diff test-data/barcodes.tsv @ 0:2ee3dd245f72 draft default tip

planemo upload for repository https://github.com/ebi-gene-expression-group/container-galaxy-sc-tertiary/ commit 9bf9a6e46a330890be932f60d1d996dd166426c4

--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/barcodes.tsv	Wed Apr 03 11:32:26 2019 -0400
@@ -0,0 +1,2700 @@
+AAACATACAACCAC-1
+AAACATTGAGCTAC-1
+AAACATTGATCAGC-1
+AAACCGTGCTTCCG-1
+AAACCGTGTATGCG-1
+AAACGCACTGGTAC-1
+AAACGCTGACCAGT-1
+AAACGCTGGTTCTT-1
+AAACGCTGTAGCCA-1
+AAACGCTGTTTCTG-1
+AAACTTGAAAAACG-1
+AAACTTGATCCAGA-1
+AAAGAGACGAGATA-1
+AAAGAGACGCGAGA-1
+AAAGAGACGGACTT-1
+AAAGAGACGGCATT-1
+AAAGATCTGGGCAA-1
+AAAGCAGAAGCCAT-1
+AAAGCAGATATCGG-1
+AAAGCCTGTATGCG-1
+AAAGGCCTGTCTAG-1
+AAAGTTTGATCACG-1
+AAAGTTTGGGGTGA-1
+AAAGTTTGTAGAGA-1
+AAAGTTTGTAGCGT-1
+AAATCAACAATGCC-1
+AAATCAACACCAGT-1
+AAATCAACCAGGAG-1
+AAATCAACCCTATT-1
+AAATCAACGGAAGC-1
+AAATCAACTCGCAA-1
+AAATCATGACCACA-1
+AAATCCCTCCACAA-1
+AAATCCCTGCTATG-1
+AAATGTTGAACGAA-1
+AAATGTTGCCACAA-1
+AAATGTTGTGGCAT-1
+AAATTCGAAGGTTC-1
+AAATTCGAATCACG-1
+AAATTCGAGCTGAT-1
+AAATTCGAGGAGTG-1
+AAATTCGATTCTCA-1
+AAATTGACACGACT-1
+AAATTGACTCGCTC-1
+AACAAACTCATTTC-1
+AACAAACTTTCGTT-1
+AACAATACGACGAG-1
+AACACGTGCAGAGG-1
+AACACGTGGAAAGT-1
+AACACGTGGAACCT-1
+AACACGTGGCTACA-1
+AACACGTGTACGAC-1
+AACAGCACAAGAGT-1
+AACATTGATGGGAG-1
+AACCAGTGATACCG-1
+AACCCAGATCGCTC-1
+AACCGATGCTCCCA-1
+AACCGATGGTCATG-1
+AACCGATGTTCTAC-1
+AACCGCCTAGCGTT-1
+AACCGCCTCTACGA-1
+AACCTACTGTGAGG-1
+AACCTACTGTGTTG-1
+AACCTTACGAGACG-1
+AACCTTACGCGAGA-1
+AACCTTACTAACGC-1
+AACCTTTGGACGGA-1
+AACCTTTGTACGCA-1
+AACGCAACAAGTAG-1
+AACGCATGACCCAA-1
+AACGCATGCCTTCG-1
+AACGCATGTACTTC-1
+AACGCCCTCGGGAA-1
+AACGCCCTCGTACA-1
+AACGCCCTGCTTAG-1
+AACGCCCTGGCATT-1
+AACGTCGAGTATCG-1
+AACGTGTGAAAGCA-1
+AACGTGTGGCGGAA-1
+AACGTGTGTCCAAG-1
+AACGTGTGTGCTTT-1
+AACTACCTTAGAGA-1
+AACTCACTCAAGCT-1
+AACTCACTTGGAGG-1
+AACTCGGAAAGTGA-1
+AACTCGGAAGGTCT-1
+AACTCTTGCAGGAG-1
+AACTGTCTCCCTTG-1
+AACTTGCTACGCTA-1
+AACTTGCTGGGACA-1
+AAGAACGAGTGTTG-1
+AAGAAGACGTAGGG-1
+AAGACAGAAGTCTG-1
+AAGACAGAGGATCT-1
+AAGACAGATTACCT-1
+AAGAGATGGGTAGG-1
+AAGATGGAAAACAG-1
+AAGATGGAGAACTC-1
+AAGATGGAGATAAG-1
+AAGATTACAACCTG-1
+AAGATTACAGATCC-1
+AAGATTACCCGTTC-1
+AAGATTACCGCCTT-1
+AAGATTACCTCAAG-1
+AAGATTACTCCTCG-1
+AAGCAAGAGCGAGA-1
+AAGCAAGAGCTTAG-1
+AAGCAAGAGGTGTT-1
+AAGCACTGAGCAAA-1
+AAGCACTGCATACG-1
+AAGCACTGGTTCTT-1
+AAGCCAACGTGTTG-1
+AAGCCATGAACTGC-1
+AAGCCATGACACGT-1
+AAGCCATGCGTGAT-1
+AAGCCATGTCTCGC-1
+AAGCCTGACATGCA-1
+AAGCCTGACCGAAT-1
+AAGCGACTCCTCAC-1
+AAGCGACTGTGTCA-1
+AAGCGACTTACAGC-1
+AAGCGACTTTGACG-1
+AAGCGTACGTCTTT-1
+AAGGCTTGCGAACT-1
+AAGGTCACGGTTAC-1
+AAGGTCACTGTTTC-1
+AAGGTCACTTCCCG-1
+AAGGTCTGACAGTC-1
+AAGGTCTGCAGATC-1
+AAGGTCTGGTATGC-1
+AAGTAACTCTGAAC-1
+AAGTAACTGAGATA-1
+AAGTAGGATACAGC-1
+AAGTATACCGAACT-1
+AAGTCCGACTTGTT-1
+AAGTCCGATAGAAG-1
+AAGTCTCTAGTCGT-1
+AAGTCTCTCGGAGA-1
+AAGTGGCTTGGAGG-1
+AAGTTCCTCATTCT-1
+AAGTTCCTTCTTAC-1
+AATAAGCTCGAATC-1
+AATAAGCTCGTTGA-1
+AATACCCTGGACGA-1
+AATACCCTGGCATT-1
+AATACTGAAAGGGC-1
+AATACTGAATTGGC-1
+AATAGGGAACCCTC-1
+AATAGGGAGAATGA-1
+AATCAAACTATCGG-1
+AATCCGGAATGCTG-1
+AATCCTACCGGTAT-1
+AATCCTTGACGGGA-1
+AATCCTTGGTGAGG-1
+AATCGGTGGAACTC-1
+AATCGGTGTGCTTT-1
+AATCTAGAAAAGTG-1
+AATCTAGAATCGGT-1
+AATCTCACAGCCTA-1
+AATCTCACTCTAGG-1
+AATCTCTGAACAGA-1
+AATCTCTGCTTTAC-1
+AATGATACACCAAC-1
+AATGATACGGTCAT-1
+AATGCGTGACACCA-1
+AATGCGTGGACGGA-1
+AATGCGTGGCTATG-1
+AATGGAGAATCGTG-1
+AATGGAGATCCTTA-1
+AATGGCTGACACCA-1
+AATGGCTGCGTGAT-1
+AATGGCTGTAAAGG-1
+AATGGCTGTACTCT-1
+AATGGCTGTGAAGA-1
+AATGTAACGGTGGA-1
+AATGTAACGTTTGG-1
+AATGTCCTCTTCTA-1
+AATGTTGACAGTCA-1
+AATGTTGAGTTGAC-1
+AATGTTGATCTACT-1
+AATTACGAATTCCT-1
+AATTACGACTTCTA-1
+AATTACGAGTAGCT-1
+AATTACGAGTGAGG-1
+AATTACGATTGGCA-1
+AATTCCTGCTCAGA-1
+AATTGATGTCGCAA-1
+AATTGTGACTTGGA-1
+ACAAAGGAGGGTGA-1
+ACAAATTGATTCTC-1
+ACAAATTGCTCAGA-1
+ACAAATTGTTGCGA-1
+ACAACCGAGGGATG-1
+ACAACCGAGTTACG-1
+ACAAGAGAAGTCGT-1
+ACAAGAGACTTATC-1
+ACAAGAGAGTTGAC-1
+ACAATCCTAACCGT-1
+ACAATCCTTAGCGT-1
+ACAATTGACTGACA-1
+ACAATTGATGACTG-1
+ACACAGACACCTGA-1
+ACACAGACCATACG-1
+ACACCAGAGGGCAA-1
+ACACCCTGGTGTTG-1
+ACACGAACAGTTCG-1
+ACACGATGACGCAT-1
+ACACGATGATGTGC-1
+ACACGATGTCGTAG-1
+ACACGATGTGGTCA-1
+ACAGACACGGCATT-1
+ACAGACACGTTGTG-1
+ACAGCAACACCTAG-1
+ACAGCAACCTCAAG-1
+ACAGGTACCCCACT-1
+ACAGGTACGCTGTA-1
+ACAGGTACTGGTGT-1
+ACAGTCGACCCAAA-1
+ACAGTCGACCGATA-1
+ACAGTGACTCACCC-1
+ACAGTGACTCTATC-1
+ACAGTGTGGTCACA-1
+ACAGTGTGTTGCGA-1
+ACATCACTCTACTT-1
+ACATGGTGAAGCCT-1
+ACATGGTGCAACCA-1
+ACATGGTGCGAGTT-1
+ACATGGTGCGTTGA-1
+ACATTCTGGCATAC-1
+ACATTCTGGGAACG-1
+ACCAACGACATGCA-1
+ACCACAGAAAGTAG-1
+ACCACAGAGTTGGT-1
+ACCACCTGTGTGCA-1
+ACCACGCTACAGCT-1
+ACCACGCTACCCAA-1
+ACCACGCTGCGAGA-1
+ACCACGCTGCTGTA-1
+ACCAGCCTGACAGG-1
+ACCAGTGAACGGTT-1
+ACCAGTGAATACCG-1
+ACCAGTGAGGGATG-1
+ACCAGTGATGACTG-1
+ACCATTACCTTCTA-1
+ACCATTACGAGATA-1
+ACCATTTGTCATTC-1
+ACCCAAGAACTGTG-1
+ACCCAAGAATTCCT-1
+ACCCAAGAGGACAG-1
+ACCCAAGATTCACT-1
+ACCCACTGCGCCTT-1
+ACCCACTGGACAGG-1
+ACCCACTGGTTCAG-1
+ACCCACTGTCGTAG-1
+ACCCAGCTCAGAAA-1
+ACCCAGCTGTTAGC-1
+ACCCAGCTTGCTTT-1
+ACCCGTTGATGACC-1
+ACCCGTTGCTGCAA-1
+ACCCGTTGCTTCTA-1
+ACCCTCGACCTATT-1
+ACCCTCGACGGTAT-1
+ACCCTCGATAAGGA-1
+ACCCTCGATCAAGC-1
+ACCGTGCTACCAGT-1
+ACCGTGCTGGAACG-1
+ACCTATTGCTGAGT-1
+ACCTATTGTGCCCT-1
+ACCTCCGAGTCCTC-1
+ACCTCCGATATGCG-1
+ACCTCCGATGCTGA-1
+ACCTCGTGAACCAC-1
+ACCTGAGATATCGG-1
+ACCTGGCTAAGTAG-1
+ACCTGGCTGTCTTT-1
+ACCTTTGACTCCCA-1
+ACCTTTGAGGAACG-1
+ACCTTTGAGGAAGC-1
+ACGAACACCTTGTT-1
+ACGAACTGGCTATG-1
+ACGAAGCTCTCCAC-1
+ACGAAGCTCTGAGT-1
+ACGACCCTATCTCT-1
+ACGACCCTGATGAA-1
+ACGACCCTTGACAC-1
+ACGACCCTTGACCA-1
+ACGAGGGACAGGAG-1
+ACGAGGGACGAACT-1
+ACGAGGGATGTAGC-1
+ACGAGTACCCTAAG-1
+ACGAGTACGAATCC-1
+ACGATCGAGGACTT-1
+ACGATCGAGTCACA-1
+ACGATGACAATGCC-1
+ACGATGACTGGTCA-1
+ACGATTCTACGGGA-1
+ACGCAATGGTTCAG-1
+ACGCACCTGTTAGC-1
+ACGCCACTGAACTC-1
+ACGCCGGAAACCAC-1
+ACGCCGGAAAGCCT-1
+ACGCCGGAAATGCC-1
+ACGCCTTGCTCCCA-1
+ACGCGGTGGCGAGA-1
+ACGCGGTGTGTGGT-1
+ACGCGGTGTTTGCT-1
+ACGCTCACAGTACC-1
+ACGCTCACCCTTGC-1
+ACGCTGCTGTTCTT-1
+ACGGAACTCAGATC-1
+ACGGAACTGTCGTA-1
+ACGGAGGACTCTTA-1
+ACGGATTGGGAGGT-1
+ACGGATTGGTTAGC-1
+ACGGCTCTGAGCAG-1
+ACGGCTCTTGCACA-1
+ACGGTAACCGCTAA-1
+ACGGTAACCTTCGC-1
+ACGGTAACGGTGGA-1
+ACGGTAACTCGCAA-1
+ACGGTATGAGTCGT-1
+ACGGTATGGGTATC-1
+ACGGTATGGTTGTG-1
+ACGGTCCTAACGGG-1
+ACGGTCCTCGGGAA-1
+ACGTAGACAACCAC-1
+ACGTAGACTACAGC-1
+ACGTCAGAAACGAA-1
+ACGTCAGAGAGCTT-1
+ACGTCAGAGGGATG-1
+ACGTCCTGATAAGG-1
+ACGTCCTGTGAACC-1
+ACGTCGCTCCTGAA-1
+ACGTCGCTCTATTC-1
+ACGTCGCTTCTCAT-1
+ACGTGATGCCATGA-1
+ACGTGATGGGTCTA-1
+ACGTGATGTAACCG-1
+ACGTGATGTGACAC-1
+ACGTGCCTCCGTAA-1
+ACGTGCCTTCTATC-1
+ACGTTACTTTCCAT-1
+ACGTTGGAAAAGCA-1
+ACGTTGGAAACCTG-1
+ACGTTGGACCGTAA-1
+ACGTTGGAGCCAAT-1
+ACGTTGGATATGGC-1
+ACGTTGGATCAGGT-1
+ACGTTTACATCAGC-1
+ACTAAAACCCACAA-1
+ACTAAAACTCGACA-1
+ACTACGGAATTTCC-1
+ACTACGGACCTATT-1
+ACTACGGATCGCTC-1
+ACTACTACTAAGGA-1
+ACTAGGTGGAACCT-1
+ACTAGGTGGAACTC-1
+ACTATCACCTTGGA-1
+ACTATCACTGCCAA-1
+ACTCAGGACTGAAC-1
+ACTCAGGATCTATC-1
+ACTCAGGATTCGTT-1
+ACTCCTCTCAACTG-1
+ACTCGCACGAAAGT-1
+ACTCGCACTACGAC-1
+ACTCTCCTGACACT-1
+ACTCTCCTGCATAC-1
+ACTCTCCTGTTTGG-1
+ACTGAGACAACCAC-1
+ACTGAGACCCATAG-1
+ACTGAGACGTTGGT-1
+ACTGCCACACACGT-1
+ACTGCCACTCCGTC-1
+ACTGGCCTTCAGTG-1
+ACTGTGGACGTGTA-1
+ACTGTGGATCTAGG-1
+ACTGTTACCCACAA-1
+ACTGTTACTGCAGT-1
+ACTTAAGAACCACA-1
+ACTTAAGACCACAA-1
+ACTTAAGATTACTC-1
+ACTTAGCTGCGTAT-1
+ACTTAGCTGGGAGT-1
+ACTTCAACAAGCAA-1
+ACTTCAACGTAGGG-1
+ACTTCCCTTTCCGC-1
+ACTTCTGACATGCA-1
+ACTTGACTCCACAA-1
+ACTTGGGAGAAAGT-1
+ACTTGGGAGGTTTG-1
+ACTTGGGATGTGAC-1
+ACTTGGGATTGACG-1
+ACTTGTACCCGAAT-1
+ACTTGTACCTGTCC-1
+ACTTTGTGCGATAC-1
+ACTTTGTGGAAAGT-1
+ACTTTGTGGATAGA-1
+AGAAACGAAAGTAG-1
+AGAAAGTGCGCAAT-1
+AGAAAGTGGGGATG-1
+AGAACAGAAATGCC-1
+AGAACAGACGACTA-1
+AGAACAGAGACAAA-1
+AGAACGCTTTGCTT-1
+AGAAGATGTGACTG-1
+AGAATGGAAGAAGT-1
+AGAATTTGTAACCG-1
+AGAATTTGTAGAGA-1
+AGACACACTGTAGC-1
+AGACACTGTCAAGC-1
+AGACCTGAAGTAGA-1
+AGACCTGACCAACA-1
+AGACCTGAGGAAGC-1
+AGACGTACAGAGGC-1
+AGACGTACCCCTAC-1
+AGACGTACCTCTTA-1
+AGACGTACTCGTGA-1
+AGACTGACCATCAG-1
+AGACTGACCCTTTA-1
+AGACTTCTCATGCA-1
+AGAGATGACAGTCA-1
+AGAGATGACTGAAC-1
+AGAGATGAGGTTTG-1
+AGAGATGATCTCGC-1
+AGAGATGATTGTGG-1
+AGAGCGGAGGCAAG-1
+AGAGGTCTACAGCT-1
+AGAGTCTGGTCGTA-1
+AGAGTGCTCAGCTA-1
+AGAGTGCTCGAATC-1
+AGAGTGCTGTCATG-1
+AGAGTGCTGTCCTC-1
+AGAGTGCTGTGTTG-1
+AGATATACCCGTAA-1
+AGATATACGATGAA-1
+AGATATACTGTTCT-1
+AGATATTGCCTACC-1
+AGATATTGGCCAAT-1
+AGATCGTGTCTGGA-1
+AGATCGTGTTTGTC-1
+AGATCTCTATCACG-1
+AGATTAACGTTCTT-1
+AGATTCCTATCGTG-1
+AGATTCCTCACTTT-1
+AGATTCCTGACGAG-1
+AGATTCCTGTTCAG-1
+AGCAAAGATATGCG-1
+AGCACAACAGTCTG-1
+AGCACTGAGGGAGT-1
+AGCACTGATATGCG-1
+AGCACTGATGCTTT-1
+AGCACTGATTGCGA-1
+AGCATCGAAGATCC-1
+AGCATCGAAGGGTG-1
+AGCATCGAGCTTCC-1
+AGCATCGAGTGAGG-1
+AGCATCGATAACCG-1
+AGCATGACGATGAA-1
+AGCCAATGGGGAGT-1
+AGCCAATGTATCTC-1
+AGCCACCTGGATCT-1
+AGCCGGTGCCAATG-1
+AGCCGGTGTGTTTC-1
+AGCCGTCTCAATCG-1
+AGCCGTCTGAGAGC-1
+AGCCTCACGTTCGA-1
+AGCCTCACTGTCAG-1
+AGCCTCTGCAGTTG-1
+AGCCTCTGCCAATG-1
+AGCGAACTGGATCT-1
+AGCGAACTTACTGG-1
+AGCGATACGGAGCA-1
+AGCGATTGAGATCC-1
+AGCGCCGAATCTCT-1
+AGCGCCGACAGAGG-1
+AGCGCTCTACCTTT-1
+AGCGGCACCGGGAA-1
+AGCGGCTGATGTGC-1
+AGCGGGCTTGCCAA-1
+AGCGTAACATGCTG-1
+AGCGTAACTGAGAA-1
+AGCTCGCTACTGGT-1
+AGCTCGCTCTGCTC-1
+AGCTGAACCATACG-1
+AGCTGAACCTCTCG-1
+AGCTGCCTTGGGAG-1
+AGCTGCCTTTCATC-1
+AGCTGCCTTTCTGT-1
+AGCTGTGATCCAAG-1
+AGCTTTACAAGTAG-1
+AGCTTTACACCAAC-1
+AGCTTTACTCTCAT-1
+AGGAAATGAGGAGC-1
+AGGAACCTCTTAGG-1
+AGGAACCTTGCCTC-1
+AGGAATGATAACGC-1
+AGGAATGATTTGTC-1
+AGGAGTCTGGTTTG-1
+AGGAGTCTTGTCAG-1
+AGGATAGACATTTC-1
+AGGATAGAGGATTC-1
+AGGATGCTACTAGC-1
+AGGATGCTTTAGGC-1
+AGGCAACTGAAGGC-1
+AGGCAGGAGTACCA-1
+AGGCCTCTAGTCGT-1
+AGGCCTCTCGGAGA-1
+AGGCCTCTCGTAAC-1
+AGGGACGACGTTGA-1
+AGGGACGAGTCAAC-1
+AGGGACGAGTTGTG-1
+AGGGACGATAGAGA-1
+AGGGACGATGCATG-1
+AGGGAGTGAGCCTA-1
+AGGGCCACCATACG-1
+AGGGCGCTAACCAC-1
+AGGGCGCTATGGTC-1
+AGGGTGGACAGTCA-1
+AGGGTGGACTCAAG-1
+AGGGTGGAGTTGCA-1
+AGGGTTTGTTCATC-1
+AGGTCATGAGTGTC-1
+AGGTCATGCTTATC-1
+AGGTCTGATTCTCA-1
+AGGTGGGAAGAATG-1
+AGGTGGGAAGTTCG-1
+AGGTGTTGGTTACG-1
+AGGTTCGAACCTCC-1
+AGGTTCGAACGTAC-1
+AGGTTCGAGGGTGA-1
+AGTAAGGAGTTTGG-1
+AGTAAGGATTCTTG-1
+AGTAATACATCACG-1
+AGTAATACCGAACT-1
+AGTAATTGTCCCAC-1
+AGTACGTGAGGGTG-1
+AGTACGTGCTGCAA-1
+AGTACGTGCTTGGA-1
+AGTACTCTACGTGT-1
+AGTACTCTCAACCA-1
+AGTACTCTCGGTAT-1
+AGTAGGCTTGCCTC-1
+AGTATAACTTGTCT-1
+AGTATCCTAGAACA-1
+AGTCACGATGAGCT-1
+AGTCAGACGAATAG-1
+AGTCAGACGCTTAG-1
+AGTCAGACTAGAGA-1
+AGTCAGACTGCACA-1
+AGTCCAGATATCTC-1
+AGTCCAGATTTCAC-1
+AGTCGAACCAACCA-1
+AGTCGCCTCCGTAA-1
+AGTCTACTAGGGTG-1
+AGTCTACTTGCATG-1
+AGTCTTACACCACA-1
+AGTCTTACTTCGCC-1
+AGTCTTACTTCGGA-1
+AGTGACTGCAACTG-1
+AGTGTTCTAACCTG-1
+AGTGTTCTATAAGG-1
+AGTGTTCTCACTTT-1
+AGTTAAACCACTTT-1
+AGTTATGAACAGTC-1
+AGTTATGACTGAGT-1
+AGTTATGAGTTCAG-1
+AGTTCTACCAGCTA-1
+AGTTCTTGAAGCCT-1
+AGTTGTCTACTACG-1
+AGTTTAGATGGTCA-1
+AGTTTCACGGTCTA-1
+AGTTTGCTACAGTC-1
+AGTTTGCTACTGGT-1
+AGTTTGCTCCAAGT-1
+ATAAACACAGTGCT-1
+ATAAACACCACCAA-1
+ATAACAACATGCTG-1
+ATAACAACGTCTAG-1
+ATAACAACTTTGTC-1
+ATAACATGTACTCT-1
+ATAACCCTGTTGGT-1
+ATAACCCTTGGTAC-1
+ATAAGTACGAATGA-1
+ATAAGTTGGTACGT-1
+ATAAGTTGTCTAGG-1
+ATAATCGAGCTGAT-1
+ATAATCGATGGTTG-1
+ATAATGACCTACTT-1
+ATAATGACTCGTGA-1
+ATACAATGTTAGGC-1
+ATACCACTCGTACA-1
+ATACCACTCTAAGC-1
+ATACCACTGCCAAT-1
+ATACCGGAATGCTG-1
+ATACCGGACATTTC-1
+ATACCGGACTTCGC-1
+ATACCGGAGGTGTT-1
+ATACCGGATCTCGC-1
+ATACCTACGCATCA-1
+ATACCTTGGGGCAA-1
+ATACGGACAGACTC-1
+ATACGGACCTACTT-1
+ATACGGACGAGGTG-1
+ATACGGACTATGCG-1
+ATACGGACTCTGGA-1
+ATACGTCTTAACGC-1
+ATACTCTGCTTCGC-1
+ATACTCTGGTATGC-1
+ATAGATACCATGGT-1
+ATAGATACGACGAG-1
+ATAGATTGGTGTAC-1
+ATAGCCGAACGGAG-1
+ATAGCGTGCAGATC-1
+ATAGCGTGCCCTTG-1
+ATAGCGTGGTATCG-1
+ATAGCGTGTCTCTA-1
+ATAGCTCTCTGATG-1
+ATAGCTCTGAGGTG-1
+ATAGGAGAAACAGA-1
+ATAGGCTGTCAGAC-1
+ATAGTCCTAGTGTC-1
+ATAGTCCTTGCATG-1
+ATAGTCCTTGTCGA-1
+ATAGTTGACAACTG-1
+ATAGTTGACCCTCA-1
+ATAGTTGAGACGTT-1
+ATAGTTGATAAGCC-1
+ATATACGAAGCCAT-1
+ATATACGAATTGGC-1
+ATATAGTGGAATGA-1
+ATATGCCTAGATCC-1
+ATATGCCTGGACAG-1
+ATATGCCTTCTCTA-1
+ATATGCCTTGGTAC-1
+ATCAAATGAGCCTA-1
+ATCAAATGGGTAAA-1
+ATCAACCTAAACGA-1
+ATCAACCTGAGGAC-1
+ATCAACCTTCTCTA-1
+ATCAACCTTTGTCT-1
+ATCACACTTTGTCT-1
+ATCACGGATTGCTT-1
+ATCACGGATTTCGT-1
+ATCATCTGACACCA-1
+ATCATGCTAGAGTA-1
+ATCATGCTGAACCT-1
+ATCCAGGACGCTAA-1
+ATCCAGGATGGAAA-1
+ATCCATACTCCTTA-1
+ATCCATACTTCATC-1
+ATCCCGTGCAGTCA-1
+ATCCCGTGCATGCA-1
+ATCCCGTGGCTGAT-1
+ATCCGCACGCATCA-1
+ATCCTAACGACGGA-1
+ATCCTAACGCTACA-1
+ATCGACGAAACTGC-1
+ATCGACGAATGACC-1
+ATCGAGTGGACGTT-1
+ATCGCAGAATCTCT-1
+ATCGCAGAGTGTCA-1
+ATCGCCACTGAGGG-1
+ATCGCCTGGGTCAT-1
+ATCGCCTGTGGCAT-1
+ATCGCGCTCAGAGG-1
+ATCGCGCTGGGATG-1
+ATCGCGCTTTTCGT-1
+ATCGGAACCAGTCA-1
+ATCGGTGAGTCAAC-1
+ATCGGTGATTGCAG-1
+ATCGTTTGCCTACC-1
+ATCGTTTGGGTACT-1
+ATCGTTTGTGCCAA-1
+ATCTACACCCGCTT-1
+ATCTACACCGGGAA-1
+ATCTCAACAGGAGC-1
+ATCTCAACCTCGAA-1
+ATCTCAACCTTGTT-1
+ATCTGGGAAACCAC-1
+ATCTGGGAAGTGTC-1
+ATCTGGGATTCCGC-1
+ATCTGTTGAACGGG-1
+ATCTGTTGACCTCC-1
+ATCTGTTGCCTTCG-1
+ATCTGTTGGTTGCA-1
+ATCTTGACACCAAC-1
+ATCTTGACCTCCCA-1
+ATCTTTCTGCATCA-1
+ATCTTTCTGTTTCT-1
+ATCTTTCTTGTCCC-1
+ATGAAACTCTGTGA-1
+ATGAAACTGAGGCA-1
+ATGAAGGAACAGCT-1
+ATGAAGGACCTGTC-1
+ATGAAGGACCTTAT-1
+ATGAAGGACTAGTG-1
+ATGAAGGACTTGCC-1
+ATGACGTGACGACT-1
+ATGACGTGATCGGT-1
+ATGAGAGAAAGTGA-1
+ATGAGAGAACGCAT-1
+ATGAGAGAAGTAGA-1
+ATGAGCACACAGCT-1
+ATGAGCACATCTTC-1
+ATGATAACTTCACT-1
+ATGATATGAAACAG-1
+ATGATATGACTGGT-1
+ATGATATGAGCACT-1
+ATGATATGGTCATG-1
+ATGATATGGTGCTA-1
+ATGATATGTTGTCT-1
+ATGCACGAATGTCG-1
+ATGCACGACTGTAG-1
+ATGCACGAGAACCT-1
+ATGCACGAGTTCGA-1
+ATGCACGATTGGTG-1
+ATGCAGTGTTACCT-1
+ATGCAGTGTTCTAC-1
+ATGCCAGAACGACT-1
+ATGCCAGACAGTCA-1
+ATGCCGCTTGAACC-1
+ATGCGATGCTATGG-1
+ATGCGATGCTGAGT-1
+ATGCGATGGTTACG-1
+ATGCGCCTTCATTC-1
+ATGCTTTGCGAATC-1
+ATGCTTTGGGCGAA-1
+ATGCTTTGTAGTCG-1
+ATGGACACATCGGT-1
+ATGGACACGCATCA-1
+ATGGGTACAACCTG-1
+ATGGGTACATCGGT-1
+ATGGGTACTATTCC-1
+ATGGGTACTGGGAG-1
+ATGTAAACACCTCC-1
+ATGTAAACCCGCTT-1
+ATGTAAACGGGATG-1
+ATGTAAACTCTCCG-1
+ATGTAAACTTCACT-1
+ATGTACCTCAGTCA-1
+ATGTACCTTAGTCG-1
+ATGTACCTTTATCC-1
+ATGTACCTTTCACT-1
+ATGTCACTAATGCC-1
+ATGTCACTCTGCTC-1
+ATGTCGGAGGTGAG-1
+ATGTTCACAGTCTG-1
+ATGTTCACCGTAGT-1
+ATGTTGCTTTCAGG-1
+ATTAACGATGAGAA-1
+ATTAACGATGCAAC-1
+ATTAAGACTGCAGT-1
+ATTACCTGCCTTAT-1
+ATTACCTGGAGGAC-1
+ATTACCTGGGCATT-1
+ATTAGATGTTTCAC-1
+ATTATGGAATCTCT-1
+ATTCAAGAACGGGA-1
+ATTCAAGACCTTTA-1
+ATTCAGCTCATTGG-1
+ATTCCAACCATTGG-1
+ATTCCAACTTAGGC-1
+ATTCGACTCACTAG-1
+ATTCGACTGAATAG-1
+ATTCGACTTTTGTC-1
+ATTCGGGAAAGGCG-1
+ATTCGGGATTAGGC-1
+ATTCTTCTGATACC-1
+ATTGAATGGACGGA-1
+ATTGATGAAGGTTC-1
+ATTGATGACTGAGT-1
+ATTGATGAGCGAAG-1
+ATTGATGATCTATC-1
+ATTGCACTGACGGA-1
+ATTGCACTGAGAGC-1
+ATTGCACTGGAGCA-1
+ATTGCACTTAGCCA-1
+ATTGCACTTGCTTT-1
+ATTGCTTGTTACTC-1
+ATTGGTCTGACTAC-1
+ATTGGTCTTGTCTT-1
+ATTGTAGATTCCCG-1
+ATTGTAGATTGCAG-1
+ATTGTCTGCGTACA-1
+ATTTAGGAACCATG-1
+ATTTAGGACAGAGG-1
+ATTTCCGAGATGAA-1
+ATTTCCGAGTGCTA-1
+ATTTCGTGTATGGC-1
+ATTTCTCTACTTTC-1
+ATTTCTCTAGCAAA-1
+ATTTCTCTCACTTT-1
+ATTTCTCTTCCCAC-1
+ATTTGCACAAGATG-1
+CAAAGCACAGCTCA-1
+CAAAGCACCGTAAC-1
+CAAAGCACGGTAAA-1
+CAAAGCTGAAAGTG-1
+CAAAGCTGTTGCTT-1
+CAAATATGTGACAC-1
+CAAATTGAGGGCAA-1
+CAAATTGATGGAGG-1
+CAACCAGAAAAGTG-1
+CAACCAGAAGTGCT-1
+CAACCAGAGTTCAG-1
+CAACCAGATAGAAG-1
+CAACCGCTGTTCAG-1
+CAACCGCTTTGAGC-1
+CAACGATGCGCAAT-1
+CAACGTGACTCCAC-1
+CAACGTGAGCCATA-1
+CAACGTGATCAAGC-1
+CAAGAAGACCACAA-1
+CAAGAAGACGTCTC-1
+CAAGAAGATTCTAC-1
+CAAGACTGACCTGA-1
+CAAGACTGAGTAGA-1
+CAAGCTGACCATAG-1
+CAAGCTGATCTATC-1
+CAAGGACTGTTCAG-1
+CAAGGACTTCTTTG-1
+CAAGGTTGCTCCAC-1
+CAAGGTTGTCATTC-1
+CAAGGTTGTCTGGA-1
+CAAGTCGAAACAGA-1
+CAAGTCGATAGCGT-1
+CAATAAACGCCATA-1
+CAATAATGAACTGC-1
+CAATATGACATGGT-1
+CAATATGACCTTCG-1
+CAATATGACGTTAG-1
+CAATATGAGGAGCA-1
+CAATCGGAGAAACA-1
+CAATCTACTGACTG-1
+CAATTCACCCAACA-1
+CAATTCACGATAGA-1
+CAATTCACTTGTGG-1
+CAATTCTGCTTGTT-1
+CAATTCTGGCGTAT-1
+CACAACGATACGAC-1
+CACAATCTTGTTCT-1
+CACAATCTTTCCAT-1
+CACACCTGCTTGAG-1
+CACACCTGTATGGC-1
+CACAGAACCCTTGC-1
+CACAGAACCTGATG-1
+CACAGATGGGATTC-1
+CACAGATGGTTTCT-1
+CACAGCCTGATACC-1
+CACAGCCTTGCCAA-1
+CACAGCCTTGTAGC-1
+CACAGTGATGAAGA-1
+CACATACTACAGCT-1
+CACATGGAACACGT-1
+CACATGGAAGTCGT-1
+CACCACTGCCAACA-1
+CACCACTGGCGAAG-1
+CACCCATGTTCTGT-1
+CACCGGGAATCGAC-1
+CACCGGGACGAGAG-1
+CACCGGGACGTGTA-1
+CACCGGGACTTCTA-1
+CACCGGGACTTGCC-1
+CACCGGGATTCGGA-1
+CACCGTACTAAGGA-1
+CACCGTACTAGCGT-1
+CACCTGACACCCAA-1
+CACCTGACCAGAAA-1
+CACCTGACCTCAAG-1
+CACCTGACGAAAGT-1
+CACCTGACTCGTAG-1
+CACGAAACTTCCGC-1
+CACGACCTCGATAC-1
+CACGCTACAGAAGT-1
+CACGCTACTGTTCT-1
+CACGCTACTTGACG-1
+CACGGGACAGAGTA-1
+CACGGGACATAAGG-1
+CACGGGACGTAGGG-1
+CACGGGTGCTTCGC-1
+CACGGGTGGAGGAC-1
+CACGGGTGTGTTTC-1
+CACTAACTCCTAAG-1
+CACTAACTGAAAGT-1
+CACTAGGATGATGC-1
+CACTATACCCCGTT-1
+CACTATACGTTTGG-1
+CACTGAGACAGTCA-1
+CACTGCACTTCATC-1
+CACTGCTGAGACTC-1
+CACTGCTGGAAAGT-1
+CACTTAACCGAATC-1
+CACTTAACCGTACA-1
+CACTTTGACTCTAT-1
+CACTTTGAGCTGTA-1
+CAGAAGCTCTCAAG-1
+CAGACATGAACGGG-1
+CAGACATGTCGACA-1
+CAGACCCTAAGGTA-1
+CAGACCCTAATGCC-1
+CAGACCCTAGGAGC-1
+CAGACTGAGTATGC-1
+CAGATCGAATGTCG-1
+CAGATCGACCTGAA-1
+CAGATCGATATGGC-1
+CAGATGACATTCTC-1
+CAGCAATGCCTTCG-1
+CAGCAATGGAGGGT-1
+CAGCAATGGTGCTA-1
+CAGCAATGTCTACT-1
+CAGCAATGTGACCA-1
+CAGCAATGTGAGGG-1
+CAGCACCTAAGCCT-1
+CAGCACCTAGGCGA-1
+CAGCACCTGTAGGG-1
+CAGCATGACAACCA-1
+CAGCATGAGACGTT-1
+CAGCCTACCCAACA-1
+CAGCCTTGCTACCC-1
+CAGCCTTGGGGACA-1
+CAGCGGACACCCTC-1
+CAGCGGACCTTTAC-1
+CAGCGTCTAAAGCA-1
+CAGCGTCTTATCGG-1
+CAGCTAGATGTGAC-1
+CAGCTCTGAGGCGA-1
+CAGCTCTGCAAGCT-1
+CAGCTCTGTCGTAG-1
+CAGCTCTGTGTGGT-1
+CAGGAACTAACTGC-1
+CAGGAACTCTCAGA-1
+CAGGCCGAACACCA-1
+CAGGCCGAACACGT-1
+CAGGCCGAACGACT-1
+CAGGCCGAATCTCT-1
+CAGGCCGACTAGCA-1
+CAGGGCACCATACG-1
+CAGGGCACCCAACA-1
+CAGGGCACTCCCGT-1
+CAGGTAACAGACTC-1
+CAGGTATGAGTCGT-1
+CAGGTATGTGCTTT-1
+CAGGTTGAGGATCT-1
+CAGTGATGGACGGA-1
+CAGTGATGGCTAAC-1
+CAGTGATGGGACAG-1
+CAGTGATGTAAGGA-1
+CAGTGATGTACGCA-1
+CAGTGTGAACACGT-1
+CAGTGTGATGTCAG-1
+CAGTTACTAAGGTA-1
+CAGTTACTGATAGA-1
+CAGTTGGAAAGAGT-1
+CAGTTGGACATACG-1
+CAGTTTACACACGT-1
+CAGTTTACCCCAAA-1
+CATAAAACGGAGCA-1
+CATAAATGAACTGC-1
+CATAACCTTCTCCG-1
+CATACTACCTCGAA-1
+CATACTACCTGAAC-1
+CATACTACGTACCA-1
+CATACTTGGGTTAC-1
+CATAGTCTAATCGC-1
+CATAGTCTCACTTT-1
+CATATAGACTAAGC-1
+CATATAGATCAGGT-1
+CATCAACTAGAAGT-1
+CATCAACTCCCTCA-1
+CATCAGGACTTCCG-1
+CATCAGGATAGCCA-1
+CATCAGGATCCTAT-1
+CATCAGGATGCACA-1
+CATCAGGATTTCGT-1
+CATCATACCGCATA-1
+CATCATACGGAGCA-1
+CATCATACTCAAGC-1
+CATCGCTGGGATCT-1
+CATCGCTGTGGCAT-1
+CATCGGCTATGCTG-1
+CATCGGCTTTGGCA-1
+CATCTCCTATGTGC-1
+CATCTCCTCGAACT-1
+CATGAGACACGGGA-1
+CATGAGACGTTGAC-1
+CATGAGACTCGCCT-1
+CATGCCACGGGTGA-1
+CATGCCACTGCCAA-1
+CATGCGCTAGTCAC-1
+CATGCGCTCAGATC-1
+CATGCGCTTTGCAG-1
+CATGGCCTAGGGTG-1
+CATGGCCTGTGCAT-1
+CATGTACTATCGTG-1
+CATGTTACAGTCGT-1
+CATGTTACCTGAGT-1
+CATGTTTGGGGATG-1
+CATTACACACGGAG-1
+CATTACACCAACTG-1
+CATTACACGGAGTG-1
+CATTACACTACTCT-1
+CATTAGCTCCACAA-1
+CATTGACTAGCGGA-1
+CATTGGGACTCGAA-1
+CATTGTACAGCGTT-1
+CATTGTACTCGATG-1
+CATTGTACTTATCC-1
+CATTGTACTTTGCT-1
+CATTGTTGCTAGTG-1
+CATTTCGACTCTAT-1
+CATTTCGAGATACC-1
+CATTTGACCACACA-1
+CATTTGACCCTGAA-1
+CATTTGTGACGACT-1
+CATTTGTGCATTGG-1
+CATTTGTGCGGAGA-1
+CATTTGTGGGATCT-1
+CCAAAGTGCTACGA-1
+CCAAAGTGTGAGAA-1
+CCAACCTGAAGTAG-1
+CCAACCTGACGTAC-1
+CCAACCTGTTCGCC-1
+CCAAGAACCCAATG-1
+CCAAGAACGTAGCT-1
+CCAAGAACGTGTCA-1
+CCAAGAACTACTGG-1
+CCAAGAACTCCTAT-1
+CCAAGATGTCATTC-1
+CCAAGATGTTTCAC-1
+CCAAGTGAGGAACG-1
+CCAAGTGATCAAGC-1
+CCAATGGAACAGCT-1
+CCAATTTGAACGTC-1
+CCACCATGAACGTC-1
+CCACCATGATCGGT-1
+CCACCATGGACGAG-1
+CCACCATGGGGAGT-1
+CCACCATGTCCTGC-1
+CCACTGACCCGCTT-1
+CCACTGTGGGAAGC-1
+CCACTGTGTGTAGC-1
+CCACTTCTCGGGAA-1
+CCAGAAACCCTGTC-1
+CCAGAAACGAACTC-1
+CCAGAAACGGTCTA-1
+CCAGACCTCTGAGT-1
+CCAGACCTTGTGGT-1
+CCAGCACTGCGATT-1
+CCAGCGGAAAGGCG-1
+CCAGCGGACGACTA-1
+CCAGCGGATGGGAG-1
+CCAGCTACACAGTC-1
+CCAGCTACCAGCTA-1
+CCAGGTCTACACCA-1
+CCAGGTCTAGCATC-1
+CCAGGTCTATGGTC-1
+CCAGTCACACTGGT-1
+CCAGTCACACTGTG-1
+CCAGTCACGTTGTG-1
+CCAGTCTGCGGAGA-1
+CCAGTGCTAACCAC-1
+CCAGTGCTCGTAGT-1
+CCATCCGAAAGCAA-1
+CCATCCGAACGACT-1
+CCATCCGAAGGTTC-1
+CCATCCGATTCGCC-1
+CCATCGTGAACGGG-1
+CCATCGTGCTAGAC-1
+CCCAACACCTCGCT-1
+CCCAACACGCATCA-1
+CCCAACACTTTGTC-1
+CCCAACTGCAATCG-1
+CCCAGACTGCCTTC-1
+CCCAGACTGGTTTG-1
+CCCAGACTTTCGCC-1
+CCCAGTTGCAGTTG-1
+CCCAGTTGGGTACT-1
+CCCAGTTGTCTATC-1
+CCCGATTGTGTTTC-1
+CCCGGAGAAGGGTG-1
+CCCTACGAATTGGC-1
+CCCTAGTGCAAAGA-1
+CCCTCAGACACTTT-1
+CCCTCAGACGAGAG-1
+CCCTCAGAGGTCAT-1
+CCCTGAACTAAAGG-1
+CCCTGATGCAACCA-1
+CCCTGATGCAAGCT-1
+CCCTTACTAACCAC-1
+CCCTTACTGCAGTT-1
+CCGAAAACCTTGTT-1
+CCGACACTGGTTTG-1
+CCGACTACCCAGTA-1
+CCGACTACCGTGTA-1
+CCGACTACTGAGGG-1
+CCGATAGACCTAAG-1
+CCGATAGAGTTGGT-1
+CCGCGAGACACACA-1
+CCGCGAGAGGTTCA-1
+CCGCTATGGGACGA-1
+CCGCTATGTGCAAC-1
+CCGCTATGTGCACA-1
+CCGGTACTGTCCTC-1
+CCGTACACAAGCAA-1
+CCGTACACAGCGTT-1
+CCGTACACGTCATG-1
+CCGTACACGTTGGT-1
+CCGTACACTAACGC-1
+CCTAAACTTTCGTT-1
+CCTAAGGACCCAAA-1
+CCTAAGGACTAGCA-1
+CCTAAGGAGGGCAA-1
+CCTAAGGATGATGC-1
+CCTAAGGATGTCAG-1
+CCTACCGACTCTTA-1
+CCTACCGAGGGATG-1
+CCTAGAGAGGTGAG-1
+CCTATAACCAAAGA-1
+CCTATAACGAGACG-1
+CCTATAACTCAGAC-1
+CCTATAACTGCATG-1
+CCTCGAACACTTTC-1
+CCTCGAACCCGTAA-1
+CCTCGAACGTATCG-1
+CCTCGAACTTACTC-1
+CCTCTACTCTTCGC-1
+CCTCTACTGGCATT-1
+CCTGACTGAAGTAG-1
+CCTGACTGGGGAGT-1
+CCTGACTGTGTCTT-1
+CCTGCAACACGTTG-1
+CCTGGACTCGTGAT-1
+CCTTAATGCCCAAA-1
+CCTTAATGTTCTAC-1
+CCTTCACTACGACT-1
+CCTTCACTCAGTCA-1
+CCTTCACTGGAGTG-1
+CCTTTAGATTCATC-1
+CGAACATGCCCTAC-1
+CGAACATGTCAGAC-1
+CGAAGACTGGAACG-1
+CGAAGACTGTTACG-1
+CGAAGGGAAACCTG-1
+CGAAGGGATCCGAA-1
+CGAAGTACCAACTG-1
+CGAATCGAGGAGCA-1
+CGAATCGAGGAGGT-1
+CGACAAACCCATAG-1
+CGACAAACCGACAT-1
+CGACCACTAAAGTG-1
+CGACCACTGCCAAT-1
+CGACCGGAAGGTCT-1
+CGACCGGATGGAAA-1
+CGACCTTGCTAGTG-1
+CGACCTTGGCAAGG-1
+CGACGTCTATCGTG-1
+CGACGTCTCGTGTA-1
+CGACGTCTGAGGCA-1
+CGACTCACGTCGTA-1
+CGACTCACGTTGCA-1
+CGACTCTGTGTGAC-1
+CGACTGCTTCCTCG-1
+CGAGAACTAAGGCG-1
+CGAGAACTACGTTG-1
+CGAGAACTTGTTCT-1
+CGAGATTGGACACT-1
+CGAGATTGGCCATA-1
+CGAGCCGAACACCA-1
+CGAGCCGACGACAT-1
+CGAGCCGAGGCGAA-1
+CGAGCGTGCTCCAC-1
+CGAGCGTGGATACC-1
+CGAGCGTGTATGCG-1
+CGAGGAGACCTCCA-1
+CGAGGAGATGTCGA-1
+CGAGGCACCTATGG-1
+CGAGGCACTATGCG-1
+CGAGGCACTCTTCA-1
+CGAGGCTGACGCTA-1
+CGAGGCTGGCAGTT-1
+CGAGGGCTACGACT-1
+CGAGGGCTCGAATC-1
+CGAGTATGTCACCC-1
+CGATACGAACAGTC-1
+CGATACGACAGGAG-1
+CGATACGATTCACT-1
+CGATAGACCCGTAA-1
+CGATAGACCGTACA-1
+CGATAGACGTAGGG-1
+CGATAGACTGTTCT-1
+CGATCAGAAGAACA-1
+CGATCAGAGAGGGT-1
+CGATCAGAGGTACT-1
+CGATCAGATGTGAC-1
+CGATCCACCGGGAA-1
+CGATCCACTTCCAT-1
+CGCAAATGCTCGAA-1
+CGCAACCTCCTTGC-1
+CGCAACCTGGACGA-1
+CGCACGGAGGACGA-1
+CGCACGGATCTTTG-1
+CGCACTACAGAATG-1
+CGCACTACAGCCAT-1
+CGCACTACATTGGC-1
+CGCACTACTCGCCT-1
+CGCACTACTCGTGA-1
+CGCACTTGTCACGA-1
+CGCAGGACAGATCC-1
+CGCAGGACCTACTT-1
+CGCAGGACTTGTCT-1
+CGCAGGTGCACTGA-1
+CGCAGGTGCCATAG-1
+CGCAGGTGGGAACG-1
+CGCATAGATCACGA-1
+CGCCATACTGCAAC-1
+CGCCATTGAGAGGC-1
+CGCCATTGCTATGG-1
+CGCCATTGGAGACG-1
+CGCCATTGGAGCAG-1
+CGCCATTGTACTGG-1
+CGCCGAGAGCTTAG-1
+CGCCTAACGAATGA-1
+CGCCTAACTGCTCC-1
+CGCGAGACACAGCT-1
+CGCGAGACAGGTCT-1
+CGCGAGACGCTACA-1
+CGCGATCTCAGTCA-1
+CGCGATCTGTTGAC-1
+CGCGATCTTTCTTG-1
+CGCGGATGGCCAAT-1
+CGCTAAGAATGTCG-1
+CGCTAAGACAACTG-1
+CGCTAAGACCCTTG-1
+CGCTACTGAACAGA-1
+CGCTACTGAGAACA-1
+CGCTACTGTGAGCT-1
+CGCTACTGTTCCCG-1
+CGCTCATGCATTTC-1
+CGGAATTGCACTAG-1
+CGGAATTGGTTTGG-1
+CGGAATTGTGGAGG-1
+CGGACCGATGCGTA-1
+CGGACCGATGGGAG-1
+CGGACTCTAAACAG-1
+CGGACTCTCCAATG-1
+CGGACTCTCCTCGT-1
+CGGAGGCTATTCCT-1
+CGGAGGCTTGGATC-1
+CGGATAACAACGAA-1
+CGGATAACAGCTCA-1
+CGGATAACTCAGTG-1
+CGGCACGAACTCAG-1
+CGGCACGAAGGGTG-1
+CGGCACGACTACGA-1
+CGGCATCTTAGAAG-1
+CGGCATCTTCGTAG-1
+CGGCCAGAAAGGTA-1
+CGGCCAGAGAGGCA-1
+CGGCGAACCAGTCA-1
+CGGCGAACGACAAA-1
+CGGCGAACGGTCTA-1
+CGGCGAACTACTTC-1
+CGGGACTGCGTGTA-1
+CGGGACTGGAATAG-1
+CGGGCATGACCCAA-1
+CGGGCATGTCTCTA-1
+CGGGCATGTTGTGG-1
+CGGTAAACTCGCAA-1
+CGGTCACTGTTTGG-1
+CGGTCACTTACTTC-1
+CGTAACGAATCAGC-1
+CGTAACGATCGCCT-1
+CGTACCACACACAC-1
+CGTACCACACGTTG-1
+CGTACCACCTCATT-1
+CGTACCACGCTACA-1
+CGTACCACGGAGCA-1
+CGTACCTGGACGAG-1
+CGTACCTGGCATCA-1
+CGTAGCCTCTCTCG-1
+CGTAGCCTGCGAAG-1
+CGTAGCCTGTATGC-1
+CGTCAAGAAAGGTA-1
+CGTCAAGAACGTGT-1
+CGTCAAGACAGAGG-1
+CGTCAAGACAGGAG-1
+CGTCCATGCTCTTA-1
+CGTCGACTTTCCGC-1
+CGTGATGACGCTAA-1
+CGTGATGAGGTTCA-1
+CGTGCACTTATGGC-1
+CGTGTAGAAAAACG-1
+CGTGTAGACGATAC-1
+CGTGTAGAGTTACG-1
+CGTGTAGAGTTCAG-1
+CGTGTAGATTCGGA-1
+CGTTAGGAAACCAC-1
+CGTTAGGATCATTC-1
+CGTTATACCCTGAA-1
+CGTTTAACTGGTCA-1
+CTAAACCTCTGACA-1
+CTAAACCTGTGCAT-1
+CTAACACTAACGTC-1
+CTAACACTAGTGCT-1
+CTAACGGAACCGAT-1
+CTAACGGATTTCTG-1
+CTAACTACGGCAAG-1
+CTAAGGACACCATG-1
+CTAAGGACCGTTAG-1
+CTAAGGACGCCATA-1
+CTAAGGTGCCTAAG-1
+CTAAGGTGTTGCAG-1
+CTAAGGTGTTTCTG-1
+CTAATAGAGCTATG-1
+CTAATGCTTGTGGT-1
+CTACAACTCCCGTT-1
+CTACCTCTCAACCA-1
+CTACGCACACCTAG-1
+CTACGCACTCTCCG-1
+CTACGCACTGGTCA-1
+CTACGGCTTTCTTG-1
+CTACTATGAACCAC-1
+CTACTATGATGTGC-1
+CTACTATGCTAAGC-1
+CTACTATGTAAAGG-1
+CTACTCCTATGTCG-1
+CTACTCCTGCCATA-1
+CTAGAGACACTTTC-1
+CTAGAGACAGCATC-1
+CTAGAGACTTTGGG-1
+CTAGATCTCTCTAT-1
+CTAGATCTTCGACA-1
+CTAGGATGAGCCTA-1
+CTAGGATGATCGTG-1
+CTAGGCCTCTCAGA-1
+CTAGGTGATGGTTG-1
+CTAGTTACCAGAGG-1
+CTAGTTACCGCATA-1
+CTAGTTACGAAACA-1
+CTAGTTTGAGTACC-1
+CTATAAGATCGTTT-1
+CTATACTGAGGTTC-1
+CTATACTGCCAGTA-1
+CTATACTGCGCTAA-1
+CTATACTGCTACGA-1
+CTATACTGTCTCAT-1
+CTATACTGTTCGTT-1
+CTATAGCTGTCACA-1
+CTATAGCTTCGCTC-1
+CTATAGCTTGCCTC-1
+CTATCAACGAACTC-1
+CTATCAACGCAGAG-1
+CTATCAACTTTGGG-1
+CTATCCCTCCACCT-1
+CTATGTACGAGAGC-1
+CTATGTACGCTTAG-1
+CTATGTACTGTTTC-1
+CTATGTTGAAAGCA-1
+CTATGTTGTCCTCG-1
+CTATGTTGTCTCGC-1
+CTATTGACAAACGA-1
+CTATTGACACTGGT-1
+CTATTGACGGTGAG-1
+CTATTGTGGCAAGG-1
+CTCAATTGGTTCAG-1
+CTCAATTGGTTGCA-1
+CTCAGAGATAGAAG-1
+CTCAGCACTCTAGG-1
+CTCAGCACTGAACC-1
+CTCAGCACTTGCAG-1
+CTCAGCTGAACCTG-1
+CTCAGCTGCAGTTG-1
+CTCAGCTGTTTCTG-1
+CTCAGGCTCGTTGA-1
+CTCAGGCTGCTAAC-1
+CTCATTGACCTTAT-1
+CTCATTGATGCTTT-1
+CTCATTGATTGCTT-1
+CTCCACGAGAGATA-1
+CTCCATCTCTTAGG-1
+CTCCATCTGACGAG-1
+CTCCGAACAAGTGA-1
+CTCCTACTGCCTTC-1
+CTCGAAGATGTGGT-1
+CTCGAAGATTAGGC-1
+CTCGACTGCTCTAT-1
+CTCGACTGGGTGAG-1
+CTCGACTGGTTGAC-1
+CTCGAGCTCTGGAT-1
+CTCGCATGACTTTC-1
+CTCGCATGCTTAGG-1
+CTCTAAACCTCGAA-1
+CTCTAAACGGCGAA-1
+CTCTAATGTCCAAG-1
+CTGAACGACAGTCA-1
+CTGAACGATGAGGG-1
+CTGAAGACCCAACA-1
+CTGAAGACGTGCAT-1
+CTGAAGTGAAGCCT-1
+CTGAAGTGCAGCTA-1
+CTGAAGTGGCTATG-1
+CTGAAGTGTCCAGA-1
+CTGAATCTGAATAG-1
+CTGACAGAATCGTG-1
+CTGACCACAGCAAA-1
+CTGAGAACCGGGAA-1
+CTGAGAACGTAAAG-1
+CTGATACTAGTAGA-1
+CTGATTTGGTGTTG-1
+CTGCAGCTAACCGT-1
+CTGCAGCTGACACT-1
+CTGCAGCTGGATTC-1
+CTGCAGCTTGGCAT-1
+CTGCCAACAGGAGC-1
+CTGCCAACCAGCTA-1
+CTGCCAACTAACCG-1
+CTGCCAACTGCTCC-1
+CTGCCAACTTGCAG-1
+CTGCCAACTTGCTT-1
+CTGCGACTCCACCT-1
+CTGGAAACAAACGA-1
+CTGGAAACATCGAC-1
+CTGGATGACTGGAT-1
+CTGGATGACTTGTT-1
+CTGGATGATGTGAC-1
+CTGGCACTCAAGCT-1
+CTGGCACTGGACAG-1
+CTGTAACTAACCAC-1
+CTGTAACTAGCGTT-1
+CTGTATACGTAAAG-1
+CTGTATACGTACGT-1
+CTGTATACGTTGGT-1
+CTGTGAGACAACCA-1
+CTGTGAGACCTTGC-1
+CTGTGAGACGAACT-1
+CTGTGAGACTGTAG-1
+CTTAAAGAACCTGA-1
+CTTAACACCTGTAG-1
+CTTAACACGAGCTT-1
+CTTAACACTATCGG-1
+CTTAAGCTACCTAG-1
+CTTAAGCTAGTACC-1
+CTTAAGCTCATCAG-1
+CTTAAGCTCCGCTT-1
+CTTAAGCTTCCTCG-1
+CTTACAACTAACGC-1
+CTTACAACTCCCGT-1
+CTTACTGACGTACA-1
+CTTAGACTAAACGA-1
+CTTAGGGACTTGCC-1
+CTTAGGGAGAATCC-1
+CTTATCGACTCATT-1
+CTTCACCTACCTGA-1
+CTTCATGAAGCATC-1
+CTTCATGAAGTACC-1
+CTTCATGACCGAAT-1
+CTTGAACTACGCAT-1
+CTTGATTGAGGTTC-1
+CTTGATTGATCTTC-1
+CTTGATTGCATTCT-1
+CTTGATTGTTTCGT-1
+CTTGTATGACACCA-1
+CTTGTATGCGCAAT-1
+CTTTACGAGCGAAG-1
+CTTTAGACCGTGAT-1
+CTTTAGACGAGACG-1
+CTTTAGACGATACC-1
+CTTTAGACGTTGGT-1
+CTTTAGACTCATTC-1
+CTTTAGTGACGGGA-1
+CTTTAGTGGGTGGA-1
+CTTTCAGAGAAACA-1
+CTTTGATGAGCACT-1
+CTTTGATGTCTAGG-1
+CTTTGATGTGTCCC-1
+CTTTGATGTGTGGT-1
+GAAACAGAACTACG-1
+GAAACAGAATCACG-1
+GAAACAGACATTCT-1
+GAAACCTGATCGTG-1
+GAAACCTGATGCCA-1
+GAAACCTGCTTATC-1
+GAAACCTGGACTAC-1
+GAAACCTGTGCTAG-1
+GAAAGATGATTTCC-1
+GAAAGATGCTGATG-1
+GAAAGATGCTTCGC-1
+GAAAGATGTAAGGA-1
+GAAAGATGTTTGCT-1
+GAAAGCCTACGTTG-1
+GAAAGTGAAAGTGA-1
+GAAAGTGACCACAA-1
+GAAAGTGACTCAAG-1
+GAAATACTACCAAC-1
+GAAATACTCTTAGG-1
+GAAATACTTCCTCG-1
+GAACACACGTGCAT-1
+GAACACACTGCCTC-1
+GAACAGCTAACTGC-1
+GAACAGCTCTCAGA-1
+GAACCAACCACAAC-1
+GAACCAACTTCCGC-1
+GAACCTGAACGTGT-1
+GAACCTGAGAGACG-1
+GAACCTGATGAACC-1
+GAACGGGATACTTC-1
+GAACGTTGACGGAG-1
+GAACTGTGACCTGA-1
+GAACTGTGCCAGTA-1
+GAAGAATGCAATCG-1
+GAAGCGGACCTATT-1
+GAAGCTACGAATGA-1
+GAAGCTACGGTTTG-1
+GAAGGGTGAAAGTG-1
+GAAGGGTGCTTAGG-1
+GAAGGTCTGAAAGT-1
+GAAGGTCTGTTGCA-1
+GAAGGTCTTAAAGG-1
+GAAGTAGACTCCCA-1
+GAAGTAGATCCAAG-1
+GAAGTCACCCTCGT-1
+GAAGTCACCCTGTC-1
+GAAGTCTGTCGCAA-1
+GAAGTCTGTTCTGT-1
+GAAGTGCTAAACGA-1
+GAAGTGCTCCGCTT-1
+GAAGTGCTTAACCG-1
+GAATGCACCCTAAG-1
+GAATGCACCTTCGC-1
+GAATGCTGCGGTAT-1
+GAATGGCTAAGATG-1
+GAATTAACGATAAG-1
+GAATTAACGGTCAT-1
+GAATTAACGTCGTA-1
+GAATTAACTGAAGA-1
+GACAACACAGGCGA-1
+GACAACACATCGTG-1
+GACAACACTCGCCT-1
+GACAACTGAGGTTC-1
+GACAGGGAAGAGTA-1
+GACAGGGAATGCCA-1
+GACAGTACGAGCTT-1
+GACAGTACTTCGGA-1
+GACAGTTGAGTAGA-1
+GACATTCTCCACCT-1
+GACCAAACGACTAC-1
+GACCAAACGTATCG-1
+GACCATGACTCTCG-1
+GACCCTACTAAAGG-1
+GACCTAGACCTCAC-1
+GACCTAGACGAGAG-1
+GACCTCACAAGGTA-1
+GACCTCACGTACGT-1
+GACCTCTGCATCAG-1
+GACGAACTCCCACT-1
+GACGATTGCCAATG-1
+GACGCCGACCTTCG-1
+GACGCTCTCTCTCG-1
+GACGGCACACGGGA-1
+GACGGCACGAGATA-1
+GACGTAACCTATGG-1
+GACGTAACCTGTGA-1
+GACGTAACTATGGC-1
+GACGTATGTTGACG-1
+GACGTATGTTTGCT-1
+GACGTCCTACGGAG-1
+GACGTCCTCTCAAG-1
+GACGTCCTGATAAG-1
+GACTACGATGGTCA-1
+GACTCCTGCTCGCT-1
+GACTCCTGGGTTAC-1
+GACTCCTGTTATCC-1
+GACTCCTGTTGGTG-1
+GACTGAACAACCGT-1
+GACTGAACCAATCG-1
+GACTGATGTGATGC-1
+GACTTTACATGCCA-1
+GACTTTACGACAGG-1
+GAGAAATGTTCTCA-1
+GAGATAGAAAAAGC-1
+GAGATCACGACAAA-1
+GAGATGCTCTGGAT-1
+GAGATGCTGAATGA-1
+GAGCAGGATTCCCG-1
+GAGCATACTTTGCT-1
+GAGCGCACGCGTAT-1
+GAGCGCACGGTGAG-1
+GAGCGCTGAAGATG-1
+GAGCGCTGTCTTAC-1
+GAGCGGCTGGGAGT-1
+GAGGACGACTCAGA-1
+GAGGATCTGAAAGT-1
+GAGGCAGACTTGCC-1
+GAGGGAACACCAGT-1
+GAGGGAACGAGGGT-1
+GAGGGATGGGAAAT-1
+GAGGGCCTTCACCC-1
+GAGGGTGAAGAGTA-1
+GAGGTACTACGGTT-1
+GAGGTACTACTCAG-1
+GAGGTACTGACACT-1
+GAGGTACTGGGAGT-1
+GAGGTACTTAGCGT-1
+GAGGTGGAGTACGT-1
+GAGGTGGATCCTCG-1
+GAGGTTACTCGTTT-1
+GAGGTTTGTAAGCC-1
+GAGTCAACCATTCT-1
+GAGTCAACGGGAGT-1
+GAGTCTGATCGTGA-1
+GAGTCTGATTTGGG-1
+GAGTGACTCAGCTA-1
+GAGTGACTCGGTAT-1
+GAGTGACTCTTGCC-1
+GAGTGACTGACTAC-1
+GAGTGACTGTCTAG-1
+GAGTGGGAGTCTTT-1
+GAGTGGGATGCCCT-1
+GAGTGGGATGCTGA-1
+GAGTGTTGCTGTAG-1
+GAGTGTTGTGGTCA-1
+GAGTTGTGCATGGT-1
+GAGTTGTGCTGAGT-1
+GAGTTGTGGCGAGA-1
+GAGTTGTGGTAGCT-1
+GAGTTGTGTATGCG-1
+GATAAGGAGAAACA-1
+GATAAGGATTCACT-1
+GATACTCTATCGGT-1
+GATACTCTTACTTC-1
+GATACTCTTGACTG-1
+GATAGAGAAGGGTG-1
+GATAGAGACTGTGA-1
+GATAGAGATCACGA-1
+GATAGCACCCATAG-1
+GATAGCACGAAGGC-1
+GATAGCACTTGTCT-1
+GATATAACAAGGTA-1
+GATATAACACGCAT-1
+GATATATGCTGGAT-1
+GATATATGTCCGTC-1
+GATATATGTGGAGG-1
+GATATCCTAGAAGT-1
+GATATCCTCCCGTT-1
+GATATTGACAGGAG-1
+GATATTGACGAGTT-1
+GATATTGAGCCAAT-1
+GATCCCTGACCTTT-1
+GATCCCTGTGTAGC-1
+GATCCGCTGGTCAT-1
+GATCGAACCGAGAG-1
+GATCGATGACTAGC-1
+GATCGATGGTAAAG-1
+GATCGATGTAAGGA-1
+GATCGTGACACTAG-1
+GATCGTGATTCACT-1
+GATCTACTGGTGAG-1
+GATCTACTTTGCAG-1
+GATCTTACACCCAA-1
+GATCTTACCCTACC-1
+GATCTTACGAATAG-1
+GATCTTACGAGATA-1
+GATGCAACTCCAGA-1
+GATGCCCTACGTAC-1
+GATGCCCTCTCATT-1
+GATGCCCTGGCAAG-1
+GATGCCCTTTTGCT-1
+GATTACCTTGTTCT-1
+GATTCGGAACGACT-1
+GATTCGGACAGGAG-1
+GATTCGGAGAAGGC-1
+GATTCTTGATTCGG-1
+GATTCTTGCCGATA-1
+GATTCTTGCGAGTT-1
+GATTGGACCCGTTC-1
+GATTGGACGGTGTT-1
+GATTGGACTTTCGT-1
+GATTGGTGTGTCAG-1
+GATTTAGACACTCC-1
+GATTTAGACTAAGC-1
+GATTTAGATTCGTT-1
+GATTTGCTAACGAA-1
+GATTTGCTAACGGG-1
+GCAACCCTCCTCGT-1
+GCAACTGATTGCGA-1
+GCAAGACTACTGGT-1
+GCAAGACTAGGTCT-1
+GCAAGACTCCCTTG-1
+GCAATCGACTGCAA-1
+GCAATCGAGACGTT-1
+GCAATCGATCCTTA-1
+GCAATTCTCGTGTA-1
+GCAATTCTTCTCCG-1
+GCACAAACAATGCC-1
+GCACAAACGGTACT-1
+GCACAATGGTGCAT-1
+GCACACCTGTGCTA-1
+GCACCACTCATGAC-1
+GCACCACTGTTTGG-1
+GCACCACTTCCTTA-1
+GCACCACTTTCGGA-1
+GCACCTACGCGATT-1
+GCACCTTGGCTGTA-1
+GCACCTTGGGGAGT-1
+GCACGGACCAGCTA-1
+GCACGGTGACCTCC-1
+GCACGGTGCTATGG-1
+GCACTAGAACGGGA-1
+GCACTAGAAGATGA-1
+GCACTAGACCTTTA-1
+GCACTAGACGTAAC-1
+GCACTAGAGTCGTA-1
+GCACTAGATGCAAC-1
+GCACTGCTGAGGCA-1
+GCAGATACAGCGTT-1
+GCAGATACGACGGA-1
+GCAGATACGCAGAG-1
+GCAGCCGACAGTCA-1
+GCAGCGTGCACTCC-1
+GCAGCTCTCAATCG-1
+GCAGCTCTGTTTCT-1
+GCAGGGCTAAGAAC-1
+GCAGGGCTAAGGGC-1
+GCAGGGCTATCGAC-1
+GCAGGGCTTGGGAG-1
+GCAGTCCTAACTGC-1
+GCAGTCCTCTCTTA-1
+GCATCAGATGCGTA-1
+GCATGTGACAAGCT-1
+GCATTGGAGAAGGC-1
+GCCAAAACGAGGCA-1
+GCCAAATGATCGAC-1
+GCCAACCTACGGTT-1
+GCCAACCTCGCCTT-1
+GCCACGGAGGCGAA-1
+GCCACGGATACTGG-1
+GCCACTACCTACTT-1
+GCCACTACGTCTTT-1
+GCCCAACTACCGAT-1
+GCCCAACTATGGTC-1
+GCCCATACAGCGTT-1
+GCCGACGAACTCTT-1
+GCCGAGTGCGTTGA-1
+GCCGGAACGAACTC-1
+GCCGGAACGTTCTT-1
+GCCGGAACTGCACA-1
+GCCGGAACTTACTC-1
+GCCGTACTACCTGA-1
+GCCGTACTGGCAAG-1
+GCCTACACAGTTCG-1
+GCCTACACCACTGA-1
+GCCTACACCTTGAG-1
+GCCTAGCTACGGAG-1
+GCCTAGCTCTATTC-1
+GCCTAGCTTCTCAT-1
+GCCTAGCTTCTCTA-1
+GCCTCAACCATGGT-1
+GCCTCAACTCTTTG-1
+GCCTCATGTCTTAC-1
+GCCTGACTCTCAAG-1
+GCGAAGGAACTCTT-1
+GCGAAGGAGAGCTT-1
+GCGAAGGATGCCAA-1
+GCGAGAGAGGGACA-1
+GCGAGCACTGTCGA-1
+GCGAGCACTTGACG-1
+GCGAGCACTTGCTT-1
+GCGATATGGTACGT-1
+GCGATATGGTGTTG-1
+GCGCACGAAGTCGT-1
+GCGCACGACTTTAC-1
+GCGCATCTAGGTCT-1
+GCGCATCTGGTTAC-1
+GCGCATCTTCGATG-1
+GCGCATCTTGCTCC-1
+GCGCATCTTTCTAC-1
+GCGCGAACGTTCTT-1
+GCGCGATGAACGGG-1
+GCGCGATGGTGCAT-1
+GCGGAGCTCCTGAA-1
+GCGGCAACCCGATA-1
+GCGGCAACGGAGGT-1
+GCGGCAACTGTCGA-1
+GCGTAAACACGGTT-1
+GCGTAATGCACCAA-1
+GCGTATGAACACCA-1
+GCGTATGATGAGAA-1
+GCTACAGAAAGGTA-1
+GCTACAGAATCTTC-1
+GCTACAGATCTTAC-1
+GCTACCTGAGAAGT-1
+GCTACCTGATCACG-1
+GCTACGCTAGAATG-1
+GCTACGCTAGCTAC-1
+GCTACGCTCCCTAC-1
+GCTAGAACAGAGGC-1
+GCTAGAACGGATCT-1
+GCTAGAACTCCCGT-1
+GCTAGATGAGCTCA-1
+GCTAGATGGCGATT-1
+GCTATACTAAGGCG-1
+GCTATACTAGCGTT-1
+GCTATACTCTCTTA-1
+GCTATACTGGACGA-1
+GCTCAAGAACCATG-1
+GCTCAAGAAGTCAC-1
+GCTCAGCTGTCTAG-1
+GCTCCATGAGAAGT-1
+GCTCCATGCCGAAT-1
+GCTCGACTCTAGTG-1
+GCTGATGAGGTATC-1
+GCTTAACTACAGTC-1
+GCTTAACTACTGGT-1
+GCTTAACTGCTGAT-1
+GCTTAACTTAGACC-1
+GCTTAACTTCAGTG-1
+GGAACACTCACTTT-1
+GGAACACTTCAGAC-1
+GGAACTACTACTTC-1
+GGAACTTGAAGGTA-1
+GGAACTTGAGAATG-1
+GGAACTTGCTCCAC-1
+GGAACTTGGGTAGG-1
+GGAAGGACATCGGT-1
+GGAAGGACCACTAG-1
+GGAAGGACGAGGGT-1
+GGAAGGACGCGAAG-1
+GGAAGGTGGCGAGA-1
+GGAATCTGAAGGGC-1
+GGAATCTGAGGAGC-1
+GGAATCTGCTTAGG-1
+GGAATCTGCTTGTT-1
+GGAATCTGGGAGGT-1
+GGAATGCTTTCTAC-1
+GGACAGGAAAGGGC-1
+GGACAGGAGTGCTA-1
+GGACAGGATCTCGC-1
+GGACCCGAAGCTAC-1
+GGACCGTGCTTACT-1
+GGACCGTGGGAACG-1
+GGACCGTGTAACGC-1
+GGACCTCTGTAAGA-1
+GGACCTCTTTTCTG-1
+GGACGAGAGTGTCA-1
+GGACGCTGACGCAT-1
+GGACGCTGCTAGCA-1
+GGACGCTGTCCTCG-1
+GGAGAGACGTGAGG-1
+GGAGCAGATTCAGG-1
+GGAGCCACCTTCTA-1
+GGAGCGCTACGCAT-1
+GGAGCGCTCCGAAT-1
+GGAGGATGCCACCT-1
+GGAGGATGGTTGAC-1
+GGAGGATGTCAGTG-1
+GGAGGCCTCGTTGA-1
+GGAGGCCTTTCTTG-1
+GGAGGTGATACGCA-1
+GGAGGTGATCGCTC-1
+GGATACTGCAGCTA-1
+GGATACTGTCTAGG-1
+GGATAGCTCGTCTC-1
+GGATAGCTCTGAAC-1
+GGATGTACCAAAGA-1
+GGATGTACGCGAAG-1
+GGATGTACGTCTTT-1
+GGATGTACGTGTCA-1
+GGATTTCTAGGTTC-1
+GGATTTCTTTGTCT-1
+GGCAAGGAAAAAGC-1
+GGCAAGGAAGAAGT-1
+GGCAAGGACTTGGA-1
+GGCAAGGAGGACTT-1
+GGCAATACGCTAAC-1
+GGCAATACGGCATT-1
+GGCAATACGTTTCT-1
+GGCACGTGGCTTAG-1
+GGCACGTGTGAGAA-1
+GGCACTCTTTTGTC-1
+GGCATATGCTTATC-1
+GGCATATGGGGAGT-1
+GGCATATGTGTGAC-1
+GGCCACGACAGAGG-1
+GGCCAGACTGGTTG-1
+GGCCCAGAAAGTAG-1
+GGCCGAACAACGAA-1
+GGCCGAACGCAGAG-1
+GGCCGAACGTAGGG-1
+GGCCGAACTCTAGG-1
+GGCCGATGCAGGAG-1
+GGCCGATGCCGAAT-1
+GGCCGATGTACTCT-1
+GGCGACACTGCCCT-1
+GGCGACTGCGTAAC-1
+GGCGCATGCCTAAG-1
+GGCGCATGCTCCAC-1
+GGCGCATGTGGAAA-1
+GGCGGACTAGAGGC-1
+GGCGGACTAGGAGC-1
+GGCGGACTCTGACA-1
+GGCGGACTCTTGGA-1
+GGCGGACTTACTGG-1
+GGCGGACTTGAACC-1
+GGCTAAACACCTGA-1
+GGCTAAACTCTTAC-1
+GGCTAATGAGCACT-1
+GGCTAATGGTCTAG-1
+GGCTCACTACTCAG-1
+GGGAACGAAGCTCA-1
+GGGAACGACACAAC-1
+GGGAACGAGTGTCA-1
+GGGAAGTGTTGAGC-1
+GGGACCACACGTTG-1
+GGGACCACAGAACA-1
+GGGACCACGAATAG-1
+GGGACCACGTCATG-1
+GGGACCACTCAAGC-1
+GGGACCACTCGTGA-1
+GGGACCACTGCATG-1
+GGGACCTGACCCTC-1
+GGGACCTGCTTGCC-1
+GGGACCTGTGGAGG-1
+GGGATGGACGACAT-1
+GGGATGGATACTTC-1
+GGGATGGATGGTTG-1
+GGGATTACGTCTAG-1
+GGGCAAGATGCATG-1
+GGGCACACGGTGAG-1
+GGGCACACGTTGCA-1
+GGGCAGCTTGGGAG-1
+GGGCAGCTTTTCTG-1
+GGGCCAACCTTGGA-1
+GGGCCAACGCGTTA-1
+GGGCCAACTACGCA-1
+GGGCCAACTCCAAG-1
+GGGCCATGATGGTC-1
+GGGCCATGTTGACG-1
+GGGTAACTCAGCTA-1
+GGGTAACTCTAGTG-1
+GGGTAACTCTGGAT-1
+GGGTTAACGTGCAT-1
+GGTAAAGAGCTAAC-1
+GGTACAACTGCAAC-1
+GGTACATGAAAGCA-1
+GGTACATGAGCTCA-1
+GGTACATGCGGTAT-1
+GGTACATGGTTACG-1
+GGTACATGTGGGAG-1
+GGTACTGAACTCTT-1
+GGTAGTACACCACA-1
+GGTAGTACACTAGC-1
+GGTAGTACCCTGTC-1
+GGTAGTACGCCATA-1
+GGTAGTACTGTCTT-1
+GGTATCGAGACAAA-1
+GGTATCGATGAACC-1
+GGTCAAACCAAAGA-1
+GGTCTAGAGAAACA-1
+GGTCTAGATAGCGT-1
+GGTGATACCGACTA-1
+GGTGATACGACTAC-1
+GGTGATACTGTTTC-1
+GGTGGAGAAACGGG-1
+GGTGGAGAAGTAGA-1
+GGTGGAGACAGATC-1
+GGTGGAGATCGATG-1
+GGTGGAGATCTCTA-1
+GGTGGAGATTACTC-1
+GGTTTACTACGCAT-1
+GTAACGTGACCTCC-1
+GTAACGTGATCGGT-1
+GTAACGTGCAGCTA-1
+GTAACGTGGTTGAC-1
+GTAAGCACAACGGG-1
+GTAAGCACTCATTC-1
+GTAAGCTGGTACCA-1
+GTAATAACCTTCTA-1
+GTAATAACGTTGTG-1
+GTACCCTGACAGTC-1
+GTACCCTGGAGCTT-1
+GTACCCTGTCCTTA-1
+GTACCCTGTGAACC-1
+GTACGTGAACGTTG-1
+GTACTTTGTCGACA-1
+GTAGACTGAGATGA-1
+GTAGACTGTATTCC-1
+GTAGCAACAGTCGT-1
+GTAGCAACCATTTC-1
+GTAGCAACGGTAGG-1
+GTAGCATGCACTCC-1
+GTAGCATGTAAGCC-1
+GTAGCCCTGACGTT-1
+GTAGCTGAAGCTAC-1
+GTAGCTGAATTCGG-1
+GTAGGTACACGGGA-1
+GTAGTGACCTCATT-1
+GTAGTGTGAGCGGA-1
+GTAGTGTGAGGCGA-1
+GTAGTGTGTGGTTG-1
+GTATCACTGGTAGG-1
+GTATCTACAGAAGT-1
+GTATCTACGACGAG-1
+GTATCTACGTTACG-1
+GTATTAGAAACAGA-1
+GTATTAGAGGTCTA-1
+GTATTCACACAGCT-1
+GTATTCACGGGTGA-1
+GTCAACGACACTGA-1
+GTCAACGAGTGTAC-1
+GTCAACGATCAGGT-1
+GTCAATCTACACCA-1
+GTCAATCTGTAGCT-1
+GTCAATCTTGTGGT-1
+GTCACCTGCCTCCA-1
+GTCACCTGTCCCGT-1
+GTCATACTAATCGC-1
+GTCATACTGCGATT-1
+GTCATACTTCGCCT-1
+GTCATACTTTACCT-1
+GTCATACTTTGACG-1
+GTCCAAGAAAAACG-1
+GTCCACTGACCTCC-1
+GTCCACTGGGTACT-1
+GTCCAGCTACGGGA-1
+GTCCCATGTGGTGT-1
+GTCGAATGAAGGCG-1
+GTCGACCTGAATGA-1
+GTCGACCTGTTCAG-1
+GTCGCACTTGAGAA-1
+GTCTAACTGGTCTA-1
+GTCTAGGAGCTTCC-1
+GTGAACACACTCTT-1
+GTGAACACAGATCC-1
+GTGAACACTCAGGT-1
+GTGACCCTTAAGCC-1
+GTGATGACAAGTGA-1
+GTGATGACCTGAGT-1
+GTGATGACGGTTTG-1
+GTGATTCTCATTTC-1
+GTGATTCTCTCTCG-1
+GTGATTCTGGTTCA-1
+GTGATTCTGTCGAT-1
+GTGATTCTTAGCGT-1
+GTGCCACTCAGGAG-1
+GTGGATTGCACTAG-1
+GTGGATTGCGGAGA-1
+GTGGATTGTAACGC-1
+GTGTACGATCAGTG-1
+GTGTAGTGGGTACT-1
+GTGTATCTAGCCTA-1
+GTGTATCTAGTAGA-1
+GTGTATCTGTTACG-1
+GTGTCAGAAGCGTT-1
+GTGTCAGAATGCTG-1
+GTTAAAACCGAGAG-1
+GTTAAAACTTCGCC-1
+GTTAAATGCTCGAA-1
+GTTAAATGTCGACA-1
+GTTAACCTAGCTAC-1
+GTTAACCTTGCTTT-1
+GTTAGGTGCACTCC-1
+GTTAGGTGCCAGTA-1
+GTTAGGTGCCCAAA-1
+GTTAGGTGGAACTC-1
+GTTAGTCTAAGAAC-1
+GTTATAGAGGACAG-1
+GTTATGCTTTCATC-1
+GTTCAACTGGGACA-1
+GTTCAACTTATGCG-1
+GTTGACGAGCCCTT-1
+GTTGACGATATCGG-1
+GTTGAGTGGTCTTT-1
+GTTGAGTGTGCTTT-1
+GTTGATCTGGGACA-1
+GTTGATCTTTTCAC-1
+GTTGGATGTTTACC-1
+GTTGTACTATTCCT-1
+GTTGTACTTTTGGG-1
+GTTTAAGACCATGA-1
+GTTTAAGACTGTCC-1
+TAAACAACCAACCA-1
+TAAACAACGAATCC-1
+TAAAGACTCAGGAG-1
+TAAATCGATGAGGG-1
+TAACAATGTGCCCT-1
+TAACACCTTCGCTC-1
+TAACACCTTCGTAG-1
+TAACACCTTGTTTC-1
+TAACATGACACTAG-1
+TAACCGGACTTACT-1
+TAACGTCTCAACCA-1
+TAACGTCTCATTGG-1
+TAACTAGAATTTCC-1
+TAACTAGACTTAGG-1
+TAACTAGATCTGGA-1
+TAACTCACGAGGAC-1
+TAACTCACGTACAC-1
+TAACTCACGTATCG-1
+TAACTCACTCTACT-1
+TAAGAACTGTGTCA-1
+TAAGAGGACTAAGC-1
+TAAGAGGACTTGTT-1
+TAAGATACCCACAA-1
+TAAGATACGGTTCA-1
+TAAGATTGCGTAGT-1
+TAAGATTGTTGCTT-1
+TAAGCGTGAGGTTC-1
+TAAGCGTGGACAAA-1
+TAAGCGTGGGAAAT-1
+TAAGCGTGTGCTCC-1
+TAAGGCTGCCATGA-1
+TAAGGCTGCTGCTC-1
+TAAGGCTGTCTCGC-1
+TAAGGGCTGCTGTA-1
+TAAGGGCTTTACTC-1
+TAAGTAACCGAGAG-1
+TAAGTAACCTCCAC-1
+TAAGTAACCTGTAG-1
+TAAGTAACTTGTCT-1
+TAATGATGAGCGGA-1
+TAATGCCTCATGAC-1
+TAATGCCTCGTCTC-1
+TAATGTGAAGATGA-1
+TAATGTGACTGCAA-1
+TAATGTGATTACTC-1
+TACAAATGGGTACT-1
+TACAATGAAAACAG-1
+TACAATGACTTAGG-1
+TACAATGATGCTAG-1
+TACACACTCACACA-1
+TACACACTCTTACT-1
+TACATAGAACGCAT-1
+TACATCACACGGGA-1
+TACATCACCTGTTT-1
+TACATCACGCTAAC-1
+TACATCACTGAACC-1
+TACCATTGAGGTTC-1
+TACCATTGCGGGAA-1
+TACCATTGGGGATG-1
+TACCATTGTGAGGG-1
+TACCGGCTGTTGGT-1
+TACGAGTGATCTCT-1
+TACGAGTGATGCTG-1
+TACGAGTGCGGAGA-1
+TACGAGTGGTTGGT-1
+TACGATCTAGTGTC-1
+TACGATCTCACTGA-1
+TACGATCTTACGAC-1
+TACGCAGACGTCTC-1
+TACGCAGAGAATCC-1
+TACGCCACATTCCT-1
+TACGCCACTCCCAC-1
+TACGCCACTCCGAA-1
+TACGCGCTCTTCTA-1
+TACGGAACGCGTTA-1
+TACGGCCTGGGACA-1
+TACGGCCTGTCCTC-1
+TACGTACTACGGAG-1
+TACGTACTCAGTTG-1
+TACGTACTCCCGTT-1
+TACGTTACAGAAGT-1
+TACGTTACCAAGCT-1
+TACTAAGAAAGGTA-1
+TACTAAGAATCACG-1
+TACTAAGATGATGC-1
+TACTAAGATTGCGA-1
+TACTACACGAGAGC-1
+TACTACACTTACCT-1
+TACTACTGAACCTG-1
+TACTACTGATGTCG-1
+TACTACTGATTCTC-1
+TACTACTGTATGGC-1
+TACTCAACGGTCTA-1
+TACTCAACTGCTAG-1
+TACTCCCTCAGTTG-1
+TACTCTGAATCGAC-1
+TACTCTGACGAGTT-1
+TACTCTGATTGACG-1
+TACTGGGATCGATG-1
+TACTGTTGAAAGCA-1
+TACTGTTGAGGCGA-1
+TACTGTTGCTGAAC-1
+TACTTGACTCCTCG-1
+TACTTGACTGGTGT-1
+TACTTTCTTTTGGG-1
+TAGAAACTAATCGC-1
+TAGAAACTGCTTCC-1
+TAGAAACTGGGATG-1
+TAGAATTGCGACAT-1
+TAGAATTGTATCGG-1
+TAGACGTGCTTGAG-1
+TAGACGTGTCGCTC-1
+TAGAGCACCTTACT-1
+TAGATTGACTTGTT-1
+TAGATTGAGGCATT-1
+TAGCATCTCAGCTA-1
+TAGCATCTCCCTCA-1
+TAGCATCTGCTGTA-1
+TAGCATCTGGGACA-1
+TAGCATCTTGTCGA-1
+TAGCCCACAAAAGC-1
+TAGCCCACAGCCAT-1
+TAGCCCACAGCTAC-1
+TAGCCCACCCACAA-1
+TAGCCCTGCGGAGA-1
+TAGCCGCTTACGAC-1
+TAGCCGCTTACTTC-1
+TAGCCGCTTTCCAT-1
+TAGCTACTGAATAG-1
+TAGCTACTGTAGCT-1
+TAGCTACTTTTGCT-1
+TAGGACTGTGCTGA-1
+TAGGAGCTAAGGCG-1
+TAGGAGCTGAGGGT-1
+TAGGAGCTTGCATG-1
+TAGGCAACCGTCTC-1
+TAGGCATGCTCTCG-1
+TAGGCATGGCGAGA-1
+TAGGCTGATGCCTC-1
+TAGGGACTGAACTC-1
+TAGGTCGACACTGA-1
+TAGGTCGAGGATCT-1
+TAGGTGACACACTG-1
+TAGGTGACACGTTG-1
+TAGGTGTGTTCTGT-1
+TAGGTTCTGAAGGC-1
+TAGGTTCTTCTTAC-1
+TAGGTTCTTGCTGA-1
+TAGTAAACCTCGCT-1
+TAGTAAACGTCACA-1
+TAGTAATGAGATCC-1
+TAGTACCTAAGAAC-1
+TAGTATGATCTTAC-1
+TAGTATGATTCTCA-1
+TAGTCTTGGCTGTA-1
+TAGTCTTGGGACTT-1
+TAGTCTTGTGGAAA-1
+TAGTGGTGAAGTGA-1
+TAGTTAGAACCACA-1
+TAGTTAGATGAACC-1
+TATAAGACAACAGA-1
+TATAAGACAGCTCA-1
+TATAAGTGACACCA-1
+TATAAGTGTATCGG-1
+TATAAGTGTGGTGT-1
+TATACAGAACCCTC-1
+TATACAGAAGAACA-1
+TATACAGATCCAGA-1
+TATACCACCTGATG-1
+TATACGCTACCAAC-1
+TATAGATGGACGGA-1
+TATAGATGTTCCGC-1
+TATCACTGACTGTG-1
+TATCCAACCAGCTA-1
+TATCCAACTCTCTA-1
+TATCGACTACTAGC-1
+TATCGACTCGATAC-1
+TATCGTACAGATGA-1
+TATCGTACATTCCT-1
+TATCTCGAGAGATA-1
+TATCTGACAGGTTC-1
+TATCTGACTGTTTC-1
+TATCTTCTAAACAG-1
+TATGAATGGAGGAC-1
+TATGAATGTTTGCT-1
+TATGCGGATAACCG-1
+TATGGGTGCATCAG-1
+TATGGGTGCTAGCA-1
+TATGGTCTCTACCC-1
+TATGTCACGGAACG-1
+TATGTCACTAACCG-1
+TATGTCACTTCTCA-1
+TATGTGCTCCGATA-1
+TATGTGCTGGATTC-1
+TATTGCTGAAGAAC-1
+TATTGCTGCCGTTC-1
+TATTGCTGTCTGGA-1
+TATTGCTGTGCACA-1
+TATTTCCTATTGGC-1
+TATTTCCTGGAGGT-1
+TATTTCCTGGTGTT-1
+TCAACACTGTTTGG-1
+TCAAGGACAGCGTT-1
+TCAAGGACATTCTC-1
+TCAAGGACGGTGTT-1
+TCAATCACACTCTT-1
+TCAATCACAGTCGT-1
+TCACAACTATGTGC-1
+TCACAACTTTGCTT-1
+TCACATACACTTTC-1
+TCACATACAGGGTG-1
+TCACCCGAGACGGA-1
+TCACCGTGCTCGCT-1
+TCACCTCTACGACT-1
+TCACCTCTTCCAAG-1
+TCACGAGAGGAGGT-1
+TCACTATGGGGCAA-1
+TCACTATGGTTGTG-1
+TCAGACGACGCTAA-1
+TCAGACGACGTTAG-1
+TCAGAGACTCCAGA-1
+TCAGCAGACTCCAC-1
+TCAGCGCTCTAGTG-1
+TCAGCGCTGGATCT-1
+TCAGCGCTGGTATC-1
+TCAGGATGAAGTAG-1
+TCAGGATGCCTTTA-1
+TCAGTGGAAGATCC-1
+TCAGTTACCTACGA-1
+TCAGTTACTAGAAG-1
+TCATCAACCCGATA-1
+TCATCAACTGTTCT-1
+TCATCATGCAGTTG-1
+TCATCCCTTACTGG-1
+TCATTCGATACAGC-1
+TCCACGTGGAAACA-1
+TCCACTCTACACTG-1
+TCCACTCTGAGCTT-1
+TCCACTCTTACTTC-1
+TCCATAACAAAGTG-1
+TCCATAACCGTAGT-1
+TCCATAACGATGAA-1
+TCCATAACTACGCA-1
+TCCATCCTCCCTAC-1
+TCCCACGATCATTC-1
+TCCCATCTCAAAGA-1
+TCCCGAACACAGTC-1
+TCCCGAACTTCGCC-1
+TCCCGATGAGATCC-1
+TCCCGATGCCTGAA-1
+TCCCGATGCTGTGA-1
+TCCCTACTCAACTG-1
+TCCGAAGACAATCG-1
+TCCGAAGACGTTAG-1
+TCCGGACTGAGGTG-1
+TCCGGACTGTACGT-1
+TCCTAAACATCGAC-1
+TCCTAAACCGAGAG-1
+TCCTAAACCGCATA-1
+TCCTAATGGTTTGG-1
+TCCTACCTGTCGTA-1
+TCCTATGAAAAGCA-1
+TCGAATCTCTGGTA-1
+TCGACCTGCCGATA-1
+TCGACGCTTCTATC-1
+TCGACGCTTTGACG-1
+TCGAGAACGACAGG-1
+TCGAGAACGTTAGC-1
+TCGAGCCTATCAGC-1
+TCGAGCCTGCGAGA-1
+TCGAGCCTTGTGAC-1
+TCGATACTATTCCT-1
+TCGATACTTGCACA-1
+TCGATTTGATGCCA-1
+TCGATTTGCACTCC-1
+TCGATTTGCAGCTA-1
+TCGATTTGCCTACC-1
+TCGATTTGTCGTGA-1
+TCGCACACCATCAG-1
+TCGCAGCTAGATCC-1
+TCGCCATGAGACTC-1
+TCGCCATGTGGTCA-1
+TCGGACCTAACAGA-1
+TCGGACCTATAAGG-1
+TCGGACCTGTACAC-1
+TCGGTAGAGTAGGG-1
+TCGGTAGATCCCAC-1
+TCGTAGGATCGACA-1
+TCGTGAGAACTGTG-1
+TCGTTATGGACAAA-1
+TCTAACACCAGTTG-1
+TCTAACACGAGCAG-1
+TCTAACTGAACCAC-1
+TCTAAGCTAATGCC-1
+TCTAAGCTTAGTCG-1
+TCTAAGCTTCTAGG-1
+TCTAAGCTTGTTCT-1
+TCTAAGCTTTCGCC-1
+TCTACAACGACTAC-1
+TCTAGACTTAGAAG-1
+TCTAGTTGCACCAA-1
+TCTATGTGAAGAGT-1
+TCTATGTGAGTCTG-1
+TCTCAAACCTAAGC-1
+TCTCTAGAATTTCC-1
+TCTGATACACGTGT-1
+TCTGATACTCGCCT-1
+TCTTACGAACCTGA-1
+TCTTCAGAGCTACA-1
+TCTTGATGCGGAGA-1
+TGAAATTGGTGAGG-1
+TGAACCGAAAACGA-1
+TGAACCGACTACTT-1
+TGAACCGATTCGGA-1
+TGAAGCACTCACGA-1
+TGAAGCTGAACGAA-1
+TGAAGCTGAGACTC-1
+TGAAGCTGCATGGT-1
+TGAAGCTGCGTAAC-1
+TGAATAACCACTTT-1
+TGAATAACTCCCAC-1
+TGACACGACCTTAT-1
+TGACCAGACAACCA-1
+TGACCAGAGGATTC-1
+TGACCGCTAAAAGC-1
+TGACCGCTCTGCAA-1
+TGACGATGCAAAGA-1
+TGACGCCTGTACCA-1
+TGACGCCTTTACTC-1
+TGACTGGAAGAGAT-1
+TGACTGGACCGTAA-1
+TGACTGGACGCAAT-1
+TGACTGGAGGACAG-1
+TGACTGGATTCTCA-1
+TGACTTACACACCA-1
+TGACTTACAGTCTG-1
+TGACTTTGCGCATA-1
+TGACTTTGTTTGTC-1
+TGAGACACAAGGTA-1
+TGAGACACTCAAGC-1
+TGAGACACTGTGCA-1
+TGAGCTGAATGCTG-1
+TGAGCTGACTGGAT-1
+TGAGCTGAGCGAGA-1
+TGAGCTGATGCTAG-1
+TGAGGACTCTCATT-1
+TGAGGACTTCATTC-1
+TGAGGTACGAACCT-1
+TGAGTCGAGTTACG-1
+TGAGTGACTGAGCT-1
+TGATAAACGAATCC-1
+TGATAAACTCCGTC-1
+TGATAAACTTTCAC-1
+TGATACCTCACTAG-1
+TGATACCTGTTGGT-1
+TGATACCTTATGCG-1
+TGATACCTTGAAGA-1
+TGATATGAACCTTT-1
+TGATCACTAGCATC-1
+TGATCACTCTCGCT-1
+TGATCACTTCTACT-1
+TGATCGGACTGACA-1
+TGATCGGAGGAGCA-1
+TGATCGGATATGCG-1
+TGATTAGACATTGG-1
+TGATTAGATGACTG-1
+TGATTAGATGCTAG-1
+TGATTCACTATGCG-1
+TGATTCACTGTCAG-1
+TGATTCTGCCGAAT-1
+TGATTCTGCTCTTA-1
+TGCAAGTGAGAACA-1
+TGCAAGTGGGTAGG-1
+TGCAATCTTCAGGT-1
+TGCACAGACGACAT-1
+TGCCAAGAGCAGTT-1
+TGCCAAGATCTCTA-1
+TGCCACTGAACGTC-1
+TGCCACTGCGATAC-1
+TGCCAGCTTGGCAT-1
+TGCCCAACAGCAAA-1
+TGCCCAACCGCATA-1
+TGCCGACTCTCCCA-1
+TGCGAAACAGTCAC-1
+TGCGAAACGTTGCA-1
+TGCGATGAACGGTT-1
+TGCGATGACCTCGT-1
+TGCGATGACTAGTG-1
+TGCGATGACTGCTC-1
+TGCGATGACTTGCC-1
+TGCGATGAGTGCTA-1
+TGCGCACTCTTGAG-1
+TGCGTAGAATAAGG-1
+TGCGTAGACGGGAA-1
+TGCGTAGATGGTCA-1
+TGCTAGGAAACCGT-1
+TGCTAGGATAGTCG-1
+TGCTATACGGTTCA-1
+TGCTATACTGCTGA-1
+TGCTGAGAGAGCAG-1
+TGCTGAGATTATCC-1
+TGGAAAGACTCTCG-1
+TGGAAAGAGCGATT-1
+TGGAAAGAGGTCAT-1
+TGGAAAGATATGGC-1
+TGGAACACAAACAG-1
+TGGAACACGCTAAC-1
+TGGAAGCTCAGATC-1
+TGGACCCTACACTG-1
+TGGACCCTCATGGT-1
+TGGACCCTGGTACT-1
+TGGACTGAGTATGC-1
+TGGAGACTATCAGC-1
+TGGAGACTGAAACA-1
+TGGAGACTTCAAGC-1
+TGGAGACTTGACCA-1
+TGGAGGGACGGAGA-1
+TGGAGGGAGCTATG-1
+TGGATCGATAAAGG-1
+TGGATGTGACCTAG-1
+TGGATGTGATGTCG-1
+TGGATGTGTGAAGA-1
+TGGATTCTCATACG-1
+TGGCAATGCTTGTT-1
+TGGCAATGGAGGGT-1
+TGGCACCTTCACGA-1
+TGGCACCTTCAGTG-1
+TGGGTATGAAGAGT-1
+TGGGTATGCACAAC-1
+TGGGTATGGTACGT-1
+TGGGTATGTTTGGG-1
+TGGTAGACATGCCA-1
+TGGTAGACCCTCAC-1
+TGGTAGACCTGATG-1
+TGGTAGTGCACTGA-1
+TGGTATCTAAACAG-1
+TGGTATCTCTTCCG-1
+TGGTCAGACCCAAA-1
+TGGTCAGACCGTTC-1
+TGGTTACTGACGTT-1
+TGGTTACTGTTCTT-1
+TGTAACCTAGAGGC-1
+TGTAACCTTGCCTC-1
+TGTAATGACACAAC-1
+TGTAATGAGGTAAA-1
+TGTACTTGCTCTAT-1
+TGTAGGTGCGAGAG-1
+TGTAGGTGCTATGG-1
+TGTAGGTGCTCTAT-1
+TGTAGGTGTGCTGA-1
+TGTAGTCTTCCAGA-1
+TGTAGTCTTGCACA-1
+TGTATCTGTTAGGC-1
+TGTATGCTCATGGT-1
+TGTATGCTGTAGGG-1
+TGTATGCTTTCATC-1
+TGTCAGGAATACCG-1
+TGTCAGGAGATGAA-1
+TGTCTAACCCCTTG-1
+TGTGACGATTCTCA-1
+TGTGAGACTGTCAG-1
+TGTGAGACTTGAGC-1
+TGTGAGTGACCACA-1
+TGTGAGTGAGTGCT-1
+TGTGAGTGGAGATA-1
+TGTGATCTCTCTAT-1
+TGTGATCTGACACT-1
+TGTGGATGGCCAAT-1
+TGTTAAGACAAAGA-1
+TGTTAAGATAAGGA-1
+TGTTAAGATTGGCA-1
+TGTTACACCGCATA-1
+TGTTACACGACTAC-1
+TGTTACTGGCTACA-1
+TGTTACTGTAGTCG-1
+TTAACCACCGTAAC-1
+TTAACCACTAAGGA-1
+TTAACCACTCAGAC-1
+TTACACACGTGTTG-1
+TTACACACTCCTAT-1
+TTACCATGAATCGC-1
+TTACCATGGTTGAC-1
+TTACCATGTGTCTT-1
+TTACCATGTTGTGG-1
+TTACGACTGAGAGC-1
+TTACGACTTGACAC-1
+TTACGTACGTTCAG-1
+TTACTCGAACGTTG-1
+TTACTCGAAGAATG-1
+TTACTCGACGCAAT-1
+TTACTCGAGGGTGA-1
+TTACTCGATCTACT-1
+TTAGAATGTGGTGT-1
+TTAGAATGTGTAGC-1
+TTAGACCTCCTACC-1
+TTAGACCTCCTTTA-1
+TTAGCTACAACCGT-1
+TTAGCTACTGTCCC-1
+TTAGCTACTTTCGT-1
+TTAGGGACGCGAAG-1
+TTAGGGTGCTGGAT-1
+TTAGGGTGTCCTGC-1
+TTAGGTCTACTTTC-1
+TTAGTCACCAGTTG-1
+TTAGTCTGAAAGCA-1
+TTAGTCTGCCAACA-1
+TTAGTCTGTGCACA-1
+TTATCCGACTAGTG-1
+TTATCCGAGAAAGT-1
+TTATGAGAGATAAG-1
+TTATGCACGTCACA-1
+TTATGGCTTATGGC-1
+TTATTCCTATGCTG-1
+TTATTCCTGGACAG-1
+TTATTCCTGGTACT-1
+TTATTCCTTCGTGA-1
+TTCAAAGATAAAGG-1
+TTCAACACAACAGA-1
+TTCAACACCCCAAA-1
+TTCAACACGGACGA-1
+TTCAAGCTAAGAAC-1
+TTCAAGCTAGATGA-1
+TTCAAGCTGTTGAC-1
+TTCAAGCTTCCAAG-1
+TTCAAGCTTGATGC-1
+TTCAAGCTTTCGCC-1
+TTCACAACCCGTTC-1
+TTCACAACGTCTGA-1
+TTCAGACTACCCAA-1
+TTCAGACTCTCGAA-1
+TTCAGTACCGACTA-1
+TTCAGTACTCAAGC-1
+TTCAGTACTCCTAT-1
+TTCAGTTGCCAAGT-1
+TTCAGTTGTCCTTA-1
+TTCAGTTGTCTAGG-1
+TTCAGTTGTCTCGC-1
+TTCATCGAGGTGGA-1
+TTCATGTGTGGTGT-1
+TTCATTCTATGTCG-1
+TTCATTCTTCTCTA-1
+TTCCAAACCTATGG-1
+TTCCAAACCTCCCA-1
+TTCCAAACTCCCAC-1
+TTCCAAACTTGACG-1
+TTCCATGACGAGAG-1
+TTCCATGACTGTCC-1
+TTCCCACTTGAGGG-1
+TTCCCACTTGTCTT-1
+TTCCTAGAAAGTGA-1
+TTCCTAGACTAGTG-1
+TTCGAGGACTCTAT-1
+TTCGAGGAGGGCAA-1
+TTCGAGGATAGAAG-1
+TTCGATTGAGCATC-1
+TTCGGAGAATGCCA-1
+TTCGGAGATGTGCA-1
+TTCGTATGAAAAGC-1
+TTCGTATGGATAGA-1
+TTCGTATGGTCTGA-1
+TTCGTATGTCCTTA-1
+TTCTACGAACGTAC-1
+TTCTACGAGTTGGT-1
+TTCTAGTGACACGT-1
+TTCTAGTGCATGAC-1
+TTCTAGTGGAGAGC-1
+TTCTAGTGGTCACA-1
+TTCTCAGAAGAGAT-1
+TTCTCAGAAGCATC-1
+TTCTCAGATGGAGG-1
+TTCTGATGGAGACG-1
+TTCTTACTCTGGAT-1
+TTGAACCTCCTTGC-1
+TTGAATGAACTACG-1
+TTGAATGACTTACT-1
+TTGAATGATCTCAT-1
+TTGACACTCTGTAG-1
+TTGACACTGATAAG-1
+TTGAGGACAGAACA-1
+TTGAGGACTACGCA-1
+TTGAGGTGGACGGA-1
+TTGCATTGAGCTAC-1
+TTGCATTGCTAAGC-1
+TTGCATTGTGACTG-1
+TTGCTAACACCAAC-1
+TTGCTAACACGCTA-1
+TTGCTAACCACTCC-1
+TTGCTATGGTACGT-1
+TTGCTATGGTAGGG-1
+TTGGAGACCAATCG-1
+TTGGAGACGCTATG-1
+TTGGAGACTATGGC-1
+TTGGGAACTGAACC-1
+TTGGTACTACTGGT-1
+TTGGTACTCTTAGG-1
+TTGGTACTGAATCC-1
+TTGGTACTGGATTC-1
+TTGTACACGTTGTG-1
+TTGTACACTTGCAG-1
+TTGTAGCTAGCTCA-1
+TTGTAGCTCTCTTA-1
+TTGTCATGGACGGA-1
+TTTAGAGATCCTCG-1
+TTTAGCTGATACCG-1
+TTTAGCTGGATACC-1
+TTTAGCTGTACTCT-1
+TTTAGGCTCCTTTA-1
+TTTATCCTGTTGTG-1
+TTTCACGAGGTTCA-1
+TTTCAGTGGAAGGC-1
+TTTCAGTGTCACGA-1
+TTTCAGTGTCTATC-1
+TTTCAGTGTGCAGT-1
+TTTCCAGAGGTGAG-1
+TTTCGAACACCTGA-1
+TTTCGAACTCTCAT-1
+TTTCTACTGAGGCA-1
+TTTCTACTTCCTCG-1
+TTTGCATGAGAGGC-1
+TTTGCATGCCTCAC-1