>HUMGLUT4B_2257 +1 CTCCGAAGTAGGATT
>HUMGLUT4B_3651 +1 TCAGAAGGTGAGGGC
>HUMGLUT4B_3935 +1 TTGGAAGGTTCGCAG
>HUMGLUT4B_4152 +1 TACTCAGGTACTCAC
>HUMGLUT4B_4379 +1 CGCCCAGGTGACCGG
>HUMGLUT4B_4669 +1 AGAAAGAGTAAGCTC
>HUMGLUT4B_4962 +1 CAATGCTGTATGTGT
>HUMGLUT4B_5229 +1 GGTCTCGGTAACTGC
>HUMGLUT4B_5479 +1 CCTGCTGGTAAGGCC
>HUMGLUT4B_6198 +1 TGTTGCGGTAGGTCC
>HSRPS6G_924 +1 GATGAAGGTAGGTGA
>HSRPS6G_1624 +1 ATGGAAGGTAAAAGT
>HSRPS6G_2403 +1 AAAAAAGGTGAGGGT
>HSRPS6G_2743 +1 AAAGAAGGTAGGAGG
>HSRPS6G_4617 +1 AATGAAGGTTAGTCT
>HSPLAPL_402 +1 ATCCCAGGTAATGAG
>HSPLAPL_598 +1 GGTGACGGTGAGTGA
>HSPLAPL_826 +1 GTCCAAGGTAAGTGC
>HSMECDAG_1392 +1 CTTTTGCGTGAGTGG
>HSMECDAG_2516 +1 GATCACGGTGCGTTG
>HSMECDAG_2775 +1 AGATAAGGTAAGCAG
>HSMECDAG_2965 +1 GGCAGATGTGAGTGG
>HSMECDAG_3543 +1 TAAGGAGGTAGGGAG
>HSMECDAG_3851 +1 TGTCGAGGTAAGAGA
>HSSLIPG_375 +1 GGAAAGTGTAAGTTG
>HSSLIPG_1250 +1 AACCCAAGTAAGCAG
>HSSLIPG_1817 +1 GTGAAAGGTAAGCAG
>HSL7A_2072 +1 CAAGATGGTGAGTGA
>HSL7A_2866 +1 GGCATTGGTAAGTAA
>HSL7A_3524 +1 CAAACAGGTGAGGTT
>HSL7A_3880 +1 CGAGCAGGTCGAGTC
>HSL7A_4163 +1 CATCGAGGTGCGTTT
>HSL7A_4571 +1 TGAACTCGTAAGTAC
>HSL7A_4918 +1 CGATGAGGTAAGAGG
>HUMHMG2A_1818 +1 ATGGAAGGTGAGGCA
>HUMHMG2A_2249 +1 GGCCACCGTAAGTTT
>HUMHMG2A_2497 +1 TGAAAAGGTACAGTG
>HUMCEL_1717 +1 CGCGAAGGTAAGAGC
>HUMCEL_4193 +1 TGGCAAGGTGGGAGT
>HUMCEL_4401 +1 AAGCAAGGTCTGCCT
>HUMCEL_4876 +1 CTGCCAGGTGCGTGG
>HUMCEL_6290 +1 TCTGCAGGTCTCGGG
>HUMCEL_6575 +1 CAAAAAGGTAAACGG
>HUMCEL_6835 +1 CTGGAGTGTGAGTAG
>HUMCEL_8487 +1 TCACGGAGTAAGCAG
>HUMCEL_8890 +1 ATGCCAAGTGAGGAT
>HUMCEL_10293 +1 AAACAGGGTAAGACG
>HSBGPG_559 +1 CAGGCAGGTGAGTGC
>HSBGPG_849 +1 AGCAAAGGTGCAGGT
>HSBGPG_1095 +1 GGCTGGGGTGAGAGA
>HSRODPDE_3543 +1 TTCAAGGGTAAGCAG
>HSRODPDE_5046 +1 GGAACAGGTATGACG
>HUMEPOHYDD_5655 +1 GATCCACGTAAGGCA
>HUMEPOHYDD_8695 +1 ATTGAAGGTATGTTT
>HUMEPOHYDD_15619 +1 AAGAAGGGTACGGGG
>HUMEPOHYDD_16084 +1 TGCCCAGGTGAGGTC
>HUMEPOHYDD_16774 +1 ACCGTAGGTGAGTGT
>HUMEPOHYDD_19203 +1 TGGAAAGGTGAGGCC
>HUMEPOHYDD_21353 +1 ATGAGCGGTGAGCCT
>HSMHCPU15_570 +1 CACCGGGGTTAATGG
>HSMHCPU15_2491 +1 CTGCAGGGTGAGTAA
>HSMHCPU15_3678 +1 TCCATGGGTATGAAG
>HSMHCPU15_4418 +1 AGGTCAGGTGAGTTT
>HSMHCPU15_4789 +1 ACAGACGGTAACCAG
>HUMHPRTB_1703 +1 CGTCGTGGTGAGCAG
>HUMHPRTB_14886 +1 TGGACAGGTAAGTAA
>HUMHPRTB_16786 +1 CTATTGTGTGAGTAT
>HUMHPRTB_27957 +1 TGGAAAGGTATGTAT
>HUMHPRTB_31635 +1 TGTGGAAGTAAGTTC
>HUMHPRTB_35020 +1 TCGCAAGGTATGTAT
>HUMHPRTB_39862 +1 CCAGACTGTAAGTGA
>HUMHPRTB_40110 +1 TTTGAATGTAAGTAA
>HUMFIXG_3082 +1 TGTACAGGTTTGTTT
>HUMFIXG_9454 +1 AAGAACAGTGAGTAT
>HUMFIXG_9667 +1 TATGTTGGTAAGCAA
>HUMFIXG_13470 +1 GAATTAGGTAAGTAA
>HUMFIXG_20762 +1 CCAGCAGGTCATAAT
>HUMFIXG_23530 +1 TTGGCAGGTACTTTA
>HUMFIXG_33118 +1 GTCGCAGGTAAATAC
>HSGSTM4_36 +1 CCGCGGGGTGAGTGA
>HSGSTM4_390 +1 GGGGGCGGTAATGGC
>HSGSTM4_873 +1 TCCCAATGTAGGTGC
>HSGSTM4_1261 +1 AACCTGTGTGAGTGT
>HSGSTM4_1457 +1 TGACTTTGTGAGTCC
>HSGSTM4_2468 +1 AGACAAGGTAATGGG
>HSGSTM4_2669 +1 CTTTGAGGTGATGCC
>HSPNMTB_1894 +1 GCCACCGGTGAGCGG
>HSPNMTB_3053 +1 GCAAGGGGTAAGGAC
>HUMPBIPB_4237 +1 AGGCTGGGTAAGTAG
>HUMPBIPB_13988 +1 GCCTAAGGTAGGGTT
>HUMCRYABA_1199 +1 CTCAGAGGTGAGTCT
>HUMCRYABA_2396 +1 GCGCCAGGTATGTAG
>HUMA1GLY2_1722 +1 GGACCGGGTGAGTGC
>HUMA1GLY2_2280 +1 AGACCCGGTGAGAGC
>HUMA1GLY2_2569 +1 AGATACGGTGAGGGC
>HUMA1GLY2_3381 +1 TTCTATGGTAGGCAT
>HUMA1GLY2_3635 +1 GAAAAAGGTAAACGC
>HSGCSFG_403 +1 CTGATGGGTGAGTGT
>HSGCSFG_743 +1 GAGTGAGGTGGGTGA
>HSGCSFG_1229 +1 GCAGCTGGTGAGTGT
>HUMGLUT4B_2229 -1 AGATGCCGTCGGGCT
>HUMGLUT4B_2296 -1 GGCACGGGTCCCGCT
>HUMGLUT4B_3611 -1 CCCTGCAGTTTGGGT
>HUMGLUT4B_3617 -1 AGTTTGGGTACAACA
>HUMGLUT4B_3630 -1 CATTGGGGTCATCAA
>HUMGLUT4B_3673 -1 TGGCAGGGTGGGGGT
>HUMGLUT4B_3679 -1 GGTGGGGGTACCCAA
>HUMGLUT4B_3910 -1 CTCATTGGTATCATC
>HUMGLUT4B_3923 -1 TCTCTCAGTGGCTTG
>HUMGLUT4B_3956 -1 GGCAGGGGTGGGGGA
>HUMGLUT4B_4187 -1 GCGCCCTGTTCTCTT
>HUMGLUT4B_4355 -1 GGCCATTGTTATCGG
>HUMGLUT4B_4401 -1 CTCATGGGTGCCTGG
>HUMGLUT4B_4412 -1 CTGGGCAGTGGTTAG
>HUMGLUT4B_4415 -1 GGCAGTGGTTAGAGT
>HUMGLUT4B_4923 -1 TGCGGTCGTGCTGCA
>HUMGLUT4B_4966 -1 GCTGTATGTGTGGAG
>HUMGLUT4B_4968 -1 TGTATGTGTGGAGCA
>HUMGLUT4B_5197 -1 GGAGCTGGTGTGGTC
>HUMGLUT4B_5199 -1 AGCTGGTGTGGTCAA
>HUMGLUT4B_5202 -1 TGGTGTGGTCAACAC
>HUMGLUT4B_5211 -1 CAACACAGTCTTCAC
>HUMGLUT4B_5223 -1 CACCTTGGTCTCGGT
>HUMGLUT4B_5444 -1 TGTGGCTGTGCCATC
>HUMGLUT4B_5461 -1 GATGACTGTGGCTCT
>HUMGLUT4B_6181 -1 GGCATGGGTTTCCAG
>HUMGLUT4B_6188 -1 GTTTCCAGTATGTTG
>HUMGLUT4B_6192 -1 CCAGTATGTTGCGGT
>HUMGLUT4B_6202 -1 GCGGTAGGTCCCCCC
>HUMGLUT4B_6228 -1 CCACACCGTAGGCCA
>HSRPS6G_886 -1 CTTTTCCGTGGCGCC
>HSRPS6G_902 -1 CGGAGGCGTTCAGCT
>HSRPS6G_928 -1 AAGGTAGGTGATGGT
>HSRPS6G_934 -1 GGTGATGGTGGCGAG
>HSRPS6G_941 -1 GTGGCGAGTGTTAGA
>HSRPS6G_943 -1 GGCGAGTGTTAGACT
>HSRPS6G_953 -1 AGACTGGGTTTGGGG
>HSRPS6G_1591 -1 CACAGAAGTTGCTGC
>HSRPS6G_1610 -1 GCTCTGGGTGAAGAA
>HSRPS6G_1630 -1 GGTAAAAGTTGACAA
>HSRPS6G_1641 -1 ACAAATTGTTGCAGG
>HSRPS6G_1648 -1 GTTGCAGGTATTTAA
>HSRPS6G_1656 -1 TATTTAAGTCAGAGA
>HSRPS6G_2375 -1 TCTGAGCGTTCTCAA
>HSRPS6G_2387 -1 CAACTTGGTTATTGT
>HSRPS6G_2393 -1 GGTTATTGTAAAAAA
>HSRPS6G_2409 -1 GGTGAGGGTTACTTG
>HSRPS6G_2416 -1 GTTACTTGTGTTCAA
>HSRPS6G_2418 -1 TACTTGTGTTCAATT
>HSRPS6G_2429 -1 AATTTTCGTTGAAAT
>HSRPS6G_2703 -1 AGATGATGTCCGCCA
>HSRPS6G_2711 -1 TCCGCCAGTATGTTG
>HSRPS6G_2715 -1 CCAGTATGTTGTAAG
>HSRPS6G_2718 -1 GTATGTTGTAAGAAA
>HSRPS6G_2781 -1 AATTTTGGTAATTTG
>HSRPS6G_4621 -1 AAGGTTAGTCTAAGA
>HSRPS6G_4641 -1 TGAGGGGGTGGGAGG
>HSRPS6G_4650 -1 GGGAGGAGTTCGACC
>HSPLAPL_592 -1 TTCCTGGGTGACGGT
>HSPLAPL_602 -1 ACGGTGAGTGAGCCA
>HSPLAPL_807 -1 GCTTCCCGTACGTGG
>HSPLAPL_811 -1 CCCGTACGTGGCTCT
>HSPLAPL_819 -1 TGGCTCTGTCCAAGG
>HSPLAPL_830 -1 AAGGTAAGTGCTGGG
>HSPLAPL_848 -1 CCTTAGAGTCCTCCA
>HSMECDAG_1353 -1 GAAATGTGTGAAGTT
>HSMECDAG_1358 -1 GTGTGAAGTTCTTGC
>HSMECDAG_1371 -1 GCTCTACGTCCTCCT
>HSMECDAG_1396 -1 TGCGTGAGTGGCGAG
>HSMECDAG_1406 -1 GCGAGGGGTCCTGGG
>HSMECDAG_1429 -1 CGGCAGGGTGCGGGG
>HSMECDAG_2502 -1 AACTATTGTCTTATG
>HSMECDAG_2520 -1 ACGGTGCGTTGGGGC
>HSMECDAG_2543 -1 ATGGGCGGTCTGGGA
>HSMECDAG_2736 -1 GGTGGAGGTGGCCGC
>HSMECDAG_2760 -1 TGGCTATGTGTTTAG
>HSMECDAG_2762 -1 GCTATGTGTTTAGAG
>HSMECDAG_2813 -1 CAGCCGGGTCTGGGA
>HSMECDAG_2969 -1 GATGTGAGTGGGGTT
>HSMECDAG_2974 -1 GAGTGGGGTTGCTGG
>HSMECDAG_2990 -1 AGCAGGGGTGGTGGG
>HSMECDAG_2993 -1 AGGGGTGGTGGGAAT
>HSMECDAG_3505 -1 GTGGGCTGTGGGATT
>HSMECDAG_3557 -1 GGAGACTGTGTATGG
>HSMECDAG_3559 -1 AGACTGTGTATGGGA
>HSMECDAG_3812 -1 TGTGCTGGTGGTAGC
>HSMECDAG_3815 -1 GCTGGTGGTAGCTGC
>HSMECDAG_3845 -1 TGCTTTTGTCGAGGT
>HSMECDAG_3885 -1 GGACTCTGTCCAGGG
>HSSLIPG_356 -1 TTGGGCTGTGGAAGG
>HSSLIPG_373 -1 CTGGAAAGTGTAAGT
>HSSLIPG_379 -1 AGTGTAAGTTGGAGT
>HSSLIPG_385 -1 AGTTGGAGTCACTGT
>HSSLIPG_391 -1 AGTCACTGTCTAATC
>HSSLIPG_410 -1 CTGCAGGGTCAGAGG
>HSSLIPG_1231 -1 GGATCCTGTTGACAC
>HSSLIPG_1258 -1 TAAGCAGGTCGGGGA
>HSSLIPG_1271 -1 GAACTGGGTAGAGAG
>HSSLIPG_1785 -1 TGGGCATGTGTGGGA
>HSSLIPG_1787 -1 GGCATGTGTGGGAAA
>HSSLIPG_1801 -1 ATCCTGCGTTTCCCC
>HSSLIPG_1810 -1 TTCCCCTGTGAAAGG
>HSL7A_2076 -1 ATGGTGAGTGAGCTG
>HSL7A_2083 -1 GTGAGCTGTAGTTCC
>HSL7A_2086 -1 AGCTGTAGTTCCGTG
>HSL7A_2091 -1 TAGTTCCGTGGCACT
>HSL7A_2107 -1 TAGCCAGGTTCCGGC
>HSL7A_2834 -1 ATCCCCTGTTTGAGA
>HSL7A_2870 -1 TTGGTAAGTAACAAA
>HSL7A_2894 -1 GAAAACGGTCTATGT
>HSL7A_2900 -1 GGTCTATGTTTTTCT
>HSL7A_3495 -1 TTAACCAGTTCACCC
>HSL7A_3529 -1 AGGTGAGGTTCTGTG
>HSL7A_3534 -1 AGGTTCTGTGGCGTG
>HSL7A_3539 -1 CTGTGGCGTGGAAAG
>HSL7A_3549 -1 GAAAGGAGTTTCTCA
>HSL7A_3846 -1 AGGGGACGTCCCAAC
>HSL7A_3867 -1 ACCACCTGTCCTTCG
>HSL7A_3885 -1 AGGTCGAGTCAGGCC
>HSL7A_3904 -1 CTTCAGGGTCGAACA
>HSL7A_4130 -1 TCAGCTGGTGGTGAT
>HSL7A_4133 -1 GCTGGTGGTGATTGC
>HSL7A_4148 -1 ACACGACGTGGATCC
>HSL7A_4167 -1 GAGGTGCGTTTGCCT
>HSL7A_4175 -1 TTTGCCTGTTGACTG
>HSL7A_4548 -1 CACCACTGTCGCCTT
>HSL7A_4563 -1 CACACAGGTGAACTC
>HSL7A_4575 -1 CTCGTAAGTACACAT
>HSL7A_4607 -1 CCCCCCAGTTCATTT
>HSL7A_4946 -1 AAATACTGTCATTCA
>HUMHMG2A_1799 -1 CCAAGAAGTGTTCGG
>HUMHMG2A_1801 -1 AAGAAGTGTTCGGAG
>HUMHMG2A_1848 -1 TCAGGGGGTGCAGGT
>HUMHMG2A_1854 -1 GGTGCAGGTGTGGTT
>HUMHMG2A_1856 -1 TGCAGGTGTGGTTTT
>HUMHMG2A_2253 -1 ACCGTAAGTTTAAAA
>HUMHMG2A_2502 -1 AGGTACAGTGTCATC
>HUMHMG2A_2504 -1 GTACAGTGTCATCTT
>HUMHMG2A_2522 -1 TAAAGCCGTGGATAA
>HUMHMG2A_2536 -1 AGACTAGGTATAGGT
>HUMCEL_1699 -1 CTGGGCAGTGGCGAG
>HUMCEL_1706 -1 GTGGCGAGTGCCGCG
>HUMCEL_1740 -1 GGGGCAGGTCCTGCT
>HUMCEL_4199 -1 GGTGGGAGTGGGTGG
>HUMCEL_4203 -1 GGAGTGGGTGGTGCC
>HUMCEL_4206 -1 GTGGGTGGTGCCGGA
>HUMCEL_4363 -1 ACTGCCTGTACCTCA
>HUMCEL_4379 -1 CATTTGGGTGCCCCA
>HUMCEL_4844 -1 CCCTTGGGTTCCTCA
>HUMCEL_4880 -1 CAGGTGCGTGGTGTC
>HUMCEL_4883 -1 GTGCGTGGTGTCGGC
>HUMCEL_4885 -1 GCGTGGTGTCGGCCC
>HUMCEL_4897 -1 CCCTGAGGTGGGCGG
>HUMCEL_6259 -1 TCGGGGAGTCTGCTG
>HUMCEL_6270 -1 GCTGGAGGTGCCAGC
>HUMCEL_6278 -1 TGCCAGCGTCTCTCT
>HUMCEL_6304 -1 GATCCCTGTGGGGAG
>HUMCEL_6326 -1 CCCACAGGTTGAGAG
>HUMCEL_6539 -1 TCCCTGGGTCATCCA
>HUMCEL_6604 -1 GGGCGGGGTGGGGGC
>HUMCEL_6613 -1 GGGGGCTGTCCACAT
>HUMCEL_6813 -1 CTATAAGGTGCCGCT
>HUMCEL_6833 -1 GCCTGGAGTGTGAGT
>HUMCEL_6839 -1 AGTGTGAGTAGCCTG
>HUMCEL_6851 -1 CTGCTGGGTTGGCCC
>HUMCEL_6864 -1 CCATGGGGTCTCGAG
>HUMCEL_6872 -1 TCTCGAGGTGGGGGT
>HUMCEL_8479 -1 CAAGAAAGTCACGGA
>HUMCEL_8520 -1 GCGACCCGTGCGGGA
>HUMCEL_8909 -1 GCAGCGGGTGGCTCC
>HUMCEL_10300 -1 GTAAGACGTGGGTTG
>HUMCEL_10304 -1 GACGTGGGTTGAGTG
>HUMCEL_10309 -1 GGGTTGAGTGCAGGG
>HSBGPG_563 -1 CAGGTGAGTGCCCCC
>HSBGPG_594 -1 CATTGCAGTGGGGGC
>HSBGPG_816 -1 TTTGCAGGTGCGAAG
>HSBGPG_831 -1 CCCAGCGGTGCAGAG
>HSBGPG_838 -1 GTGCAGAGTCCAGCA
>HSBGPG_855 -1 GGTGCAGGTATGAGG
>HSBGPG_876 -1 CTGATGGGTTCCTGG
>HSBGPG_1057 -1 CGAGGTAGTGAAGAG
>HSBGPG_1080 -1 GCTACCTGTATCAAT
>HSRODPDE_3507 -1 CCAGGCAGTTCAAGA
>HSRODPDE_3535 -1 GAAAGGCGTTCAAGG
>HSRODPDE_5061 -1 GCTGCCAGTACCAAC
>HSRODPDE_5074 -1 ACCCGAGGTCTGCCC
>HSRODPDE_5084 -1 TGCCCAGGTCCCCCC
>HUMEPOHYDD_5628 -1 TTTCAAGGTGGAAAC
>HUMEPOHYDD_5636 -1 TGGAAACGTCAGATG
>HUMEPOHYDD_5687 -1 CTGGGCAGTGGAGAG
>HUMEPOHYDD_8699 -1 AAGGTATGTTTGCAA
>HUMEPOHYDD_8727 -1 GAGGGATGTATGTCA
>HUMEPOHYDD_8731 -1 GATGTATGTCATGAG
>HUMEPOHYDD_15636 -1 GCTAGAGGTTCCATA
>HUMEPOHYDD_15652 -1 CTGCCCCGTCCTCGC
>HUMEPOHYDD_16045 -1 ACTGGGGGTCCCTGA
>HUMEPOHYDD_16076 -1 CCAGCTGGTGCCCAG
>HUMEPOHYDD_16089 -1 AGGTGAGGTCACTGT
>HUMEPOHYDD_16095 -1 GGTCACTGTTGGGGT
>HUMEPOHYDD_16101 -1 TGTTGGGGTGGTGTG
>HUMEPOHYDD_16104 -1 TGGGGTGGTGTGTGT