multiple alignment

CLUSTAL D_novemcinctus300229-SNORA68 M_murinus300223-SNORA68 C_familiaris300413-SNORA68 F_catus300261-SNORA68 M_lucifugus300680-SNORA68 M_lucifugus300681-SNORA68 S_araneus300241-SNORA68 E_caballus300320-SNORA68 S_tridecemlineatus300236-SNORA S_tridecemlineatus300279-SNORA E_telfairi300209-SNORA68 E_telfairi300636-SNORA68 M_musculus300378-SNORA68 M_musculus300869-SNORA68 M_musculus300807-SNORA68 R_norvegicus300997-SNORA68 R_norvegicus300473-SNORA68 M_musculus300413-SNORA68 R_norvegicus300581-SNORA68 L_africana300439-SNORA68 C_porcellus300822-SNORA68 D_novemcinctus300036-SNORA68 D_novemcinctus300611-SNORA68 D_novemcinctus300042-SNORA68 D_novemcinctus300357-SNORA68 D_novemcinctus300071-SNORA68 O_cuniculus300377-SNORA68 T_belangeri300288-SNORA68 T_belangeri300312-SNORA68 M_mulatta300230-SNORA68 P_pygmaeus300437-SNORA68 M_mulatta300266-SNORA68 P_pygmaeus300236-SNORA68 P_troglodytes300020-SNORA68 P_pygmaeus300235-SNORA68 H_sapiens300561-SNORA68 P_troglodytes300604-SNORA68 M_mulatta300540-SNORA68 P_pygmaeus300660-SNORA68 P_troglodytes300086-SNORA68 P_pygmaeus300026-SNORA68 M_mulatta300024-SNORA68 H_sapiens300560-SNORA68 P_troglodytes300603-SNORA68 P_pygmaeus300659-SNORA68 M_mulatta300539-SNORA68 M_murinus300367-SNORA68 O_garnettii300301-SNORA68 O_garnettii300499-SNORA68 T_belangeri300108-SNORA68 T_belangeri300173-SNORA68 O_cuniculus300145-SNORA68 E_europaeus300361-SNORA68 E_europaeus300641-SNORA68 E_europaeus300225-SNORA68 E_europaeus300014-SNORA68 S_araneus300263-SNORA68 S_araneus300323-SNORA68 E_europaeus300538-SNORA68 M_lucifugus300139-SNORA68 M_lucifugus300361-SNORA68 S_araneus300220-SNORA68 M_murinus300230-SNORA68 O_garnettii300174-SNORA68 D_novemcinctus300484-SNORA68 D_novemcinctus300571-SNORA68 D_melanogaster300085-snoRNA_Ps D_novemcinctus300229-SNORA68 M_murinus300223-SNORA68 C_familiaris300413-SNORA68 F_catus300261-SNORA68 M_lucifugus300680-SNORA68 M_lucifugus300681-SNORA68 S_araneus300241-SNORA68 E_caballus300320-SNORA68 S_tridecemlineatus300236-SNORA S_tridecemlineatus300279-SNORA E_telfairi300209-SNORA68 E_telfairi300636-SNORA68 M_musculus300378-SNORA68 M_musculus300869-SNORA68 M_musculus300807-SNORA68 R_norvegicus300997-SNORA68 R_norvegicus300473-SNORA68 M_musculus300413-SNORA68 R_norvegicus300581-SNORA68 L_africana300439-SNORA68 C_porcellus300822-SNORA68 D_novemcinctus300036-SNORA68 D_novemcinctus300611-SNORA68 D_novemcinctus300042-SNORA68 D_novemcinctus300357-SNORA68 D_novemcinctus300071-SNORA68 O_cuniculus300377-SNORA68 T_belangeri300288-SNORA68 T_belangeri300312-SNORA68 M_mulatta300230-SNORA68 P_pygmaeus300437-SNORA68 M_mulatta300266-SNORA68 P_pygmaeus300236-SNORA68 P_troglodytes300020-SNORA68 P_pygmaeus300235-SNORA68 H_sapiens300561-SNORA68 P_troglodytes300604-SNORA68 M_mulatta300540-SNORA68 P_pygmaeus300660-SNORA68 P_troglodytes300086-SNORA68 P_pygmaeus300026-SNORA68 M_mulatta300024-SNORA68 H_sapiens300560-SNORA68 P_troglodytes300603-SNORA68 P_pygmaeus300659-SNORA68 M_mulatta300539-SNORA68 M_murinus300367-SNORA68 O_garnettii300301-SNORA68 O_garnettii300499-SNORA68 T_belangeri300108-SNORA68 T_belangeri300173-SNORA68 O_cuniculus300145-SNORA68 E_europaeus300361-SNORA68 E_europaeus300641-SNORA68 E_europaeus300225-SNORA68 E_europaeus300014-SNORA68 S_araneus300263-SNORA68 S_araneus300323-SNORA68 E_europaeus300538-SNORA68 M_lucifugus300139-SNORA68 M_lucifugus300361-SNORA68 S_araneus300220-SNORA68 M_murinus300230-SNORA68 O_garnettii300174-SNORA68 D_novemcinctus300484-SNORA68 D_novemcinctus300571-SNORA68 D_melanogaster300085-snoRNA_Ps D_novemcinctus300229-SNORA68 M_murinus300223-SNORA68 C_familiaris300413-SNORA68 F_catus300261-SNORA68 M_lucifugus300680-SNORA68 M_lucifugus300681-SNORA68 S_araneus300241-SNORA68 E_caballus300320-SNORA68 S_tridecemlineatus300236-SNORA S_tridecemlineatus300279-SNORA E_telfairi300209-SNORA68 E_telfairi300636-SNORA68 M_musculus300378-SNORA68 M_musculus300869-SNORA68 M_musculus300807-SNORA68 R_norvegicus300997-SNORA68 R_norvegicus300473-SNORA68 M_musculus300413-SNORA68 R_norvegicus300581-SNORA68 L_africana300439-SNORA68 C_porcellus300822-SNORA68 D_novemcinctus300036-SNORA68 D_novemcinctus300611-SNORA68 D_novemcinctus300042-SNORA68 D_novemcinctus300357-SNORA68 D_novemcinctus300071-SNORA68 O_cuniculus300377-SNORA68 T_belangeri300288-SNORA68 T_belangeri300312-SNORA68 M_mulatta300230-SNORA68 P_pygmaeus300437-SNORA68 M_mulatta300266-SNORA68 P_pygmaeus300236-SNORA68 P_troglodytes300020-SNORA68 P_pygmaeus300235-SNORA68 H_sapiens300561-SNORA68 P_troglodytes300604-SNORA68 M_mulatta300540-SNORA68 P_pygmaeus300660-SNORA68 P_troglodytes300086-SNORA68 P_pygmaeus300026-SNORA68 M_mulatta300024-SNORA68 H_sapiens300560-SNORA68 P_troglodytes300603-SNORA68 P_pygmaeus300659-SNORA68 M_mulatta300539-SNORA68 M_murinus300367-SNORA68 O_garnettii300301-SNORA68 O_garnettii300499-SNORA68 T_belangeri300108-SNORA68 T_belangeri300173-SNORA68 O_cuniculus300145-SNORA68 E_europaeus300361-SNORA68 E_europaeus300641-SNORA68 E_europaeus300225-SNORA68 E_europaeus300014-SNORA68 S_araneus300263-SNORA68 S_araneus300323-SNORA68 E_europaeus300538-SNORA68 M_lucifugus300139-SNORA68 M_lucifugus300361-SNORA68 S_araneus300220-SNORA68 M_murinus300230-SNORA68 O_garnettii300174-SNORA68 D_novemcinctus300484-SNORA68 D_novemcinctus300571-SNORA68 D_melanogaster300085-snoRNA_Ps D_novemcinctus300229-SNORA68 M_murinus300223-SNORA68 C_familiaris300413-SNORA68 F_catus300261-SNORA68 M_lucifugus300680-SNORA68 M_lucifugus300681-SNORA68 S_araneus300241-SNORA68 E_caballus300320-SNORA68 S_tridecemlineatus300236-SNORA S_tridecemlineatus300279-SNORA E_telfairi300209-SNORA68 E_telfairi300636-SNORA68 M_musculus300378-SNORA68 M_musculus300869-SNORA68 M_musculus300807-SNORA68 R_norvegicus300997-SNORA68 R_norvegicus300473-SNORA68 M_musculus300413-SNORA68 R_norvegicus300581-SNORA68 L_africana300439-SNORA68 C_porcellus300822-SNORA68 D_novemcinctus300036-SNORA68 D_novemcinctus300611-SNORA68 D_novemcinctus300042-SNORA68 D_novemcinctus300357-SNORA68 D_novemcinctus300071-SNORA68 O_cuniculus300377-SNORA68 T_belangeri300288-SNORA68 T_belangeri300312-SNORA68 M_mulatta300230-SNORA68 P_pygmaeus300437-SNORA68 M_mulatta300266-SNORA68 P_pygmaeus300236-SNORA68 P_troglodytes300020-SNORA68 P_pygmaeus300235-SNORA68 H_sapiens300561-SNORA68 P_troglodytes300604-SNORA68 M_mulatta300540-SNORA68 P_pygmaeus300660-SNORA68 P_troglodytes300086-SNORA68 P_pygmaeus300026-SNORA68 M_mulatta300024-SNORA68 H_sapiens300560-SNORA68 P_troglodytes300603-SNORA68 P_pygmaeus300659-SNORA68 M_mulatta300539-SNORA68 M_murinus300367-SNORA68 O_garnettii300301-SNORA68 O_garnettii300499-SNORA68 T_belangeri300108-SNORA68 T_belangeri300173-SNORA68 O_cuniculus300145-SNORA68 E_europaeus300361-SNORA68 E_europaeus300641-SNORA68 E_europaeus300225-SNORA68 E_europaeus300014-SNORA68 S_araneus300263-SNORA68 S_araneus300323-SNORA68 E_europaeus300538-SNORA68 M_lucifugus300139-SNORA68 M_lucifugus300361-SNORA68 S_araneus300220-SNORA68 M_murinus300230-SNORA68 O_garnettii300174-SNORA68 D_novemcinctus300484-SNORA68 D_novemcinctus300571-SNORA68 D_melanogaster300085-snoRNA_Ps 2.0.10 multiple sequence alignment --------------------------GAGTGAAGA----ACCTCCACATC ---------TCGTTTTTGGTCACCCAGATTGATAA----ATGTGAACAAC --------CCAGCACCTCAACCC-AAGAACTGCTG----TTTCTCATAGC --------GAAGCACCTCAACCC-AAGAACTGCTG----TTTCTTGTAAT --------CAAGCACCTAAACCC-AAGAACTGCTG----TTTGCTGTAGC --------CAAGCACCTAAACCC-AAGAACTGCTG----TTTGCTGTAGC --------AAAGCAAGTAAATCC-AGGAGCTGTTGCTTCTTTGCCAATGC --------CAGGCACCTAAACCC-AAGAACTGCTG----TTTCTTGTAGC --------CTTGTATCTCAACCT-AAGAATTGCTG----TTTCTTGTAGC --------CCTGCACCTCAACCC-AAGAATTGCTG----TTTCTCGTAGC --------CTTGCACCCAAACCC-AAGGACTGTGG----CTTCTCGTAGC --------CTTGCACCCAAACCC-AAGGACTGTGG----CTTCTCGTAGC --------CTGGCACCCAT-CCC-AAGAACTGGTG----CTGCCTGTAGT --------GTGGCACCCAA-CCC-AAGAACTGCCG----CTGCCTGTAGC --------CTGGCACCCAA-CCC-AAGAACTGTCG----CTGCCTGTAGC --------TTGGCACCCAA-CCC-AAGAACTGCCG----CTAC-TATAGC --------CAGGCACCCAA-CCC-AAGAACTGCCG----CTAC-TGCAGT --------CCCACACCCAA-TCC-AAGAACCTCTG----CTGCCTGTAGC --------CCCACACCCAG-TCC-AAGAAC-TCTG----CTGCCTGTAGC --------CTTGCACCCAAACCC-AAGAACCGCAG----TTTCTCGTAGC --------CTTGCACCTCAACCC-AAGAACCGCCA----CTTCCCGTAGT --------CTCGCACCCAAACCC-AAGCACTGCAG----TTTCTATTAAC --------CTCACACCCGAACC--AAGAGCTGCAG----TTTCTTGTAAC --------CTCGCACGTAAACCC-AAGAATTGCTG----TTTCTTATGA- --------CTCACATGCAAACCC-AAGAATTGCAG----TTGCTC-TAA- --------CCCGCGCCCAAACCC-AAGAGCCGCCG----TTTGCGGTAAC --------CAAGCACCCGAACCC-CAGACCCGCCG----TGCACCGTGGC --------CTCGCACCTAAACCC-AAGGGCCGCGG----TTTGCCGTAGC --------CTCACACCCCAACCC-AAGAGTCACTG----TTGGTTGTTGC --------GTTGCACCTAAACCTGAAGAATCACTG----TTTCTTGAAGT --------GTTGCACCTAAACCCAAAGAATCACTG----TTTCTTGAAGT ----------ACTGCGCCCGGCC-AAGAAGCA--C----TTTCTTATTGT --------------------------GTAGCAT-C----TNNNNNNNNNN -----------ATACCTAAACCC-AAGAATCA--C----TTTCTTATAGT -----------ATACCTAAACCC-AAGAATCA--C----TTTCTTATAGT --------TTCTCACCTAAACCC-AAGAATCACTG----TTTCTTATAGC --------TTCTCACCTAAACCC-AAGAATTACTG----TTTCTTATAGC --------CTCTCACCTAAAGCC-AAGAATCATTG----TTTCTTGTAGC --------CTCTCACCTAAACCC-AAGAATCACTG----TTTCTTGTAGC --------GTCGCACTTAAACTT-AAGACTC--TT----TTTCTTGCAGC --------GTCGCACTTAAACTT-AAGGCTA--TT----TTTCTTGCAGC --------GTCACACTTAAACTC-AACACTC--TT----TTTCTTGCAGC --------ATTGCACCTAAACCC-AAGAATCACTG----TTTCTTATAGC --------ATTGCACCTAAACCC-AAGAATCACTG----TTTCTTATAGC --------ATTGCACCTAAACCC-AAGAATCACTG----TTTCTTATAGC --------ATTGCACCTAAACCC-AAGAATCACTG----TTTCTTATAGC --------GTAGCACCTAAACCC-AAGAATCGCTG----TTTCTTATAGC --------TTTGCACCTAAACTC-CAAAATTGCTG----TTAAT-ATAGC --------CTAAATCCCAAACCC-AAGAATTGCTG----TTTCTTGTAGC --------TTCTCTCCTCAACCC-AAGAGTCACTG----TTGGTCATTGC ------------ATCCCATTTCC-AAGAATTACTG----TTTCCTATAGC -------TGCCCATACTAAACCC-AAGAATCACAG----TTG--TGTAGC --------TTAGCACCTAAACCC-AAGGGCCACTA----TTTATTGTAAT ---------------CCAGCACC-AAGGGCCACTA----TTTACTGTAAT --------TCCTCACCTAAACCC-AAGGGCCACTA----TTTATTGTAAT --------CCAGCACCCAAATCC-AAGGGCTTAGT----ATTAATGTAAT --------GTCTGATCTAATTTCTAAAACAAATTG-----ATATTTTAGC --------GTCTGATCTAATTTCTAAAACAAATTG-----ATATTTTAGC ---------------AGAGGAACTAATTTCCATTG------TTTGAGAGA -------------------------------ATCT------CGCTCAAAA -------------------------------ATGA------CACACTTTA -------ATGGAGATTTTTACGCAGGGGTCACTGA------AAACATTTA ---------CATGTCTCTGAAACAAAG----CTCA----TAAAAATTCA- --------CTGGCTCCCAGAAATAAAAGGCACTCT----TAAAACATAAA ----------------------------------------AATAAATCCA --------ATAGCACTTGTGTTGGAAAAACGATTT---------TGTAAA GTCGCACAAATCCCTATTGAGGCAACAGACGGCTAGTTGACCCCAGTAAG ACTCTGAGAGGCA-----CAGCATAGCCCCCAAAGGTGATGA---GGTTC GTTTGTCAATACTTTCTTCAAAATGTCTCTTGAAGA--ATCC---CATCA AGCGGTTTAAACA----GAGGTGCTAACAGCAAAGTGGATCT---CGTCG AGCGGTTTAAACA----GAGGTGCTGACAGCAA-GTTGATCT---CGTCG TGCAGTTGAAACA----G--GTGCTAACAGCAA-GTGGATCT---TGTCG TGCAGTTGAAACA----G--GTGCTAACAGCAA-GTGGATCT---TGTCG AGCGGCTTAGACA----GAAGTTCTGACAGCCA-GCGGCTCT---TGTTG AGCGGTTTAAACA----CAGGTGCTAACAGCAA-GCGGATCC---TGTCG AGCTGTTTAAACA----GAGCTGCATACAGCAA-GTGGATCT---TGTCA AGTGGTTTAAACA----GAGGTGCTCACAGCAA-GTGGATCT---CGTCG AGCAGTTTAAAGA----GTGGTGCGCACAGAA-AGTGGGCCT---TGTCG AGCTGTTTAAAGA----GTGGTGCGCACAGAA-AGTGGGCCT---TGTCG TGCTGTCTTAACA----GTGGTGCACACAGCA-AAGGGGCTT---TGTTG AGCTGTTTAAATA----GTGGTGCACACAGCA-AAGGGGCTT---TATCG GGCTGTTTAAATA----GTGGTGCACACAGCA-AAGGGGCTT---CGTCG GGCTGTTTAAACA----GTGGTGCACACAGCA-AAGTG-CTT---CGTCG GG-TGTTTAAACA----GTGGTGCACACAGCA-AAGTG-CTT---TGTTG AGCCA-TTAAACC----GTGGTGTGCACAGCA-AAGGGGCTT---TGCTG AGGTAATTTAACA----GTGGTGTGCACAACA-AAGGGGCTT---TGTCA GGCGGTTTAAACA----GTGGTGCACACAGCA-AATGGACCT---TGTCG GACGGTTTAAACA----GGGGTGCACATAGTA-AGTGGATCT---CGTCG AGTGGCTCAAACA----GCGGTGAGGACAGCA-AGTCAATCT---CGTCA AGCGGCTCAAACA----GCGGTGTGGATAGCA-AGCGAATCT---TGTCG ----------ACA----GCAGTGCGAACAGCA-AGAGAACCT---CGGTG ----------ACA----GTGGTGCTAAGAGGC-GGCGAAGGT---CGTCA GGCGGCTCAAGCA----GCGGCGCGGACAGCA-CGCGAGCCT---CGTCG CACGGCTCCAAGC----G-GGTGCAAACAGCAGCGGGGGCCT---CGTCG TGCGACTTAAACA----GGGGTGCGGACAGCA-AGCGGACCT---CGTCG AGTGGTTTAAACA----GAGGTGCAGATGGCA-AGCAGGCCT---CCTCG GATGGTTTAAATA----GAGCTGCAAACAGCA-AGCGAATCT---CATTA GGTGGTTTAAACA----GAGGTGCAAACAGCA-AGCGAATCT---CATTA GATGATTTAAACA----GA--TGCAAACAGCA-AGCACATCT---TGTCA GATGATTTAAACA----GA--TGCAAACAGCA-AGCACATCT---TGTCA GATGATTTAAACA----GA--TGCAAACAGCA-AGCACATCT---TGTCA GATGATTTAAACA----GA--TGCAAACAGCA-AGCACATCT---TGTCA GGTGGTTTAAACA----GAGGTGCAAACAGCA-AGTGAATCT---CGTCG GGTGGTTTAAACA----GAGGTGCAAACAGCA-AGTGAATCT---CGTCG GGTGGTTTAAACA----GAGTTATAAACAGCA-AGTGAATCT---CGTCG AGTGGTTTAAACA----GAGGTGCAAACAGCA-AGTGAATCT---CGTCG AGTGGTTTAAACA----GAGGAACAAACAGGA-AG---ATCT---TGTCG AGTGGTTTAAACA----GAGGAACAAACAGGA-AG---ATCT---TGTCG AGTGGTTTAAACA----GAGGAACAAACAGGA-AG---ATCT---TGTCA GGTGGTTTAAACA----GAGGTGCAAACAGCA-AGCGGATCT---TGTCG GGTGGTTTAAACA----GAGGTGCAAACAGCA-AGTGGATCT---CGTCG GGTGGTTTAAACA----GAGGTGCAAACAGCA-AGTGGATCT---TGTCG GGTGGTTTAAACA----GAGGTGCAAACAGCA-AGCGGATCT---CGTCG AGTGGTTTAAACA----GAGGTGCCAACAG------------------CA AGTGATTTAAACA----GATGTGCAGACAAGT-GG---ATCT---CATCA AGTTGTTTAAACA----GGGGTGCTAACAGCA-AATTCACTT---GGGGA AGCAGTTTAAACA----GAGGTGCAGACAGCA-AGTGGATTT---CGTCA AGTGGTTTAAACA----GAAGTGCAAACAATT-AAAGAATCT---CATCC AGTGATTTAAACA----CAGGTGTGCACAGCA-AGTGGATCT---CATCG AGTGGTTCAAACA----CAGGTGCTAACAGCAAAGGGTACCT---CGTCA AGTGGTTCAAACA----CAGGTGCTAACAGCAAAGGGTACCT---C-TCA AGTGGCTCAAACA----CAGGTGCTAACAGCAAAGGATACCT---CGTCA AGTGGTTCAAACA----CAGGTGCTAACAGCAAAGGGGGCCC---CATCG CTTGGCTTAAACA----GTGGTACCAACAGAA--ACGAATCT---GGTCA CTTGGCTTAAACA----GTGGTACCAACAGAA--ACGAATCT---GGTCA GAAAGTGCTGAAG-----GGATGCTAACAGCAAGGGGAACCT---CGCCG CCAAGTGCAGAAA----CAGGTGCTAACAGCAAGTGGA-TCT---TGTTG AGAATTGTGAACA----G--GTGCTAACAGCAAGTGGA-TCT---TGTCG GAAACTGCAAACA----GAGGTGCTGACAGCAAACAGA-TCT---TATCA -TCTCTTTAAACA----GAGGTGCAAACAGCA-AGTGGATCT---CATCG ATGTCTTTAAATAA---GAGGTGCAGATAGCA-AGTGGATCT---TGTGG ATCT-TTAAAATAG---GA-----AAATAG-G-TGTGAATTT---TGTTG AGATGTCCCCAGA------GGTGCCAATGGCA-AGCGAATTT---CGTCG ACC--TTTGAACGCGTCTAAGTGCGAGAGAAACCGAAAGACTTGACGTCG GCTTGATGTTA----GCACTGCTGTTTGGAG---AAACTGCGGTTCTTGG CCTTTGGGGAG----CTGTGGCAGGCCCCTC---AAAGTGAATTTGGAGG CCTTTGGGGGG----CTGTGGCTGTGCTCCTC--AAAGTGAATTTGGAGG CCTTTGGGGGG----CTGTGGCCGTGCTCCTC--AAAGTGAATTGAGAGG CCTTTG-GGGG----CTGTCACTGTGCCCCTC--AAAGTGAATTGGAAGG CCTTTG-GGGG----CTGTGACTGTGCCCCTC--AAAGTGAATTGGAAGG ACTTTG-GAGA----GCTGTGCTGTGCCC-TC--ACAGTGAATCTGGAGA CCTTTGAGGGG----CTGTGGCTGTGCCCCTC--AAAGTGAATTTGGAGA CTTTTGGGAGG----CTATAGTTTTGCCCCTC--AAAGTGAATTTGGAGC CCTTTGAGAGG----CTGTGGCTGTGCCCCTC--AAAGTGAATTTGGAGG CCTTTGAGGGG----CTGTG-CAGTGCCCCTC--AGAGTGAATGTGAAGG CCTTTGAGGGG----CTGCG-CAGTGCCCCTC--AGAGTGAATGTGAAGG CTTTTGGGGGGGGGGCTGTG-TAGTGCCCCCCC-AGAGTGAATCAGTAGG CCTTTGGGGGGG---CTGTG-CAGTGCCCCCC--AGAGTGAATCAGTAGG CCTTTGGGGGG----CTGTG-CAGTGCCCCCC--AGAGTGAATCAGTAGG CCTTTGGGGGG----CTGTG-CAGTGCCCTCC--AGAGTGAATCAGGAGG CCTTTGGGAGG----CTGGA-CAGTGCCCCCC--AGAGCGAATCAGGAAG CCTTTGGGAGG----CTGTG-TGGTGCCCGC---AGAGTGGACTGGGTGG CCTT-GGGGGG----CTGTG-TGGTGCCCCCCCCAGAGTAGACTGGGAGG CCTTTGGGGAG----CTGTC-CCATGCCCCCC--AGAGTGAATATGGAGG CCTTTGGAGGG----CTGTGGCTGTGCCCACC--AAAGTGAATTTGGAGG CCTTTGGGGGG----CTGTGCC-ATGTCCCTC--AGAGTGAATGTGGAGG CCTTTGGGGG-----CTGTGCC-ATGCCTCTC--AGAGTGAATATGGAGG CCTTCAGGG------CTGTGCG-GTGCCCTC-----AGTGAACGTGGAGG CCTTTTGGGGC----TTGTGCT-GTGCCCTCC--AGAGTGAACGTGGATG CCTTTGGGGGG----CTGTGCC-GTGCCCCCC--GGAGTGAATGTGGAGG CCTCTGAGGGG----CTGTGG--GTGCCCCCG--GGAATGAATGTGGAGG CCTTTGGGGAG----CTGTGGCCATGCCCCTC--AAAGTGAATCTGGAGG CCTTTGGGCAG----CCGTGGCCGTGCCTCTC--GAAGTGAATTTGGAGG TCTTTG-GTGG----CTGTGGCCATGCTCCTT--AAAGTGAACTTAGAGG CTTTTG-GTGG----CTGTGGCTGTGCTCCTT--AAAGTGAACTTAGAGG CCTTTGCGAGG----CAGTGGCTGTGCCCCTC--ACAGTAAATTTGGAGG CCTTTGCGGGG----CTGTGGCTGTGCCCCTT--GCAGTAAATTTGGAGG CCTTTGCGGGA----CTGTGGCTGTGCCCCTC--GCAGAAAATTTGGAGG CCTTTGCGGGG----CTGTGGCTGTGCCCCTC--GCAGTAAATTTGGAGG CCTTTGCGGGG----CTGTGGCCATGCCCCTC--AAAGGAAATTTGGAGG CCTTTGCGGGG----CTGTGGCCATGCCCCTC--AAAGTAAATTTGGAGG CCTTTGTGGGG----CTGTGGCCATGCCCCTC--AAAGTGAATTTAGAGG CCTTTGCGGGG----CTGTGGCCATGTCCCTC--AAAGTGAATTTGGAGG CCTTTGAGGGG----CTGTGGTTGGGCCCCTC--AAAGTGACTTTGGAGG CCTTTGAGGGG----CTGTGGTTGTGCCCCTC--AAAGTGACCTTGGAGG CCTTTGAGGGG----CTGTGGTTGTGCCCCTC--AAAGTGACTTTGGAGG CCTTTGGGGGG----CTGTGGCCGTGCCCCTC--AAAGTGAATTTGGAGG CCTTTGGGGGG----CTGTGGCCGTGCCCCTC--AAAGTGAATTTGGAGG CCTTTGAGGAG----CTGTGTCTGTGCCCCTC--AAAGTGAATTTGGAGG CCTTTGGGGGG----CTGTGGCTGTGCCCCTC--AAAGTGAATTTGGAGG CTTTTGG-GGG----CGGTTGTCATGCCCCTC--CAAGTGAATTTGGAGG CCTTTGGAGGG----CTGTGACTATGCCCCTC--AAAGTGAATGTGGAGT GCT-----GAG----GTCATG--CCCCTNNNN--NNNNNNNNNNNNNNNN CCTTTGGGGAG----CTGTCG--GCTCTGGCT--GGAACCCCTGGGCAGC TGCTTAGGGGG----CTGTGGCTGTGCCCCTT--AAAACGAATGTGGAGG CCTTT--GGGG----CTGAGGCTGTGCCACTG--GAAGTGAATCTGGAAG CCTTTGGAGGA------CTTGCTATGCCCTTC--AAAGTGAACTTAGAGG CCTTTGGAGGA------ATTTCTGTGCCCTTC--AAAGTGAATTTAGAGG TCTTTGGAGGA------CTTCCTGTGCCCTTC--AAAGTGAATTTAGAGG CTTTTGGAGGA------CTGTCTGCGCCCTTC--AAAGTGAATTTAGAGG CCTTTCAGGGG----CTG-GGCAGTGCCCCTC--AGAGTAAATTTGGAGG CCTTTCAGGGG----CTG-GGCAGTGCCCCTC--AGAGTAAATTTGGAGG CCTCTGGAGGA-----C-TCTCTGTGCCCTTC--AAAGTGAACTTGGAGG CCTTTGGGGGC-----TGTCACTGTGCCCCTC--AAAGTGAATTGGAAGG CCTTTGGGGGC-----TGTCGCTGTGCCACTC--AAAGTGAATTGA-AGG CATTTGAGGGG-----CTGGGTTGTGCCTCTT--AGAGTGAATTTAGAGG CCTTTGG-GAAG---CTGTGGCTGTGCCCCTC--AAAGTGAATTTGGAGG CCTTTGGAGGGG---CTGTGACTGTGCCCCTC--GAAGTGAATGTGGGGG CCTTTGG-GGGG---CTGT-ACCGTGCCCCTC--AGAGTGAATGTGGAGG CCTTTGGGGGC-----TGTG-CCGCACCCCTT--CCGGTGAATGTGGAGG CATTTGCCATAAA--CCAACTCAACGGAGTGGC-GAATTGAAACTTCGAG --GTTTAGATGTGAG --TTCTACACCA--- --TTCTACACCC--- --TTCTACAGCC--- --TTCTACACTC--- --TTCTACACTC--- --TTCTACACCC--- --TTCTACACCT--- --TTCTACATTC--- --TTCTACACTC--- --TTCGACAAGC--- --TTCGACAAGC--- --TTCTACAGTC--- --TTCTACAGTC--- --CTCTACAGAA--- --TTCTACAGTT--- --TTCTACAGTT--- --TTCCATTGTC--- --TTGCATAGTC--- --TTCTACACCC--- --TTCCACACCC--- --TTCTACACCC--- --TTCTATGCCC--- --CTCTTCGTCC--- --TCCTACACCC--- --TTCGACAGGC--- --CCGCACATGC--- --TCCCACACCT--- --TTCCACAGCC--- --CT-TACCTCCC-- --CTCTACATCC--- --TTCTACATCC--- --TTCTACATCC--- --TTCTACATCC--- --TTCTACATCC--- --CTCTACAGCC--- --CTCTACAGCC--- --CTCTACAGCC--- --CTCTACAGCC--- --TTCTACGCCA--- --TTCTACACCA--- --TTATACACCA--- --TTCCACAACT--- --TTCCACAACT--- --TTCCACAACT--- --TTCTACAACT--- ---TCA--------- ---TCTATATCC--- --------------- --TCCTGGGCC---- --TTCTTGCCCC--- --TCTTACACCC--- --TTCTACACAC--- --TTCTACATAC--- --TTCTAAACTC--- --TTCTACACAC--- --TTCTACAAAG--- --TTCTACAAAG--- --TTCTACACAC--- --TTCTACACTC--- --TTCTACACTC--- --TTCTACATTG--- TTCCTCGTGG----- GGTCCTACGTCC--- --TTCTGCAGTC--- A--TCCACACCC--- --TTACAAAG-----