTAGTCCAACACCCG-1
+AGTAGTCCAACTGGCC-1
+AGTAGTCCATTCACTT-1
+AGTAGTCGTATATCCG-1
+AGTAGTCTCCTTGACC-1
+AGTAGTCTCGTCACGG-1
+AGTAGTCTCTAGCACA-1
+AGTAGTCTCTCCTATA-1
+AGTAGTCTCTGTCAAG-1
+AGTCTTTAGAGACGAA-1
+AGTCTTTAGTAACCCT-1
+AGTCTTTCAAACGCGA-1
+AGTCTTTCAGATTGCT-1
+AGTCTTTCAGTGAGTG-1
+AGTCTTTGTAGAGGAA-1
+AGTCTTTGTATATGAG-1
+AGTCTTTGTTGGTGGA-1
+AGTCTTTTCCTTTCTC-1
+AGTCTTTTCTGAGGGA-1
+AGTGAGGAGAAGCCCA-1
+AGTGAGGAGACGCAAC-1
+AGTGAGGAGACTAAGT-1
+AGTGAGGAGAGGACGG-1
+AGTGAGGAGTAGTGCG-1
+AGTGAGGAGTCACGCC-1
+AGTGAGGCAAACTGCT-1
+AGTGAGGCACGGCCAT-1
+AGTGAGGCAGCTGCAC-1
+AGTGAGGCATAGAAAC-1
+AGTGAGGGTAGCTCCG-1
+AGTGAGGGTCTTGTCC-1
+AGTGAGGGTGAGTGAC-1
+AGTGAGGGTTACAGAA-1
+AGTGAGGGTTTAGGAA-1
+AGTGGGAAGGAATTAC-1
+AGTGGGAAGGGAAACA-1
+AGTGGGACACATTAGC-1
+AGTGGGACACTTCTGC-1
+AGTGGGACATAGGATA-1
+AGTGGGACATCTGGTA-1
+AGTGGGACATTACCTT-1
+AGTGGGAGTCGATTGT-1
+AGTGGGAGTGGTACAG-1
+AGTGTCAAGCAGCCTC-1
+AGTGTCAAGGCAGTCA-1
+AGTGTCACATATGCTG-1
+AGTGTCAGTGCACTTA-1
+AGTGTCAGTGGTCTCG-1
+AGTGTCAGTTTGACAC-1
+AGTTGGTAGAGGTACC-1
+AGTTGGTAGATGTCGG-1
+AGTTGGTCACAAGCCC-1
+AGTTGGTCACACTGCG-1
+AGTTGGTGTAAATGAC-1
+AGTTGGTGTAGGCATG-1
+AGTTGGTGTCCGCTGA-1
+AGTTGGTGTCGCTTTC-1
+AGTTGGTTCGACAGCC-1
+AGTTGGTTCTATCGCC-1
+ATAACGCAGACAATAC-1
+ATAACGCAGTGGACGT-1
+ATAACGCCAAGCTGTT-1
+ATAACGCCATCCTTGC-1
+ATAACGCGTGGACGAT-1
+ATAACGCTCAGGCAAG-1
+ATAACGCTCGAGGTAG-1
+ATAAGAGAGCCGATTT-1
+ATAAGAGAGTACGTTC-1
+ATAAGAGCATCCGCGA-1
+ATAAGAGGTGAGTGAC-1
+ATAAGAGGTGCTTCTC-1
+ATAAGAGGTTCTGAAC-1
+ATAAGAGTCAGTGTTG-1
+ATAAGAGTCATAGCAC-1
+ATAAGAGTCCACGAAT-1
+ATAGACCAGAAGCCCA-1
+ATAGACCCACAGAGGT-1
+ATAGACCCACGGTAGA-1
+ATAGACCCAGCTATTG-1
+ATAGACCGTGTTTGTG-1
+ATAGACCGTTAAGTAG-1
+ATAGACCTCCGTAGTA-1
+ATCACGAAGCGATAGC-1
+ATCACGAAGTAGATGT-1
+ATCACGAAGTAGGTGC-1
+ATCACGACAAGCCTAT-1
+ATCACGACATCACGTA-1
+ATCACGAGTAATAGCA-1
+ATCACGAGTCAATACC-1
+ATCACGAGTGTTTGGT-1
+ATCACGATCATGTCTT-1
+ATCACGATCTTTAGGG-1
+ATCATCTAGAAACCTA-1
+ATCATCTAGGGCTTCC-1
+ATCATCTCAACTGGCC-1
+ATCATCTCACCCAGTG-1
+ATCATCTCACCCTATC-1
+ATCATCTGTCTTTCAT-1
+ATCATCTTCAAACCGT-1
+ATCATCTTCCAGAAGG-1
+ATCATCTTCCCTTGTG-1
+ATCATCTTCTTTCCTC-1
+ATCATGGCACCAGGTC-1
+ATCATGGCAGTCCTTC-1
+ATCATGGGTGCGAAAC-1
+ATCCACCAGCATCATC-1
+ATCCACCAGCCATCGC-1
+ATCCACCAGCTAAGAT-1
+ATCCACCAGCTGCGAA-1
+ATCCACCAGGCATGTG-1
+ATCCACCCAAGCGTAG-1
+ATCCACCCACACCGAC-1
+ATCCACCCAGCATACT-1
+ATCCACCGTAGAGGAA-1
+ATCCACCTCACATACG-1
+ATCCGAAAGCCAGAAC-1
+ATCCGAAAGTTAACGA-1
+ATCCGAAGTCATTAGC-1
+ATCCGAAGTCCATCCT-1
+ATCCGAAGTGATGCCC-1
+ATCGAGTAGCCGCCTA-1
+ATCGAGTAGTTACGGG-1
+ATCGAGTCATTAGGCT-1
+ATCGAGTGTATGCTTG-1
+ATCGAGTTCAACGCTA-1
+ATCGAGTTCTGCTGCT-1
+ATCTACTAGAGGGCTT-1
+ATCTACTAGCCAGTAG-1
+ATCTACTAGGCATGTG-1
+ATCTACTAGTTGAGTA-1
+ATCTACTCACATTTCT-1
+ATCTACTCAGCCAGAA-1
+ATCTACTGTAAGTTCC-1
+ATCTACTGTCTACCTC-1
+ATCTACTGTGAAGGCT-1
+ATCTACTGTGCCTTGG-1
+ATCTACTTCCTGTAGA-1
+ATCTACTTCTGATTCT-1
+ATCTACTTCTGGTTCC-1
+ATCTGCCCACACAGAG-1
+ATCTGCCCATCCTTGC-1
+ATCTGCCGTCAGTGGA-1
+ATCTGCCGTCCGAGTC-1
+ATCTGCCGTGCAACTT-1
+ATCTGCCGTTGTTTGG-1
+ATCTGCCTCCATGCTC-1
+ATCTGCCTCCGAAGAG-1
+ATCTGCCTCGCATGGC-1
+ATCTGCCTCTTCGAGA-1
+ATGAGGGAGAGTAATC-1
+ATGAGGGAGCGAGAAA-1
+ATGAGGGAGGTACTCT-1
+ATGAGGGCACAAGACG-1
+ATGAGGGCATCGGAAG-1
+ATGAGGGGTATTAGCC-1
+ATGAGGGGTCGACTGC-1
+ATGAGGGTCAACGAAA-1
+ATGAGGGTCCTTCAAT-1
+ATGAGGGTCGCCTGAG-1
+ATGAGGGTCTCAAACG-1
+ATGCGATAGAACTCGG-1
+ATGCGATCAACTGCGC-1
+ATGCGATCAAGACGTG-1
+ATGCGATGTGGTCCGT-1
+ATGCGATTCACCCGAG-1
+ATGCGATTCACGAAGG-1
+ATGCGATTCGCTGATA-1
+ATGCGATTCTAGAGTC-1
+ATGCGATTCTGCCCTA-1
+ATGGGAGCAATGACCT-1
+ATGGGAGCAGCGATCC-1
+ATGGGAGGTCATATGC-1
+ATGGGAGTCCTGCAGG-1
+ATGGGAGTCGCTTGTC-1
+ATGTGTGAGACCACGA-1
+ATGTGTGAGACTTGAA-1
+ATGTGTGAGGATGGTC-1
+ATGTGTGAGGGATGGG-1
+ATGTGTGCATTATCTC-1
+ATGTGTGGTCGCATAT-1
+ATGTGTGGTTAGTGGG-1
+ATGTGTGTCGGATGTT-1
+ATTACTCAGTACATGA-1
+ATTACTCCAGTACACT-1
+ATTACTCGTAGCGTAG-1
+ATTACTCGTGCTAGCC-1
+ATTACTCTCCGAATGT-1
+ATTACTCTCTCTAGGA-1
+ATTACTCTCTGCGGCA-1
+ATTATCCAGATCACGG-1
+ATTATCCAGCTGCAAG-1
+ATTATCCAGGTCATCT-1
+ATTATCCGTATAATGG-1
+ATTATCCGTTCGCTAA-1
+ATTATCCTCTGCAGTA-1
+ATTCTACAGCGTCTAT-1
+ATTCTACAGCTAGGCA-1
+ATTCTACCACAACGTT-1
+ATTCTACCACACAGAG-1
+ATTCTACCAGATCGGA-1
+ATTCTACCAGCCACCA-1
+ATTCTACGTAGGCTGA-1
+ATTCTACGTTCATGGT-1
+ATTCTACTCACTTACT-1
+ATTCTACTCGTATCAG-1
+ATTCTACTCTTGTACT-1
+ATTGGACAGAAACGCC-1
+ATTGGACAGAATTGTG-1
+ATTGGACAGCCGTCGT-1
+ATTGGACAGCTGCCCA-1
+ATTGGACAGTGTCCCG-1
+ATTGGACCAAGGTTCT-1
+ATTGGACCACACGCTG-1
+ATTGGACCACTTGGAT-1
+ATTGGACCATCTCGCT-1
+ATTGGACGTAAGAGGA-1
+ATTGGACGTGCCTGTG-1
+ATTGGACTCAGCACAT-1
+ATTGGACTCGATGAGG-1
+ATTGGTGAGGCATGTG-1
+ATTGGTGAGTAACCCT-1
+ATTGGTGCAAGACACG-1
+ATTGGTGCAGCATGAG-1
+ATTGGTGGTCTAGTCA-1
+ATTGGTGGTCTCTCGT-1
+ATTGGTGTCAGTTCGA-1
+ATTTCTGAGACTCGGA-1
+ATTTCTGAGCAGGTCA-1
+ATTTCTGAGCGGATCA-1
+ATTTCTGGTGAGGGTT-1
+ATTTCTGTCCAATGGT-1
+ATTTCTGTCCACGCAG-1
+ATTTCTGTCCTTGCCA-1
+ATTTCTGTCTCTGAGA-1
+CAACCAAAGACATAAC-1
+CAACCAAAGCGATTCT-1
+CAACCAAAGTGTTGAA-1
+CAACCAACAGTAAGCG-1
+CAACCAATCAAACAAG-1
+CAACCAATCAAGATCC-1
+CAACCAATCCGCGGTA-1
+CAACCAATCTCCAGGG-1
+CAACCAATCTTATCTG-1
+CAACCTCAGCGATAGC-1
+CAACCTCCAAGGTTCT-1
+CAACCTCCAGTCGATT-1
+CAACCTCCATCCCACT-1
+CAACCTCCATCCGTGG-1
+CAACCTCCATGCCACG-1
+CAACCTCGTACAGACG-1
+CAACCTCGTGCACTTA-1
+CAACCTCGTTTGGGCC-1
+CAACCTCTCATCTGCC-1
+CAACCTCTCATGTAGC-1
+CAACCTCTCCGTTGTC-1
+CAACCTCTCCTAGGGC-1
+CAACCTCTCGCCTGTT-1
+CAACCTCTCTAGAGTC-1
+CAACCTCTCTCTTGAT-1
+CAACCTCTCTTTCCTC-1
+CAACTAGAGAAGATTC-1
+CAACTAGAGATGCCTT-1
+CAACTAGCAAGCGAGT-1
+CAACTAGCAAGTACCT-1
+CAACTAGCACCACCAG-1
+CAACTAGCACCACGTG-1
+CAACTAGCAGGGTACA-1
+CAACTAGGTACATGTC-1
+CAACTAGGTCCGTCAG-1
+CAACTAGTCACCCTCA-1
+CAACTAGTCTGGGCCA-1
+CAAGAAAAGTCAAGCG-1
+CAAGAAAAGTCCTCCT-1
+CAAGAAACATCAGTAC-1
+CAAGAAACATCATCCC-1
+CAAGAAAGTCGAACAG-1
+CAAGAAAGTTACTGAC-1
+CAAGAAATCAAGGCTT-1
+CAAGAAATCTAGAGTC-1
+CAAGATCGTTCGTCTC-1
+CAAGATCTCATCGGAT-1
+CAAGGCCAGATGTGGC-1
+CAAGGCCAGCCCGAAA-1
+CAAGGCCAGGTTCCTA-1
+CAAGGCCAGTCAAGCG-1
+CAAGGCCCAGCTGTTA-1
+CAAGGCCGTCTAAAGA-1
+CAAGGCCGTTTGTTTC-1
+CAAGGCCTCATTGCCC-1
+CAAGGCCTCCAACCAA-1
+CAAGGCCTCCCATTAT-1
+CAAGGCCTCTAGCACA-1
+CAAGGCCTCTCGTTTA-1
+CAAGGCCTCTGCGACG-1
+CAAGTTGAGATAGCAT-1
+CAAGTTGAGCCAACAG-1
+CAAGTTGAGGGAGTAA-1
+CAAGTTGAGTTGTCGT-1
+CAAGTTGCATGTAAGA-1
+CAAGTTGGTACTTGAC-1
+CAAGTTGGTTACGGAG-1
+CAAGTTGTCCATGAAC-1
+CAAGTTGTCGGCTACG-1
+CACAAACAGGACCACA-1
+CACAAACAGGATATAC-1
+CACAAACAGTGCTGCC-1
+CACAAACCACGGTAGA-1
+CACAAACCACTGAAGG-1
+CACAAACGTCGCGTGT-1
+CACAAACGTTGTCTTT-1
+CACAAACTCAAAGTAG-1
+CACAAACTCCTGTACC-1
+CACAAACTCGAGAGCA-1
+CACAAACTCTAAGCCA-1
+CACAAACTCTGCGGCA-1
+CACAAACTCTTACCGC-1
+CACACAAAGAGTAAGG-1
+CACACAAAGGATGCGT-1
+CACACAACAAGGTTTC-1
+CACACAACAGCGTTCG-1
+CACACAACATTACCTT-1
+CACACAATCCTCCTAG-1
+CACACAATCGAGAACG-1
+CACACCTAGACTAGGC-1
+CACACCTAGAGTACAT-1
+CACACCTAGCAGACTG-1
+CACACCTAGGGCTTCC-1
+CACACCTAGTCAAGGC-1
+CACACCTAGTGGGTTG-1
+CACACCTCATCCGTGG-1
+CACACCTCATCCTTGC-1
+CACACCTGTTAGATGA-1
+CACACCTTCGGCGGTT-1
+CACACTCAGAAACCGC-1
+CACACTCCACGAAATA-1
+CACACTCGTACCAGTT-1
+CACACTCGTAGAGGAA-1
+CACACTCGTATTACCG-1
+CACACTCGTCGGCACT-1
+CACACTCTCACATGCA-1
+CACACTCTCATGTAGC-1
+CACACTCTCCTTCAAT-1
+CACACTCTCGTGGACC-1
+CACAGGCAGAAGGCCT-1
+CACAGGCCACCAGCAC-1
+CACAGGCCAGCTTAAC-1
+CACAGGCCATACTCTT-1
+CACAGGCCATAGGATA-1
+CACAGGCCATGCGCAC-1
+CACAGGCCATGCTAGT-1
+CACAGGCCATGCTGGC-1
+CACAGGCGTAAGGATT-1
+CACAGGCGTTGCTCCT-1
+CACAGGCTCAGGCCCA-1
+CACAGGCTCGGAGGTA-1
+CACAGTACAAGAAGAG-1
+CACAGTACACCACGTG-1
+CACAGTAGTCAGCTAT-1
+CACAGTAGTGACGCCT-1
+CACAGTAGTTCTGTTT-1
+CACAGTATCATTATCC-1
+CACAGTATCCAACCAA-1
+CACAGTATCTCGTATT-1
+CACAGTATCTCTTGAT-1
+CACAGTATCTGGAGCC-1
+CACATAGCAAGTTAAG-1
+CACATAGGTACATCCA-1
+CACATAGGTGAACCTT-1
+CACATAGGTGAGGGAG-1
+CACATAGTCCCTAACC-1
+CACATTTAGAGGACGG-1
+CACATTTAGCTGGAAC-1
+CACATTTTCATCGGAT-1
+CACATTTTCCGGGTGT-1
+CACCACTAGATGCCAG-1
+CACCACTAGCAGACTG-1
+CACCACTAGCATGGCA-1
+CACCACTAGGCCATAG-1
+CACCACTCATGGATGG-1
+CACCACTGTTGCCTCT-1
+CACCACTTCAACTCTT-1
+CACCACTTCAATACCG-1
+CACCAGGAGCACACAG-1
+CACCAGGCAAACTGCT-1
+CACCAGGCAAGCCGCT-1
+CACCAGGCACAGGCCT-1
+CACCAGGCAGGAATGC-1
+CACCAGGGTAAATACG-1
+CACCAGGGTACAAGTA-1
+CACCAGGGTACATGTC-1
+CACCAGGGTATAATGG-1
+CACCAGGTCGTCCAGG-1
+CACCAGGTCTGTGCAA-1
+CACCTTGAGGACAGAA-1
+CACCTTGAGTAATCCC-1
+CACCTTGAGTGTGGCA-1
+CACCTTGCAAGGTTCT-1
+CACCTTGCACGAGAGT-1
+CACCTTGCACGCGAAA-1
+CACCTTGGTACATGTC-1
+CACCTTGGTGGCCCTA-1
+CACCTTGGTGGTAACG-1
+CACCTTGTCTGTGCAA-1
+CACTCCACACGCCAGT-1
+CACTCCACAGGAATGC-1
+CACTCCAGTAAGTGTA-1
+CACTCCAGTCCAGTGC-1
+CACTCCAGTGTGGCTC-1
+CACTCCAGTTGTTTGG-1
+CACTCCATCATCACCC-1
+CACTCCATCCTTTCTC-1
+CACTCCATCGCCAGCA-1
+CAGAATCCAAGTACCT-1
+CAGAATCCATCCGGGT-1
+CAGAATCGTCCGACGT-1
+CAGAATCGTGGGTATG-1
+CAGAATCTCGTTGCCT-1
+CAGAATCTCGTTTGCC-1
+CAGAGAGAGACTAAGT-1
+CAGAGAGAGCTGTCTA-1
+CAGAGAGAGGATTCGG-1
+CAGAGAGCACACCGAC-1
+CAGAGAGGTATCTGCA-1
+CAGAGAGGTCTCTCTG-1
+CAGAGAGGTTCCTCCA-1
+CAGAGAGGTTGTCTTT-1
+CAGAGAGTCTCACATT-1
+CAGAGAGTCTCCGGTT-1
+CAGAGAGTCTGACCTC-1
+CAGATCAAGATGCCAG-1
+CAGATCAAGCGCTTAT-1
+CAGATCAAGCGTCTAT-1
+CAGATCAAGTGTCTCA-1
+CAGATCACAGCATGAG-1
+CAGATCACAGCGTTCG-1
+CAGATCAGTGTTTGTG-1
+CAGATCATCAATACCG-1
+CAGATCATCATCGGAT-1
+CAGATCATCTGGTATG-1
+CAGCAGCAGTCAATAG-1
+CAGCAGCCAAGTCATC-1
+CAGCAGCCAAGTTAAG-1
+CAGCAGCCAATTCCTT-1
+CAGCAGCCACAAGTAA-1
+CAGCAGCCAGGTCGTC-1
+CAGCAGCGTGCGCTTG-1
+CAGCAGCTCAGTCAGT-1
+CAGCAGCTCGTCCAGG-1
+CAGCAGCTCTCCTATA-1
+CAGCATAAGGCCATAG-1
+CAGCATAAGGCTAGAC-1
+CAGCATAAGTACGCCC-1
+CAGCATACAAGTAATG-1
+CAGCATACATGCTAGT-1
+CAGCATATCGGATGGA-1
+CAGCATATCTTTACGT-1
+CAGCCGAAGGCAGTCA-1
+CAGCCGAAGTGGACGT-1
+CAGCCGACAATCCGAT-1
+CAGCCGACAATGAATG-1
+CAGCCGACAGCTGTAT-1
+CAGCCGACAGTTCATG-1
+CAGCCGACATATGCTG-1
+CAGCCGAGTGAGGGTT-1
+CAGCCGAGTGGTAACG-1
+CAGCCGAGTTAAGATG-1
+CAGCCGATCCTTAATC-1
+CAGCCGATCGAATCCA-1
+CAGCCGATCGCTTGTC-1
+CAGCGACAGATAGCAT-1
+CAGCGACAGGCAATTA-1
+CAGCGACAGTGTACCT-1
+CAGCGACCACCGTTGG-1
+CAGCGACCATAACCTG-1
+CAGCGACCATCGGAAG-1
+CAGCTAAAGCGTCTAT-1
+CAGCTAAAGTACGTTC-1
+CAGCTAACAGTGACAG-1
+CAGCTAAGTACGCACC-1
+CAGCTAATCAGGTTCA-1
+CAGCTAATCATGCATG-1
+CAGCTGGAGGAGTACC-1
+CAGCTGGCAAACAACA-1
+CAGCTGGCACCAGTTA-1
+CAGCTGGGTCGAACAG-1
+CAGCTGGGTGATGCCC-1
+CAGGTGCAGTTAGCGG-1
+CAGGTGCCATGGGACA-1
+CAGGTGCTCCCTCAGT-1
+CAGGTGCTCTGTTTGT-1
+CAGTAACAGACAAAGG-1
+CAGTAACAGACTGGGT-1
+CAGTAACAGACTTGAA-1
+CAGTAACAGAGGTTGC-1
+CAGTAACAGATCTGCT-1
+CAGTAACAGGAACTGC-1
+CAGTAACCACACCGAC-1
+CAGTAACCATAAGACA-1
+CAGTAACGTACAAGTA-1
+CAGTAACGTGGGTCAA-1
+CAGTAACGTTCAGTAC-1
+CAGTAACTCAACACGT-1
+CAGTAACTCGCGTTTC-1
+CAGTAACTCTGCGTAA-1
+CAGTCCTAGGGCTCTC-1
+CAGTCCTAGGGTTCCC-1
+CAGTCCTAGTGCCAGA-1
+CAGTCCTCACGTCTCT-1
+CAGTCCTCAGATCGGA-1
+CAGTCCTGTAATAGCA-1
+CAGTCCTGTGCTGTAT-1
+CAGTCCTGTTGTCTTT-1
+CAGTCCTTCTGTTGAG-1
+CATATGGAGGAATTAC-1
+CATATGGCAAAGCGGT-1
+CATATGGGTGTTGGGA-1
+CATATGGTCCGCGCAA-1
+CATATGGTCGCGATCG-1
+CATATGGTCGGCGCTA-1
+CATATGGTCGGTTAAC-1
+CATATTCCAACTGCGC-1
+CATATTCCATAGACTC-1
+CATATTCGTAGGGACT-1
+CATATTCGTCACTGGC-1
+CATATTCGTGTGTGCC-1
+CATATTCTCACCGTAA-1
+CATATTCTCAGTGCAT-1
+CATATTCTCCCTCTTT-1
+CATATTCTCCTACAGA-1
+CATATTCTCGTACCGG-1
+CATATTCTCTTATCTG-1
+CATCAAGAGCCGCCTA-1
+CATCAAGAGCTCTCGG-1
+CATCAAGAGTGTACGG-1
+CATCAAGAGTTGAGTA-1
+CATCAAGCAATAACGA-1
+CATCAAGCACTTCTGC-1
+CATCAAGCAGATTGCT-1
+CATCAAGGTCCGTCAG-1
+CATCAGAAGAACTGTA-1
+CATCAGAAGCGGATCA-1
+CATCAGAAGGTAGCTG-1
+CATCAGAAGTACGCCC-1
+CATCAGACAAGCCCAC-1
+CATCAGAGTTCGTGAT-1
+CATCAGATCACTTATC-1
+CATCAGATCCAAGTAC-1
+CATCAGATCCTTTCTC-1
+CATCAGATCTTGCCGT-1
+CATCCACAGACAAGCC-1
+CATCCACAGCGTAATA-1
+CATCCACAGCTACCGC-1
+CATCCACCACGGCGTT-1
+CATCCACGTAGCCTAT-1
+CATCCACGTAGCGTCC-1
+CATCCACGTGACCAAG-1
+CATCCACGTTCGTCTC-1
+CATCCACGTTTGCATG-1
+CATCCACTCACCGGGT-1
+CATCCACTCCTTTCTC-1
+CATCGAAAGCCCAGCT-1
+CATCGAAAGTGTACCT-1
+CATCGAAAGTTCCACA-1
+CATCGAACAAACAACA-1
+CATCGAAGTAACGTTC-1
+CATCGAAGTGAGGCTA-1
+CATCGAAGTGTTGAGG-1
+CATCGAATCACATGCA-1
+CATCGAATCGCGATCG-1
+CATCGAATCGGAAATA-1
+CATCGGGAGTACCGGA-1
+CATCGGGCAATGGTCT-1
+CATCGGGCACATTAGC-1
+CATCGGGGTATAGGTA-1
+CATCGGGGTGTTGGGA-1
+CATCGGGGTTATCCGA-1
+CATCGGGTCAGGTTCA-1
+CATCGGGTCTATCCTA-1
+CATGACAAGCGTCTAT-1
+CATGACAAGCTAAACA-1
+CATGACAAGGTTACCT-1
+CATGACACAGTCGATT-1
+CATGACACATGAAGTA-1
+CATGACAGTATTACCG-1
+CATGACAGTCTCATCC-1
+CATGACAGTGGTACAG-1
+CATGACATCACCTTAT-1
+CATGACATCTCATTCA-1
+CATGACATCTGCTGTC-1
+CATGCCTAGAGTGAGA-1
+CATGCCTAGTTACGGG-1
+CATGCCTCAGGAATCG-1
+CATGCCTGTACTCTCC-1
+CATGCCTGTAGGCTGA-1
+CATGCCTGTCTCGTTC-1
+CATGCCTTCAGGTTCA-1
+CATGCCTTCATGTAGC-1
+CATGGCGAGCTAGTCT-1
+CATGGCGCAAACTGTC-1
+CATGGCGCACTCGACG-1
+CATGGCGGTATTCTCT-1
+CATGGCGGTCCAGTTA-1
+CATGGCGTCACGACTA-1
+CATTATCAGAGAACAG-1
+CATTATCAGCCAGGAT-1
+CATTATCAGGCACATG-1
+CATTATCAGTGGGCTA-1
+CATTATCGTCTCCACT-1
+CATTATCGTTCCCTTG-1
+CATTATCGTTTGGCGC-1
+CATTATCTCATGGTCA-1
+CATTCGCAGCAACGGT-1
+CATTCGCAGGCCCGTT-1
+CATTCGCCAACACCTA-1
+CATTCGCCAAGCTGAG-1
+CATTCGCCACGACTCG-1
+CATTCGCGTCAGAAGC-1
+CATTCGCGTTAAAGAC-1
+CATTCGCGTTGCGCAC-1
+CATTCGCTCAACTCTT-1
+CATTCGCTCGCCGTGA-1
+CATTCGCTCGGCTACG-1
+CATTCGCTCTGTCAAG-1
+CCAATCCAGAGTCGGT-1
+CCAATCCAGCAATATG-1
+CCAATCCAGCAGCCTC-1
+CCAATCCAGTTTGCGT-1
+CCAATCCCATGCAATC-1
+CCAATCCCATGGAATA-1
+CCAATCCCATGGGACA-1
+CCAATCCGTGGCCCTA-1
+CCAATCCTCGCATGAT-1
+CCAATCCTCTCGCATC-1
+CCAATCCTCTGCCAGG-1
+CCAATCCTCTTATCTG-1
+CCACCTAAGCATGGCA-1
+CCACCTAAGCCAACAG-1
+CCACCTAAGTTACGGG-1
+CCACCTAAGTTGCAGG-1
+CCACCTAGTGCACCAC-1
+CCACCTAGTTAAGACA-1
+CCACCTATCACCTCGT-1
+CCACCTATCGCCCTTA-1
+CCACCTATCTGGTGTA-1
+CCACGGAAGCTTCGCG-1
+CCACGGAAGGCATGTG-1
+CCACGGACAAGGTGTG-1
+CCACGGACACATCCGG-1
+CCACGGACACGTGAGA-1
+CCACGGACATATACGC-1
+CCACGGAGTCTTCGTC-1
+CCACGGATCGTGGACC-1
+CCACGGATCGTGGGAA-1
+CCACTACAGACACTAA-1
+CCACTACAGAGTGAGA-1
+CCACTACAGATCACGG-1
+CCACTACCAGTATGCT-1
+CCACTACCATGCAATC-1
+CCACTACCATGCCCGA-1
+CCACTACGTCTAGGTT-1
+CCACTACTCTACGAGT-1
+CCAGCGAAGCGGCTTC-1
+CCAGCGACATAGACTC-1
+CCAGCGATCACGACTA-1
+CCAGCGATCACTCTTA-1
+CCAGCGATCTGGTATG-1
+CCATGTCAGACACGAC-1
+CCATGTCAGGCTCAGA-1
+CCATGTCCAAAGGTGC-1
+CCATGTCCACAGAGGT-1
+CCATGTCCATAGTAAG-1
+CCATGTCGTGTGAATA-1
+CCATGTCGTTCGAATC-1
+CCATGTCTCCAAACAC-1
+CCATTCGAGAACAACT-1
+CCATTCGAGTATGACA-1
+CCATTCGAGTTGTCGT-1
+CCATTCGCAGACGTAG-1
+CCATTCGGTGCCTGTG-1
+CCATTCGTCAACTCTT-1
+CCATTCGTCGTCACGG-1
+CCCAATCAGCCCAACC-1
+CCCAATCAGGACAGCT-1
+CCCAATCCATAGACTC-1
+CCCAATCGTAAGGGCT-1
+CCCAATCTCAAACAAG-1
+CCCAATCTCAGGATCT-1
+CCCAATCTCATGCTCC-1
+CCCAATCTCGGCGCTA-1
+CCCAGTTAGCATCATC-1
+CCCAGTTCAATTCCTT-1
+CCCAGTTCACAGGAGT-1
+CCCAGTTCAGCTATTG-1
+CCCAGTTCATTGAGCT-1
+CCCAGTTGTTCGGCAC-1
+CCCAGTTTCACCCTCA-1
+CCCAGTTTCAGTTCGA-1
+CCCAGTTTCTCAAACG-1
+CCCAGTTTCTCTAGGA-1
+CCCATACCAATGGATA-1
+CCCATACGTCCTGCTT-1
+CCCATACTCCACGACG-1
+CCCATACTCCTAGAAC-1
+CCCATACTCGTCTGAA-1
+CCCTCCTAGGTAAACT-1
+CCCTCCTCACGACTCG-1
+CCCTCCTCATGCCACG-1
+CCCTCCTCATTAACCG-1
+CCCTCCTGTCACCCAG-1
+CCCTCCTGTCTGATTG-1
+CCCTCCTGTTGTACAC-1
+CCCTCCTTCCAAGCCG-1
+CCCTCCTTCCGCAGTG-1
+CCCTCCTTCCTAGTGA-1
+CCGGGATAGGCGACAT-1
+CCGGGATCACGGCGTT-1
+CCGGGATTCGAGGTAG-1
+CCGGTAGAGAAGCCCA-1
+CCGGTAGAGACTTGAA-1
+CCGGTAGAGGTCATCT-1
+CCGGTAGAGGTGTTAA-1
+CCGGTAGAGTGACATA-1
+CCGGTAGCATACAGCT-1
+CCGGTAGGTGTGACCC-1
+CCGGTAGTCACGCATA-1
+CCGGTAGTCCATTCTA-1
+CCGTACTAGAGTTGGC-1
+CCGTACTAGATCGATA-1
+CCGTACTCAAGCGAGT-1
+CCGTACTCAAGTTCTG-1
+CCGTACTCACAAGTAA-1
+CCGTACTGTATAATGG-1
+CCGTACTGTCGAGATG-1
+CCGTACTGTCTGGAGA-1
+CCGTACTGTGGCAAAC-1
+CCGTACTTCACAAACC-1
+CCGTGGACAATGGACG-1
+CCGTGGAGTACGAAAT-1
+CCGTGGAGTATGAAAC-1
+CCGTGGATCACAGTAC-1
+CCGTGGATCTGTCCGT-1
+CCGTTCAAGAATCTCC-1
+CCGTTCAAGCAACGGT-1
+CCGTTCAAGCAATATG-1
+CCGTTCAAGGTGTTAA-1
+CCGTTCAAGTCACGCC-1
+CCGTTCACAAGTAGTA-1
+CCGTTCACACGGCGTT-1
+CCGTTCAGTACACCGC-1
+CCGTTCAGTGACAAAT-1
+CCGTTCAGTTGCGTTA-1
+CCGTTCAGTTTACTCT-1
+CCGTTCATCTTCAACT-1
+CCTAAAGAGACACTAA-1
+CCTAAAGAGGGATGGG-1
+CCTAAAGCAAGCCGCT-1
+CCTAAAGCAAGCGATG-1
+CCTAAAGCACTAAGTC-1
+CCTAAAGCAGCTTAAC-1
+CCTAAAGGTAGGGACT-1
+CCTAAAGGTGTAACGG-1
+CCTAAAGGTGTGACCC-1
+CCTAAAGGTTGGTGGA-1
+CCTAAAGTCGAGAGCA-1
+CCTACACAGCCAGAAC-1
+CCTACACAGTCGATAA-1
+CCTACACCACACATGT-1
+CCTACACCAGATCTGT-1
+CCTACACCAGCTGTAT-1
+CCTACACGTGAGTATA-1
+CCTACACGTTGTTTGG-1
+CCTACACTCAGGTTCA-1
+CCTACCACATGAAGTA-1
+CCTACCAGTGATGATA-1
+CCTACCATCAAAGACA-1
+CCTACCATCTTCAACT-1
+CCTAGCTAGACTTTCG-1
+CCTAGCTAGGATGCGT-1
+CCTAGCTCACCTGGTG-1
+CCTAGCTCAGGTGGAT-1
+CCTAGCTGTAACGACG-1
+CCTAGCTGTCCAACTA-1
+CCTAGCTGTTAAGATG-1
+CCTAGCTGTTCCTCCA-1
+CCTAGCTTCCAGAAGG-1
+CCTAGCTTCCCGACTT-1
+CCTAGCTTCGAACGGA-1
+CCTAGCTTCTAACTGG-1
+CCTATTACAAGGACAC-1
+CCTATTACAGACAGGT-1
+CCTATTAGTACTCTCC-1
+CCTATTAGTAGCGTCC-1
+CCTATTAGTCTCTCTG-1
+CCTATTATCCAAATGC-1
+CCTATTATCGGAAACG-1
+CCTCAGTAGTGCTGCC-1
+CCTCAGTCACTAGTAC-1
+CCTCAGTCAGCTGTAT-1
+CCTCAGTCAGTCTTCC-1
+CCTCAGTGTCGAACAG-1
+CCTCAGTGTTCCAACA-1
+CCTCAGTTCCCTAACC-1
+CCTCAGTTCGAGAGCA-1
+CCTCAGTTCGCAAGCC-1
+CCTCAGTTCTATGTGG-1
+CCTCAGTTCTGATTCT-1
+CCTCAGTTCTGCTGCT-1
+CCTCTGAAGCTGAAAT-1
+CCTCTGATCGGCGGTT-1
+CCTTACGAGCTACCGC-1
+CCTTACGCACCGATAT-1
+CCTTACGCAGCTCGAC-1
+CCTTACGGTGGAAAGA-1
+CCTTACGGTTCCACTC-1
+CCTTACGTCACCACCT-1
+CCTTACGTCCCAAGTA-1
+CCTTACGTCTCTTATG-1
+CCTTCCCCAGGGTACA-1
+CCTTCCCCATGCAACT-1
+CCTTCCCGTAAGAGAG-1
+CCTTCCCGTTTGACAC-1
+CCTTCGAAGACAGAGA-1
+CCTTCGACAAGTTCTG-1
+CCTTCGACATGCATGT-1
+CCTTCGATCATCGATG-1
+CCTTCGATCGTTGACA-1
+CCTTTCTAGCACACAG-1
+CCTTTCTCACGACTCG-1
+CCTTTCTCAGCCACCA-1
+CCTTTCTGTACCGTTA-1
+CCTTTCTGTGTTTGGT-1
+CCTTTCTGTTCCACGG-1
+CCTTTCTGTTCCATGA-1
+CCTTTCTTCTCGCTTG-1
+CCTTTCTTCTTTAGGG-1
+CGAACATAGACTGGGT-1
+CGAACATAGTACGCCC-1
+CGAACATAGTCGAGTG-1
+CGAACATCACACCGAC-1
+CGAACATCAGCTGCTG-1
+CGAACATCATATACGC-1
+CGAACATCATCTCCCA-1
+CGAACATGTCGAAAGC-1
+CGAACATGTGGACGAT-1
+CGAACATTCTGCAGTA-1
+CGAACATTCTGCTGTC-1
+CGAATGTAGGGCTTCC-1
+CGAATGTCACGCATCG-1
+CGAATGTCATGTTCCC-1
+CGAATGTGTATTACCG-1
+CGAATGTGTTGCGTTA-1
+CGAATGTTCACCAGGC-1
+CGAATGTTCGCTTGTC-1
+CGAATGTTCTCTTGAT-1
+CGACCTTAGAAGGACA-1
+CGACCTTAGAGTACCG-1
+CGACCTTAGCTAACAA-1
+CGACCTTAGTGGAGAA-1
+CGACCTTCAGCTGCTG-1
+CGACCTTGTCTCACCT-1
+CGACCTTGTGACTACT-1
+CGACCTTTCAGCTCTC-1
+CGACCTTTCAGTCAGT-1
+CGACCTTTCCCTTGTG-1
+CGACTTCAGTTTGCGT-1
+CGACTTCCAAACAACA-1
+CGACTTCGTAGCGTGA-1
+CGACTTCGTCAGGACA-1
+CGACTTCGTCTGGTCG-1
+CGACTTCTCTTTCCTC-1
+CGAGAAGAGCCCAATT-1
+CGAGAAGAGGGTTCCC-1
+CGAGAAGCATGTAGTC-1
+CGAGAAGGTAAGAGAG-1
+CGAGAAGGTCGCCATG-1
+CGAGAAGGTCTACCTC-1
+CGAGAAGGTTAAGTAG-1
+CGAGAAGTCACAAACC-1
+CGAGAAGTCACCGGGT-1
+CGAGAAGTCATTATCC-1
+CGAGCACAGTCATCCA-1
+CGAGCACCACCGTTGG-1
+CGAGCACCAGGGTTAG-1
+CGAGCACCATACGCTA-1
+CGAGCACGTACTCTCC-1
+CGAGCACTCCCATTTA-1
+CGAGCCAAGACTGTAA-1
+CGAGCCAAGGCTAGAC-1
+CGAGCCACACACCGCA-1
+CGAGCCACAGATGAGC-1
+CGAGCCAGTATTCGTG-1
+CGAGCCAGTCAAAGAT-1
+CGAGCCAGTCGTGGCT-1
+CGAGCCAGTCTGCCAG-1
+CGAGCCAGTGAAATCA-1
+CGAGCCAGTGAGTATA-1
+CGAGCCAGTGCGGTAA-1
+CGAGCCAGTTCCATGA-1
+CGAGCCATCCACGAAT-1
+CGAGCCATCGTGGACC-1
+CGATCGGAGAACAACT-1
+CGATCGGCAGACGCTC-1
+CGATCGGGTGATGCCC-1
+CGATCGGGTTCTCATT-1
+CGATCGGTCTGTCCGT-1
+CGATGGCAGCTGTCTA-1
+CGATGGCCAATCCAAC-1
+CGATGGCCACGCCAGT-1
+CGATGGCCATGCCTTC-1
+CGATGGCGTAAGTAGT-1
+CGATGGCGTGTTAAGA-1
+CGATGGCTCCGAAGAG-1
+CGATGTAAGAGATGAG-1
+CGATGTAAGAGCTATA-1
+CGATGTAAGAGTGAGA-1
+CGATGTAAGTGTTTGC-1
+CGATGTACAAGTAGTA-1
+CGATGTACAGATCTGT-1
+CGATGTACAGGGCATA-1
+CGATGTACATAAAGGT-1
+CGATGTAGTATAATGG-1
+CGATGTAGTATAGGTA-1
+CGATGTAGTCGGCACT-1
+CGATGTAGTTTCGCTC-1
+CGATGTATCACCACCT-1
+CGATGTATCATCATTC-1
+CGATTGAAGTACGACG-1
+CGATTGAAGTCAAGGC-1
+CGATTGACAAGCGAGT-1
+CGATTGACATGCAATC-1
+CGATTGATCACAATGC-1
+CGATTGATCCAAACTG-1
+CGATTGATCCTACAGA-1
+CGATTGATCGTTTATC-1
+CGATTGATCTCCAACC-1
+CGCCAAGAGTACCGGA-1
+CGCCAAGAGTAGCCGA-1
+CGCCAAGCAAGCCCAC-1
+CGCCAAGCAAGTTCTG-1
+CGCCAAGCATACGCTA-1
+CGCCAAGGTCCGAAGA-1
+CGCCAAGGTCCGACGT-1
+CGCGGTAAGACCACGA-1
+CGCGGTAAGAGCCCAA-1
+CGCGGTAAGATTACCC-1
+CGCGGTAGTCAGTGGA-1
+CGCGGTATCTACGAGT-1
+CGCGTTTAGGCGATAC-1
+CGCGTTTCAAACTGTC-1
+CGCGTTTCACATTAGC-1
+CGCGTTTCATTCTCAT-1
+CGCGTTTGTTGATTGC-1
+CGCGTTTTCAAGGTAA-1
+CGCGTTTTCTCTAGGA-1
+CGCTATCAGACACTAA-1
+CGCTATCAGCGATATA-1
+CGCTATCAGCTAACAA-1
+CGCTATCAGGAGTAGA-1
+CGCTATCAGGCGATAC-1
+CGCTATCAGGTGATTA-1
+CGCTATCAGTGGTAGC-1
+CGCTATCCAAGCCGTC-1
+CGCTATCCAAGCTGGA-1
+CGCTATCCACATTTCT-1
+CGCTATCCACCACGTG-1
+CGCTATCCAGGCTCAC-1
+CGCTATCGTTTGGCGC-1
+CGCTATCTCAGGCCCA-1
+CGCTATCTCTTAGAGC-1
+CGCTGGAAGGGTGTTG-1
+CGCTGGACACAAGTAA-1
+CGCTGGACAGTAAGCG-1
+CGCTGGACAGTGACAG-1
+CGCTGGACATATACGC-1
+CGCTGGAGTCCCGACA-1
+CGCTGGAGTTACAGAA-1
+CGCTGGAGTTGGACCC-1
+CGCTGGAGTTGGTAAA-1
+CGCTGGATCACAAACC-1
+CGCTGGATCATATCGG-1
+CGCTTCAAGAACAACT-1
+CGCTTCAAGCCTCGTG-1
+CGCTTCACAGTACACT-1
+CGCTTCACATGGTCTA-1
+CGCTTCATCACGGTTA-1
+CGCTTCATCCAGAAGG-1
+CGGACACAGACCGGAT-1
+CGGACACAGAGGTTGC-1
+CGGACACAGCCAGGAT-1
+CGGACACAGCGACGTA-1
+CGGACACCACATGACT-1
+CGGACACCAGCAGTTT-1
+CGGACACCAGTAGAGC-1
+CGGACACCATACGCCG-1
+CGGACACGTCTCACCT-1
+CGGACACTCGGTGTTA-1
+CGGACACTCTAACTGG-1
+CGGACACTCTTTACGT-1
+CGGACGTAGACTGTAA-1
+CGGACGTAGCCAGTAG-1
+CGGACGTAGCCGGTAA-1
+CGGACGTAGCGTCAAG-1
+CGGACGTAGTACCGGA-1
+CGGACGTCAAATTGCC-1
+CGGACGTCACCACGTG-1
+CGGACGTCATCCAACA-1
+CGGACTGAGAAAGTGG-1
+CGGACTGAGAGTACCG-1
+CGGACTGCAAACTGTC-1
+CGGACTGCAATGAATG-1
+CGGACTGCACTTAAGC-1
+CGGACTGCATGGAATA-1
+CGGACTGGTACCCAAT-1
+CGGACTGGTCCAGTGC-1
+CGGACTGGTGCAACGA-1
+CGGACTGTCAGTTAGC-1
+CGGACTGTCATACGGT-1
+CGGACTGTCCAATGGT-1
+CGGACTGTCGGAAATA-1
+CGGACTGTCTAACTCT-1
+CGGACTGTCTTGCCGT-1
+CGGAGCTAGGAGTAGA-1
+CGGAGCTCACGGTGTC-1
+CGGAGCTCAGGTCGTC-1
+CGGAGCTTCAAACAAG-1
+CGGAGCTTCATAGCAC-1
+CGGAGTCAGAATCTCC-1
+CGGAGTCAGACACTAA-1
+CGGAGTCAGGAATTAC-1
+CGGAGTCCAAGTTGTC-1
+CGGAGTCCAATGACCT-1
+CGGAGTCCACATTTCT-1
+CGGAGTCCATCTCCCA-1
+CGGAGTCGTCTGCAAT-1
+CGGAGTCGTTACGTCA-1
+CGGAGTCGTTATTCTC-1
+CGGAGTCGTTCAGTAC-1
+CGGAGTCTCAACGCTA-1
+CGGCTAGAGAAGGACA-1
+CGGCTAGAGCTAGCCC-1
+CGGCTAGAGGACACCA-1
+CGGCTAGAGGCTAGAC-1
+CGGGTCAAGACAGACC-1
+CGGGTCAGTAAATACG-1
+CGGGTCAGTTATCCGA-1
+CGGGTCAGTTCACGGC-1
+CGGGTCATCAACACAC-1
+CGGTTAAAGAGGGCTT-1
+CGGTTAAAGTACGCCC-1
+CGGTTAAAGTGAACAT-1
+CGGTTAACAAGTTAAG-1
+CGGTTAACATGCGCAC-1
+CGGTTAAGTCTAGCCG-1
+CGGTTAAGTGCAGTAG-1
+CGGTTAATCCAAACTG-1
+CGGTTAATCTTAGAGC-1
+CGGTTAATCTTGTATC-1
+CGTAGCGAGGTGTTAA-1
+CGTAGCGCAATCTACG-1
+CGTAGCGCAGCTGCAC-1
+CGTAGCGCATGGTTGT-1
+CGTAGCGGTAGAGGAA-1
+CGTAGCGGTGTGAAAT-1
+CGTAGCGTCAGCTCTC-1
+CGTAGCGTCCCAGGTG-1
+CGTAGCGTCCTGCTTG-1
+CGTAGGCCACCTCGGA-1
+CGTAGGCGTACAGTGG-1
+CGTAGGCGTCCGAATT-1
+CGTAGGCTCCAAACTG-1
+CGTAGGCTCGTGACAT-1
+CGTAGGCTCTGATTCT-1
+CGTCACTAGAATTCCC-1
+CGTCACTAGGCCGAAT-1
+CGTCACTCAACTGCTA-1
+CGTCACTCACTTAAGC-1
+CGTCACTCATAACCTG-1
+CGTCACTGTCATTAGC-1
+CGTCACTGTCGACTAT-1
+CGTCACTGTTGGTGGA-1
+CGTCACTTCTTGAGAC-1
+CGTCAGGAGCGTAATA-1
+CGTCAGGAGTCCAGGA-1
+CGTCAGGAGTCGTTTG-1
+CGTCAGGCAAAGTCAA-1
+CGTCAGGCACAACTGT-1
+CGTCAGGCACTTACGA-1
+CGTCAGGGTAGTGAAT-1
+CGTCAGGGTATAGGTA-1
+CGTCAGGTCTCTTGAT-1
+CGTCAGGTCTGCAGTA-1
+CGTCCATAGGGTATCG-1
+CGTCCATCAAAGGCGT-1
+CGTCCATCAGACAGGT-1
+CGTCCATCATGTAAGA-1
+CGTCCATGTATTCGTG-1
+CGTCCATGTCTGATCA-1
+CGTCCATTCCGATATG-1
+CGTCCATTCGCCGTGA-1
+CGTCTACAGAGTACCG-1
+CGTCTACAGGCAATTA-1
+CGTCTACCACTGTCGG-1
+CGTCTACGTGCTCTTC-1
+CGTCTACTCGCCAGCA-1
+CGTCTACTCTTAACCT-1
+CGTGAGCAGGGAGTAA-1
+CGTGAGCCAGCGTAAG-1
+CGTGAGCGTAACGTTC-1
+CGTGAGCGTCCTCCAT-1
+CGTGAGCTCAGCGATT-1
+CGTGAGCTCTTAGCCC-1
+CGTGTAAAGCGCCTTG-1
+CGTGTAACAGCTTCGG-1
+CGTGTAAGTATCAGTC-1
+CGTGTAAGTTCGTTGA-1
+CGTGTAATCAGGCCCA-1
+CGTGTAATCCACGTGG-1
+CGTGTCTAGTACGTAA-1
+CGTGTCTGTAGCCTCG-1
+CGTGTCTGTAGGCATG-1
+CGTGTCTGTCATCCCT-1
+CGTGTCTTCAACACTG-1
+CGTGTCTTCCTCAATT-1
+CGTGTCTTCTCTAGGA-1
+CGTTAGAAGGAGCGTT-1
+CGTTAGAAGGGAAACA-1
+CGTTAGAAGGTAGCCA-1
+CGTTAGAAGGTGTTAA-1
+CGTTAGAAGTGATCGG-1
+CGTTAGACAAGGACAC-1
+CGTTAGACACCAGTTA-1
+CGTTAGACAGCCAGAA-1
+CGTTAGAGTCAGATAA-1
+CGTTAGAGTCATCCCT-1
+CGTTAGAGTCTTCGTC-1
+CGTTAGAGTGGGTATG-1
+CGTTAGATCAGCTTAG-1
+CGTTAGATCCAGGGCT-1
+CGTTAGATCGAATCCA-1
+CGTTAGATCGCCATAA-1
+CGTTAGATCTCAAACG-1
+CGTTCTGAGCATCATC-1
+CGTTCTGCAGGGTATG-1
+CGTTCTGCATTTGCTT-1
+CGTTCTGGTTCCACAA-1
+CGTTCTGTCACTCCTG-1
+CGTTCTGTCGCACTCT-1
+CGTTCTGTCTAACTGG-1
+CGTTCTGTCTACGAGT-1
+CGTTCTGTCTACTCAT-1
+CGTTGGGAGAGGACGG-1
+CGTTGGGAGTAGGTGC-1
+CGTTGGGAGTTGAGTA-1
+CGTTGGGCAGATGAGC-1
+CGTTGGGCAGTCGTGC-1
+CGTTGGGGTCCGTCAG-1
+CGTTGGGGTCTGCAAT-1
+CGTTGGGGTTCCGGCA-1
+CGTTGGGTCCATTCTA-1
+CGTTGGGTCCTCTAGC-1
+CGTTGGGTCGCCATAA-1
+CTAACTTAGAACAACT-1
+CTAACTTAGAATGTTG-1
+CTAACTTCAATAGCAA-1
+CTAACTTCACAAGTAA-1
+CTAACTTCACAGATTC-1
+CTAACTTCACCAGGTC-1
+CTAACTTCACCCTATC-1
+CTAACTTCATTGTGCA-1
+CTAACTTGTACGACCC-1
+CTAACTTGTCCAGTTA-1
+CTAACTTGTGGCAAAC-1
+CTAACTTTCCGTCATC-1
+CTAAGACAGGTAAACT-1
+CTAAGACCAAGCGTAG-1
+CTAAGACCAAGTCATC-1
+CTAAGACCACTGTGTA-1
+CTAAGACCAGTTCATG-1
+CTAAGACGTAAGTGTA-1
+CTAAGACGTATAGGGC-1
+CTAAGACGTCCCTTGT-1
+CTAAGACGTTCTGTTT-1
+CTAAGACTCATCACCC-1
+CTAAGACTCGATCCCT-1
+CTAATGGAGGCGCTCT-1
+CTAATGGCAATGTAAG-1
+CTAATGGCAGGGTTAG-1
+CTAATGGGTAGCGATG-1
+CTAATGGGTGGTGTAG-1
+CTAATGGGTTACCGAT-1
+CTAATGGTCCGCATAA-1
+CTACACCAGGCCATAG-1
+CTACACCAGTGAAGAG-1
+CTACACCAGTTTCCTT-1
+CTACACCCAAAGTCAA-1
+CTACACCCAAGCCCAC-1
+CTACACCGTAAACGCG-1
+CTACACCTCCCTTGTG-1
+CTACACCTCCTAGAAC-1
+CTACATTAGATAGCAT-1
+CTACATTAGTACGTTC-1
+CTACATTCAAGTAGTA-1
+CTACATTCACTAGTAC-1
+CTACATTCATCACAAC-1
+CTACATTGTAAGAGAG-1
+CTACATTGTCTAACGT-1
+CTACATTGTGCTGTAT-1
+CTACATTTCACTCTTA-1
+CTACATTTCCTTGACC-1
+CTACATTTCGAATGCT-1
+CTACATTTCGCTAGCG-1
+CTACATTTCGTGGGAA-1
+CTACATTTCTTATCTG-1
+CTACCCAAGCCAGTAG-1
+CTACCCAAGGACAGAA-1
+CTACCCAAGGCAAAGA-1
+CTACCCAAGGTGACCA-1
+CTACCCACAAACCTAC-1
+CTACCCACAACTGCGC-1
+CTACCCACACAGCGTC-1
+CTACCCATCACCAGGC-1
+CTACCCATCTAACCGA-1
+CTACCCATCTACTCAT-1
+CTACGTCAGGTGCTAG-1
+CTACGTCGTCGGCACT-1
+CTACGTCTCAAACAAG-1
+CTACGTCTCCTGCAGG-1
+CTACGTCTCCTTGCCA-1
+CTACGTCTCGCTTGTC-1
+CTAGAGTAGTAAGTAC-1
+CTAGAGTCACGAGAGT-1
+CTAGAGTCATGGGACA-1
+CTAGAGTGTAGAGGAA-1
+CTAGAGTTCACTTCAT-1
+CTAGCCTAGCTAAACA-1
+CTAGCCTAGTACGCCC-1
+CTAGCCTAGTAGATGT-1
+CTAGCCTAGTGAAGTT-1
+CTAGCCTAGTTCCACA-1
+CTAGCCTAGTTTGCGT-1
+CTAGCCTCAAATCCGT-1
+CTAGCCTCAACTGCTA-1
+CTAGCCTCAAGCGAGT-1
+CTAGCCTCAATAGAGT-1
+CTAGCCTCACCGTTGG-1
+CTAGCCTCAGCTGTTA-1
+CTAGCCTGTTAAGAAC-1
+CTAGCCTGTTGCGCAC-1
+CTAGCCTGTTGGTAAA-1
+CTAGCCTTCGTATCAG-1
+CTAGCCTTCTTACCTA-1
+CTAGTGAAGAGACGAA-1
+CTAGTGAAGATGTAAC-1
+CTAGTGAAGCACACAG-1
+CTAGTGAAGGATGCGT-1
+CTAGTGACAATTGCTG-1
+CTAGTGACACCTATCC-1
+CTAGTGAGTAAAGTCA-1
+CTAGTGATCACTATTC-1
+CTAGTGATCGGCTACG-1
+CTAGTGATCGTCACGG-1
+CTAGTGATCGTCTGAA-1
+CTCACACAGACGACGT-1
+CTCACACAGCTAACAA-1
+CTCACACAGGAGTCTG-1
+CTCACACCAGCCTTGG-1
+CTCACACGTACCTACA-1
+CTCACACGTGCGCTTG-1
+CTCACACTCAGCGATT-1
+CTCAGAAAGATCTGAA-1
+CTCAGAACAATCCAAC-1
+CTCAGAACACACGCTG-1
+CTCAGAACACCAGGCT-1
+CTCAGAACACGGTTTA-1
+CTCAGAAGTAGTGAAT-1
+CTCAGAAGTATTCTCT-1
+CTCAGAAGTGCGGTAA-1
+CTCAGAATCACCCTCA-1
+CTCAGAATCCCTGACT-1
+CTCAGAATCTTACCTA-1
+CTCATTAAGCCACGCT-1
+CTCATTAAGGACACCA-1
+CTCATTACATCCTTGC-1
+CTCATTATCCAAACAC-1
+CTCATTATCGAGGTAG-1
+CTCCTAGAGAAGGTTT-1
+CTCCTAGAGCGCCTCA-1
+CTCCTAGCACTCAGGC-1
+CTCCTAGCATACCATG-1
+CTCCTAGGTAAACACA-1
+CTCCTAGGTAGTAGTA-1
+CTCCTAGGTCATCCCT-1
+CTCCTAGTCAGCTCGG-1
+CTCGAAAAGGAATTAC-1
+CTCGAAAAGTGTCCAT-1
+CTCGAAACAGCTCCGA-1
+CTCGAAACATGCATGT-1
+CTCGAAATCCAATGGT-1
+CTCGAAATCCCACTTG-1
+CTCGAAATCCTCATTA-1
+CTCGAGGAGAAGGTTT-1
+CTCGAGGAGCCCTAAT-1
+CTCGAGGAGGCATGTG-1
+CTCGAGGAGTGAACGC-1
+CTCGAGGAGTGAATTG-1
+CTCGAGGAGTTGAGAT-1
+CTCGAGGCACAGCCCA-1
+CTCGAGGGTATGAAAC-1
+CTCGAGGTCTGTCCGT-1
+CTCGGAGCACACCGCA-1
+CTCGGAGCACCATGTA-1
+CTCGGAGGTGCAGGTA-1
+CTCGGAGGTTCAGTAC-1
+CTCGGAGGTTGCCTCT-1
+CTCGGGAAGGCTAGGT-1
+CTCGGGAAGTGGAGTC-1
+CTCGGGAAGTGGTCCC-1
+CTCGGGAGTGTGACCC-1
+CTCGGGAGTTTGGCGC-1
+CTCGGGATCACTATTC-1
+CTCGGGATCACTGGGC-1
+CTCGGGATCGCACTCT-1
+CTCGGGATCTGCGGCA-1
+CTCGTACAGCACAGGT-1
+CTCGTACCAAGACACG-1
+CTCGTACCACATTCGA-1
+CTCGTACCAGAGCCAA-1
+CTCGTACCAGTTCATG-1
+CTCGTACTCAGTACGT-1
+CTCGTACTCAGTGCAT-1
+CTCGTCAAGCAGGTCA-1
+CTCGTCAAGTACATGA-1
+CTCGTCACAAGAGGCT-1
+CTCGTCACATGTAGTC-1
+CTCGTCACATTCTTAC-1
+CTCGTCAGTACGCTGC-1
+CTCGTCAGTCATGCAT-1
+CTCGTCAGTTCCAACA-1
+CTCGTCAGTTCGGGCT-1
+CTCGTCAGTTTAGGAA-1
+CTCGTCATCAATCACG-1
+CTCGTCATCCAGAGGA-1
+CTCGTCATCGGTTCGG-1
+CTCTAATAGACAAGCC-1
+CTCTAATCAGTCAGCC-1
+CTCTAATGTAAGGGCT-1
+CTCTAATGTAGAGGAA-1
+CTCTAATGTGAGTATA-1
+CTCTAATGTGATGTCT-1
+CTCTAATTCTCTTATG-1
+CTCTACGAGACGCTTT-1
+CTCTACGAGCCTATGT-1
+CTCTACGAGCGCCTTG-1
+CTCTACGAGGAGCGAG-1
+CTCTACGCACGTCTCT-1
+CTCTACGGTCTCTTAT-1
+CTCTACGGTGTTGGGA-1
+CTCTACGGTTATCCGA-1
+CTCTACGTCAACTCTT-1
+CTCTACGTCGCAAACT-1
+CTCTACGTCTTTAGTC-1
+CTCTGGTAGCCACTAT-1
+CTCTGGTCAGCTGTAT-1
+CTCTGGTCAGTATAAG-1
+CTCTGGTGTTACTGAC-1
+CTCTGGTTCATCATTC-1
+CTCTGGTTCGGTTAAC-1
+CTCTGGTTCTTCAACT-1
+CTGAAACAGATCTGAA-1
+CTGAAACAGATCTGCT-1
+CTGAAACAGCAGATCG-1
+CTGAAACCAGATCTGT-1
+CTGAAACCAGCATACT-1
+CTGAAACGTAATCGTC-1
+CTGAAACGTCCGAGTC-1
+CTGAAACTCAAACGGG-1
+CTGAAACTCACATAGC-1
+CTGAAACTCACGATGT-1
+CTGAAACTCTACCAGA-1
+CTGAAACTCTATCCCG-1
+CTGAAGTAGAAAGTGG-1
+CTGAAGTAGACTACAA-1
+CTGAAGTAGAGCTTCT-1
+CTGAAGTCAACACCCG-1
+CTGAAGTGTCCTGCTT-1
+CTGAAGTTCAACACGT-1
+CTGAAGTTCAGCGACC-1
+CTGAAGTTCCAAACAC-1
+CTGATAGAGAGAACAG-1
+CTGATAGAGCCCAATT-1
+CTGATAGAGCGAGAAA-1
+CTGATAGCAGCTGTAT-1
+CTGATAGGTCTCGTTC-1
+CTGATCCAGCCACTAT-1
+CTGATCCCACGACGAA-1
+CTGATCCGTCGAACAG-1
+CTGATCCGTGCTAGCC-1
+CTGATCCGTGGCTCCA-1
+CTGATCCTCAAACAAG-1
+CTGATCCTCCCTAATT-1
+CTGCCTAAGCTCCTTC-1
+CTGCCTACAAAGCGGT-1
+CTGCCTACAAGTTCTG-1
+CTGCCTAGTCAGGACA-1
+CTGCCTAGTCATCGGC-1
+CTGCCTAGTCCCTTGT-1
+CTGCCTAGTTTGACAC-1
+CTGCCTATCCACTCCA-1
+CTGCGGAAGATATGCA-1
+CTGCGGAAGCAACGGT-1
+CTGCGGAAGCGCCTTG-1
+CTGCGGAAGGATATAC-1
+CTGCGGAAGGGAACGG-1
+CTGCGGAAGTGCAAGC-1
+CTGCGGACACTCTGTC-1
+CTGCGGACATGAACCT-1
+CTGCGGACATTAACCG-1
+CTGCGGAGTTATCACG-1
+CTGCGGATCTTGCCGT-1
+CTGCTGTAGACACGAC-1
+CTGCTGTAGAGCAATT-1
+CTGCTGTAGTAATCCC-1
+CTGCTGTCAAAGCAAT-1
+CTGCTGTCACTATCTT-1
+CTGCTGTCATTTCAGG-1
+CTGCTGTGTACTTAGC-1
+CTGCTGTGTTAAGACA-1
+CTGCTGTTCCACGAAT-1
+CTGGTCTAGGCTACGA-1
+CTGGTCTAGGGCTTGA-1
+CTGGTCTAGGGTCTCC-1
+CTGGTCTCACTATCTT-1
+CTGGTCTGTGGCCCTA-1
+CTGGTCTGTGTTCTTT-1
+CTGGTCTGTTGAGGTG-1
+CTGGTCTTCAGTTCGA-1
+CTGGTCTTCATGCATG-1
+CTGGTCTTCCGCGCAA-1
+CTGGTCTTCCTAGTGA-1
+CTGGTCTTCGCCTGTT-1
+CTGGTCTTCGTCCGTT-1
+CTGTGCTAGAGTTGGC-1
+CTGTGCTAGCGGCTTC-1
+CTGTGCTAGCGTGTCC-1
+CTGTGCTCAAGAAGAG-1
+CTGTGCTCAAGTAATG-1
+CTGTGCTGTCCGAGTC-1
+CTGTGCTTCAAACGGG-1
+CTGTGCTTCTCGCTTG-1
+CTGTGCTTCTGAGGGA-1
+CTGTGCTTCTGGAGCC-1
+CTGTTTAAGAATGTGT-1
+CTGTTTAAGCGTGAAC-1
+CTGTTTAAGGCAATTA-1
+CTGTTTAAGTTACCCA-1
+CTGTTTACAGACGTAG-1
+CTGTTTACATTCCTGC-1
+CTGTTTAGTAAGTGGC-1
+CTGTTTAGTCTTCAAG-1
+CTGTTTAGTTCCTCCA-1
+CTGTTTATCTTACCGC-1
+CTTAACTAGCTGCGAA-1
+CTTAACTGTGCAGGTA-1
+CTTAACTTCAAACGGG-1
+CTTAACTTCATTTGGG-1
+CTTAACTTCGAGAGCA-1
+CTTAACTTCTGGTTCC-1
+CTTACCGCAAACCCAT-1
+CTTACCGCAATGGAAT-1
+CTTACCGCAGCCTTGG-1
+CTTACCGGTACATCCA-1
+CTTAGGAAGAAGGCCT-1
+CTTAGGACACGGATAG-1
+CTTAGGACAGTCACTA-1
+CTTAGGATCAACACGT-1
+CTTAGGATCCACGAAT-1
+CTTAGGATCGTTTAGG-1
+CTTCTCTAGACTACAA-1
+CTTCTCTAGAGCTATA-1
+CTTCTCTAGAGTACCG-1
+CTTCTCTAGTGGACGT-1
+CTTCTCTTCACGCATA-1
+CTTCTCTTCATAAAGG-1
+CTTCTCTTCCCAGGTG-1
+CTTCTCTTCCGGGTGT-1
+CTTCTCTTCGGAGGTA-1
+CTTGGCTAGACGACGT-1
+CTTGGCTCAAACCCAT-1
+CTTGGCTCAAGCGATG-1
+CTTGGCTCAATCAGAA-1
+CTTGGCTCAGACGCAA-1
+CTTGGCTGTAAGTGGC-1
+CTTGGCTGTACCATCA-1
+CTTGGCTTCATTCACT-1
+CTTTGCGAGACCACGA-1
+CTTTGCGCAAGTCTAC-1
+CTTTGCGCACACATGT-1
+CTTTGCGCAGTACACT-1
+CTTTGCGCAGTCAGCC-1
+CTTTGCGCAGTTAACC-1
+CTTTGCGGTCAGCTAT-1
+CTTTGCGGTCTTCAAG-1
+CTTTGCGGTTCTGTTT-1
+CTTTGCGGTTTGTTGG-1
+CTTTGCGTCACCCTCA-1
+CTTTGCGTCTACGAGT-1
+GAAACTCAGTCATGCT-1
+GAAACTCCAAACCCAT-1
+GAAACTCCACGGACAA-1
+GAAACTCCAGCGTAAG-1
+GAAACTCCAGGCAGTA-1
+GAAACTCGTCTGCGGT-1
+GAAACTCGTGTGGTTT-1
+GAAACTCGTTGCTCCT-1
+GAAACTCGTTGGTAAA-1
+GAAACTCTCACAAACC-1
+GAAACTCTCCTATGTT-1
+GAAACTCTCGCCTGTT-1
+GAAACTCTCTCGAGTA-1
+GAAACTCTCTGCTTGC-1
+GAAATGAAGATAGCAT-1
+GAAATGAAGGTTACCT-1
+GAAATGAAGTGTCCCG-1
+GAAATGACAAGGACAC-1
+GAAATGACAGTTCCCT-1
+GAAATGATCAGCATGT-1
+GAAATGATCCTTCAAT-1
+GAACATCAGGAATGGA-1
+GAACATCAGGGTATCG-1
+GAACATCCAAGGACAC-1
+GAACATCCACGCTTTC-1
+GAACATCGTAAGCACG-1
+GAACATCTCACTTCAT-1
+GAACATCTCCGTCAAA-1
+GAACCTAAGAGGTACC-1
+GAACCTAAGATACACA-1
+GAACCTAAGCCGATTT-1
+GAACCTATCCCTTGCA-1
+GAACGGAAGACTAGAT-1
+GAACGGAAGATGGCGT-1
+GAACGGAAGTGAATTG-1
+GAACGGACAAGCTGAG-1
+GAACGGACACGGTGTC-1
+GAACGGACAGTGGAGT-1
+GAACGGAGTGACCAAG-1
+GAACGGAGTGGCCCTA-1
+GAACGGAGTTGCCTCT-1
+GAACGGATCACATAGC-1
+GAACGGATCACGAAGG-1
+GAACGGATCAGTCCCT-1
+GAACGGATCCGAAGAG-1
+GAACGGATCGCCTGAG-1
+GAACGGATCTTTAGTC-1
+GAAGCAGAGTGCCATT-1
+GAAGCAGCACTGTCGG-1
+GAAGCAGGTAAGAGAG-1
+GAAGCAGGTCCGAGTC-1
+GAAGCAGGTTTCCACC-1
+GAAGCAGTCACCAGGC-1
+GAAGCAGTCGCCATAA-1
+GAATAAGAGCCAGTTT-1
+GAATAAGCACGGCGTT-1
+GAATAAGGTCTCCATC-1
+GAATAAGGTGATGTGG-1
+GAATAAGTCGGCGGTT-1
+GAATAAGTCTTTAGGG-1
+GAATGAAAGAAACCAT-1
+GAATGAAAGGCTACGA-1
+GAATGAACACCATGTA-1
+GAATGAACAGCTCCGA-1
+GAATGAAGTAGCGTGA-1
+GAATGAAGTCAATACC-1
+GAATGAAGTGAAAGAG-1
+GAATGAAGTGACGGTA-1
+GAATGAAGTGGTCCGT-1
+GAATGAAGTTCGCTAA-1
+GAATGAATCCCTAACC-1
+GAATGAATCCGAACGC-1
+GACACGCAGTACCGGA-1
+GACACGCCATTCTCAT-1
+GACACGCCATTGAGCT-1
+GACACGCGTCGGCACT-1
+GACACGCTCCCTCTTT-1
+GACACGCTCGCCAAAT-1
+GACACGCTCGGCGGTT-1
+GACACGCTCTAACTTC-1
+GACAGAGAGAAACCAT-1
+GACAGAGAGGACAGCT-1
+GACAGAGAGGACGAAA-1
+GACAGAGCACTACAGT-1
+GACAGAGCAGTGGAGT-1
+GACAGAGCATCTACGA-1
+GACAGAGCATTTGCTT-1
+GACAGAGGTATGCTTG-1
+GACAGAGGTGCAGTAG-1
+GACAGAGGTGTGCGTC-1
+GACAGAGTCATCATTC-1
+GACAGAGTCTTGGGTA-1
+GACCAATAGCCATCGC-1
+GACCAATAGGCACATG-1
+GACCAATCAAATTGCC-1
+GACCAATCACGTCTCT-1
+GACCAATCAGATGAGC-1
+GACCAATCATACGCCG-1
+GACCAATCATCAGTCA-1
+GACCAATGTGGCCCTA-1
+GACCAATTCAACGCTA-1
+GACCAATTCATGTGGT-1
+GACCAATTCCACTGGG-1
+GACCTGGAGACGCTTT-1
+GACCTGGAGACTTGAA-1
+GACCTGGAGAGTAAGG-1
+GACCTGGAGAGTACCG-1
+GACCTGGAGCTGAAAT-1
+GACCTGGCACCGTTGG-1
+GACCTGGGTATCACCA-1
+GACCTGGGTCAATGTC-1
+GACCTGGGTCTCCACT-1
+GACCTGGTCAGATAAG-1
+GACCTGGTCCCTCAGT-1
+GACGCGTAGAGTACCG-1
+GACGCGTAGCGTGAAC-1
+GACGCGTCAGCCAGAA-1
+GACGCGTCAGGATTGG-1
+GACGCGTCATGGTCAT-1
+GACGCGTTCGTTGACA-1
+GACGGCTAGACTAAGT-1
+GACGGCTAGAGTGAGA-1
+GACGGCTAGATGGGTC-1
+GACGGCTAGTACGCGA-1
+GACGGCTCAATAAGCA-1
+GACGGCTCAATACGCT-1
+GACGGCTCAGATAATG-1
+GACGGCTCAGTATGCT-1
+GACGGCTCATGCGCAC-1
+GACGGCTCATGTCGAT-1
+GACGGCTGTATGAATG-1
+GACGGCTGTCTGGAGA-1
+GACGGCTGTTCTGTTT-1
+GACGGCTGTTTGACAC-1
+GACGGCTTCGCGTTTC-1
+GACGTGCAGAATTGTG-1
+GACGTGCAGCCTTGAT-1
+GACGTGCAGTCTCCTC-1
+GACGTGCCAAGCCCAC-1
+GACGTGCGTATAGTAG-1
+GACGTGCGTGAAATCA-1
+GACGTGCTCTTGACGA-1
+GACGTTAAGAGTCGGT-1
+GACGTTAAGGATATAC-1
+GACGTTAAGTGCCATT-1
+GACGTTAAGTGTTGAA-1
+GACGTTACAGCGATCC-1
+GACGTTACAGTAAGCG-1
+GACGTTACATTCGACA-1
+GACGTTAGTCCCTACT-1
+GACGTTAGTGCGGTAA-1
+GACGTTAGTTCCCTTG-1
+GACTAACAGACTAGGC-1
+GACTAACAGAGCTGGT-1
+GACTAACAGCATGGCA-1
+GACTAACCACATTCGA-1
+GACTAACCACCGAAAG-1
+GACTAACGTCTCTTTA-1
+GACTAACGTGCTGTAT-1
+GACTAACTCCTAGGGC-1
+GACTAACTCGGAATCT-1
+GACTACAAGTGCAAGC-1
+GACTACACACCAGGTC-1
+GACTACACACTTCTGC-1
+GACTACACATGCGCAC-1
+GACTACAGTAGAGCTG-1
+GACTACATCCTAGTGA-1
+GACTACATCTATCCTA-1
+GACTACATCTTCTGGC-1
+GACTGCGAGTGTTGAA-1
+GACTGCGCAGACAAAT-1
+GACTGCGCAGTATAAG-1
+GACTGCGGTCCTCCAT-1
+GACTGCGGTGAAGGCT-1
+GACTGCGGTGTGCCTG-1
+GACTGCGTCGCATGAT-1
+GACTGCGTCTGAAAGA-1
+GACTGCGTCTTTAGTC-1
+GAGCAGAAGAGAGCTC-1
+GAGCAGAAGCGCCTCA-1
+GAGCAGAAGGGAAACA-1
+GAGCAGACAAACTGTC-1
+GAGCAGACAAGCTGAG-1
+GAGCAGACATCTCGCT-1
+GAGCAGACATTAACCG-1
+GAGCAGAGTAGGACAC-1
+GAGCAGAGTCTGCCAG-1
+GAGCAGAGTGATGATA-1
+GAGCAGATCAATCACG-1
+GAGCAGATCACCTTAT-1
+GAGCAGATCCTTTCGG-1
+GAGGTGACAAGAAAGG-1
+GAGGTGACATACCATG-1
+GAGGTGATCAAGATCC-1
+GAGTCCGAGAAGGGTA-1
+GAGTCCGAGTGGGATC-1
+GAGTCCGCAGATGGGT-1
+GAGTCCGCATACGCTA-1
+GAGTCCGCATGCAACT-1
+GAGTCCGGTCAGGACA-1
+GAGTCCGGTTCACGGC-1
+GAGTCCGGTTCGTGAT-1
+GAGTCCGTCACTATTC-1
+GAGTCCGTCCATGCTC-1
+GAGTCCGTCGGTCCGA-1
+GATCAGTAGAGTGAGA-1
+GATCAGTAGCTGTCTA-1
+GATCAGTAGGAATGGA-1
+GATCAGTAGGCAGTCA-1
+GATCAGTGTCATACTG-1
+GATCAGTTCCGATATG-1
+GATCAGTTCGATAGAA-1
+GATCGATAGACCTAGG-1
+GATCGATAGATCTGCT-1
+GATCGATAGGCATGGT-1
+GATCGATCAATGAATG-1
+GATCGATCACGGATAG-1
+GATCGATCACGTCAGC-1
+GATCGATGTATATGAG-1
+GATCGATGTTCTGAAC-1
+GATCGATTCAACACTG-1
+GATCGATTCACCATAG-1
+GATCGATTCCCATTAT-1
+GATCGATTCTTCGAGA-1
+GATCGCGAGCGTAGTG-1
+GATCGCGCACGAAATA-1
+GATCGCGTCAGTCAGT-1
+GATCGCGTCCACTGGG-1
+GATCGCGTCTAACGGT-1
+GATCGTAAGACACGAC-1
+GATCGTAAGCTCAACT-1
+GATCGTAAGCTGCGAA-1
+GATCGTAAGGTACTCT-1
+GATCGTACAACACCTA-1
+GATCGTACAGTGAGTG-1
+GATCGTACATCCTTGC-1
+GATCGTAGTCCCTACT-1
+GATCGTAGTCTCTTAT-1
+GATCGTAGTTACGGAG-1
+GATCTAGAGAAGGTGA-1
+GATCTAGCAAACCCAT-1
+GATCTAGCACACGCTG-1
+GATCTAGCACATCTTT-1
+GATCTAGCATGGTAGG-1
+GATCTAGCATTACCTT-1
+GATCTAGGTAATCACC-1
+GATCTAGGTATAAACG-1
+GATCTAGTCCTCAATT-1
+GATGAAAAGATGGGTC-1
+GATGAAACACCCATTC-1
+GATGAAACACCGGAAA-1
+GATGAAACACGAAAGC-1
+GATGAAAGTCGGCTCA-1
+GATGAAATCAGCCTAA-1
+GATGAAATCCTATGTT-1
+GATGAAATCGCACTCT-1
+GATGAAATCGGCGCTA-1
+GATGAGGAGATGGCGT-1
+GATGAGGAGGATGGTC-1
+GATGAGGAGTCAAGCG-1
+GATGAGGAGTGTACGG-1
+GATGAGGCAAGTACCT-1
+GATGAGGCAGACTCGC-1
+GATGAGGGTAACGACG-1
+GATGAGGGTATTCTCT-1
+GATGAGGGTGACTACT-1
+GATGAGGGTTCAGTAC-1
+GATGAGGTCACCGTAA-1
+GATGAGGTCAGAAATG-1
+GATGCTAAGAGAGCTC-1
+GATGCTAAGCCCAGCT-1
+GATGCTAAGGTGACCA-1
+GATGCTACAAGTCTGT-1
+GATGCTACATAGTAAG-1
+GATGCTACATGTTCCC-1
+GATGCTAGTCTGCGGT-1
+GATGCTAGTGTTAAGA-1
+GATGCTAGTTACGCGC-1
+GATGCTAGTTTGGGCC-1
+GATTCAGAGAATCTCC-1
+GATTCAGAGATCCCGC-1
+GATTCAGAGTGCAAGC-1
+GATTCAGCACGCTTTC-1
+GATTCAGGTGTAATGA-1
+GATTCAGTCCACGTGG-1
+GATTCAGTCCCTTGTG-1
+GATTCAGTCTCGCATC-1
+GCAAACTAGTACATGA-1
+GCAAACTCACACCGAC-1
+GCAAACTCACTAGTAC-1
+GCAAACTGTCTTGTCC-1
+GCAAACTTCTCTGCTG-1
+GCAATCAAGCCACGCT-1
+GCAATCACAACCGCCA-1
+GCAATCACATATGCTG-1
+GCAATCAGTTGCGTTA-1
+GCAATCAGTTTGACAC-1
+GCAATCATCTTGTATC-1
+GCACATAAGACTAGAT-1
+GCACATAAGCAGCCTC-1
+GCACATAAGCTAGTGG-1
+GCACATACACGGCGTT-1
+GCACATAGTCCTCCAT-1
+GCACATAGTCTGCAAT-1
+GCACATAGTTAGGGTG-1
+GCACTCTAGATGCCAG-1
+GCACTCTAGTAATCCC-1
+GCACTCTAGTCTTGCA-1
+GCACTCTCACTGTTAG-1
+GCACTCTCATACTACG-1
+GCACTCTCATCGGACC-1
+GCACTCTGTCGCATCG-1
+GCACTCTGTGGTCCGT-1
+GCACTCTGTTACTGAC-1
+GCACTCTTCCTTGACC-1
+GCACTCTTCTAACTTC-1
+GCACTCTTCTTAGAGC-1
+GCACTCTTCTTGTATC-1
+GCAGCCAAGAAGGACA-1
+GCAGCCAAGACACGAC-1
+GCAGCCAAGCCTCGTG-1
+GCAGCCAAGCTGCCCA-1
+GCAGCCAAGTTCGCAT-1
+GCAGCCAGTCAGAGGT-1
+GCAGCCAGTTTGTTGG-1
+GCAGTTAAGCTCCCAG-1
+GCAGTTAAGGCTATCT-1
+GCAGTTACACAGTCGC-1
+GCAGTTACAGCTGTAT-1
+GCAGTTACAGGGTACA-1
+GCAGTTACATTAGGCT-1
+GCAGTTAGTACCGTTA-1
+GCAGTTAGTAGCGATG-1
+GCAGTTAGTTCGTTGA-1
+GCATACAAGACCACGA-1
+GCATACAAGGGTCTCC-1
+GCATACAAGTAGATGT-1
+GCATACACAAGTCTGT-1
+GCATACACAATCACAC-1
+GCATACACAATGGATA-1
+GCATACACAGGCGATA-1
+GCATACACATGTCCTC-1
+GCATACAGTATGCTTG-1
+GCATACAGTCGGCTCA-1
+GCATACATCTGCAGTA-1
+GCATGATAGAGGGCTT-1
+GCATGATAGCCCAGCT-1
+GCATGATAGCGATATA-1
+GCATGATAGCTCCTCT-1
+GCATGATCAAATTGCC-1
+GCATGATCAATCACAC-1
+GCATGATCAGCTCCGA-1
+GCATGATGTAGAGCTG-1
+GCATGATTCACGCATA-1
+GCATGATTCTCCCTGA-1
+GCATGCGCAGGTTTCA-1
+GCATGCGGTAAGTTCC-1
+GCATGCGGTACAGACG-1
+GCATGCGGTCGGGTCT-1
+GCATGCGGTGTAATGA-1
+GCATGCGGTTAAAGAC-1
+GCATGCGGTTCGGGCT-1
+GCATGCGTCCTCCTAG-1
+GCATGCGTCTCGGACG-1
+GCATGTAAGAGTAAGG-1
+GCATGTAAGTGACTCT-1
+GCATGTAGTAGGAGTC-1
+GCATGTAGTTCCACAA-1
+GCATGTAGTTGATTGC-1
+GCATGTATCAAGGTAA-1
+GCATGTATCCCATTTA-1
+GCATGTATCCTAGGGC-1
+GCATGTATCCTATTCA-1
+GCCAAATAGAATCTCC-1
+GCCAAATAGAGGTTAT-1
+GCCAAATAGCGTCAAG-1
+GCCAAATAGTCCGGTC-1
+GCCAAATCACCAACCG-1
+GCCAAATCAGGGAGAG-1
+GCCAAATGTCCGCTGA-1
+GCCAAATGTCTAGAGG-1
+GCCAAATGTGTGCGTC-1
+GCCAAATTCATACGGT-1
+GCCTCTAAGGGAGTAA-1
+GCCTCTAAGTACGTAA-1
+GCCTCTACAACAACCT-1
+GCCTCTACAATGGAGC-1
+GCCTCTAGTAGCAAAT-1
+GCCTCTAGTAGGACAC-1
+GCCTCTAGTTGGGACA-1
+GCCTCTATCGCAAACT-1
+GCCTCTATCTCGATGA-1
+GCCTCTATCTTCAACT-1
+GCGACCAAGAGGTTGC-1
+GCGACCACAAGAAGAG-1
+GCGACCACACGACGAA-1
+GCGACCACATGCGCAC-1
+GCGACCAGTAGCGCAA-1
+GCGACCAGTCCGTCAG-1
+GCGACCAGTCTAGTGT-1
+GCGACCATCAGCTTAG-1
+GCGACCATCCAAACAC-1
+GCGACCATCGGATGGA-1
+GCGAGAAAGGTTACCT-1
+GCGAGAACAAGAGGCT-1
+GCGAGAACACGGCCAT-1
+GCGAGAACATCATCCC-1
+GCGAGAAGTATGAAAC-1
+GCGAGAATCAACGGGA-1
+GCGAGAATCGCAGGCT-1
+GCGCAACAGCGCTTAT-1
+GCGCAACAGGTTCCTA-1
+GCGCAACCACGAGGTA-1
+GCGCAACCAGATTGCT-1
+GCGCAACCATATACGC-1
+GCGCAACCATGTAGTC-1
+GCGCAGTAGAGCAATT-1
+GCGCAGTAGATGTAAC-1
+GCGCAGTAGGCCCGTT-1
+GCGCAGTAGGGCACTA-1
+GCGCAGTCACTACAGT-1
+GCGCAGTCATTACCTT-1
+GCGCAGTTCCGCGTTT-1
+GCGCCAAAGGCAATTA-1
+GCGCCAAAGGGTTTCT-1
+GCGCCAACAGTATGCT-1
+GCGCCAAGTAACGCGA-1
+GCGCCAAGTAGGCTGA-1
+GCGCGATAGACTTTCG-1
+GCGCGATAGCACGCCT-1
+GCGCGATCAATGGAAT-1
+GCGCGATCACCAGGTC-1
+GCGCGATCATCATCCC-1
+GCGCGATGTAAGTGGC-1
+GCGCGATGTCTAACGT-1
+GCGCGATGTCTGGAGA-1
+GCGCGATGTTGCGCAC-1
+GCGCGATTCATGCATG-1
+GCGCGATTCGAATGCT-1
+GCGCGATTCTTTACAC-1
+GCGGGTTAGATCCGAG-1
+GCGGGTTAGTGGACGT-1
+GCGGGTTAGTGGTCCC-1
+GCGGGTTCAATCCAAC-1
+GCGGGTTGTGCCTGCA-1
+GCGGGTTGTTGGACCC-1
+GCGGGTTTCTGGTATG-1
+GCTCCTAAGAGCTGCA-1
+GCTCCTAAGATGCCAG-1
+GCTCCTAAGCCGATTT-1
+GCTCCTAAGGCATGGT-1
+GCTCCTAGTACCATCA-1
+GCTCCTAGTTACGACT-1
+GCTCCTATCACTGGGC-1
+GCTCTGTCAAAGGTGC-1
+GCTCTGTCAATGGAGC-1
+GCTCTGTCACAGACAG-1
+GCTCTGTCACCGATAT-1
+GCTCTGTGTAGCTGCC-1
+GCTCTGTGTAGGCTGA-1
+GCTCTGTGTGCCTGGT-1
+GCTGCAGAGAAAGTGG-1
+GCTGCAGAGACGCAAC-1
+GCTGCAGAGATGTTAG-1
+GCTGCAGAGGATGTAT-1
+GCTGCAGAGGCACATG-1
+GCTGCAGAGGCCGAAT-1
+GCTGCAGCAGTCTTCC-1
+GCTGCAGCATGTCTCC-1
+GCTGCAGCATTTCACT-1
+GCTGCAGGTGAGTGAC-1
+GCTGCAGGTGTAACGG-1
+GCTGCAGGTTCATGGT-1
+GCTGCAGTCCATGAGT-1
+GCTGCAGTCCTTTCGG-1
+GCTGCAGTCTAACTGG-1
+GCTGCGAAGACTACAA-1
+GCTGCGAAGGCAGGTT-1
+GCTGCGACACCCATGG-1
+GCTGCGACACGGTAAG-1
+GCTGCGACACTGAAGG-1
+GCTGCGACAGATGAGC-1
+GCTGCGACAGGATTGG-1
+GCTGCGAGTTGAACTC-1
+GCTGCGATCCAACCAA-1
+GCTGCGATCCCTCTTT-1
+GCTGCGATCTCACATT-1
+GCTGCTTAGATGCCTT-1
+GCTGCTTAGCATCATC-1
+GCTGCTTAGCGATATA-1
+GCTGCTTAGTGGTAGC-1
+GCTGCTTCACAGGTTT-1
+GCTGCTTCACTGAAGG-1
+GCTGCTTCAGACAAAT-1
+GCTGCTTCAGGCGATA-1
+GCTGCTTGTACCGTAT-1
+GCTGCTTGTTCAGGCC-1
+GCTGGGTAGATACACA-1
+GCTGGGTAGATAGGAG-1
+GCTGGGTAGCGGATCA-1
+GCTGGGTAGTCCGGTC-1
+GCTGGGTCAAGCTGTT-1
+GCTGGGTGTCCGTCAG-1
+GCTGGGTTCCCATTTA-1
+GCTGGGTTCCCTCAGT-1
+GCTTCCAAGAGCCTAG-1
+GCTTCCAAGAGGTACC-1
+GCTTCCAAGGCTAGAC-1
+GCTTCCAAGGTGCACA-1
+GCTTCCAGTGTGACCC-1
+GCTTCCAGTTATCCGA-1
+GCTTCCAGTTGGTAAA-1
+GCTTCCATCTTTAGTC-1
+GCTTGAAAGATGCCAG-1
+GCTTGAAAGCGATGAC-1
+GCTTGAAAGCTAGCCC-1
+GCTTGAAAGCTTATCG-1
+GCTTGAAGTAGAGCTG-1
+GCTTGAAGTCCGAATT-1
+GCTTGAAGTTTGACTG-1
+GCTTGAATCAACGGCC-1
+GGAAAGCAGAGAACAG-1
+GGAAAGCAGTGTCCAT-1
+GGAAAGCCAAGTACCT-1
+GGAAAGCCATGTCGAT-1
+GGAAAGCGTACTTCTT-1
+GGAAAGCGTAGCGTCC-1
+GGAAAGCGTCAGGACA-1
+GGAAAGCTCACCGGGT-1
+GGAAAGCTCCTTGGTC-1
+GGAAAGCTCTTACCGC-1
+GGAACTTAGGATGGTC-1
+GGAACTTCACCAGATT-1
+GGAACTTCATGCCTTC-1
+GGAACTTGTCGAACAG-1
+GGAACTTGTTACGACT-1
+GGAACTTTCTTCGAGA-1
+GGAATAAAGACGACGT-1
+GGAATAACAACTTGAC-1
+GGAATAACAGCATACT-1
+GGAATAAGTAGCTAAA-1
+GGAATAAGTCCTGCTT-1
+GGAATAAGTCGACTAT-1
+GGAATAAGTTAAGAAC-1
+GGAATAATCACCATAG-1
+GGACAAGAGCACACAG-1
+GGACAAGGTCGGCACT-1
+GGACAAGTCACTTACT-1
+GGACAAGTCCACGACG-1
+GGACAAGTCCAGTAGT-1
+GGACAAGTCCAGTATG-1
+GGACAAGTCCCAAGTA-1
+GGACAGAAGCTGATAA-1
+GGACAGAAGGCTATCT-1
+GGACAGACAAACTGCT-1
+GGACAGACATGGATGG-1
+GGACAGAGTACCGTAT-1
+GGACAGAGTCGAGATG-1
+GGACAGATCAAGGTAA-1
+GGACAGATCAGCTCGG-1
+GGACAGATCAGTTGAC-1
+GGACAGATCGGCGCAT-1
+GGACATTCAAAGGAAG-1
+GGACATTCAACCGCCA-1
+GGACATTCACCAGATT-1
+GGACATTCACGGTAAG-1
+GGACATTCACTCAGGC-1
+GGACATTCAGCTCGCA-1
+GGACATTGTCACAAGG-1
+GGACATTGTCGAGATG-1
+GGACATTGTTGCGCAC-1
+GGACATTTCAAAGACA-1
+GGACATTTCATGCTCC-1
+GGACATTTCGACAGCC-1
+GGACGTCAGACCACGA-1
+GGACGTCAGCCAGTAG-1
+GGACGTCCACCCATGG-1
+GGACGTCCAGCCTTTC-1
+GGACGTCCATCGATGT-1
+GGACGTCTCAAGCCTA-1
+GGACGTCTCATTCACT-1
+GGACGTCTCGGGAGTA-1
+GGACGTCTCTAGCACA-1
+GGACGTCTCTCAAACG-1
+GGAGCAAAGGGCATGT-1
+GGAGCAAAGTCCCACG-1
+GGAGCAACAACACCCG-1
+GGAGCAACACTGTTAG-1
+GGAGCAAGTGGGTATG-1
+GGAGCAATCATGCTCC-1
+GGAGCAATCGTACGGC-1
+GGAGCAATCGTTTAGG-1
+GGATGTTCAATGGATA-1
+GGATGTTCATCAGTCA-1
+GGATGTTGTACGCACC-1
+GGATGTTGTATGGTTC-1
+GGATGTTGTGTGGTTT-1
+GGATGTTTCGAGAACG-1
+GGATGTTTCTCGCTTG-1
+GGATTACCACGGTGTC-1
+GGATTACCAGTATAAG-1
+GGATTACTCAAGATCC-1
+GGATTACTCATGCAAC-1
+GGATTACTCGATCCCT-1
+GGATTACTCGGACAAG-1
+GGATTACTCTAGAGTC-1
+GGATTACTCTTCGGTC-1
+GGCAATTAGACTTTCG-1
+GGCAATTAGCGGATCA-1
+GGCAATTAGCGTGAAC-1
+GGCAATTCAACTGCTA-1
+GGCAATTCAATCGGTT-1
+GGCAATTCAGGATTGG-1
+GGCAATTGTAGCTCCG-1
+GGCAATTGTCGCGGTT-1
+GGCAATTGTGTTCGAT-1
+GGCAATTTCACATAGC-1
+GGCAATTTCTCGGACG-1
+GGCCGATAGAGCCTAG-1
+GGCCGATCACAGATTC-1
+GGCCGATGTACAGACG-1
+GGCCGATGTCGAAAGC-1
+GGCCGATTCAGCGACC-1
+GGCCGATTCCTCAACC-1
+GGCGACTAGAAGGTGA-1
+GGCGACTAGAATGTTG-1
+GGCGACTAGACCACGA-1
+GGCGACTAGTGCAAGC-1
+GGCGACTCAACACCCG-1
+GGCGACTCAAGTCTGT-1
+GGCGACTGTCCCGACA-1
+GGCGACTGTTACCAGT-1
+GGCGACTGTTGGAGGT-1
+GGCGACTGTTTCGCTC-1
+GGCGACTTCAGCGACC-1
+GGCGACTTCTACTTAC-1
+GGCGACTTCTGTCAAG-1
+GGCGTGTAGATGTTAG-1
+GGCGTGTCAAATACAG-1
+GGCGTGTCAATAAGCA-1
+GGCGTGTCACACAGAG-1
+GGCGTGTCACGACTCG-1
+GGCGTGTCAGGTTTCA-1
+GGCGTGTCATTTGCCC-1
+GGCGTGTGTCACTGGC-1
+GGCGTGTGTGAAGGCT-1
+GGCGTGTTCTGCAAGT-1
+GGCTCGAAGACACTAA-1
+GGCTCGAAGCTACCGC-1
+GGCTCGAAGCTTTGGT-1
+GGCTCGAAGGGATGGG-1
+GGCTCGAAGTGAACAT-1
+GGCTCGACAAGAAGAG-1
+GGCTCGAGTCATCCCT-1
+GGCTCGAGTCATGCCG-1
+GGCTCGATCCACGTGG-1
+GGCTCGATCCGCGCAA-1
+GGCTGGTAGCCACCTG-1
+GGCTGGTAGGCGTACA-1
+GGCTGGTAGTAGCGGT-1
+GGCTGGTCAGCCTTGG-1
+GGCTGGTCAGGATCGA-1
+GGCTGGTGTCACTTCC-1
+GGCTGGTGTCTTCGTC-1
+GGCTGGTTCTGCTGCT-1
+GGGAATGAGTGTCCCG-1
+GGGAATGCAAGAAGAG-1
+GGGAATGCATCGTCGG-1
+GGGAATGGTCACCCAG-1
+GGGAATGGTGCCTGGT-1
+GGGAATGTCAGTCAGT-1
+GGGAATGTCCAGGGCT-1
+GGGAATGTCCTAGTGA-1
+GGGAATGTCTCTTGAT-1
+GGGACCTAGACGACGT-1
+GGGACCTCAGTGACAG-1
+GGGACCTGTAAGGGCT-1
+GGGACCTTCCATGAAC-1
+GGGACCTTCGCAAACT-1
+GGGACCTTCGGCCGAT-1
+GGGACCTTCGTAGGTT-1
+GGGACCTTCTTACCTA-1
+GGGAGATAGGGCACTA-1
+GGGAGATCAAGTCTAC-1
+GGGAGATCATCGGACC-1
+GGGAGATGTTTGACAC-1
+GGGAGATTCAGAGGTG-1
+GGGAGATTCATCTGTT-1
+GGGAGATTCCCGGATG-1
+GGGAGATTCTGCGGCA-1
+GGGATGAAGAGAACAG-1
+GGGATGAAGCTGTCTA-1
+GGGATGAAGTTGTAGA-1
+GGGATGAGTACCGTTA-1
+GGGATGAGTCATATGC-1
+GGGATGAGTGATAAAC-1
+GGGATGAGTGCTTCTC-1
+GGGATGAGTGTTTGGT-1
+GGGATGAGTTAAGATG-1
+GGGATGAGTTAAGTAG-1
+GGGATGATCTAACTTC-1
+GGGATGATCTGACCTC-1
+GGGATGATCTTGCAAG-1
+GGGCACTCAAACGTGG-1
+GGGCACTCACGGCGTT-1
+GGGCACTCAGCCAATT-1
+GGGCACTGTAGCAAAT-1
+GGGCACTGTCAGAAGC-1
+GGGCATCCAACGATCT-1
+GGGCATCCAGCTGCTG-1
+GGGCATCGTACCATCA-1
+GGGCATCGTCCGTTAA-1
+GGGCATCGTGTTAAGA-1
+GGGCATCTCATATCGG-1
+GGGCATCTCCGTCATC-1
+GGGTCTGAGAGTAAGG-1
+GGGTCTGAGTGAACAT-1
+GGGTCTGCACCTATCC-1
+GGGTCTGGTAAACACA-1
+GGGTCTGGTAAATGTG-1
+GGGTCTGGTTCTGTTT-1
+GGGTCTGTCCTCAACC-1
+GGGTTGCAGACGCTTT-1
+GGGTTGCAGCTTCGCG-1
+GGGTTGCGTAGCTCCG-1
+GGGTTGCGTCTGCCAG-1
+GGGTTGCGTTTAGCTG-1
+GGGTTGCTCAGGATCT-1
+GGGTTGCTCGCTTGTC-1
+GGGTTGCTCTCTTGAT-1
+GGTATTGAGGGTCTCC-1
+GGTATTGAGTGTCTCA-1
+GGTATTGCAATGCCAT-1
+GGTATTGGTGTTGGGA-1
+GGTATTGTCAACGAAA-1
+GGTATTGTCGAACTGT-1
+GGTATTGTCGGTCCGA-1
+GGTGAAGAGAATCTCC-1
+GGTGAAGAGGCGACAT-1
+GGTGAAGCAAGCGAGT-1
+GGTGAAGCAATGACCT-1
+GGTGAAGCATGAAGTA-1
+GGTGAAGGTCTTCAAG-1
+GGTGAAGGTTGATTGC-1
+GGTGAAGTCACTGGGC-1
+GGTGAAGTCAGGCGAA-1
+GGTGAAGTCGGAGCAA-1
+GGTGCGTAGTATCTCG-1
+GGTGCGTAGTCCTCCT-1
+GGTGCGTAGTGCAAGC-1
+GGTGCGTCAAAGCAAT-1
+GGTGCGTCATCGATTG-1
+GGTGCGTCATTCGACA-1
+GGTGCGTGTAAATGTG-1
+GGTGCGTGTCGGCTCA-1
+GGTGCGTGTCTGCGGT-1
+GGTGCGTTCTCGTATT-1
+GGTGTTAAGAACAACT-1
+GGTGTTAAGCCTATGT-1
+GGTGTTAAGCTAAGAT-1
+GGTGTTAAGCTGTCTA-1
+GGTGTTAAGGGTGTTG-1
+GGTGTTAAGGTGGGTT-1
+GGTGTTACATACCATG-1
+GGTGTTACATAGTAAG-1
+GGTGTTACATCCCACT-1
+GGTGTTAGTAAATGTG-1
+GGTGTTAGTCCAAGTT-1
+GGTGTTATCACCACCT-1
+GGTGTTATCTCCAGGG-1
+GGTGTTATCTGCAAGT-1
+GGTGTTATCTGGTATG-1
+GGTGTTATCTTGACGA-1
+GTAACGTCAATGGAAT-1
+GTAACGTCACACGCTG-1
+GTAACGTCAGCGTTCG-1
+GTAACGTGTGAAGGCT-1
+GTAACGTGTGACTCAT-1
+GTAACGTGTGCTGTAT-1
+GTAACGTTCCTTTACA-1
+GTAACGTTCTGATTCT-1
+GTAACTGAGCGTAATA-1
+GTAACTGAGTGGAGAA-1
+GTAACTGGTAGCCTAT-1
+GTAACTGGTGCTAGCC-1
+GTAACTGTCCGAATGT-1
+GTAACTGTCCTCAATT-1
+GTAACTGTCCTCCTAG-1
+GTAACTGTCTCTGAGA-1
+GTACGTAAGAAGGGTA-1
+GTACGTAAGGCTAGGT-1
+GTACGTACAGCTTAAC-1
+GTACGTACATTAGCCA-1
+GTACGTAGTAAATGTG-1
+GTACGTAGTCTAAACC-1
+GTACGTATCAGTCAGT-1
+GTACGTATCATCGCTC-1
+GTACGTATCCGTTGTC-1
+GTACGTATCGGAAACG-1
+GTACGTATCTGTCTAT-1
+GTACTCCCACCTATCC-1
+GTACTCCGTCGCCATG-1
+GTACTCCGTTTGTGTG-1
+GTACTCCTCATCTGCC-1
+GTACTCCTCGTGGTCG-1
+GTACTTTAGAAGATTC-1
+GTACTTTAGAATGTGT-1
+GTACTTTAGCTGATAA-1
+GTACTTTAGTCCGTAT-1
+GTACTTTCATACTCTT-1
+GTACTTTGTATAGGGC-1
+GTACTTTGTTCACCTC-1
+GTACTTTTCAACGGGA-1
+GTACTTTTCACTCCTG-1
+GTACTTTTCCATGAGT-1
+GTAGGCCAGACTTGAA-1
+GTAGGCCAGCCACGTC-1
+GTAGGCCAGTCCAGGA-1
+GTAGGCCCACCGGAAA-1
+GTAGGCCGTACATCCA-1
+GTAGGCCGTGATGTCT-1
+GTAGGCCTCAGCATGT-1
+GTAGTCACAGCTGTAT-1
+GTAGTCACAGTGAGTG-1
+GTAGTCACATGTTCCC-1
+GTAGTCAGTCAAGCGA-1
+GTAGTCAGTTCTGAAC-1
+GTAGTCATCTCTAGGA-1
+GTATCTTAGATAGTCA-1
+GTATCTTAGATCGATA-1
+GTATCTTAGGCCCTCA-1
+GTATCTTAGTTAAGTG-1
+GTATCTTCAAGGGTCA-1
+GTATCTTGTAAACCTC-1
+GTATCTTGTCTAAACC-1
+GTATCTTGTCTTGCGG-1
+GTATTCTAGAAACGCC-1
+GTATTCTAGAGCCTAG-1
+GTATTCTAGCTGCGAA-1
+GTATTCTAGGAATTAC-1
+GTATTCTAGGACATTA-1
+GTATTCTAGGAGTCTG-1
+GTATTCTCATGGTCTA-1
+GTATTCTGTATCGCAT-1
+GTATTCTGTTACGCGC-1
+GTATTCTTCAACGCTA-1
+GTATTCTTCTGATTCT-1
+GTCAAGTAGAAGGCCT-1
+GTCAAGTAGCAGACTG-1
+GTCAAGTCAGCCACCA-1
+GTCAAGTCATAGAAAC-1
+GTCAAGTGTCGATTGT-1
+GTCACAAAGTGCGATG-1
+GTCACAACACAGAGGT-1
+GTCACAACATTCGACA-1
+GTCACAACATTGCGGC-1
+GTCACAAGTCATGCAT-1
+GTCACGGAGACTTGAA-1
+GTCACGGAGCACCGCT-1
+GTCACGGAGTTAAGTG-1
+GTCACGGCAACCGCCA-1
+GTCACGGCAGGTGGAT-1
+GTCACGGGTACGACCC-1
+GTCACGGTCAACGCTA-1
+GTCACGGTCATCTGCC-1
+GTCACGGTCGTTGCCT-1
+GTCATTTAGCGCCTCA-1
+GTCATTTAGCTGCAAG-1
+GTCATTTAGTATTGGA-1
+GTCATTTCACGGCGTT-1
+GTCATTTCAGCGTAAG-1
+GTCATTTGTCTGGAGA-1
+GTCATTTGTGGCTCCA-1
+GTCATTTGTTCGTTGA-1
+GTCATTTTCAACACAC-1
+GTCATTTTCCAAGCCG-1
+GTCATTTTCCCATTTA-1
+GTCATTTTCTACCTGC-1
+GTCCTCAAGTCGTTTG-1
+GTCCTCACAAGTCTGT-1
+GTCCTCACATCACCCT-1
+GTCCTCAGTGATGCCC-1
+GTCCTCAGTTCTGAAC-1
+GTCCTCAGTTTCCACC-1
+GTCCTCATCGAATGCT-1
+GTCCTCATCTTACCTA-1
+GTCGGGTCAGCCACCA-1
+GTCGGGTCATCTGGTA-1
+GTCGGGTGTACCGAGA-1
+GTCGGGTGTGCACTTA-1
+GTCGGGTTCACATACG-1
+GTCGGGTTCCTATTCA-1
+GTCGTAAAGACTAGAT-1
+GTCGTAAAGCAGCGTA-1
+GTCGTAACATGTAGTC-1
+GTCGTAAGTAGGGTAC-1
+GTCGTAATCACTCTTA-1
+GTCGTAATCTGGTATG-1
+GTCTCGTAGGCCCTTG-1
+GTCTCGTAGGTTCCTA-1
+GTCTCGTCAACACGCC-1
+GTCTCGTCACCGGAAA-1
+GTCTCGTCAGCTCGAC-1
+GTCTCGTCAGTATCTG-1
+GTCTCGTCATCCGTGG-1
+GTCTCGTGTCCAGTAT-1
+GTCTCGTTCACGAAGG-1
+GTCTTCGAGAATAGGG-1
+GTCTTCGAGATAGTCA-1
+GTCTTCGAGGTGGGTT-1
+GTCTTCGAGTGGGCTA-1
+GTCTTCGGTTAAGTAG-1
+GTCTTCGTCCATGAAC-1
+GTCTTCGTCGAGCCCA-1
+GTCTTCGTCTCCAACC-1
+GTGAAGGAGACTACAA-1
+GTGAAGGAGCGAGAAA-1
+GTGAAGGAGGGTATCG-1
+GTGAAGGAGGTGCTTT-1
+GTGAAGGCAGTCGATT-1
+GTGAAGGCAGTGACAG-1
+GTGAAGGCATCACGAT-1
+GTGAAGGGTACATGTC-1
+GTGAAGGGTCTCTTAT-1
+GTGAAGGGTTTGACAC-1
+GTGAAGGTCAGCGATT-1
+GTGAAGGTCCTCTAGC-1
+GTGAAGGTCGGTGTCG-1
+GTGAAGGTCTTCAACT-1
+GTGCAGCAGACAGGCT-1
+GTGCAGCAGCGTCTAT-1
+GTGCAGCAGTCAAGGC-1
+GTGCAGCCAAAGGTGC-1
+GTGCAGCTCCCACTTG-1
+GTGCATAAGCGCTTAT-1
+GTGCATAAGCTGAACG-1
+GTGCATAAGGTTACCT-1
+GTGCATAAGTTCGCAT-1
+GTGCATACAAAGCGGT-1
+GTGCATACACTTGGAT-1
+GTGCATACATTCTCAT-1
+GTGCATAGTCACTGGC-1
+GTGCATAGTGATGTGG-1
+GTGCATAGTTAAGATG-1
+GTGCATATCGGTCTAA-1
+GTGCGGTAGATCCCGC-1
+GTGCGGTAGCGTGAAC-1
+GTGCGGTAGTGGGCTA-1
+GTGCGGTCACGAGGTA-1
+GTGCGGTCACGTTGGC-1
+GTGCGGTCATCACCCT-1
+GTGCGGTGTGAGGGAG-1
+GTGCGGTTCACTTATC-1
+GTGCTTCCAAACAACA-1
+GTGCTTCCAACTGGCC-1
+GTGCTTCCACGGCGTT-1
+GTGCTTCCATTCTCAT-1
+GTGCTTCGTTACGACT-1
+GTGCTTCTCAGTGTTG-1
+GTGCTTCTCCGAATGT-1
+GTGCTTCTCTGAGTGT-1
+GTGGGTCAGCTAGCCC-1
+GTGGGTCAGGGCTTGA-1
+GTGGGTCAGGTTCCTA-1
+GTGGGTCCAATGGTCT-1
+GTGGGTCCACTTAAGC-1
+GTGTGCGAGACGCACA-1
+GTGTGCGAGTGGGCTA-1
+GTGTGCGCACAGAGGT-1
+GTGTGCGCAGATGGGT-1
+GTGTGCGCATGCCCGA-1
+GTGTGCGGTACCGCTG-1
+GTGTGCGTCAGCGACC-1
+GTGTTAGAGCAATCTC-1
+GTGTTAGGTACGAAAT-1
+GTGTTAGGTAGAGTGC-1
+GTGTTAGGTCAGAATA-1
+GTGTTAGGTGATGCCC-1
+GTGTTAGTCTTGCAAG-1
+GTTAAGCAGAATAGGG-1
+GTTAAGCCATGCATGT-1
+GTTAAGCGTGGCAAAC-1
+GTTAAGCGTTTCCACC-1
+GTTAAGCTCTTGTCAT-1
+GTTACAGAGAAACCTA-1
+GTTACAGAGGTGATAT-1
+GTTACAGCAACACCCG-1
+GTTACAGCATAGTAAG-1
+GTTACAGGTGTCGCTG-1
+GTTACAGGTTCAGTAC-1
+GTTACAGTCATAAAGG-1
+GTTACAGTCGGTCCGA-1
+GTTACAGTCTCAACTT-1
+GTTACAGTCTCTGCTG-1
+GTTCATTAGCGTAATA-1
+GTTCATTAGCTATGCT-1
+GTTCATTAGGGAACGG-1
+GTTCATTCATGCTAGT-1
+GTTCATTGTGCGCTTG-1
+GTTCATTTCAGTTTGG-1
+GTTCATTTCCCGGATG-1
+GTTCATTTCCTGCCAT-1
+GTTCATTTCTACTATC-1
+GTTCGGGAGAATGTGT-1
+GTTCGGGAGCGTGTCC-1
+GTTCGGGAGGCCCTCA-1
+GTTCGGGAGTGTCTCA-1
+GTTCGGGCAATTGCTG-1
+GTTCGGGCATACCATG-1
+GTTCGGGGTCAAAGAT-1
+GTTCGGGGTGCCTTGG-1
+GTTCTCGAGAGTGAGA-1
+GTTCTCGAGGACCACA-1
+GTTCTCGCAAACCTAC-1
+GTTCTCGCAACTTGAC-1
+GTTCTCGCATGTCCTC-1
+GTTCTCGGTGAAATCA-1
+GTTCTCGGTGTGACCC-1
+GTTCTCGGTGTGGCTC-1
+GTTCTCGGTTAAGATG-1
+GTTCTCGTCAGTTGAC-1
+GTTCTCGTCCCAAGTA-1
+GTTCTCGTCCTTTACA-1
+GTTCTCGTCGCGCCAA-1
+GTTCTCGTCGGATGGA-1
+GTTTCTAAGACCTTTG-1
+GTTTCTAAGATCTGCT-1
+GTTTCTAAGCCGGTAA-1
+GTTTCTAAGCGTAATA-1
+GTTTCTACACCAGGTC-1
+GTTTCTACATGAGCGA-1
+GTTTCTAGTTCTGTTT-1
+GTTTCTATCGAGAACG-1
+TAAACCGAGAGCTTCT-1
+TAAACCGAGATATGCA-1
+TAAACCGAGCTTCGCG-1
+TAAACCGCAGCATACT-1
+TAAACCGCAGGTCCAC-1
+TAAACCGCATGTCTCC-1
+TAAACCGTCAGGCAAG-1
+TAAGAGAGTAGGCATG-1
+TAAGAGAGTCCAGTAT-1
+TAAGAGAGTTATGTGC-1
+TAAGAGATCACGAAGG-1
+TAAGAGATCATAGCAC-1
+TAAGAGATCCTGTACC-1
+TAAGAGATCGAATGGG-1
+TAAGCGTAGCCGGTAA-1
+TAAGCGTAGGATGGTC-1
+TAAGCGTCAAACCCAT-1
+TAAGCGTCACCTCGGA-1
+TAAGCGTCAGCATACT-1
+TAAGCGTGTCATATCG-1
+TAAGCGTTCATTGCCC-1
+TAAGCGTTCCGCGCAA-1
+TAAGCGTTCTCGCTTG-1
+TAAGTGCCACTGCCAG-1
+TAAGTGCGTCTAGAGG-1
+TAAGTGCGTCTCTTAT-1
+TAAGTGCGTTCGAATC-1
+TAAGTGCTCGGCTACG-1
+TAAGTGCTCGTCCAGG-1
+TACACGAAGACATAAC-1
+TACACGAAGAGGTTGC-1
+TACACGAAGCGATGAC-1
+TACACGACAAAGTGCG-1
+TACACGACACCGATAT-1
+TACACGACAGCTGTGC-1
+TACACGACAGTCACTA-1
+TACACGACATCACCCT-1
+TACACGAGTAAAGGAG-1
+TACACGAGTACATCCA-1
+TACACGAGTACCGGCT-1
+TACACGAGTCTAGGTT-1
+TACACGAGTCTCTCTG-1
+TACACGAGTTATCCGA-1
+TACACGATCGCGCCAA-1
+TACACGATCTACGAGT-1
+TACACGATCTGCAAGT-1
+TACAGTGAGGCTAGAC-1
+TACAGTGAGTACGCGA-1
+TACAGTGCAGGCTCAC-1
+TACAGTGGTCATGCCG-1
+TACCTATCACGGACAA-1
+TACCTATCAGATGGGT-1
+TACCTATGTAGCGTCC-1
+TACCTATGTCGCTTTC-1
+TACCTATGTTCCGTCT-1
+TACCTATTCCTAAGTG-1
+TACCTTAAGCAGGTCA-1
+TACCTTAAGCTTTGGT-1
+TACCTTAAGGAATGGA-1
+TACCTTAAGGTACTCT-1
+TACCTTACATATGAGA-1
+TACCTTAGTCTGCCAG-1
+TACCTTAGTGGTTTCA-1
+TACCTTAGTTCATGGT-1
+TACCTTAGTTTAGCTG-1
+TACCTTAGTTTCGCTC-1
+TACCTTATCAGAGACG-1
+TACCTTATCCGAGCCA-1
+TACCTTATCCTTTCTC-1
+TACCTTATCGCATGAT-1
+TACCTTATCTGATACG-1
+TACGGATAGATCGGGT-1
+TACGGATCAAAGCAAT-1
+TACGGATCAATAGCAA-1
+TACGGATCACTTAACG-1
+TACGGATCAGAGTGTG-1
+TACGGATCAGCCTTGG-1
+TACGGATCAGCTTAAC-1
+TACGGATGTATGAATG-1
+TACGGATGTTATGTGC-1
+TACGGATTCGGAGCAA-1
+TACGGATTCTCGTTTA-1
+TACGGATTCTCTTATG-1
+TACGGGCAGACGACGT-1
+TACGGGCAGCATCATC-1
+TACGGGCAGCTGCAAG-1
+TACGGGCCAAGCCGCT-1
+TACGGGCCACGCTTTC-1
+TACGGGCTCGTAGGTT-1
+TACGGGCTCGTGGGAA-1
+TACGGGCTCTGCCAGG-1
+TACGGTACACGAAGCA-1
+TACGGTATCAGTGCAT-1
+TACTCATAGAGTACAT-1
+TACTCATAGAGTACCG-1
+TACTCATCAGTATAAG-1
+TACTCATCATCAGTCA-1
+TACTCATTCAACCATG-1
+TACTCATTCTTAGCCC-1
+TACTCGCAGAGGTTGC-1
+TACTCGCAGATAGCAT-1
+TACTCGCAGCCACCTG-1
+TACTCGCAGGGTCGAT-1
+TACTCGCCACCCAGTG-1
+TACTCGCGTAACGCGA-1
+TACTCGCTCATATCGG-1
+TACTCGCTCCCTCAGT-1
+TACTCGCTCTTTACAC-1
+TACTTACAGAATTCCC-1
+TACTTACAGCTAACTC-1
+TACTTACCAGATCGGA-1
+TACTTACCAGGCTCAC-1
+TACTTACCATATGAGA-1
+TACTTACCATCACGAT-1
+TACTTACGTGCACTTA-1
+TACTTACGTTGATTCG-1
+TACTTACTCTGTCTCG-1
+TACTTGTAGTGCTGCC-1
+TACTTGTCACCAGCAC-1
+TACTTGTCAGATCGGA-1
+TACTTGTCAGTAAGCG-1
+TACTTGTGTCAAAGAT-1
+TACTTGTGTCCGAGTC-1
+TACTTGTGTGGCCCTA-1
+TACTTGTTCCCATTAT-1
+TACTTGTTCGTGGGAA-1
+TACTTGTTCTAGAGTC-1
+TACTTGTTCTATCCTA-1
+TACTTGTTCTGATTCT-1
+TAGACCAAGACTGTAA-1
+TAGACCAAGCCTATGT-1
+TAGACCAAGTCATGCT-1
+TAGACCACAGATCGGA-1
+TAGACCACAGTGGAGT-1
+TAGACCACATAAGACA-1
+TAGACCAGTAAGTGGC-1
+TAGACCAGTCAGGACA-1
+TAGACCAGTCCAGTTA-1
+TAGACCAGTTACGACT-1
+TAGACCATCGCCTGAG-1
+TAGAGCTAGGTGGGTT-1
+TAGAGCTAGTTCCACA-1
+TAGAGCTCAAAGTGCG-1
+TAGAGCTCACATGTGT-1
+TAGAGCTCACCCATTC-1
+TAGAGCTGTACCTACA-1
+TAGAGCTGTCTGGAGA-1
+TAGAGCTGTGCGATAG-1
+TAGAGCTTCCGATATG-1
+TAGCCGGAGATCTGAA-1
+TAGCCGGCACACTGCG-1
+TAGCCGGCACCGATAT-1
+TAGCCGGCAGCGAACA-1
+TAGCCGGGTAAACCTC-1
+TAGCCGGGTATGAATG-1
+TAGCCGGGTCCGAGTC-1
+TAGCCGGGTCTAAACC-1
+TAGCCGGGTCTAGCCG-1
+TAGGCATGTACTTAGC-1
+TAGGCATGTTGGTTTG-1
+TAGGCATTCGCCCTTA-1
+TAGGCATTCTTCTGGC-1
+TAGTGGTAGAGCCTAG-1
+TAGTGGTAGGAGTACC-1
+TAGTGGTAGGCCCTTG-1
+TAGTGGTCACAACGCC-1
+TAGTGGTCACGTAAGG-1
+TAGTGGTGTAAGTTCC-1
+TAGTGGTGTAGAAGGA-1
+TAGTGGTGTCCAAGTT-1
+TAGTGGTGTCCCTTGT-1
+TAGTGGTGTCGCGAAA-1
+TAGTGGTGTGGACGAT-1
+TAGTGGTGTTCTGAAC-1
+TAGTGGTTCCACGACG-1
+TAGTGGTTCCTATGTT-1
+TAGTGGTTCTCGTATT-1
+TAGTTGGAGAACTCGG-1
+TAGTTGGAGAGGTTGC-1
+TAGTTGGAGTGCAAGC-1
+TAGTTGGAGTGCCATT-1
+TAGTTGGGTTAAAGAC-1
+TAGTTGGTCAAGGTAA-1
+TAGTTGGTCAGAGGTG-1
+TAGTTGGTCCTGCTTG-1
+TAGTTGGTCTGTCAAG-1
+TATCAGGAGACCGGAT-1
+TATCAGGGTAACGCGA-1
+TATCAGGGTTCGGGCT-1
+TATCAGGGTTGAGGTG-1
+TATCAGGGTTGGTGGA-1
+TATCAGGTCCGGGTGT-1
+TATCTCACAAGAAAGG-1
+TATCTCACAGTGAGTG-1
+TATCTCAGTTCCTCCA-1
+TATCTCAGTTGGTAAA-1
+TATCTCATCACTGGGC-1
+TATCTCATCCCTTGCA-1
+TATGCCCAGATGTTAG-1
+TATGCCCAGTACCGGA-1
+TATGCCCCAACTTGAC-1
+TATGCCCCAAGTTAAG-1
+TATGCCCCACCATCCT-1
+TATGCCCGTAAACACA-1
+TATGCCCGTTCCCGAG-1
+TATGCCCTCAAGATCC-1
+TATTACCAGGAATTAC-1
+TATTACCAGTGGGTTG-1
+TATTACCCAAACGCGA-1
+TATTACCCACATGGGA-1
+TATTACCGTGTAAGTA-1
+TATTACCTCATGGTCA-1
+TATTACCTCCGATATG-1
+TATTACCTCCTCTAGC-1
+TATTACCTCTATGTGG-1
+TCAACGAAGACTGGGT-1
+TCAACGACACATTTCT-1
+TCAACGACATTGTGCA-1
+TCAATCTAGATATACG-1
+TCAATCTAGTGTGAAT-1
+TCAATCTCACGTTGGC-1
+TCAATCTCACTTCTGC-1
+TCAATCTCACTTGGAT-1
+TCAATCTCAGGGAGAG-1
+TCAATCTCAGGGCATA-1
+TCAATCTGTCGCGGTT-1
+TCAATCTTCTTTACGT-1
+TCACAAGAGACCTAGG-1
+TCACAAGAGTGGGATC-1
+TCACAAGCAATGGACG-1
+TCACAAGCACAGTCGC-1
+TCACAAGCATATGCTG-1
+TCACAAGGTAGCGATG-1
+TCACAAGGTAGCTCCG-1
+TCACAAGGTATTCTCT-1
+TCACAAGGTCTCCACT-1
+TCACAAGGTGGCCCTA-1
+TCACAAGTCAAACAAG-1
+TCACGAAAGAATCTCC-1
+TCACGAAAGTGTACCT-1
+TCACGAACAGATGGCA-1
+TCACGAACATAAGACA-1
+TCACGAACATCAGTAC-1
+TCACGAAGTAGATTAG-1
+TCACGAAGTCTAAAGA-1
+TCACGAAGTCTTCTCG-1
+TCACGAAGTGGGTCAA-1
+TCACGAATCTAACTTC-1
+TCAGATGAGCGATAGC-1
+TCAGATGAGTACACCT-1
+TCAGATGCAAGACACG-1
+TCAGATGCAATCTGCA-1
+TCAGATGCACAGACAG-1
+TCAGATGCATATGAGA-1
+TCAGATGGTTCAGTAC-1
+TCAGATGTCATGTGGT-1
+TCAGATGTCGCGATCG-1
+TCAGATGTCGGAGCAA-1
+TCAGCAACAAGTCTAC-1
+TCAGCAACATGGTCTA-1
+TCAGCAAGTTCAGACT-1
+TCAGCAATCGCGATCG-1
+TCAGCAATCGCGTAGC-1
+TCAGCTCAGAAACGAG-1
+TCAGCTCAGCGATTCT-1
+TCAGCTCCAGACAGGT-1
+TCAGCTCGTCTAGGTT-1
+TCAGCTCTCCGTAGTA-1
+TCAGGATAGCACCGCT-1
+TCAGGATAGCCTATGT-1
+TCAGGATAGGTGGGTT-1
+TCAGGATCATGCCTTC-1
+TCAGGATGTGGGTATG-1
+TCAGGATTCTATCCCG-1
+TCAGGATTCTTGGGTA-1
+TCAGGTAAGCCACTAT-1
+TCAGGTACACGTTGGC-1
+TCAGGTACAGACGCAA-1
+TCAGGTACATGCCTTC-1
+TCAGGTAGTATTCGTG-1
+TCAGGTAGTTCCGGCA-1
+TCAGGTATCAAAGTAG-1
+TCAGGTATCAACGGGA-1
+TCAGGTATCACAAACC-1
+TCAGGTATCTCTAGGA-1
+TCATTACAGATCCTGT-1
+TCATTACAGGGAGTAA-1
+TCATTACCAAGGTTTC-1
+TCATTACCACGGTAGA-1
+TCATTACCATGCCTAA-1
+TCATTACTCACAGTAC-1
+TCATTACTCTCCAACC-1
+TCATTTGAGATCCGAG-1
+TCATTTGAGCCGGTAA-1
+TCATTTGAGGACTGGT-1
+TCATTTGAGGCGCTCT-1
+TCATTTGAGTACGCCC-1
+TCATTTGCACCATGTA-1
+TCATTTGCACCTCGGA-1
+TCATTTGGTATATGAG-1
+TCATTTGGTCTCCATC-1
+TCATTTGTCAAACGGG-1
+TCATTTGTCCGAGCCA-1
+TCCACACAGGATGGTC-1
+TCCACACAGTACACCT-1
+TCCACACCACAGAGGT-1
+TCCACACCACATTTCT-1
+TCCACACCACGAAAGC-1
+TCCACACGTAGCGTCC-1
+TCCACACGTTAAGAAC-1
+TCCACACGTTATGCGT-1
+TCCACACTCCAAGCCG-1
+TCCACACTCCATGAGT-1
+TCCACACTCTATCGCC-1
+TCCACACTCTGCTTGC-1
+TCCCGATAGGCAATTA-1
+TCCCGATAGTCGCCGT-1
+TCCCGATCAGTCAGCC-1
+TCCCGATCATCCAACA-1
+TCCCGATGTAGCAAAT-1
+TCCCGATGTCGATTGT-1
+TCCCGATGTGCACGAA-1
+TCCCGATTCCAGAGGA-1
+TCGAGGCAGCTACCTA-1
+TCGAGGCCAATAGCAA-1
+TCGAGGCCACAGCCCA-1
+TCGAGGCCATAAGACA-1
+TCGAGGCCATCAGTAC-1
+TCGAGGCGTAAGAGGA-1
+TCGAGGCTCAACCATG-1
+TCGAGGCTCACGGTTA-1
+TCGAGGCTCATCATTC-1
+TCGAGGCTCGTAGGTT-1
+TCGAGGCTCTAACTTC-1
+TCGCGAGAGATGCGAC-1
+TCGCGAGAGCCATCGC-1
+TCGCGAGAGTGTTAGA-1
+TCGCGAGCAAGTAATG-1
+TCGCGAGCAGACAGGT-1
+TCGCGAGCAGCTGCTG-1
+TCGCGAGGTCGAAAGC-1
+TCGCGAGGTGATGTGG-1
+TCGCGAGTCGGAATCT-1
+TCGCGAGTCGTGGGAA-1
+TCGCGAGTCTCTAAGG-1
+TCGCGTTAGAACTCGG-1
+TCGCGTTAGATCGATA-1
+TCGCGTTCAGTAAGCG-1
+TCGCGTTGTCACACGC-1
+TCGCGTTGTTATCGGT-1
+TCGCGTTGTTTAGCTG-1
+TCGCGTTTCACAATGC-1
+TCGCGTTTCTCGTATT-1
+TCGCGTTTCTGCGTAA-1
+TCGGGACAGTCATGCT-1
+TCGGGACAGTTTCCTT-1
+TCGGGACCAATGCCAT-1
+TCGGGACCACTTCGAA-1
+TCGGGACCACTTGGAT-1
+TCGGGACGTGCTCTTC-1
+TCGGGACGTTCAGGCC-1
+TCGGGACGTTCCACTC-1
+TCGGGACTCCAAGCCG-1
+TCGGGACTCCTGTACC-1
+TCGGGACTCTCTAGGA-1
+TCGGTAACATCGATGT-1
+TCGGTAAGTCATATGC-1
+TCGGTAAGTTACCAGT-1
+TCGGTAAGTTATCGGT-1
+TCGGTAAGTTCCCGAG-1
+TCGGTAATCAATCACG-1
+TCGGTAATCCTTGACC-1
+TCGGTAATCGGAGCAA-1
+TCGGTAATCGGCGCTA-1
+TCGGTAATCTCGGACG-1
+TCGTACCAGGAATTAC-1
+TCGTACCGTGCATCTA-1
+TCGTACCGTTCAGACT-1
+TCGTACCTCAACGCTA-1
+TCGTACCTCAGCTCGG-1
+TCGTACCTCAGTTTGG-1
+TCGTACCTCCGTTGTC-1
+TCGTACCTCGGAGCAA-1
+TCGTACCTCTCCTATA-1
+TCGTAGAAGACAGAGA-1
+TCGTAGAAGCTCAACT-1
+TCGTAGAAGGACAGAA-1
+TCGTAGAAGTCCCACG-1
+TCGTAGAAGTTGAGTA-1
+TCGTAGAAGTTTCCTT-1
+TCGTAGACAAATACAG-1
+TCGTAGACATATGGTC-1
+TCGTAGAGTAATCACC-1
+TCGTAGAGTACTTCTT-1
+TCGTAGAGTCGTGGCT-1
+TCGTAGATCATCTGTT-1
+TCTATTGAGCCTATGT-1
+TCTATTGAGGACAGAA-1
+TCTATTGAGGTGATAT-1
+TCTATTGCATGGGACA-1
+TCTATTGCATTATCTC-1
+TCTATTGGTACTCGCG-1
+TCTATTGGTCATTAGC-1
+TCTATTGGTTTGCATG-1
+TCTATTGTCTCGCATC-1
+TCTATTGTCTTATCTG-1
+TCTCATAAGCTGAAAT-1
+TCTCATACAGCCAGAA-1
+TCTCATACAGGTCCAC-1
+TCTCATACATATGAGA-1
+TCTCATACATCTCGCT-1
+TCTCATAGTCACAAGG-1
+TCTCATATCATCGGAT-1
+TCTCATATCATGTGGT-1
+TCTCATATCCCTTGTG-1
+TCTCATATCTTCAACT-1
+TCTCTAAAGCGCCTTG-1
+TCTCTAACATCCTAGA-1
+TCTCTAACATGTCTCC-1
+TCTCTAAGTCGTCTTC-1
+TCTCTAAGTTTAGCTG-1
+TCTGAGAGTAACGACG-1
+TCTGAGAGTAGCGTCC-1
+TCTGAGAGTATAGGTA-1
+TCTGAGAGTGTGGTTT-1
+TCTGAGAGTTCCGGCA-1
+TCTGAGATCCTTAATC-1
+TCTGAGATCGGCGGTT-1
+TCTGAGATCTTTAGTC-1
+TCTGGAAAGAGCTGCA-1
+TCTGGAAAGCCCAACC-1
+TCTGGAACAGGTCGTC-1
+TCTGGAACATCAGTAC-1
+TCTGGAAGTGGTGTAG-1
+TCTTCGGCACGGTGTC-1
+TCTTCGGCAGGAACGT-1
+TCTTCGGGTACTCTCC-1
+TCTTCGGGTGATGATA-1
+TCTTCGGGTGGTCTCG-1
+TCTTCGGTCCGATATG-1
+TCTTCGGTCTCTGCTG-1
+TCTTTCCAGATGTGTA-1
+TCTTTCCAGCTACCTA-1
+TCTTTCCCAAAGCGGT-1
+TCTTTCCCACACCGAC-1
+TCTTTCCCAGCTCGCA-1
+TCTTTCCGTATAGGTA-1
+TCTTTCCGTCACAAGG-1
+TCTTTCCTCCCAACGG-1
+TCTTTCCTCCTAGTGA-1
+TCTTTCCTCGCGTTTC-1
+TCTTTCCTCTTCGAGA-1
+TGAAAGAAGACGCACA-1
+TGAAAGAAGCAATATG-1
+TGAAAGAAGCCACTAT-1
+TGAAAGAAGGATGCGT-1
+TGAAAGAAGGGTGTGT-1
+TGAAAGACACCGTTGG-1
+TGAAAGACATAACCTG-1
+TGAAAGAGTGCAACGA-1
+TGAAAGATCCAAACTG-1
+TGAAAGATCCAAAGTC-1
+TGAAAGATCGGAAACG-1
+TGAAAGATCTGTGCAA-1
+TGACAACAGACGCTTT-1
+TGACAACAGGCACATG-1
+TGACAACAGGGCTTCC-1
+TGACAACGTAACGTTC-1
+TGACAACGTGCTTCTC-1
+TGACAACTCCTCCTAG-1
+TGACAACTCGGTCCGA-1
+TGACGGCAGATATACG-1
+TGACGGCAGGAATCGC-1
+TGACGGCAGGATATAC-1
+TGACGGCAGTCATCCA-1
+TGACGGCCATCCTTGC-1
+TGACGGCGTCAGCTAT-1
+TGACGGCGTCTCTTTA-1
+TGACGGCGTCTTGATG-1
+TGACGGCGTTTGACAC-1
+TGACGGCTCCACGTGG-1
+TGACTAGAGATGCCTT-1
+TGACTAGAGCAATATG-1
+TGACTAGAGCGATAGC-1
+TGACTAGAGGCGCTCT-1
+TGACTAGCATTCCTCG-1
+TGACTAGGTATTACCG-1
+TGACTAGGTCCGAAGA-1
+TGACTAGGTCGTCTTC-1
+TGACTAGTCTTACCGC-1
+TGACTTTAGGGTCGAT-1
+TGACTTTAGTTACGGG-1
+TGACTTTGTAAGTTCC-1
+TGACTTTGTACTTAGC-1
+TGACTTTGTAGTGAAT-1
+TGACTTTGTGGCAAAC-1
+TGACTTTTCGTAGGAG-1
+TGACTTTTCTCTGTCG-1
+TGACTTTTCTGAGGGA-1
+TGAGAGGAGCACCGCT-1
+TGAGAGGCAAAGGTGC-1
+TGAGAGGCACGAGGTA-1
+TGAGAGGCACTCTGTC-1
+TGAGAGGCAGTATAAG-1
+TGAGAGGCATAAGACA-1
+TGAGAGGGTCGAATCT-1
+TGAGAGGGTGTTAAGA-1
+TGAGAGGTCAGCCTAA-1
+TGAGCATAGAGTACAT-1
+TGAGCATAGATGTAAC-1
+TGAGCATAGCGCTCCA-1
+TGAGCATAGGTGCTAG-1
+TGAGCATAGTAGCCGA-1
+TGAGCATGTATGCTTG-1
+TGAGCATTCAAACAAG-1
+TGAGCATTCACTTCAT-1
+TGAGCCGGTAAGGATT-1
+TGAGCCGGTAGGAGTC-1
+TGAGCCGGTCCAGTGC-1
+TGAGCCGTCATCATTC-1
+TGAGCCGTCCTCCTAG-1
+TGAGCCGTCTATCGCC-1
+TGAGCCGTCTTGAGGT-1
+TGAGGGAAGACACTAA-1
+TGAGGGAAGCTTCGCG-1
+TGAGGGAAGTACGTAA-1
+TGAGGGACAAATTGCC-1
+TGAGGGACATGGTAGG-1
+TGAGGGAGTAGGGACT-1
+TGAGGGAGTTCAACCA-1
+TGAGGGATCGCCCTTA-1
+TGAGGGATCTTGCCGT-1
+TGATTTCAGAAGGTTT-1
+TGATTTCAGCCAGGAT-1
+TGATTTCCATCTGGTA-1
+TGATTTCGTCCAGTGC-1
+TGATTTCTCTGTACGA-1
+TGCACCTAGGTGATAT-1
+TGCACCTCATCACGTA-1
+TGCACCTCATGCAATC-1
+TGCACCTGTGTCTGAT-1
+TGCACCTGTTGAGTTC-1
+TGCACCTGTTGGACCC-1
+TGCACCTTCCACGTGG-1
+TGCACCTTCCTTTACA-1
+TGCCAAAAGACATAAC-1
+TGCCAAAAGACCTAGG-1
+TGCCAAAAGGCCGAAT-1
+TGCCAAAGTAAATACG-1
+TGCCAAAGTAGCGTGA-1
+TGCCAAAGTTGGAGGT-1
+TGCCAAATCACATGCA-1
+TGCCAAATCACCGGGT-1
+TGCCCATAGAATTGTG-1
+TGCCCATAGACGCAAC-1
+TGCCCATAGAGGTACC-1
+TGCCCATCAGGATCGA-1
+TGCCCATCATTCGACA-1
+TGCCCATGTCAACTGT-1
+TGCCCATGTCTGATCA-1
+TGCCCATGTGTCAATC-1
+TGCCCATGTTATTCTC-1
+TGCCCATTCAGTACGT-1
+TGCCCATTCATGGTCA-1
+TGCCCATTCCAAGTAC-1
+TGCCCATTCTTCGAGA-1
+TGCCCATTCTTGCATT-1
+TGCCCTAAGAGTCTGG-1
+TGCCCTAAGGGAGTAA-1
+TGCCCTAAGGGTTTCT-1
+TGCCCTAAGTGGTCCC-1
+TGCCCTACACGCTTTC-1
+TGCCCTACACGGCGTT-1
+TGCCCTAGTAGTACCT-1
+TGCCCTATCAGCCTAA-1
+TGCCCTATCATAACCG-1
+TGCCCTATCCTGTACC-1
+TGCCCTATCGCGTAGC-1
+TGCGCAGAGACTACAA-1
+TGCGCAGAGCCCAGCT-1
+TGCGCAGCAATGTAAG-1
+TGCGCAGCAGCCTTGG-1
+TGCGCAGCATCAGTCA-1
+TGCGCAGGTCTGCAAT-1
+TGCGCAGTCGCACTCT-1
+TGCGGGTAGACTTGAA-1
+TGCGGGTAGTACACCT-1
+TGCGGGTAGTCCCACG-1
+TGCGGGTCAGATGGGT-1
+TGCGGGTGTACATCCA-1
+TGCGGGTGTATTCGTG-1
+TGCGGGTGTGAACCTT-1
+TGCGGGTTCAACGCTA-1
+TGCGGGTTCCTCTAGC-1
+TGCGGGTTCTGGTGTA-1
+TGCGTGGAGGTCGGAT-1
+TGCGTGGCAAACCCAT-1
+TGCGTGGGTCTGATCA-1
+TGCGTGGGTCTGCGGT-1
+TGCGTGGTCCTTTCTC-1
+TGCTACCAGAACAACT-1
+TGCTACCAGACGCTTT-1
+TGCTACCAGACTAAGT-1
+TGCTACCAGAGCTATA-1
+TGCTACCAGATGTCGG-1
+TGCTACCAGTAGGCCA-1
+TGCTACCCACAGACTT-1
+TGCTACCCACATTCGA-1
+TGCTACCCAGATGAGC-1
+TGCTACCCAGCTTCGG-1
+TGCTACCCATATACCG-1
+TGCTACCTCCGCGTTT-1
+TGCTACCTCTGTCTCG-1
+TGCTGCTAGGATCGCA-1
+TGCTGCTCACTGTTAG-1
+TGCTGCTCAGCGATCC-1
+TGCTGCTCAGGCAGTA-1
+TGCTGCTCATGCATGT-1
+TGCTGCTGTCTTCTCG-1
+TGCTGCTGTGCCTGGT-1
+TGCTGCTGTTTCCACC-1
+TGCTGCTTCAAGAAGT-1
+TGCTGCTTCTCGTTTA-1
+TGCTGCTTCTGTCTCG-1
+TGCTGCTTCTTAACCT-1
+TGCTGCTTCTTGCATT-1
+TGGACGCAGCACACAG-1
+TGGACGCAGCGATTCT-1
+TGGACGCCAGTCAGAG-1
+TGGACGCCATAGAAAC-1
+TGGACGCGTACTTAGC-1
+TGGACGCTCGTCCGTT-1
+TGGCCAGAGACAAAGG-1
+TGGCCAGAGCCTATGT-1
+TGGCCAGAGGCAGTCA-1
+TGGCCAGCAAAGCAAT-1
+TGGCCAGCATGTAGTC-1
+TGGCCAGGTACCCAAT-1
+TGGCCAGGTTGTACAC-1
+TGGCGCAAGCGTTGCC-1
+TGGCGCAGTAACGACG-1
+TGGCGCAGTACCATCA-1
+TGGCGCAGTACTCTCC-1
+TGGCGCAGTCGATTGT-1
+TGGCGCAGTTACGACT-1
+TGGCGCATCTATCGCC-1
+TGGCGCATCTCACATT-1
+TGGCTGGAGCTGCCCA-1
+TGGCTGGAGGAACTGC-1
+TGGCTGGGTTCACGGC-1
+TGGCTGGTCGACGGAA-1
+TGGCTGGTCTGTACGA-1
+TGGGAAGCACCCTATC-1
+TGGGAAGGTCACACGC-1
+TGGGAAGGTTAGGGTG-1
+TGGGAAGGTTCTGGTA-1
+TGGGAAGGTTGTACAC-1
+TGGGAAGGTTTGCATG-1
+TGGGAAGTCGACGGAA-1
+TGGGAAGTCTGTTTGT-1
+TGGGAAGTCTTGTACT-1
+TGGGCGTAGAAACCAT-1
+TGGGCGTAGCTCCTTC-1
+TGGGCGTCACAGCCCA-1
+TGGGCGTGTCATCGGC-1
+TGGGCGTGTGTAATGA-1
+TGGGCGTGTTGAGGTG-1
+TGGGCGTTCAGAAATG-1
+TGGTTAGAGTTGAGAT-1
+TGGTTAGCAAACGCGA-1
+TGGTTAGCACAGCGTC-1
+TGGTTAGCATCGTCGG-1
+TGGTTAGCATCTGGTA-1
+TGGTTAGGTAGGGACT-1
+TGGTTAGTCATTGCGA-1
+TGGTTCCAGATGCGAC-1
+TGGTTCCAGCCCAATT-1
+TGGTTCCAGTACGATA-1
+TGGTTCCAGTGCCATT-1
+TGGTTCCCACTCAGGC-1
+TGGTTCCCAGACGTAG-1
+TGGTTCCCAGTCCTTC-1
+TGGTTCCTCATACGGT-1
+TGGTTCCTCGCTAGCG-1
+TGTATTCAGAGTACCG-1
+TGTATTCCAATCTGCA-1
+TGTATTCCAGGAATCG-1
+TGTATTCCAGTTTACG-1
+TGTATTCGTCCTCCAT-1
+TGTATTCGTTCTGTTT-1
+TGTCCCAAGATGGGTC-1
+TGTCCCAAGGACATTA-1
+TGTCCCACAAATTGCC-1
+TGTCCCATCAAAGTAG-1
+TGTCCCATCAATAAGG-1
+TGTCCCATCCAGAGGA-1
+TGTCCCATCGCTAGCG-1
+TGTCCCATCGCTTAGA-1
+TGTGGTAAGAGAGCTC-1
+TGTGGTAAGTTACCCA-1
+TGTGGTACAGCGTCCA-1
+TGTGGTAGTCTCATCC-1
+TGTGGTATCACAGTAC-1
+TGTGGTATCGCGATCG-1
+TGTGTTTAGAGCCCAA-1
+TGTGTTTCAGTAACGG-1
+TGTGTTTCATGTAAGA-1
+TGTGTTTCATTTCACT-1
+TGTGTTTGTACCGCTG-1
+TGTGTTTGTATAAACG-1
+TGTGTTTTCTTGCATT-1
+TGTTCCGAGCCACCTG-1
+TGTTCCGAGGGTCTCC-1
+TGTTCCGAGTACGCCC-1
+TGTTCCGCAGCATGAG-1
+TGTTCCGGTCCGAAGA-1
+TGTTCCGGTTAAAGAC-1
+TGTTCCGTCCTGCAGG-1
+TGTTCCGTCGTGACAT-1
+TTAACTCAGGAGTAGA-1
+TTAACTCCACTTGGAT-1
+TTAACTCCAGATAATG-1
+TTAACTCCATTGCGGC-1
+TTAACTCGTAGCCTCG-1
+TTAACTCGTCTGATTG-1
+TTAACTCGTGAGTGAC-1
+TTAACTCGTGCGGTAA-1
+TTAACTCTCAAAGACA-1
+TTAACTCTCGGTGTCG-1
+TTAGGACAGGCGTACA-1
+TTAGGACAGTACGTTC-1
+TTAGGACAGTACTTGC-1
+TTAGGACCATACTCTT-1
+TTAGGACCATGTCCTC-1
+TTAGGACGTATTCTCT-1
+TTAGGACGTCTTCTCG-1
+TTAGGACTCAATACCG-1
+TTAGGACTCGGAGCAA-1
+TTAGGCAAGATCTGAA-1
+TTAGGCACAAGCCGTC-1
+TTAGGCAGTTAGAACA-1
+TTAGGCATCACCCTCA-1
+TTAGGCATCCAAGCCG-1
+TTAGTTCAGTGAATTG-1
+TTAGTTCCAATGTTGC-1
+TTAGTTCCACCCTATC-1
+TTAGTTCCAGACAAAT-1
+TTAGTTCCAGTCTTCC-1
+TTAGTTCGTAAAGGAG-1
+TTAGTTCGTCGAATCT-1
+TTAGTTCGTGTTAAGA-1
+TTATGCTAGAAGCCCA-1
+TTATGCTAGAAGGTTT-1
+TTATGCTAGAATAGGG-1
+TTATGCTAGAGGACGG-1
+TTATGCTAGGCGCTCT-1
+TTATGCTCACGAAAGC-1
+TTATGCTCAGTCACTA-1
+TTATGCTCAGTCAGAG-1
+TTATGCTGTAAGCACG-1
+TTATGCTGTGTTGAGG-1
+TTATGCTTCCGCGTTT-1
+TTCCCAGAGCTACCGC-1
+TTCCCAGAGGATCGCA-1
+TTCCCAGAGGATGTAT-1
+TTCCCAGCAATCCAAC-1
+TTCCCAGCAATGAATG-1
+TTCCCAGCATTCCTCG-1
+TTCCCAGGTAGCGTAG-1
+TTCCCAGGTCAACATC-1
+TTCCCAGGTCAGAAGC-1
+TTCCCAGGTTGATTCG-1
+TTCCCAGTCCCAGGTG-1
+TTCCCAGTCGTACCGG-1
+TTCCCAGTCTCTGCTG-1
+TTCCCAGTCTGCGTAA-1
+TTCGAAGAGAAGCCCA-1
+TTCGAAGCAAGGACTG-1
+TTCGAAGCATACCATG-1
+TTCGAAGGTACCTACA-1
+TTCGAAGGTACTCGCG-1
+TTCGAAGGTCCGAATT-1
+TTCGAAGGTCCGACGT-1
+TTCGAAGGTCTCTTAT-1
+TTCGAAGTCTCTGTCG-1
+TTCGGTCAGGACACCA-1
+TTCGGTCCACGGTAAG-1
+TTCGGTCCACTGTTAG-1
+TTCGGTCCACTTACGA-1
+TTCGGTCGTCAAAGCG-1
+TTCGGTCTCGCCATAA-1
+TTCTACAAGAGTACCG-1
+TTCTACAAGATCGGGT-1
+TTCTACAAGGGTCGAT-1
+TTCTACAAGTTAGGTA-1
+TTCTACACAAGGTGTG-1
+TTCTACACACCGAATT-1
+TTCTACACATGAACCT-1
+TTCTACAGTAGCGCAA-1
+TTCTACAGTCTTTCAT-1
+TTCTACAGTGCTGTAT-1
+TTCTACATCCAATGGT-1
+TTCTCAAAGAAGGACA-1
+TTCTCAAAGCCACTAT-1
+TTCTCAACACGGTTTA-1
+TTCTCAACATACGCTA-1
+TTCTCAAGTCTCTTAT-1
+TTCTCAATCAGTTCGA-1
+TTCTCCTAGCTCCTTC-1
+TTCTCCTAGGCCATAG-1
+TTCTCCTAGTACGCGA-1
+TTCTCCTCAAAGGAAG-1
+TTCTCCTCATACTCTT-1
+TTCTCCTCATCTGGTA-1
+TTCTCCTGTGAACCTT-1
+TTCTCCTGTTACGCGC-1
+TTCTTAGAGATCTGAA-1
+TTCTTAGAGCGACGTA-1
+TTCTTAGAGTCTCGGC-1
+TTCTTAGCATAAAGGT-1
+TTCTTAGCATGACATC-1
+TTCTTAGGTAATAGCA-1
+TTCTTAGGTAGTACCT-1
+TTCTTAGGTATTCGTG-1
+TTCTTAGGTTTGACAC-1
+TTCTTAGTCTTTACAC-1
+TTGAACGAGAGGTAGA-1
+TTGAACGAGCTCCCAG-1
+TTGAACGAGCTTTGGT-1
+TTGAACGAGGACCACA-1
+TTGAACGAGTGTACGG-1
+TTGAACGAGTTTCCTT-1
+TTGAACGCAGTTCATG-1
+TTGAACGTCCAAAGTC-1
+TTGACTTAGCTACCGC-1
+TTGACTTCACGTGAGA-1
+TTGACTTGTACCGGCT-1
+TTGACTTGTATAGTAG-1
+TTGACTTGTTATTCTC-1
+TTGACTTGTTCGCGAC-1
+TTGCCGTAGAATTCCC-1
+TTGCCGTAGGTCGGAT-1
+TTGCCGTAGTGACTCT-1
+TTGCCGTAGTTATCGC-1
+TTGCCGTCAAACGCGA-1
+TTGCCGTCACAAGACG-1
+TTGCCGTCACCCATTC-1
+TTGCCGTCATATGCTG-1
+TTGCCGTGTCTGGTCG-1
+TTGCCGTTCCAGTATG-1
+TTGCCGTTCGGCTACG-1
+TTGCCGTTCGTTACGA-1
+TTGCGTCAGATGTCGG-1
+TTGCGTCAGGACTGGT-1
+TTGCGTCCAACGATCT-1
+TTGCGTCCACCTTGTC-1
+TTGCGTCCAGCATGAG-1
+TTGCGTCCATCAGTCA-1
+TTGGAACAGAGGTTAT-1
+TTGGAACAGCGAAGGG-1
+TTGGAACAGGCTATCT-1
+TTGGAACAGTACCGGA-1
+TTGGAACGTCGAACAG-1
+TTGGAACTCATTGCGA-1
+TTGGAACTCCCAAGTA-1
+TTGGCAAAGTGAAGAG-1
+TTGGCAACAATCACAC-1
+TTGGCAACAATGAAAC-1
+TTGGCAAGTCTTCTCG-1
+TTGGCAAGTGATAAGT-1
+TTGGCAAGTTGAGGTG-1
+TTGGCAAGTTTAAGCC-1
+TTGGCAATCGCACTCT-1
+TTGGCAATCGGCATCG-1
+TTGTAGGAGAGTCTGG-1
+TTGTAGGAGCATCATC-1
+TTGTAGGCACTAAGTC-1
+TTGTAGGCAGTCAGCC-1
+TTGTAGGCATCGTCGG-1
+TTGTAGGGTATAGTAG-1
+TTTACTGAGAATGTGT-1
+TTTACTGAGATGTGTA-1
+TTTACTGAGTAGCCGA-1
+TTTACTGCAGTGACAG-1
+TTTACTGGTCGCGAAA-1
+TTTACTGGTTCGCTAA-1
+TTTACTGGTTGACGTT-1
+TTTACTGTCATCATTC-1
+TTTACTGTCATCTGTT-1
+TTTACTGTCTGGTGTA-1
+TTTATGCCATAGGATA-1
+TTTATGCGTTATTCTC-1
+TTTATGCGTTGCCTCT-1
+TTTATGCTCAGTGCAT-1
+TTTATGCTCATCGGAT-1
+TTTATGCTCCTATTCA-1
+TTTATGCTCGCCTGAG-1
+TTTATGCTCTCGAGTA-1
+TTTATGCTCTTCCTTC-1
+TTTCCTCAGATGGCGT-1
+TTTCCTCAGGCCGAAT-1
+TTTCCTCCAACGATGG-1
+TTTCCTCCAAGCCGTC-1
+TTTCCTCCACAACGTT-1
+TTTCCTCCACGGCTAC-1
+TTTCCTCCATTTCACT-1
+TTTCCTCGTACAGACG-1
+TTTCCTCGTAGAAGGA-1
+TTTCCTCTCTATGTGG-1
+TTTGCGCCACGACGAA-1
+TTTGCGCGTAAATGTG-1
+TTTGCGCGTCGACTGC-1
+TTTGCGCGTTACGGAG-1
+TTTGCGCTCAATCTCT-1
+TTTGCGCTCTAACTGG-1
+TTTGGTTAGTCACGCC-1
+TTTGGTTAGTCCGGTC-1
+TTTGGTTCAAGCCATT-1
+TTTGGTTCACGACGAA-1
+TTTGGTTCAGCTCCGA-1
+TTTGGTTGTCGACTGC-1
+TTTGGTTGTTCTGGTA-1
+TTTGGTTGTTTGTGTG-1
+TTTGTCAAGAGCTTCT-1
+TTTGTCAAGCCACGCT-1
+TTTGTCAAGCTAGTTC-1
+TTTGTCAGTATAGGGC-1
+TTTGTCATCGCGTAGC-1