##gff-version 3
##sequence-region MGV-GENOME-0199896 1 24171
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	1	1533	150.0	+	0	ID=MGV-GENOME-0199896_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0001;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	1552	1977	49.6	+	0	ID=MGV-GENOME-0199896_CDS_0002;transl_table=11;phrog=195;top_hit=p126863 VI_01011;locus_tag=MGV-GENOME-0199896_CDS_0002;function=connector;product=head-tail adaptor
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	2000	3376	133.6	+	0	ID=MGV-GENOME-0199896_CDS_0003;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0003;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	3421	4839	44.9	+	0	ID=MGV-GENOME-0199896_CDS_0004;transl_table=11;phrog=23416;top_hit=p126865 VI_01011;locus_tag=MGV-GENOME-0199896_CDS_0004;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	5052	5672	33.1	+	0	ID=MGV-GENOME-0199896_CDS_0005;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0005;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	5680	6141	37.6	+	0	ID=MGV-GENOME-0199896_CDS_0006;transl_table=11;phrog=6911;top_hit=p352299 VI_01044;locus_tag=MGV-GENOME-0199896_CDS_0006;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	6124	6393	20.8	-	0	ID=MGV-GENOME-0199896_CDS_0007;transl_table=11;phrog=17154;top_hit=p278978 VI_01036;locus_tag=MGV-GENOME-0199896_CDS_0007;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	6523	7188	111.1	-	0	ID=MGV-GENOME-0199896_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0008;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	7212	7613	44.7	-	0	ID=MGV-GENOME-0199896_CDS_0009;transl_table=11;phrog=14123;top_hit=p126870 VI_01011;locus_tag=MGV-GENOME-0199896_CDS_0009;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	7597	7872	25.6	-	0	ID=MGV-GENOME-0199896_CDS_0010;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0010;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	7877	8134	10.3	-	0	ID=MGV-GENOME-0199896_CDS_0011;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0011;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	8131	8373	24.2	-	0	ID=MGV-GENOME-0199896_CDS_0012;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0012;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	8370	8999	59.8	-	0	ID=MGV-GENOME-0199896_CDS_0013;transl_table=11;phrog=6891;top_hit=p126525 VI_01034;locus_tag=MGV-GENOME-0199896_CDS_0013;function=other;product=ATPase
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	9027	9887	111.4	-	0	ID=MGV-GENOME-0199896_CDS_0014;transl_table=11;phrog=296;top_hit=p199288 VI_08191;locus_tag=MGV-GENOME-0199896_CDS_0014;function=integration and excision;product=DNA transposition protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	9908	11998	250.2	-	0	ID=MGV-GENOME-0199896_CDS_0015;transl_table=11;phrog=310;top_hit=p269645 VI_06241;locus_tag=MGV-GENOME-0199896_CDS_0015;function=integration and excision;product=transposase
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	12037	12423	50.9	-	0	ID=MGV-GENOME-0199896_CDS_0016;transl_table=11;phrog=16858;top_hit=p253684 VI_05497;locus_tag=MGV-GENOME-0199896_CDS_0016;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	12610	13017	47.9	-	0	ID=MGV-GENOME-0199896_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0017;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	13174	13857	36.3	+	0	ID=MGV-GENOME-0199896_CDS_0018;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0018;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	14364	17141	413.1	-	0	ID=MGV-GENOME-0199896_CDS_0019;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0019;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	17138	17329	14.0	-	0	ID=MGV-GENOME-0199896_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0020;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	17810	18427	31.5	+	0	ID=MGV-GENOME-0199896_CDS_0021;transl_table=11;phrog=130;top_hit=p51442 VI_03026;locus_tag=MGV-GENOME-0199896_CDS_0021;function=transcription regulation;product=anti-repressor Ant
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	18685	18894	3.0	-	0	ID=MGV-GENOME-0199896_CDS_0022;transl_table=11;phrog=11996;top_hit=p317824 VI_01353;locus_tag=MGV-GENOME-0199896_CDS_0022;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	18945	19415	18.7	-	0	ID=MGV-GENOME-0199896_CDS_0023;transl_table=11;phrog=14983;top_hit=p310383 VI_05493;locus_tag=MGV-GENOME-0199896_CDS_0023;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	19432	19899	75.6	-	0	ID=MGV-GENOME-0199896_CDS_0024;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0024;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	20238	20711	43.8	-	0	ID=MGV-GENOME-0199896_CDS_0025;transl_table=11;phrog=18116;top_hit=p126856 VI_01011;locus_tag=MGV-GENOME-0199896_CDS_0025;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	20758	21219	37.2	-	0	ID=MGV-GENOME-0199896_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0026;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	21232	21396	8.7	-	0	ID=MGV-GENOME-0199896_CDS_0027;transl_table=11;phrog=16445;top_hit=KP836355_p24;locus_tag=MGV-GENOME-0199896_CDS_0027;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	21470	22429	171.3	-	0	ID=MGV-GENOME-0199896_CDS_0028;transl_table=11;phrog=11320;top_hit=p126510 VI_01034;locus_tag=MGV-GENOME-0199896_CDS_0028;function=unknown function;product=hypothetical protein
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	22469	23512	143.6	-	0	ID=MGV-GENOME-0199896_CDS_0029;transl_table=11;phrog=2976;top_hit=p126860 VI_01011;locus_tag=MGV-GENOME-0199896_CDS_0029;function=head and packaging;product=head maturation protease
MGV-GENOME-0199896	Pyrodigal-gv_0.3.2	CDS	23722	24165	45.8	+	0	ID=MGV-GENOME-0199896_CDS_0030;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=MGV-GENOME-0199896_CDS_0030;function=unknown function;product=hypothetical protein
##FASTA
>MGV-GENOME-0199896 rotated=True rotated_gene=terL
ATGAAACAGACTGACCGTATAGCACTACAAAACTGGGAAAAGTTCAAGGACAACATCGCG
CGCGCAACGCCAGTCGATCGATCCATGTCACAGGCCGAAATACAGAAGCACCGTGCATGG
CTTGAAGCACGCCCGCTCGAATGGATAAAATTCTTTTTCCCGAACTTCGCACAGTATGAG
TTCGCACCTTTTCAGAAAAGGGCCATACGACGCATTCTCTCCAATCCCGAGTGGTTCGAG
GTAATCTCATGGAGCCGAGAGCTCGCCAAGTCCATTTGTGCCATGTTCTGCATCATGTAC
CTCACACTCACCGGGCTTAAACGAAATGTCATACTCACATCCAATTCCTTCGACAATGCC
GTCCGCCTGCTCGACCCGTTCCGGGCCAACCTCGAGGCCAACGGGCGCATCATTGCCTAC
TACGGAAAGCAGCAGTCGCTCGGCTCATGGACGGAGGACGAGTTCATCACCAAGCAGGGC
GTGGCATTCCGGGCACTCGGTGCTGGACAGTCACCACGTGGCTCCAGAAAGGATGCCGTC
CGCCCGGATGTATTGATTGTCGATGACTTCGACACAGACCAGGACACGCTCAATCCCGAC
ATCATACAGAAACGATGGGACTGGTGGGAGAAGGCGCTTTACCCAACGCGCTCTGTCTCT
GAGCCTACACTGGTGCTCTTCTGCGGCAACATCATCGCCAAGGACTGCTGTGTCGTACGC
GCAGGAGCAATGGCCGACCATTGGGACATCGTTAATATCCGCGACAAGGACGGACACTCC
ACATGGCCCGAGAAAAACTCTGAGGAGCACATCGACCGTGTTCTCGCCAAGATTTCCAAG
AAGTCAGCGCAGGGCGAGTACTTCAACAACCCCATCTCAGAGGGCGAGATATTCTCCGAG
ATGGCTTTCGGAAAGGTGCCGCCGCTCTCCAAGTTCAAGTTCCTCGTGGCTTACGGCGAC
CCCGCTCCGGGCGAAGGCAAGGGCAAAAAAGGCAAGTCGTTCAAGACGGTCTCACTCCTC
GGCAAGCTCTCCGGCAAGCTGTACGTCATAAAGACGTTTTTGGCTCAGGCGCTCAATGCC
GAGTTCATCGACTGGTATGTGCAGCTGCTCGCATTTGTCGGAGGGCGTGCTCCGGTCTAT
TGCTACATGGAGAACAACAAACTTCAGGACCCGTTCTTTCAGCAGGTATTTAAGCCGCTC
GTAGCCAAGGTGCGACGCGAGCAGGGCGTACAGCTCTACATTCGAGGAGACGAGGAGAAG
AAAACCGACAAGGCAACACGCATCGAGGCCAATCTGGAACCGATGAACCGTGCCGGTAAT
CTCATACTCAACGAGGCGGAACGCGACAATCCCCACATGAAGGAACTCCTCGACCAGTTC
ACGCTCTTCACCCTCTCACTACGCTATCCGGCCGACGGTCCTGATGCCGTTGAGGGCGGC
AATCGCATCATCGACGAAATTCAGCACAGGGCAGAACCACCGGTCACACGCTCGCGTGCC
GACATACGCACACGCAACAAACGAAGATTATAAATTCTAAACAATGTATATATGAGCCAA
TTCGTACAACTTTCCGACTACGATGCCTCCATTCACCGAGAGATTCTCGATGCGCTCACC
AGAGCCGACGAATCGGTCATCGAGATTTGTGAGGATCGGGCCATCGCCGAAATGAGGTGC
TATCTCTCCAAACGATACGACTGCGACCGTATCTTCGCGGCCACTGGGGCCGACCGACTC
CAGCTCGTACTCATGATGGTCATAGACATCGCCGTATACCACATCTTCTGTATTCACAAC
CCGCAGAAACTCTCGCAGCTGCGCAAGGACCGCTACGACCGGGCAGTCGAGTGGATGAAG
GCGGTCGCCGCAGAGGACATCTCCATCGAGGGGGCACCGCTACTGCCCGAGGAGGTGCGT
GCTGCACATGCGCCATTCCGCTTGAAAAGCAACCCCAAACGGGTCAATCACTGGTAACTG
ACAATTAAAAATTCTGATTATGACAAAACGAAAGTATAGCAAAGCCCCAAAGGGCAAAAT
CACCATTGGTGGAAACATTCCGCAGCAGGGACAGCAGCACCCCAATGTCATTGTGCTCAC
GCAGCCAAAGCGCTTCGGCATCGACATCGCCGACTTCACTTCGGCTGTCCGGGCGGCAGA
GGATGTCGATTTCTCGCGACGATACAAACTCTACGACCTTTACTCTGACATACTCATGGA
CACACACCTCTCCTGCGTCATCGAGAAGCGACGCAATGCAGTACTCTGTGCCGACATCGA
GTTCTGGAGAGACGGCAAGCCCGACGAGGCGGTCAACGAGCAGATTAAGTCACCATGGTT
CTCACGACTCGTCACCGACATTATAGATGCCAAGATGTGGGGCTTTTCCCTCTGCCAGTT
CTATCGCCAGGGCGAATGGGTCGATTACGACCTCATCCCAAGAAAGCATGCCGACCCGGT
GCGCCGACTCATACTACGACGTCAGACCGACATCACTGGCACCTCATGGGACGAATACCC
CGACCTGCTTTTCATCGGATCGCCTTCTGACCTCGGACTCCTCGCCAAGGCTGCACCATG
GGTCATATACAAGCGCAACACCACGGGCGACTGGTCACAGTTCTCCGAGGTCTTTGGCAT
GCCCATTCAGGAGTACACTTACGAGACCGATGACGAGGACTCACGACAGCGAGCCATCGA
TGATGCATACAATGCCGGCTCGCTCGCAGTTTTCGTGCATGGCAAGGACACCACGCTAAA
CCTCGTTGAGGCGGGCAACAAGACGGGGTCGGCAGATGTCTACGAGAGATTCTGCGAGCG
CTGCAACAACGAGATTTCAAAGCTCATACTCGGAAACACGCTCACCACCGAGTCCTCAGA
AAACGGAACGCAAGCACTCGGCACGGTACACAAGAAGGTGGAGGACCGAGTGGCGCAGGC
CGACAGACGATACATCCTCGATGTGCTCAATTACGACATGACGGACATATTCCAGCGCAT
GGGCATCAATACCTTTGGCGGAGAGTTCTGTTTTCCCGAGCAGAAGGACATCGACCCTTC
CACAAAGATGAACATACTCACGCAGCTGCGCGCCAACTTCCAGCTACCGGTATCAGACGA
CTATCTCTATGAGGAGTTCGGTGTCGAAAAACCTGCCGATTACGACAAACTGAAAGCCGA
ACAGCAACAAAAAAAGGAGGCGCTTGCCTCCATTGCCAATCAGCAGCTCCCTGCCGATGA
TGATGACGAACCCGATAACAGCGACGACAAAAAGAACTCCGAACCGTCGCCCAAACAAAA
AAAGTCTTTCAAAAACTGGCTGCGCTCTTTTTTCGCAAAAGCCCCGCAACCGGGCGGGGC
GGATTTAGAGTGGTAGTCAACAATCTCTACCAGGCGAAGACTGACGATGTGGCTGCGTCC
ATGGAGTTCTCCGACGATTTCATCGCGCAGGTTCTCCACGACATCTACCGTCGGGGCAAG
GCTCAGTCTCCCGCCGACCTTTCGCCCGAACTGTTCCGTGCTATCCTACGTAGGTTCAAT
GAGGCAACAGCACAGGGCATGGCTGCATCCGATGGGCCCGACATGGATGACGACTTCCGA
CAGGCGCTACGCCATTCCAACGAGGTCTTCTCTGCCTTCAAGGTCCACCGTATGCAATCT
GATATGGCAAGACTTCTCACCGATTCAAACGGCGATTTAAAGCCGTTCAATCAGTGGGCA
AACGATGTCCTGCCCATCGCCTCGCATCAGTGTGGGGCATGGCTGCGAACAGAGTACGAC
ACGGCGGTTGTCCGCGCACACCAGGCTGCCGACTGGCAGCAGTTCCTACGGGAGGCAGAC
GTGCTGCCCAACCTCAAATGGATGCCATCCACATCGCCCAATCCGGGAGCCGACCATCAG
CTCTTTTGGAACACGGTCCGACCCATCAACGACCCCTTCTGGAACGAACACCGACCGGGC
GATCGATGGAACTGCAAATGCTCGCTTACATCCACCGACGAGCCATGCACTGCTACGCCT
TCTTCCGACAAGGCAAGCAATCCGCAGCCCGGACTCGATTCCAATCCAGGAACTGACGGG
GCTGTGTTCGCACAGTCGCATCCGTATTTCCCCAAGTCATGCAGCTCATGCAGTTTCTAT
AAACCGGGCTTCAGGGACAAGCTGAGCCATTTGTTCAACAACAAGGCTAAAGACTGCTAC
AACTGCCCGTACATCAACAACTGTTTAGACTCGTTATGCAAATCAGATAAGCCAGATAAG
GAGAAATTAAAAGCTAATAGGGTTGAATACAAACGCTTGCTTCACGACCCAGAATACAAA
GATGTTGTTTTCGACAAACGTACTGGTGGACTCAAAGCCGCACATATTGGTCATATAACT
CATGAGGGCGAACACGCACAAAGGTTCTTTGGCGGACTTACTTCTTCCGACCTGGAAAAT
GAATGTCAAAATCAACTGTTCTCAATGGGACACAAAGCTATCTTCTGTAATGAGACAAAA
AAGAAAAATGGACAGCAATTAGCGGCTCTCGATATGGTTATGGATGACAAATATATGGAC
ATACGCTCGGTTACTGGACGTGGATGGTACTCAAATATATTTGTTAAAAAGAATGATCAG
TTACGCCGATACAACAGCAGAAGCGACGTCGAGGAGAAAGCGGATGCTCTTTGTCTGTAT
TTCCATGATCCAAACCTGTTTGATGAGACAAAAATGAAAAAATCCATCAACTATTTCAAG
TTCTATCGGAATTTTGACGGGAATCTGCTTGATAAGGATTTGAAGCATATCTATTGTGTC
ATAAAGGGTAGAAACGAGTTGCTTCACTATGAAATATGAAAAAAGCCGGGTCTCTCAAGG
AACACCCCGGCGCCGGATGCGTGCCGAAACACACATAACTTATTTCTAAGTCACCGCAAA
GATAACAATAATAATTTAATAAACAAGCGTTATGAACAAATTTTTCTCTTTTTCGCAGCG
TCTAACCGATACAAGCGTCTCATCGGCGGCAGCATCGCAGCACTCATGTTTTACATCTTA
TTCTGAATGTTATGGAGCTAAAGGATTTCTCAAAACAACTAAAATCGCATGGTAAGCAAA
TCGACCATCTTATGCGAAGGCGCCTCCCCGTCATTGCAGGACGTATGGCAAAGGACTTCT
TTCAGAACAGTTTCCGCATCAGTGCCTTTGTCAATGGTGGGGTCCACCATTGGCAAACTA
CCGGGAGGCAGCTCGCAGGAGGCAAGACGGCAGCATCGCGCTATGGACCGCTACTTTCCT
CACGCAACCATCTGTTCGCGTCCATAAAGTACACGCCGTCAGACTATCGCGTCAAGGTGG
CAAACGACCTGCTATATGCTCCCATACACAACTGGGGAGGAACGCTCCACCCCTCTGTCA
CGCCTAAGATGCGACGCTTTGCATGGGCCATGTTCTATCGCGAGGCGGGCATCAAGCGAA
ACGCCTCCAAGAAAAGCAAAAAGAAGCGTACCGACGAGGCTGCTGCAAATCCACGTGCAC
AGAAGTGGCGTGCCCTCGCTCTCACAAAAAAGAAGAAACTCTCCATACATATCCCACAGC
GACAGTTCCTCGGAGATAGCCGCGAGCTGCAGGACATGATACACGAACGCACAAAACAGG
AAATTATCAAGATATTAAACTCAGAAAAATAAAATCATTATGGAAGAATTGTTCAAACTC
ATTATCGAACTCATCACTAACAAAATGACCGGTCTCTCACTCGTTGACGAAGACTGTGGT
CAGTTGGAGGCTGGCATTGAGGAAGATGCCTACCCGGTCACCTTTCCGTGCGTCCTCATC
GGCAATCTCGAAGCCGATTGGACTAATGTCGGCATGGGAGCCCAGAAGGGGCAGGTGCAG
TTCTCTGTACGTCTCGCCGTCGATTGCTATGACGACACGCACTACGGATCGGGAACCGAG
TCAAAGGTGGCAGAGCGTTTGCAAATGGCAAACAGCCTCTACACCGCATTGCAGTGTTTC
CGCCCATTCGGATATATGTCGCCGATGATACGCACCAAGTCGCGTTTCTATTCTATGCCC
GGTGGCATAAAGGTCTATGAGTACATCTTTTCGTTCACCATCCACGACGAGTCTGCTCTT
CTCTCACAGCGTCGGGAATAGCTCCAGCTGGCTCGCGCTCAGACGAGGAACCTTCACCTT
CGGCAACGGCTTCACGTTTACAGTACCACCCTCCCTGCACTTGCGTCTGATGATGCTCAT
GATGCGCTCTTCCGAAATAAAGAACTCACGTTCTGAAAGAAGCTTCAGGGCATCATCAAA
ACGTAGGCGCTGCACCTCCGTCCAGTAATAGTAACGGCGGTACAGAGCCTCGTCCCTCAG
CTTTATCAGCTCTTTATTCCTTCCTTTTTTCATAGTCTGCAAAAATAAACTTTTTCCCTT
AAACCGCAAGCAAAAAGCCACCTAAATCGCTCATATTTAGGTGGCTTTATTCATCTTGCG
CCCTCCAAAGGCTCAGAAAGGCTCAAAAAGGCCCAGCACATCTCACAATCGGCAGAAGCT
CGGCTCTATGCGGCTCCACACGCCGTTCTCCGGATTGCGCTTAGAGAAGTAATAGTTCGT
CGCCGTGGCCTGCACCACATTGGCTTCTTTGAACAGACGCATGATTTCTGCATACTCCTC
GTCAAAGCGGTCCTCCAGCTCATAAAGCTTCGAGATGCTCTTGTAGTCCAGGTCGCCCGT
CTTGTTGCGCTCCAGAAGCGTCATCGCCATCTGGTACATCGGGTCCTCCACACCCTTCTC
GCTCGCCTCCATGTAGCGCTTCAGATAGTCCACAAGGCGCTCGGCTGCAAGGTTTGCACG
CTCGTCAAAGCCCTTCACCTTGTTAAACTTCACCTCAAGTCTGAAGTCCCCGTCAGTGAT
CGTGTAGCTCTGCTGGCTCTCGTTCTTCACAGCGCCATACTCGCGCATGAGTTTCGTGAA
AGCTGTCACCTCGTCGTCAAGCCATTTCTTGAAGCCCGAAACCTCACTCTCCAAGTTCTC
CACTCTGCCCAGCACGTCATGCATAAACTGCCCACGCAGCGCCTCGTAGCTCTCGCGCTT
CGCCATGCGGTCGTTCTTTACCTCGGTCTGCAGCCGTGCTAACAGCTCGGCACGCTGCTC
CTTTGTCATACCCTTCAAGGGGTCCACTGTCTCGTTCTTTGTTTCCATTGTCTTTTCTTT
TTATGGGTTCATTACTCGTTTTCTTTCTTCTTGCGGTTCATGGCACGCAGTTTCGTGTTC
AGGTCTGACAGTTCCACGCTGTCCAGGAAGCGGAAAGCCTTGCCCGCTATACGTTTGTCC
TCGCAGAAGCGGTCTACAGCTTTCCAGTCTGCCGTGTTCACACCCCACAGCTGCATCTGG
TGCAGCACGCCGCTACGCGCCTTGCGCTTCGCCTTCAGCAGAGCGGCACGCCGTTCGTCG
TAGCCCGCCACACGTTCCATTTCCTTGCACATCAGTTCATACTCCGTCTGGGTCATCTGC
CGTAGGTGCTCGGTTCTCTCGTTGGTAAACTGCCGCACCAAGGTCTCCTTGTCTGCGCCG
GGAAGCAGCTTCAGCAGCTTGTAGAACTTCCCGTAGTTATCGACGTGGTTCATGCTCCGC
CTCCTTTTCTTTCCATTTCAGCCACGCCTCCCTCGCCACGGCAAGTGTCGTCGGCACGTC
CCAGGTCAGTCCGTCGGCTGGCAGTATAGGCACGTTGTTGAAACACACATACACCTCACC
GCTGAACTCGCGAGCCTGAACTATCGCTTCGCTCTCTCTAACCAAAGCTGCTGCTTTCTT
CGCAGCCTTTTTCTCGTTGCGGGCCTTGCGCTCTGCGTTCAGCCACGCTTTCAACTCGTC
TAAAACTTTCATTGTGTCAATATTTATGGGTTCTTTGTTTGTCATTTTCTCGTTTGTTGG
GTTTCCACTTGATGGTCACTTCGGCATCCATCTTGCCGCTGCCCTCACATACGGGGCAAA
TCTTCCATTCGCTGTCGTTCGGGCTGCTCCGGTCGCCTAAAAAACCGCCCTGACCATGAC
AGTATTCGCAAGTATATCCTCGGCTCTCGATCCGTTCTTCCTTGCTGCCGTAAACTGGTG
GTGTCAGCCATATCATTCGATGCTTACTGCTCATTGTTTCTCGCGTTTATATGTTACTTT
CTCATAGGTGTGCCACTGGATAATCCGTGCCGCAAACATCAGGTCCGTCGTTTCCAGCAC
CACACACCCTTTGTTCTTCTGACTGCGGTGTACCGTCAGGTCACATTGCCAGTTACCCTC
CAGCCATTCGTCCATCACGCTCTCCGCCTGGATCTTCTTCAGCAGGATGTATATCGTGTC
ACCCTGCCGGTAGTCGTTCATGTCCTTACTCATTGCTTCTTGTCGTTATTGGTCCAATAT
TCTTCAGCTCGCTCCGCCCAGATGGTGTAGTAGCCCTTGTCCCCGAAATATCGCCCCTTC
GATATGGCTCTATATCCCTCCACCCATATCTTCAGCGAGGCATCAAACATCACGCTCACC
GCTGTACGACCCTTCGGGCGTGTGCCCTCGGCTTGGCTGATGATGACGAGCAGCTTGTTG
GGATGCCGGGACTTGAAGGCCAGATAGTCCTCAAAGCTCATGCCCGTATACTGGTAGGAG
TCTATCACCACCGTGTCGGGGCTTTTCCTTTTAGACAGTCGCTTGTCAAGGTCCTCCATG
CTCTCGGCATCCAGCAGCACCATTCGGCGTGCCACGTCCTGCATCCCGGCTCGTATAAAG
GCGTTCTTCATCGTCAGACTCGAACCTTCCTCCAGACTGTCATAAGCCACTCGCCCGAAT
CGGCATAGCTCCTTGCACAGCTTCAGCACGAAACTCGTCTTGCCGCTTCCGCTTCGACCC
CACACGAACCACACACCGTTCCGCTCAGGCTCGCCGAAAGCCTCGCGCCACTCGTCGCTC
AGCTTGTAGGTCTGCTTCTTCATCGCAAGCAGCTCGCTCACGCTTATCGCTCTTTTCATA
TCGTTTGAATGTTATTTGAACACCGTTCAAGCGTCCATCTGCTTCACTCTGTGTACACCT
TTCTTCACCCTCCGCAGGTCGAAGTCATACTGCTCAGCGTCCTTCACCACCTCAGCTATC
TTCTTGCGGTCGGTCAGTCCGTTCGCCACGCAGATCGCATAAACGTCGTTCGGACTTGTC
TGCTCCAGCTCGAAGAACTTGCGTCCTATCCTGGAGTGTATCTCGTTATAGCCTTTCTTG
TCATAACGCAGTCCCATCTTCATCCTGCGCTTGATATAAGAGGTCGAGAAAAACACGATG
CCGCATTTGTCCTCAAGCCTGTTATACAGGTCTATGAAATAGTGGAACACCCTTTCCGTC
AGCTTGTCAGCTTCATCGAACAGCAGCACCGGGTTCTCCGTCTGTATCAGCGCGCCGATG
ATCGCGTCAAGCATGTCTCTTATCGTCATGCCGTCAGTCCTCAAGCCTATCTTCCTCGCA
ATGTCGCGGATAAAGTCGCTGCGCTTCATGTCTTCCGAGCACAGAACGTAGTAGGCACCG
CTGTGCTCACGCTCGTAAAGTCGCGCTGCCGTGGTCTTGCCGCATCCGGCTTCGCCCACC
ACCCAGGTCACGTTCTTCCATTCCTGGGCGTCAGTCATCGCGTAGGCCATCTCCTTTGCT
GCCGTGGTCTCCACCATCTGCCAGGCACCAGGGGTGGCGGTTCCCACCTGCGAGGCTATC
TTTCGCCACATGTCGTCGCTGATGTTCTCCCACTTGCCGCTCAGCACCGAGCTTACCGTG
CCCGCGCTCGTACCGTCCAGACTGGCTGCTGCCTTGTTTTGGCTCGGATATTTCATCACA
TAGAGGCGCAGGGCCTCGCGTATCTGTTCTTTCTGTTTCTCGTTCATATCGTTTGTTTTT
ATTGATTCTACAGTTTTGATGCAATCTTCTTCTCCATCGGAAGCGGTATTCTCGGCGTGT
CGCCATCATCACCGCCTTCCATCACGTCCAGCCAGTCGTCAAGGCTCAGCGATTTCGTGT
GTCTTCCCAGCTGGTACTGCTCAGGAGGCTGCGAGTAACGCTCCATGCGGTGGTCTATCT
GCCGCTGCACGGCTGCCGTCGTGCCCTTCAGCTTCGGACTGTGCAGACCCTGCTGCTCCG
CGTCCGTGCCATGCTCGGCGGCTATCGTCCGGCCGGCCACTGTCCGCTCTATGCGGTCCT
GAAGGTTGGCTTCCTGCTCCTGGCGGATAAACTTCGCATCGTCCGTCCCCTGCTGGTCTT
GCAGGGCGCGGTGTATCAGTATGTAGGGTTCTGCCGTCCGCTCAAAGCGAAGCGAACCGT
CTGTGCCTTTTGTATAGAGTCTGATGCTTGCAAAGTCGTAAGGGTCGTAAGCCACGATGA
AACGCTCGTAGGTGTGCTTCCTTCGCCACTCGTGGTCGGGTACGCCGGGCGATGAGCACA
CTTCGTACTGCCGCTTCTCGCCCTTCACCGTTACCTGCAGGCCCTGGTCCGTGAACGTCG
CCATACGTTTCGTAAACACCCAGAACATGTCCACCATGTCGTGCAGCGTCACTTCCTGGG
TCTCCTCGTTCACGCTATTCTCATACATGTCTATCCTACGCTCGCCGGTGGCAGGGTGCA
CACCCTCGTTCCATTCCTTACGGGCTGCGGCATAGGCATCTTTCAGCTCCTCCAGAGTGT
ACAGACTGTCCTTGTTGGCTTCGATAAACTCCACGTTCGGGCGGCTCGACGCCTTCTTCG
CCGTCACGTTCTGACCCGTGAAGCGCCAGTCCTTGTGCAGCACCTGAGCCTGAAACCGTC
CGAACACGCTCTCTATCGTCTTCGACTCGCCGTTGTATGGCTGTGTCGGTCTGTGTACGC
GGCAGATCTTCCCGATAAAGCCGTCCGAGTCCAGCTTCTTGTGGCCGCCCTGGTTGTCAT
AAACAATCTCATAAGGCTTGTGTCCGCTCTTCTGGATTGCCATGCGGTAGGCGTGGTATT
GGGCCTCATAGTCCTCTGTGTCGCTGATGCAGTAGCCCAGAAGCACCTCGCTCATTGCGT
CGATCACTTCATACACCTGGGTCGTCCGCACCTTGCCCTGCTCGTCCCTATAGTAAAGGT
TCAGCTTCGTGCCGTCACCATACCATAGCGTGTCCCTGCGTGTCGGAAGTGCCGTCTTGT
GCTTTCTGCCGTAACGCTGACGGGCTGCCTGCTCGCCATATACGGCATCATACCATAAAG
GCTCCACCGACGGGCTGTTCAGCCATTTCTTCATACCGCTTAGGCTTCTTATCGGCTTCC
AGCCTCTTTCCTCGGCTATCTCGTTTGCCTTCTCAAACAGCTGCGCGTCGGTGTATACCG
GCACCTTGCTACGCTTCAAAGCCACAATCAGTTTCAGAAAGTCACCGGTTATCTTCAGTG
CCGAAGAGTTGCCCAGCTTGCCGCTCACCACGCTCTGGTAGCCATCGGCCTTCCAAGCCT
TCAGTCGCGTCTTCAGTCGCGCCAATGTGCCCGGGAGCGTGTGGCCGTAGCTCTCGCGCA
TACGTTCCGAACTGTCAAGTATCAAGTCCCACGCACCCGACATCGGAGCATTCAGACTGC
TGCGGATGGCCTGGCGTCTTGCCGCCATCTTCTCCAGCTCGCCAAGCACCGAGGCGTTGA
TGGTATATTCCTCTATCATCTTCTCCGTCAGGTGGCGCTCCTGCCCGTCCTTGTCCATAT
AGGTGTAGGCTTCATAATACTCACGCGCCTTCGCATCTATCTTTATGCTTGCCTTCGTCA
TAGCCTCTCGCATCTTTTCTTCTGGGTCGCCGTATGTCGCCACAAACCGCCGTCTGTACT
TCTCCGGAATACTGCTCCACACATACAGTGCCTGAGTCCCCTCGCCGCCGCCACGACGTG
CACACGCTATGTTGCTGCGCTGCACGTTGCATTTCAGCGTGTTCGCCTTCATCACGGGGT
CTCTGCCGCCCGTCAGCTCGGCAAACGTCACGCACAATATCTTGTTGTAGTACTCCATTT
CCTTTTATCTTTGTTTTCCTTCTTGCGGTTCTCTCCTTACATAGTGGCGCAGCACATGGC
TTCCACCTTCTCCTGCACGGTCTTGATGTCTGTAAACCCGGCGTTCTCGATGCGTTCCAC
CACGTCGCCTTTCTCGTCCTTCAACTCCAGTACGCCCGTGTTCTTGTCGCCTTCCCACAT
CCAGCCGTTCTCGAAGTGCTGGCGCATCATGTTGTCTGCGTCATGCACCACCTCGCTCGC
AGGAGCCGTCACCAACTCAAAACCGCCACGCTGAACAGCAAGGCAGCGTATCTTCTTTGC
CAGGTCGCTCTGACCCTTCACTGGGTGAAAGTTCAATGCGTAGCTCACCATCTCCTTCGT
CACACCGAAGGCCTTTGCCAAAAATTCCCGCTGGGAGCGAGTTACTGTTATCACTCTTTT
CATTGTCCTCTGTTTTTAGTTCGTTATTACTTTTGTTCGTGGAGTGTAGGGGAGTCGAAC
CCCACATGGCTATCCAGCGCATGGCAAACCTGCCACTCCTGCGGTCTTTCCCGCCGTCAT
CCGAGGCCGCCCCTGCCGACTATCCAGTGCGGCGGCTGACTATCCAGTGCAGCCTTTGGG
ACTTCCGTGTTATCCTTCAATCTTCTTACCCTCGGCTATTACCGTCTGAACTGCACTGAA
GAACTGTATCATCTTCTGTTTCGCCTTCAGCTCCAGTCCGTATGCCATGTTGCTCATCTT
GCCTGTGCTCTGACGCTCCAAATCACCATACACCAGGTCGTCTGTCAGGTGTTCTATATT
GTGGCGCAAAGACTCCTCAAGTGCCGTAAGACCAAGTCCTTTGGCCGTCTCATACACAGG
CTCCAGTATCGCCTTTGCGGCCATTGCTTCATACAGATCGTCGGCGTGCCAGCGGAAAAA
ATCTGCATAGTCATTCACCATGTCCTCTTTCCAACTTTCAATGTCACCCGTCAGGTGGTT
CAACTTCTTGCGCATTCTGTTCATCGCCGCATTCAATGCAAATTCCTTATCGTTCATATT
CTTTAAATGCTAAAATTTGTAATTCTCGGCCTTTTTCACTATCTTTGGCCGCGCGTTTAA
TCTTAAACACGCTGCAAAGATAAACAAAATGTAGATACTAACAAAACTTTTGGGGATATT
TTTATCCACAAAGTGTAGATTTATATGCAGATTATGGATAAAACAAAGATGTTAGAGGGG
CTGATAAGGCATTATACGAAAGGCAATAAAGCACAATTTGCAAAGCTTTTGGGCGTATCT
GCCCAAACAATAAGTGCATGGATTGCTCGTAATACGTTTGATGCTGAACTTATATACGCA
AAGTGTAGATATGTTGATTCCTCATGGCTGCTCACTGGTGAGGGAGCAATGCTTCAGGAA
ACAGAAAATAATAATGCGCCGACTCCTAAGCACACTGTTGAGATAGCCCACCAGGTTCCC
CATGGCAGCAGCGAGGGCATACCACTCATACCGCTTGATGCAGTCGCCGGTTTCCCTGCC
GAAAGTGGCGGTGGGGTACGTCTGGAGGACTGCGAGCGCTATGTCATACCGGAGTTCGAG
AACAAAGGGGCAAATTTCCTTATCCGGGTGTCTGGCGACTCCATGGTGCCGCTATATTAT
AGTGGCGACCTCCTCGCTTGTCGTAAAATCACAGACATCCGATTCTTCCAATGGGGTACC
GTCTATGTACTCGAGACGAGCCAGGGGGTACTCGTCAAACGCGTGCAGGAAAGCATCGAT
CATGCCGACAGCATTCTATGCGTGTCGGAAAACAGCAGTGTTCATCACCCTTTTCTCCTC
CCACGCGACGACATACGCAGCCTGAGCATCATCGTCGGACTCGTCCGCCTCGTCTGATAC
TCACGTCACACGCATCACGCACACGCTCCACACCGCAAACCGTGTCGCGCACGCACATAC
ATAGGTATAATAGGGTAGCAAAGCAGCCAAAACCCCGATAAACAGGGCGTTCCCGACATT
CCGCAAAGGTTTATAACATGCCAAAACGTGGGATTATCCCCACCCCCTAAACGCCCGAAA
ATGACATCAATCACAATTTATTCGGAGTTATATAGGGGGTCAATCACTTGTTTTCCATGT
TAAAAGTGAATACCCAAATGCACACCCTCTCTGAACATTTCGTTTTTCCATGCACACCCA
AACGCACACCCAACTGCACACCCAACCCCGAAAAACGCCCATTTTCACCAATCTCAATAG
CCTCCAAAACACAAAAACGGCTTGACCACTGTTCAAATCAGTGTTCAAGCCGTTCAAATA
CCGTTATATCAGCGTTTTAGCCGTTTAAGCCATCCTTATTTCTTCTCTTTGTCCGCTCTG
GGTCCTCTTATCAGCTCTCCCTGTTACCTTGTTTTAATGCCGTCCCTACGCAGCGTGGTC
AGGTCGTCCTTCATGTCACGCATGTCCTTGCGCATCAGTTTCAGCGTCTCGCTGCACTCG
CCCGTGTTCGTATCTATACGTTTCAGGTGTCCCAGAGCCGTCTGCATGCTCCCCGCCACA
TTCTCCACGTTCGTGTCTATGTTCGTCTCGTGCACCAGCATCGCCGTGTACAGACCCTCC
AGTTTCGTTATGCTCTCCTGCGAGGCCGTCGTGTATGCACCGCTCTTTCCCGTCTGCGTC
GTGCTGTCCCCCTGCCACAAGTCCAGCCCCTTCTCCTTCGCCAGCTGACGATACTTCTCC
AGCAGCGCGTTGAAGGTTCCCTGCTGGCTCAGAGCATTGTCCGTCATGTCGTCCAGAATC
CGCACATAGTTGCCAAACTTCTCCTCGTCCGTCAGGTCCTCGCGCTTCATCACGTCCAGC
ATCTCCGCCTGAGCCTTCTCCAGCAGTGGAGCTATCGTCACCGTGTATATCATCTGCTCC
GCCAGCTTCTCCAGCATACCCGTCAGCGAGTCCGCAAAAGCCTTCCCCACATCAGTACCG
TTCTTGAAGGCATCCACCAGAGCGTCCGTCAGCGTCTGACCAAGGTCGCCGAACACACCC
TCAAAGTAGTCCTTCACAGACTCCCAAGCCTCCTCAGCCTGGTCATATAGGTCTATGATA
TACTGCAGGGCCTCCTTGTCATTCTTCGCAAACTCACGGCTGTTCATGATGCTCTCAGCC
AGCTCGCGGTTAAAGTTCCCCGCACTGTCTATCAGCTCCGGATAAACGTCCAGTATGCTG
CTGTACGTATCCTTGCCCTTGCCCCAGCCGAACAGACCCGTCTTCTTATGTCCCGTCTTT
ATATCAATGTCAGCCAGTCCCGAGTAAGCATCCTTCAGCTCCGAGTAGCCCTTGTTCACA
ATCTTGTTCCAGAAGGCACTGCCCGTCTCCGTGTATCCGAACTTCTTCTGCTGCTCAGCC
GTGCCCGCAATCTCCGCCTTCAGCCCGGCGTAGGCATCCTTCATCACCCTCACAGCGTTC
GCAGCCTTCCCGTAAGTGTCCGTGCCGAATATCGTCTGAGCCTTCTCCAGCTCCAGGTTC
TGCTCCATCAGCAGCAGGTTATACTCACGCTGCTGAGTCGTCACCTCCTCCATGATCTTC
TCCAAAGCAGCCTTATGACGAGCACTCGCCTGAAAAGCCTTCGTCACCCAGCCGATAGCC
TCGCCCGCGGCAGCAGCTATGCCGCCAACGACGCCGCCCTCAGCAAAGCCACGGCCTATG
TTGCTCACACTCGTCATCACACCCTGCACAGCATCCATCGCCTCAGCCATGCCATCGTTA
CCCGCCGCCTCAAACATCTCGCTCAATCTCCCGGCCAGGTCGCCCACCATCTCAGCAGAA
GCCGCAGCAGACTCACCAAGGCGCTTCAGCTTGGCCTCAAGGCCCTTCTCCTCACCATCC
TCGCCGTGCTTGAACAGCTCCCCAACCGCATCAGCCAGAGCCCTGAACGGATTCTTACCG
AGCACCTCCTTCTTCAGCTTCTCATACTGCTCCGTCAGAGCCTTCAGCTTCTCAGGACTC
TTCTCCAGGGCCTTCAGCTCAGCCGGCGAAAAACCAAGCCCCGCCATATCCTTCTGCGTG
ATCCTCCGCTCCGTCCTTCCGTTCCCGTCCTTTATCACAGCCGTGCCCTCAGCGTCCTTC
GTCCCACGCAGATAGTCCATCAGCACCTTTATGCGGTCTATTATCTTCTGCACCTCTGCC
ACACTCTTCTCCGAAGTGTCAGCAAACAAGTCCACAAGCACCTTGTTCTCCTTGCCAAGC
TCCGTCAGCTGAGCCTCGTCCACAGACTTCAGCGCAGCACGCTCCTGCTTCGCCAGCTCT
GCCAACGCACGCTCCTTCACATCCTCCCCTATAGGACGCCCCTCTGCGTCCACAGCCTTC
TCTATCTGAGCACGATCCTTAGCAAACTTCTCGCTGATGCTCTTGCGCTGCTCCTCGTAG
TCTTGGTACTTGGCGAGCAGCTTTTCGTACACCTTCGCTTGCTCTTTCAAGTCAGCCTCA
CCGCTCACCTTGTCCAGGTATCGGCGGCTCTTGTTTATCTGCACCTGCACATTGCTTCGC
TCATCATCCACACCGATGATAGCGCCAAGCCAGTTCCTGCGCTCCTGCCAGCGTTTCAAG
TCTTTCAGCAGCTCCTCCACACGCTCTCCTTCAATGTTCTCAGCGAGATGTCCGTCGTTA
TCACGCATATAGCGGTTCATCACAGAGCGGTCGCTGCTCAGATTCCCGTCCTTCAGAATG
TCGTCGTTCCAGTTTCGTAACGCAAACTCAAGCATAGCCACCATGTCCTTCACGCTCTCA
TAGCTCTCTGTCATCGTTTTCAGAGTCTGAATAGGGTCGATGCCGTCGGCAAAGTCGTTC
TCCTGCAGCCATTGGCGGTAGAAGTTCCAGTCGCTCGTGCCAAAGTATTGGCTCATCGCT
TCTGAAGCCACAAGCTTTTCCGCCAGGTCATCAAGTGCATCGCTCATGTTTTCCAGCTCG
TCTATAGGCCTCGAAAGGTCCAGTTTCGTCAGCGTGTCCATCATCTGGCTGAAGTCCAGC
TCATTCAGGCTTTCCGTAGTGCGGTCTGTTGCAAGCCTTAGTGTTTCAAAGGCTTTCACG
ATGCGCACCTTGGCAGAATCTATCTTGGTGCTCTGTTTTGATAGGCGATCAGCATAATCG
TCTATCGTTTTAAGGTCTTCTATCTTCACGCTCCCTCTCATAGCTTCACATATTTTGGGT
TAGTTCTCGTCAGCTCTATAGCTGCTCGGTAGCAGTAAAGAGCGTTAGCATAAGTTTTCA
GTTCCTTCCAGCGGCTGTAGCCATAACGCTTCACAAGAAGGCGTTTGCCGCTCGTTTTCA
AAAGTGTCATGCCGTTCTTGCGGCAGTTTCTCTGAGAATATTTGTCCATAAGCCTTTATT
TATAATTAATAATTTGTAGTTTACCCCCCCCCCGATGCCCTTGGCTCTTCGAGGTTCGTC
ACAAGTACATCAACGAGAACGACATCTATGTCTTTGGTGATAGGCTCATACATCGGGTAT
ATCTCGTTTGGCACATGATAGAGCGCCCTGGGCACTGGCGCGTCCTCTCCAACAAAGGCG
ATAATCTCACACTACCAGAGGATATCGACAAACTTTGGTAGCCTTTTTCTTGCACAGCTC
GGTGTTTTTTCGTATCTTTGCAGTGTTCAAATTCAAAACATCGTGCATAGCACAAGCGAC
GCCAATCTAATGGCAAAATATAGACGCTAGCTGCGTCAGTTTTGACCTTAGCGGTGCGCA
AACCCCGTTCTGTAGTTGTAATGGCTGCAGAAGGTTTGTTTTGAAACCTGAACAGCGGGA
AGTGGCGCACCGCTTTCTTTTTGTGCCGCATGTTCAAATTCAAAACAATATGTCTAACAA
ACAGATTTTCGATTTTTCCTTCAACGGAAATCTCCTCTCCGTCCGTCAGCAGAAAGACGG
GCTGGTATTCAACGCAAAGCAGGTTTGCACCATCTTGGGGATGAAAAACACTGCAATGGC
TCTTAAAGCGCTCGACGACGACGAAAAGGGTATAAACAATGCTTACACCCTTGGAGGCAA
GCAGAAGATGCTTTTCATCTCCGAGTCCGGGCTCTATCATCTCATCTTCATCTCCCGCAA
GCCGCAGGCTAAAGCCTTCCGCCGTTGGGTCACATCCGAGGTCTTGCCATCCATAAGGCG
TAGCGGTGCCTATGTCAAAAAGCCAGTTTCCCAAGACAAGGAGCTCTTTGCTGCTATGAA
GCGTTTTATCGCTCCGGCTGATTATAGAGAGGTAGCAAAAGCTTTCGGGGTGTCCGTCGG
CCACGTTCAGAATGTTGCTTCTGGCCATTCCCGTTCCTTCGCCATTTTTCAGCACCTTCG
CGACATCGCCTTTTCCAATCGTCAGCAAGGCATAGTTTTCGAAGCTCCGCAGCGTGTATC
CGCAGAGCAGTACAGGCAGCTTCTCATTCCGTTCGCACCCGATAGCATGAAAGGGGGCGA
AAAATGAAACAGCAAATACAATTCGAAGCAACATTACAGCTGCTCGCAACTCTTGATTCA
AACGAACTTCCATCGGCTTTAATCGATTCTATTCAACATTACACCGAAAGTCTATACAAA
GGCAATTTTATAGTTTCAGATAGTGACAGTAATAACATTTATGTCATGCTTTCTTTGCTT
CGTGCCTTGCTTAAAGACTTGTGCGGTCTCTCTTTATAACTTTTTCTGTTCAGCCTCGCT
TTACTTTGGTAGAGTGGGGCTTTTTCATTTCTTCAGTCTTGTTTGAAAACACTCCAGGAT
CTCCTGAGCGGTACGCTTCCCTTTCACTTTACGCGACGGTCCAGAGTCTTTCTTGCCCTT
CACCTTCACATACCGCGGAGCATCGGCAAGCATCAGCACCAGAGTCTCCCAGTTCACACC
CCACAGCATATAGTCCACACTCCAGCCAGTAGCCTGAGCCACCTGCCAAAGCATACCGAA
GAGGCTATGTGAACACTCATACTTAGTTCTTAACTCCCCTTCCTTTAATGGCTCGCTATC
GTCGGCTTCAGCGGATTCGTCGCCGCCGACAATGCGATAATACTCTCGAAACCCCGAGTA
CCCAGCAGAAGCGTCCAACGTCGGAAAGCAGCCTCAAGCCAAACGTCATCCACCCACCAG
CGTAGCAACCATGCCACCACGCCCGACAGCAGCAGACCGCTCCACTTCCCCCTGCATATC
GTCAGAGCAACAATCCGGCTCACAGTGCGACCGTGCTCCCCAAGCCAAGCCAGACGCTCA
GCCTCTGTCATCGCCTCCAGCTCCGCGTGAGTCACGTTCATGCCGGCAAACAGACGAGCT
ATGCGTATCTGACCGCCAAGACGCGGACGGCCCATCCTGAAACGCAGACGTATCGCCTCC
TTGCGCCACGGCAGCTTCAACTCCTTAAAAGGAACGGAGACACCCACGTCCAAAAGTGCC
TCCGCTGCCTCTTTCTCAATATGGCTGTCCTTCATCGCTCTCGGTGTTTATCTATCCAGC
CACATCATCAATGCTGTAAGGCTTGCTACCGTCGTCCGGAATCATCACCTCAACCTCAAC
CTTCACCTTCGACACACTGTCCAAGTTCAGGTCGCCGTCAATGTATGCCGAGATGAAAGC
CTTCCGGATGTTTATCTCGTGCGACGAGTCCGTCTGTATCGTCAGTGGGCTCGTTATCTG
CACCAGATCCGATGGAGCTTCCCAGCCCGTCGCTTTCTCCGCCGTCTTCTTCACCACACC
GCCCATCAGAGCTGCCATGTTCTCGTAGTCCATCTGGATCAAGTCAAAGCTCGGAGCTAT
CGTGCCGTTCGACTTCGGAATCACAAGCACAGGGCCGCCATGCTTCTGGGCAGCATTGAT
CTTCGTCACCTCGCCCTTCGCACCGTTCAGCTTGAAGCTGTTTTCCTCGATGTAGCCAAG
CTTTTTTTCGCCTACCTTAACGACCGCCAGGCCGTACATAAAATCGTTCATAAATCTTCA
TTGTTAAAATTGTTATTACCGTGCAGACTATTCCGCCTGCAATAAATACACACCAGTCCA
CCCACCACAACCCTCGCTCTTTCGAACGTTCTTCAACCGCCGTTTGAGCACTGTCCTGAA
GATGAGCGTTCTTCACGCTCAGGCGCTCGTTCTCCGCCTCATAATACGCACACAGACGCG
CCAAACTGTCGCAGCCGCTCTCTATCACCAGGGTAGGAGGCTTGCCGCCCGTGTTCTGCT
TCACACTCGCCTTCACGTGCGCACGGCCCGAGCTCGCAGCATAGCTCGCTCCTTCAGGCA
GTCGCCACAGACCGGAGTCAAGCGCTATCTCCAGCAATGCCGTGTCCGCCTTCACTGGTG
CCGTCCACCACGCCTTCATCACGCTCGTCGCGGCGCTTGCGCTGTCCTTTCGCACTGCGC
TTGCCGACACTTTGTTTTCCGACCTCACCGTCTGTCTCGTCGAGCTGCAGCTCGCTGCTG
ACAGGACAAGCAGCCCGGTGAGGACATAGCTGAATAGCCTCAATGGCACGCGACAGACGG
TTGACAGCACGGCGCGTGAGGTTGTTTTCAGCCACCAGTTTCTCAGTGATCTTTGTCGTC
TCTTCATATTTCTTCTGCGTTTCAACAAGCAGCGTCGATACGTCTTCGTACATCACCTTG
TAGGTGTCATGCACGCTCTTCGCCGTCTCGGCCTCCTTCACCTTGCGGTTCGCAACCCAA
GCGATGGCGGCACCTATGCCGCCCGAGGGTATAGCCCACTGCAGGATTTGCATGATTACT
GTGTCCGCCATCCTTGTTTTCTCTTTATTCGTTATTTACTCTGTTTTCACACTCTCCTTA
CTGCCTGATGCCGATGCTCTCTAACCATGCCTTCACGTCAAAACTCGGGCAGGCTTTAGT
CACGCCTGGCAGGTCACGGTGACCCACAATCTTGATCTGTGGAAACCTTTCATGAAAGTT
CCTCACATAGTCAGTCATAGCCTTCAGCTGTGCCGCCGTGCGCGTGTCCTTGGCCGTCTT
GCCGTCCTTAGCCAGACCGCCGGCATACACCACATGGCGGCTCACCGAGTTATAGCCCGC
AGCACCGTTCGTCACCTCCCAGGGGTCCACCTCCGCATCCTCGTTGTTCTTCACCAGGCG
CTCCACTGTTCCGTCCAGATGGAACAAATCGGTGTAACCCACCTGCTTCCAGCCCCTGCC
GCCCTTCTTCACCGGGTCAGTGTGCCAGTGGCGTATCTCTTTAGAGCTTACCTCACGGCC
TTCTGGAGTGGCTGTGCAGTGCAGCACCAGATATTTCATCCTTGCCATAGCCTAGCCGAT
GGGGTCAGCATACTCTGCCAAACCGCGTTTCACAACGTCCTGGGCACGCTCCTGCTCAAA
TTCAAGCACCTCACCTGCCTCGTGCACCACGCTCAGGTCTTCCTTGTCGCGAAACTTTGC
CACGACCTTCACACTCACTGTCTTTTTCTCTGCCATAATCTTTTTTTTATTTAAGTTGTA
TTTGTTACCAGGGCGGAGGCGGTTCCACGCACTCCGCCGTTCACAGTTTCTATCCCTCGG
GCACGTAATTGAACTTCTTGGTCTTTCTCCAGTCCATCACCACAATCTCCTCGCCGAAGC
CAACGTTCGTGTCGGCCTTTATCAGCAGCTTGAAGAAGTACAGCTCCGACGGGTTGCTCA
GCTTGTCTATCTGGATCACGTTCTCGTCGTCCTGAAGGTTCACCGCAGCGAAGAAGTTGC
CGTCCGCATCGGGCGAGCACAGCGTCGCCATGATGAGCGAGTCAGGCCAGGCGGCCACTG
TCTCGATGGCGATGCCCTTGAAGCGCTTGCTGTTCACCTCGCTCTCGTTAGAGTTCTTGT
GCTCGCGCTCTGTCAGTTCCTTGTCGTACTGGTCAAAGTCGTCAACGCTCATCAGAATGC
GCAGGTTCGGGTTCTCGCGCATCGCCTTGGGGATGGCGTTGCGCACAGCATACAAGCGGT
CTATCATCGAGGTGGGGCCCTCAGGGTTCACCACAATTACGTCGCTTGCCTTGGCTGCTT
GCGTCAATATGCCGTCCATCAGCTGGTCGTCGGTGCCGCCGCTCACATACTCGCCGTTCA
CAAACAGGTTGCCAAGCTCAAACTGCACCTGCTTCGACAGCGCCTCCAGAAGAGCGTTCT
GGGCCTCGGGAGGAAGTTCCGCAAACACCAGGTTGCCCTTAGGCTGCCACTTTCTCCATA
TCTGCTCAAAAGCTCGTGGGTTAAACACCGTGAACGCCATGAAGTCGTGGGGCTCCAAGG
TCTGCTCGCTGTAATTGAAGTCGCCCTGGGCATCGCTCTTCTGAGGGTCTTCCTTGCGCT
TCTGCAGCATCTTGCCCGCCTTTAGGCGTGGCACGCTGATTTTCTTTTCCACACCGGGAA
TCACCATGATGAGTCCCTTGTCCACAAGCTCGTTGCCCGTGGTCGCAACGGTCAGGATGC
GCTCCAGCACCTCGCCGTTGTAGTTCGTGTTCTTTACTACTATTGCCATTTGTTTTCCTT
TTTATGGTTCTTCTGTCTCTCTCGTCCTTTACTGGAACTGGCGCTTCATGCGCGCTTCCC
TGATTTGCTTCTGGCGCTGCTCCCATGGGCCGTCGCTTACGCCGGGCTGCACATGCAGGT
CGTTCATCACCTTGCGCTTCGGGGTCAGCGCGGAAAGCACCTTCTTGCCCTCGTCCATGT
TTCCCTTCAGAATGTTCTCGAAGGTCGGGCGGCTTTCAGCGTTGATGCGGCCGTCCTGCT
CAGCTGCGTCCAGCAGTTCCTTGCGCTCAGCCTCTGCGTCTGCCTCTGCTTTGTCCTCAA
AGCCCTTCAGCTTCTTCTTCAGATCTTTGTTCTCGTCCTCCAAGGTCTGTGCCTTGCCGG
CAAGGGTCGCATAGTGCTGAGCCCTCGCCACCACTTCTTCATCACTCTTGCAGTCCTTAA
ACTGCGCCTGTTTCTTCAGTTCTTCTAATGTCATATCGTTCGCTTTTTGTGGCTCGTTCC
TGAGCCGGTTGTTGAATGTCGTGTATATCTCCTCCTGGGTGCTGTCCTCAGCCACGGGGT
CCGCATCATAAATGCCGTCTATCAGACCCATCTGCAGGGCCTCCTGCGCCGTCAGCCAGT
GGTCTGTCCCGTCAAAGTATTGGGCTTTCACTTCTTCTTTGCTCATGCCCATGCGTTGGG
CGTACATCTCGCCCAGACTGTCCTCAAGGCTCTCTATCTCCGCGATGCATTTCGCCATCT
CTTGCTTGTTGCCGTAGCAGCCACCGCTCACGCTGTGAAGCATCAGACGCGCATACCGGC
TCATCTCCACTGGCTTGCCGCACAACGCTATCACGCTCGCCATGCTCGCCGCTACACCGT
CCACGTAAAGGCGTATGTCTGCATTGCTCTGGCGGATGGCGTTGTAGATGGCTATACCGC
TGAACACGTCGCCGCCGTTCGAGTTGATGCGGATGTCTATACGCTCACTTTCCTCGGCGC
AGGCTGCCAGCTCGGCGGCTATCTGACCGCTCGCCACCTCGTAGCCGATGTCGCCATACA
TGTAGATGGTGCTCACGCTCGCCGCTTTCTTGATATTGAAATATTTGCTCATTGTCTCCT
TCTTTGTCGGGCAGTTTGCCCATGTTGCGGTTGCAAAGTTAATGGCTTTCCAACCTCATT
CCATACCCCCTGTTTTATCATGAAACGTTATGCCGGCATCATAACGCCGCAACTTGTCAT
CATGCTTTTCACTCGCTCGGATTCACTCCTTTTCACGGTAATTTTGCACTGCATTTATTC
ACATTATAAACAGATTTTTCAATGGCAGATTTAACCAATACACAGAAAAAGGAGTGGGCT
CGCACGCTTTATCTCCGAGAAAACCTCACACAGCAGGAGATTGCCGACCGTGTGGGAGTG
TCACGCGTCACAGTCTCAAACTGGTGCCGCGGCGGCAAATGGGAGGAACAGAAGGTCGGA
CTCACGCTCACACGACGTGAGCAGGTACAAAGCCTCTATCGTCAGGTGGCCGAAGTCAAC
AACGCAATACAGCTCAAACCAGAGGGGCAACGATACCCTGATGCTAAGCAGGCTGACACT
ATCGTGAAGCTCACATCAGCAATACGAAACATGGAGCAAGAGGTGGGCATCGCCGACCGC
ATCGCTGTGCTCACTGATGTCATCGAGTGGATGCGACCATCCGACCTCGACAAGGCAAAG
GAGCTAACCTCGCTTTTCGACGCTTACATCAAGGACAAACTCTAACAGCGT