##gff-version 3
##sequence-region Gordonia_phage_Lysidious 1 50948
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	1	1569	162.5	+	0	ID=Gordonia_phage_Lysidious_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	1581	2957	207.4	+	0	ID=Gordonia_phage_Lysidious_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	2957	4369	199.6	+	0	ID=Gordonia_phage_Lysidious_CDS_0003;transl_table=11;phrog=3894;top_hit=KU160660_p10;locus_tag=Gordonia_phage_Lysidious_CDS_0003;function=head and packaging;product=head maturation protease
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	4371	4823	92.6	+	0	ID=Gordonia_phage_Lysidious_CDS_0004;transl_table=11;phrog=673;top_hit=NC_031249_p5;locus_tag=Gordonia_phage_Lysidious_CDS_0004;function=head and packaging;product=head scaffolding protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	4850	5779	184.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0005;transl_table=11;phrog=1650;top_hit=NC_026606_p9;locus_tag=Gordonia_phage_Lysidious_CDS_0005;function=head and packaging;product=major head protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	5783	6211	61.4	+	0	ID=Gordonia_phage_Lysidious_CDS_0006;transl_table=11;phrog=2322;top_hit=NC_031237_p7;locus_tag=Gordonia_phage_Lysidious_CDS_0006;function=connector;product=head-tail connector protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	6208	6600	41.5	+	0	ID=Gordonia_phage_Lysidious_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	6600	6962	53.1	+	0	ID=Gordonia_phage_Lysidious_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	6971	7231	50.7	+	0	ID=Gordonia_phage_Lysidious_CDS_0009;transl_table=11;phrog=16006;top_hit=NC_030943_p11;locus_tag=Gordonia_phage_Lysidious_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	7228	7518	33.7	+	0	ID=Gordonia_phage_Lysidious_CDS_0010;transl_table=11;phrog=9658;top_hit=NC_031237_p10;locus_tag=Gordonia_phage_Lysidious_CDS_0010;function=connector;product=head-tail connector protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	7511	7798	29.8	+	0	ID=Gordonia_phage_Lysidious_CDS_0011;transl_table=11;phrog=5837;top_hit=NC_031237_p11;locus_tag=Gordonia_phage_Lysidious_CDS_0011;function=connector;product=head closure Hc1
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	7795	8214	65.7	+	0	ID=Gordonia_phage_Lysidious_CDS_0012;transl_table=11;phrog=123;top_hit=MF919521_p13;locus_tag=Gordonia_phage_Lysidious_CDS_0012;function=connector;product=tail terminator
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	8320	8958	148.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0013;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0013;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	9061	9471	72.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0014;transl_table=11;phrog=8183;top_hit=NC_031072_p15;locus_tag=Gordonia_phage_Lysidious_CDS_0014;function=tail;product=tail assembly chaperone
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	9564	9845	25.3	+	0	ID=Gordonia_phage_Lysidious_CDS_0015;transl_table=11;phrog=8183;top_hit=NC_031072_p15;locus_tag=Gordonia_phage_Lysidious_CDS_0015;function=tail;product=tail assembly chaperone
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	9915	10418	22.3	+	0	ID=Gordonia_phage_Lysidious_CDS_0016;transl_table=11;phrog=1492;top_hit=NC_030939_p67;locus_tag=Gordonia_phage_Lysidious_CDS_0016;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	10418	15961	872.5	+	0	ID=Gordonia_phage_Lysidious_CDS_0017;transl_table=11;phrog=4197;top_hit=p189664 VI_00038;locus_tag=Gordonia_phage_Lysidious_CDS_0017;function=tail;product=tail length tape measure protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	15958	16818	130.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0018;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	16815	18461	286.7	+	0	ID=Gordonia_phage_Lysidious_CDS_0019;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	18478	19185	115.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0020;transl_table=11;phrog=1512;top_hit=NC_028860_p6;locus_tag=Gordonia_phage_Lysidious_CDS_0020;function=lysis;product=endolysin
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	19185	20096	148.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0021;transl_table=11;phrog=3084;top_hit=NC_015720_p19;locus_tag=Gordonia_phage_Lysidious_CDS_0021;function=lysis;product=endolysin
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	20099	20560	81.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	20624	20878	9.1	+	0	ID=Gordonia_phage_Lysidious_CDS_0023;transl_table=11;phrog=11800;top_hit=MH020241_p22;locus_tag=Gordonia_phage_Lysidious_CDS_0023;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	20865	21323	64.3	+	0	ID=Gordonia_phage_Lysidious_CDS_0024;transl_table=11;phrog=10261;top_hit=NC_030921_p24;locus_tag=Gordonia_phage_Lysidious_CDS_0024;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	21317	22117	108.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	22114	22488	56.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0026;transl_table=11;phrog=9406;top_hit=MF919521_p27;locus_tag=Gordonia_phage_Lysidious_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	22481	23548	161.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0027;transl_table=11;phrog=4120;top_hit=NC_030932_p24;locus_tag=Gordonia_phage_Lysidious_CDS_0027;function=tail;product=minor tail protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	23548	25107	161.5	+	0	ID=Gordonia_phage_Lysidious_CDS_0028;transl_table=11;phrog=737;top_hit=NC_031122_p24;locus_tag=Gordonia_phage_Lysidious_CDS_0028;function=tail;product=minor tail protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	25107	25445	41.1	+	0	ID=Gordonia_phage_Lysidious_CDS_0029;transl_table=11;phrog=8055;top_hit=MF919521_p30;locus_tag=Gordonia_phage_Lysidious_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	25438	26262	161.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0030;transl_table=11;phrog=25765;top_hit=MF919521_p31;locus_tag=Gordonia_phage_Lysidious_CDS_0030;function=tail;product=minor tail protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	26265	27527	223.3	+	0	ID=Gordonia_phage_Lysidious_CDS_0031;transl_table=11;phrog=35313;top_hit=NC_030943_p33;locus_tag=Gordonia_phage_Lysidious_CDS_0031;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	27524	28084	23.9	-	0	ID=Gordonia_phage_Lysidious_CDS_0032;transl_table=11;phrog=38451;top_hit=NC_030943_p34;locus_tag=Gordonia_phage_Lysidious_CDS_0032;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	tRNAscan-SE_2.0.12	pseudogene	28455	28559	31.7	-	.	ID=Gordonia_phage_Lysidious_tRNA_0001;transl_table=11;trna=tRNA-Pro(CGG);isotype=Pro;anticodon=CGG;locus_tag=Gordonia_phage_Lysidious_tRNA_0001
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	28842	29069	24.9	-	0	ID=Gordonia_phage_Lysidious_CDS_0033;transl_table=11;phrog=6153;top_hit=NC_031118_p37;locus_tag=Gordonia_phage_Lysidious_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	29426	30298	103.4	-	0	ID=Gordonia_phage_Lysidious_CDS_0034;transl_table=11;phrog=12638;top_hit=NC_031118_p39;locus_tag=Gordonia_phage_Lysidious_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	30433	31824	141.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	31826	32035	10.6	-	0	ID=Gordonia_phage_Lysidious_CDS_0036;transl_table=11;phrog=5316;top_hit=NC_031251_p37;locus_tag=Gordonia_phage_Lysidious_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	32028	32459	10.3	-	0	ID=Gordonia_phage_Lysidious_CDS_0037;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	32509	33303	60.2	-	0	ID=Gordonia_phage_Lysidious_CDS_0038;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	33449	33712	6.6	+	0	ID=Gordonia_phage_Lysidious_CDS_0039;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	33709	33888	2.5	+	0	ID=Gordonia_phage_Lysidious_CDS_0040;transl_table=11;phrog=15107;top_hit=NC_030921_p38;locus_tag=Gordonia_phage_Lysidious_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	33885	34706	107.8	+	0	ID=Gordonia_phage_Lysidious_CDS_0041;transl_table=11;phrog=8036;top_hit=p141028 VI_07779;locus_tag=Gordonia_phage_Lysidious_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	34706	34960	19.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0042;transl_table=11;phrog=17603;top_hit=p40295 VI_04151;locus_tag=Gordonia_phage_Lysidious_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	35056	35220	33.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0043;transl_table=11;phrog=8218;top_hit=NC_030921_p40;locus_tag=Gordonia_phage_Lysidious_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	35229	35399	22.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0044;transl_table=11;phrog=6554;top_hit=NC_030917_p105;locus_tag=Gordonia_phage_Lysidious_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	35396	35719	48.3	+	0	ID=Gordonia_phage_Lysidious_CDS_0045;transl_table=11;phrog=9588;top_hit=NC_030921_p41;locus_tag=Gordonia_phage_Lysidious_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	35716	36054	13.5	+	0	ID=Gordonia_phage_Lysidious_CDS_0046;transl_table=11;phrog=9909;top_hit=NC_031265_p45;locus_tag=Gordonia_phage_Lysidious_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	36051	36353	44.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0047;transl_table=11;phrog=9909;top_hit=NC_031265_p45;locus_tag=Gordonia_phage_Lysidious_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	36350	36580	22.8	+	0	ID=Gordonia_phage_Lysidious_CDS_0048;transl_table=11;phrog=11014;top_hit=NC_030943_p50;locus_tag=Gordonia_phage_Lysidious_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	36577	36939	40.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0049;transl_table=11;phrog=664;top_hit=MF072690_p140;locus_tag=Gordonia_phage_Lysidious_CDS_0049;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	36936	37274	20.3	+	0	ID=Gordonia_phage_Lysidious_CDS_0050;transl_table=11;phrog=5984;top_hit=NC_031249_p49;locus_tag=Gordonia_phage_Lysidious_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	37271	37459	29.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0051;transl_table=11;phrog=9981;top_hit=NC_031118_p55;locus_tag=Gordonia_phage_Lysidious_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	37456	37770	39.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0052;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	37767	38126	47.5	+	0	ID=Gordonia_phage_Lysidious_CDS_0053;transl_table=11;phrog=6877;top_hit=MG872834_p55;locus_tag=Gordonia_phage_Lysidious_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	38126	38479	51.3	+	0	ID=Gordonia_phage_Lysidious_CDS_0054;transl_table=11;phrog=572;top_hit=MH020241_p54;locus_tag=Gordonia_phage_Lysidious_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	38476	39063	106.3	+	0	ID=Gordonia_phage_Lysidious_CDS_0055;transl_table=11;phrog=192;top_hit=NC_026597_p76;locus_tag=Gordonia_phage_Lysidious_CDS_0055;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase exonuclease subunit
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	39063	39953	109.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0056;transl_table=11;phrog=434;top_hit=p212641 VI_05731;locus_tag=Gordonia_phage_Lysidious_CDS_0056;function=DNA, RNA and nucleotide metabolism;product=RecE-like recombination exonuclease
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	39950	40477	31.8	+	0	ID=Gordonia_phage_Lysidious_CDS_0057;transl_table=11;phrog=1492;top_hit=NC_030939_p67;locus_tag=Gordonia_phage_Lysidious_CDS_0057;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	40474	41439	166.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0058;transl_table=11;phrog=4171;top_hit=NC_031097_p54;locus_tag=Gordonia_phage_Lysidious_CDS_0058;function=DNA, RNA and nucleotide metabolism;product=RecT-like ssDNA annealing protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	41436	41741	47.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0059;transl_table=11;phrog=8105;top_hit=NC_031237_p56;locus_tag=Gordonia_phage_Lysidious_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	41738	41953	20.1	+	0	ID=Gordonia_phage_Lysidious_CDS_0060;transl_table=11;phrog=12075;top_hit=NC_031237_p58;locus_tag=Gordonia_phage_Lysidious_CDS_0060;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	41937	42434	101.7	+	0	ID=Gordonia_phage_Lysidious_CDS_0061;transl_table=11;phrog=8336;top_hit=NC_031237_p59;locus_tag=Gordonia_phage_Lysidious_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	42438	42620	26.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0062;transl_table=11;phrog=10784;top_hit=NC_031237_p60;locus_tag=Gordonia_phage_Lysidious_CDS_0062;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	42617	42802	27.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0063;transl_table=11;phrog=10682;top_hit=p184266 VI_04120;locus_tag=Gordonia_phage_Lysidious_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	42799	43584	132.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0064;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	43581	43799	18.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0065;transl_table=11;phrog=11360;top_hit=NC_031237_p63;locus_tag=Gordonia_phage_Lysidious_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	43796	44185	52.4	+	0	ID=Gordonia_phage_Lysidious_CDS_0066;transl_table=11;phrog=12575;top_hit=MH020241_p66;locus_tag=Gordonia_phage_Lysidious_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	44185	44499	47.6	+	0	ID=Gordonia_phage_Lysidious_CDS_0067;transl_table=11;phrog=13233;top_hit=MH020241_p67;locus_tag=Gordonia_phage_Lysidious_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	44654	45262	35.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0068;transl_table=11;phrog=6254;top_hit=NC_018859_p49;locus_tag=Gordonia_phage_Lysidious_CDS_0068;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	45255	46040	20.0	+	0	ID=Gordonia_phage_Lysidious_CDS_0069;transl_table=11;phrog=2447;top_hit=KY471268_p53;locus_tag=Gordonia_phage_Lysidious_CDS_0069;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	46037	46333	36.5	+	0	ID=Gordonia_phage_Lysidious_CDS_0070;transl_table=11;phrog=2857;top_hit=NC_031269_p54;locus_tag=Gordonia_phage_Lysidious_CDS_0070;function=tail;product=tail fiber protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	46330	46620	33.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0071;transl_table=11;phrog=16913;top_hit=MF919521_p75;locus_tag=Gordonia_phage_Lysidious_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	46715	47311	73.7	+	0	ID=Gordonia_phage_Lysidious_CDS_0072;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	47308	47790	67.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0073;transl_table=11;phrog=13993;top_hit=JF937090_p77;locus_tag=Gordonia_phage_Lysidious_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	47787	47972	3.4	+	0	ID=Gordonia_phage_Lysidious_CDS_0074;transl_table=11;phrog=12987;top_hit=NC_031118_p77;locus_tag=Gordonia_phage_Lysidious_CDS_0074;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	47969	48745	92.6	+	0	ID=Gordonia_phage_Lysidious_CDS_0075;transl_table=11;phrog=908;top_hit=NC_030943_p82;locus_tag=Gordonia_phage_Lysidious_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	48742	48939	16.6	+	0	ID=Gordonia_phage_Lysidious_CDS_0076;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	48936	49346	35.1	+	0	ID=Gordonia_phage_Lysidious_CDS_0077;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Lysidious_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	49505	50005	38.9	+	0	ID=Gordonia_phage_Lysidious_CDS_0078;transl_table=11;phrog=8604;top_hit=NC_022069_p99;locus_tag=Gordonia_phage_Lysidious_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	50166	50528	16.7	+	0	ID=Gordonia_phage_Lysidious_CDS_0079;transl_table=11;phrog=1808;top_hit=p216073 VI_00047;locus_tag=Gordonia_phage_Lysidious_CDS_0079;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Lysidious	Pyrodigal-gv_0.3.2	CDS	50645	50947	27.2	+	0	ID=Gordonia_phage_Lysidious_CDS_0080;transl_table=11;phrog=1496;top_hit=NC_031249_p1;locus_tag=Gordonia_phage_Lysidious_CDS_0080;function=head and packaging;product=terminase small subunit
##FASTA
>Gordonia_phage_Lysidious rotated=True rotated_gene=terL
GTGGCAGCGGCGACGAAGACGGCCTCTCCGGGCTCTGACCTGTCGGAGTGGCCGCGGCTG
GAAGGCCGGCAGGAACCGCGGCTGCTGTCGGAGTGGGACGGCGACGACACCGACGGTGTG
AAGGCGGTCGAGCTGGGTCGTCGGGTCGGGAAGAAGGCGATGCCGTGGCAGGCGACGATG
CTGCGGTCGTGGATGCGGCGCCGTCCGGATGGGTTGTGGACGCATCCGGAGTGCGTGGCG
ATCATCGCGCGGCAGAACGGTAAGACGCTGCTGGTGATTCTGCGGATCCTGTGGGGTCTG
TTCCTGGCGAATGACCGTCAGGGCGAGCGGATTGTGTACTCGGCGCAGAGATGGCCGACC
GCCGAGGACGTGTATAAGCGCGTGTGGGCGATCATCGAGGCCCGCCCGTGGCTGAACCGG
CGGGTCGTGCAGCACGTGTGCTCGGGTGGGCGGGGCCTCATCGTGACCGACCGGGGCGCG
CGGTGCGCGTTCGTCACCCGGTCGGCTGACCTCGGTAAGGGTTTCGACGAGGTCGACCTC
GTGATCTACGACGAGGCGTACAACCTGACCGACACCCAGACGGGTGCGCTCGATCCGACG
CAGACGGCGGCGGCGAACGCACAAACGATCTACCTGTCCACCGCGGTGGACGAGTCGACG
ATGCCGAATTGCCACGTGCTGGCGGCGATCCGGCGGCGCGGCCTCGCTGGCGAGGAAGAC
CTGTACTTCGCCGAGTGGTCCCCGGAGGACGGGATGCCGCTCGACGACCCCGACACGTGG
GCGTTCGTCAATCCGTCGTACGGGGTGATCCAGAAGCCGCGGTTCCTGCGGACGAAGGCC
CGCAACGCGAACACGTCGAGGAAGCGACGCATCTTCGAGCTGGAGTTCCTCAACCGCGGG
CACTGGCCGAAACCCGAGGACGATGTCGAGCTGCTGGTCGACCTGGAGGAGTGGTCGGAT
ATGCGGTGCCTCACTCCCAAACTGACGGGGCCGATCGCGTTGGCGCTGTCGCGGACACGA
TCTCGGGATCGGTGGGCGTTGGCCGCGGCGCAGCACCGGGTCGACGGCAAGGTGCACGTC
GAGGTGGGGTACTTCCGGCAGGCCACCGCGCAGGAAGTCGTCCGGTTCGTGATGGCGGTG
CTCGAGCGGTCCGATCCGGTGGCGCTGGTGATGGATTCACACGACCTCGCGAAGTCGGCT
GTGCCGCTGCTGATCGCGGCGGAGGTGGAACCGGAGCTGTTGTCGGCATCGCAGTACGCG
GAGGCGTGCGGCGGGTTCCTCGACGACGCGACGTCGGGGCAGCTGTCGCACGCCGGGGAC
GTCGAGATCTTGCGGGATGCGGTGGCGGATGCGACGAAACGGGATCTGCCGAAGGGCGAC
TTCGTGTGGGACGACTCGGTGGGTGATTCGGCGGCGCCGTTGAAGGCGATCACGTTGGCG
CGGTGGGCGCTCATCACGTTCGGTACGCGGGCGAAGAAGAAGCCGGCGTCGCCGTCGCGC
GGTACTGGGCAGCGGACGAGCACGAACAGGGCGACTGGCGAATTGGACCTGATGGCAGTG
GGATTCTAGGGAGGTGACACGTGGCAACTGAACCAGTGGTGAAGCCGCCGAAACCGGCGA
TCCGTGAGAAGGGCTATGTGCACGGCCAGATCTCGGCGGCCGAGGCGGGTTTCTCCCAGT
GGGAGATGTTCGAGCGTGTCCCTGACCTGCAGTGGCCGGCGTCGGTGCAGACGTTCTCGC
GGATGCTGCGGGAGGACTCACGGGTGTCGTCCCTTCTGGCGGCGATCACGCTGCCGATCC
TGCGGGCGCAGTGGCGGATCGCGCCGAACGGCGCCCGGGACGAGGTCGTCGAGTTCGTGG
CCCGCAACATGCGGTTGCCGATCGATGGCGCCGAGGACGAACTGAACTACGGCCGGTCGA
AGGGTCGGTTCTCGTGGAAGCATCACCTCCCGCAGGCACTCACCGCGCTGCCGTACGGGC
ACAGTGTGTTCGAGCAGGTGTACCGCGAGGAGAACGGCAAGTTCTGGCTACGCAAGCTCG
CTCCGCGCCCGCAGCGCACCATCTCGAACTGGAACGTCGCGCTCGACGGCGGGCTGATGT
CGATCGAGCAGGCCGCGCCGGCGTCGACTGCGAAGGTGATCTACGGCCCGAAGCCTCTGT
CCATCCCGATCGGCCGACTGGTGGTCTACACCCGCGACATGGAGCCGGGCATGTGGGTGG
GGAACTCGCTGCTGCGGCCGAGTTTCAAGCACTGGCTGATCAAGGATGAGCTGATCCGGT
ACCAGGCGATGGCGATCCGCCGGACCGGCATGGGTATCCCGGTCGCGACGGCCGCCGACG
GCGCGTCCGACGAGGACGTGAACAAGCTCGCCGACATGGCGATGGCGTATCGCGGCGGCG
ACAACGCGGGCGTCGGTCTCCCGTTCGGCGCAGACCTGAAGCTCGTCGCCCCGAACGGCA
ACCTGATCGATATCGGCGCCGCGATCGCCTACCACGACAACATGATCGCGATCGCCGGTC
TCGCCCACTTCCTCAACCTCGAAGGCAAGGGCGGCTCGTACGCGCTGGCCAGCGTCCAGG
AGCACACGTTCTCCCAGTCGGTGCAGACCGTCGGTGAGCAGACCCGCGACATCGGCAACG
CGCACGTGATCGAAGACCTCGTCGACATCAACTTCGGACTCGACGAGCAGGCTCCGCTGC
TGGTGTTCGACGAGATCGGCTCCCACCAGACCGCCACCGCCGCGGCGCTGAAGATGCTCG
TCGAAGCCGGCCTGCTGTCACCCGACATCCTCGTCGAGCAGAAAGTGCGCCAGCACTTCG
GCATTCCCGCGAAGGCCGACGACACGCCACCGGCGCAGCCGACGCCCGGGTTGGCTCCCG
TCGCGCCGGCCGCGAGCGCCCGGGCAACTGTTGCACAGCGCGCAACAGTTGGCGCTGACC
AGGGGACATTGTTCTGATGGTCGACGTCCCCGCGACGCCGGTCCTCGCGACCATCCCTCG
TGTCGAGCTCGGCTCGGTCGGCACCTGGGACATCTCGAACATCGCCGGATGGCATCCGAC
CGCCGAGGACTTCGCGTCCGCGGTCGCCGCGCTCGACTGCCCTGCGGTACGGCGCCCGGT
CCTCAAGTTCGGCCACTCCGACGGCCCCGGAGACCCGTCGATCGGGATCGTCGACAACCT
CGCCACCACCGACGACGGACAGACCCTCGTCGGCGACTTCGTCGGCGTGCCAGCGTGGCT
CGCTTCCGCCGACACCGAAGGACGGTCGGTCATCGCGTCGGCCTACCCCGACCGCTCCGG
CGAGTGGGAACACAACTACGTGTGCCAGCTCGGCCACACACACCCGTTCGTCCTCCACGC
CATGGCGCTGCTCGGTGTGACGAAACCGGGAATCGGAGATCTGCAGTCCCTGTACGACCT
GTACGCCAAAGCGCCGCAGGAGAAGGAGATGGCTATGGCCTCAACAGCTCTGGCGTCTGT
GACCGTCGATCAGGTGCGCGCGGCGTACTACAACGGTCCAGCCGCCACCAACTACAACCT
GTGGATTCGGGAGATGCTCGTCGACCCGCCGCAGCTCATCGTGCAGAACGATGCCGACAG
CACGCTGCTGAAGGTGCCGTTCACCGTGGCGGACAACGATGTCACGTTCGGTGAGCCGGT
GAAGGTGACGGTCGAGTACGTCGACTCCACGCCGGTGACCGTGACTCCCGAGGAGGGCGA
GCCCGAGCAGGTCGCCGCCTCGGCCCCAGCCGTTCGGTTCGCATCGCGCGCCGAATCCCG
CCCCGGCCGTCCGGCCGAGGTGTCGAAGCCCGCCGCGGGAGCGGACGGGGCAACCACCGA
AGGAGGCTCAGACGTGGAAATCACGAACGAGCAACTGGCGGCCCTCCGCACCGCTCTCGG
GCTCGCGGACGACGTCGACCTCGACGGCATCATCACCGCTGTCGAGGAGGTCGCGCAGAA
GGCGGCCGACAACACCGAAGACACGACCGCCGGCGACGGCACCCCGGCGGGTACCCCAGC
CGCGGCATCGGCCGGTGCCGGACTGCCCGATGGTGTCGTCGCGATCGACGCCGGACGCCT
GGAGACGCTCGAGGCCAACAGTGCCCGGTTCGCCGCACACCTGGAGAACGAGCGCAAGGC
GGGCATCGAGAAGACGCTCGCCTCGGCGATCTCCGAGGGCCGGATCACCCCGGCGAACAA
GGAGACGTGGCGCAAGTCGTTCGACGCCAACCCCGAGCACGCTCGCGAGTTGCTGGCATC
GATGACGCCCAACTCCGCTGTCCCGGTCCACGAGCTGGGCCACTCGACCGAACCTGCCGA
CACCACCGACGTCCGCGAGGACCCGGCCTACAAGAACTGGAGCGTCTGACATGCCCGGAA
TCGTCCAGGTCACCCAGGGTGGCCCGAAGACCTTCACCCCGGCCGACAATCAGGTCATCA
AGGGAGGCCAGCTCGTCGAGGCCCGCACCGGTGGCCGCATCGGTGTCGCCGCCGCGGGCA
GCCTCAAGGTGCTCGGCGTCGCGCTGACCGACGCTGTCGCACCCGAAGATTTCCCCGGCG
CCAACGGCACCGACGCGATCGGCCGCCCGGTCGTCTCCCTCGCGCCCATCCCCACCACGG
TGGCCGTCGCCTACGCCGGCACCGAGGTGAAGGTGACCTACGCCGCCGACGCGACGTTCG
GCGACAAGCTGATCGCCGCGGCGAACGGCCAGGTCACACCGGCAGGCGCCACCCCCGACG
CCCGCACGATCGTCGGTATCTGCACCGAACCCGCTGGCGTCGACGTGTCCGAAAAGGCAG
TCGGCCTGATCCGTCTCGCCTGAGACACGAACCCGAAAGGACCATCCTCATGGCCAACAC
CATCGTGAGCGTCAGCGACGGACCGAGCTTGACCGTCTCTGACCTCGTCAAGAACCCGCT
GTGGGTGCCGACGAAGCTGAAGGAGCTGATGGAGAATCAGTTCATCAGCGAGGCGCTGCT
CCGCAACGGCGGCAAGAACGACGCCGGTGTCGTCGCGTTCCGCGAAGGCGATCCGACATT
CCTCGACGACGACGTCCAGGATGTCGCCGAGTTCGGCGAGATCCCGGTGAGCGCCGGTCG
ACTCGGCCTGCCGCGTGCCGCGTACGCGACGAAGAAGGCTCTCGGCGTTCGCATCTCGAA
GGAGATGATCGACGAGAACAAGATCGACGCGGTGAACAAGCAGATCACCGGTCTGCGCAA
CACCTTCGTCCGCGCGAACGATCGCGGCGCGAAGGCGCTGTTCTCCTCGCCGGCCGTCCC
GACGATGCCTGTGTCCGAGCCGTGGGATGACCCGCTGGGCAAGCCGCGCACCGACCTCGC
GAAGGCGATCGAGGAGATCTCGACCGCCACACCGGATGAGGCGACCGAAGACGAGTACTA
CGGTTTCGAACCCGACACCATCGTGCTCCACCCCGGGCTGCTCGCCACCCTGATGGACAA
CGAGCAGATCCTGAAGGTGTACCAGGGCAACGTGGCGAACGAGTCGATCGCCTACACCGG
TGCGATCCCGGGTCTGCTGATGGGACTCAACGTGATCAAGTCGCGGACGTTCCCGGTCGA
CAAGGCGCTCATCCTCGAGCGCGGCACGGTCGGCTTCTACTCCGACACCCGGCCGCTGCA
GTTCACCACGCTGTACCCCGAGGGCGGTGGCCCCAACGGTGGCCCGCGCGAGACCTGGCG
CTCGGACGCTTCGCACAAGCGCGCCATCGGCCTCGACCAGCCGAAGGCCGCTCTCTGGCT
CACGGGGCTGGTGGCCTGAGTCATGGCTGAGTTCGTCCTGACCGCATCGCGTTTCGACTT
CGTCGTCGACCGCGATGACAAGGGCCACCCGATCAGGGTGATCAGGTACCGGCGCGGTGA
TGCCGTGACGGGGCTGCCCGATCATCAGGTGTCGCGGCTCCTCGCGGCCGGTGCGATCGC
ACCGGCCGCCGAGGTCGAGGAGGTCGTCGACGCGGCCCAGAACCTCGATCAGGCGACCGC
GGAGCTCGCCGACGCTCAGACCGACGTCGAGGAGGCGCGCGGCGACGCGGCCACCACGGT
GAGCGAGATCAACTCGCAGCTCACTGAGCCCGTGCGGCCGAAGATCACCGCCACCAAGAA
GGTGTGGGTCGAGTACGCCGTGGCTCGCGGCTGGAAGGCCGAGGACGCCGAGAAGCTCGA
CAAGCAAGAGCTAATCGAGGCGCTGGCGTGACGAGTGGAGAGGGGACGGCACCGTTCCTG
ACGACCGATGAGTTCGTCGCCCAGTGGCGTCCTCTCTCCTCTGCCGAGAGCGCCTACGCC
GAGCAGCTCCTCGCCGCAGCGGCGCGCCGGATCCGCCGCAAGGTGCCCGGCCTCGCGGCC
GACGATCCGGACGCGAAACTCGTGTCCTTCCAGGTCGTTCGGTCGGTCCTCGAATCCGAC
GAGGCGCGCGCGTCGATGCCCGGTCTCAGCACGTTCTCCGAGACGGTGGGCGAGAAGATC
ACCTCGGGGAAGCTGATCAACCCGGACGCGTTGCTGGTGTTCACGCCGTACCACTGGGAG
CAGCTCGGTGTGTCGTCGAAGCCGCAACCGCGGTGGAACTTCCCGCGAAACGACTACTGA
TGCCGCGGTTCTACACCGAGCAGGTGCAGATCGTCCGGCCGGTGAAGGTGTCGGACAAGT
ACAACCCCGACGGCGAGATGCTGTCGTGGGAAGGGGCGCAACGCCTCTCGGTTCCGTTCA
AGGTTGAGGTGCAGCCCCGCACCCAGTACGAGACCGACGAGAACGGCACCCGCGTCGCGA
CCCGCACCGTGTGGTGGCTCTGCACCCCGCGGGGCAAGAACCTCGACGTCGAGCCGACCG
ACCGGATCGCCCACGCGGGTCGCGACCTCGACGTCGTTGGCGAGATCAAGCGGTGGCCAG
CACCCGAATTCGAGTCCGGCGTCGACCACGTCGAACTCACCCTCGAATACAAGAACGGAT
AGGACCTGCCATGCCCAAGGTTCCGAACAGAGTCACGATCGACCGCAAGCAGCGGAAGGT
GTTCGTCGACGGTGTCGAGTTCCCGTGGATGATCGCCGAACAGGGCCCGGACGTCGACGA
CATCGCCAATCCGCACGCGATTCCGACCGTCACGATCCCGATCATCGCGGCCGACGTCGA
AGTGATTCCCTCAGGTGACCGCGTAATCACCTACGGCGACCGCGGCGGCCGGACTTCGGA
AGAAGTCATGGGCTACCTGGACAAGCGATGACCGAGCAGCCCACACGCTGCGAGGTCGCG
TTCGACTACGCGCGCGACGTCGTGGTGTTCGACGGGACGGATCTGCCGTTCCCGCTGTCG
GCTATCCGCGCGAGGGCGGTGGCCGAGGATGGGCACGCGGTCGTGACGCTCACCCTCGAC
GTCGACCAGGTCCGCACGGTCGCCGCGCTGCCAGAGAAGCCGGAGGATCCCGAAGACGCG
CCGGCGCCGGGCCCAGAGCAGCAGTTCGAGAGCCGGCTCGACGCCATCCGCCGACAGAAC
GAGCCACGTCGTGGCTGACAACCTCGTGCGGATCGACGCCGACCGCATGTTCCGCGAGCT
CAACCGGATGCCGAAGGTGCGCCGCGCCGTACGCGCCCGGGCCCGCGAGATCGCCGCCCG
CGCCCGCCGCATCGACCAGGCCGAGAACGACGGCCGCGCCGACATCACCCTGTCCGAACG
CACCATCGGCAACGGCCGGTTCGTTGTCCACGTCGAATCGACCGACGCCGACGGCGAACA
CGGCAACTCCACCACCGTCCGCCGCCGCACCCTCCGAAGGGCCATCGGCTCCCGATGACC
GACAACGGATTCCCCGACGCCCTCGCGAAGGTGATCGGGGCGCTCAACACTGCCCTCCCG
CTGGCCTACGTCGGCGACGAACTGCCACCCCAGACGGCGCTCGAGAACCGACTCCCGATC
GTCCTCGTCCAGGACGTCCCCGGCGGATCCCGGGCGGTGCCGTGGCAGGCCGGCGGCGGC
CCGCTCATCGACGTGTTCGCCGCCGACTTCTACATCCTCGCCCGCAACCGAGAACAGTCC
CGCGAGTATGCCGCCCGCACCCGCGGGATCCTGTTCTCCCTCGTGTATCGCGACGACATC
GAGATCAAGAAGGTGATCGAGGTGTCGGCGTTCTCCCGGGCGACTGATTTCAACCCGCGC
GTGAAGCGCGAGCACGGCGAGTACCACTTCCACATCGGCCGCGACACAGCCTGATTCACC
TCGCGGCACCCAAGATCCGGACCTGCCAGGACCGTTCACCGCAGACCCCTCCGATAGGGG
CTGCTTCCACATGCCTACACGCAGAATGAGGAGGACGTGATGGCAGTCCCAACCATCGAT
GGGTTCAAGGCCGAGGCCGCGCGCGTCGGCGTCACCGGCCGCATCGACATCGCATCGCTC
ACCGCGGGTGTGCTCCCGCACGACATGAGCAACCTGACGACCACCGGGCCGGGTGGTTAC
ACCAACCTCGGATACATCTCCGACGACGGTGTGACCGAGGGTCGCGACGAGGACAACCAG
GAATTCGTTCCCTGGCAGGAGAACTCGGCGATCCGATACGAGATCACCAAGTCCGTCGTG
ACGCTCGAGTTCACGCTGTGGCAGTCGACCCTGGCGACCGCCGGGTTCTACTACGGCGTC
GATGCGGACGACATGTTCCTCAACGACGACGGGTCGGTGTTCTTCGACGAGTCGGGCAAG
CCCGACGTCAAGCAGCACAAGCTGGTGCTGACCGTCGTCGACGGGTCGCGCGCCCGCCGC
ACCTGCCTCGCGGCCGCCCAGGTGACCGAGCGCGGCGAGATCACCTACAAGTCCGACGAG
ATGATCGGCTACAACGTCACCGTCACCGGCTTCCCGGGCGAGGACGGCCCCGACGGCAAC
GCGCTGTCGCGCCGCCGGATCTTCATGGAGGGCTGGGACACCACCGGCCTCCAGGAGTAC
GTGCCGCCGACGCCGTAGCCCCCAAGACGGGTGCGGGGCGGGGAGTTTCCCTGGCAGGTC
CGCCCCACCCCGCACCCTTGCACCACCTCTGGACCTGCCGAACTCTGAAAGGGGCCTGCC
ATGGCTGACATCGATCTCGACCTCTATATCGCCCAGCGTGAGGAAGCTCGCGCCAACGGC
GACACGGAGGTGTACACGTTCGACTTCGAAGGCAAGTCGTTCGAGAAGACCGAGGGTGAC
ACGTTCACCTTCAAGTTCCAGAGCCGCGACTGGGTCGTCCGGGACATGCAGTTCCTCACC
GACGCCGAGAAGGATCAGCTCGAGCCGCTGACCGCCGACGTCGACGTCGCCGCCTGGTAC
ATGGGTGAGACCCAATACGAGGAGTTCCTCGCGGCCGGCGGTGAGTCGTGGATGTTCAAC
CAGGCATTCACCGACTACGGCAAGAAGATTCGCGACGAGCTGCAGGGAAACCCTACTCGG
CGGAATCGCTCCTCGCGCCGCGCGGCGTCGAAGAAGTCGAAGCAGCGCTAGACGCGACGT
ACCCGGGTCTGTGTGACCCGGCCAACGCGCGGGGTGTTCTCGCCCGGTATCACCGCGGCG
AGATCACCCTCCGCAAACTGCGGGTGCTGATCGACGGACTGCCCCAGGGCCGGACGGCGA
TCGATCAGGCCAAAACCGGTGGGCAGCAGTGGGGCTGGATCGAGCAACTGCTGTGGATGC
AAGTGCGTCTCATGCAGATTCAGACCGCCAGCATCTCGAACCGGCTCGGCAAACCCAAGG
TGAAGGTGCCCAAAGAGCACCCGAAGTACCCGTGGACCGACGTCGACGAGGACGAACCCA
CGAAGTACGGCAACCGTGGTGACCACTCGTCCGAGGACGTCATGGCGTTCCTCGACTCTC
TCTGAACGACCCCCGACGGCAACAGCTTTCGGGGGTCGTTCTGTCTCTCTTTCCCAGATC
GGAGGTGGAATCCGTTGGCCGAAGAACTATGGCGACCCGTCGTTGGCTACGAGGGTTACT
ACGAGGTATCCGACCACGGTCACGTCCGATCACTTGACCGTCTGGTGGAGACGTCGGACG
ACCGGACGTTGCGGATTCGGGGTCGGGACCGGAAGCTGTGGCGCACGCCGGATGGCCACC
TGAAAACGAGCCTGAGCAAGGACGGCGAGTCGCGGGTTCCGCTGGTCCACCGATTGGTCA
TGGACGCGTTCGTCGGGCCCTGCCCGCCCGGCATGGAAGTGTGTCATCGCAACGGGATCG
GCACCGACAACCGGCTGGTCAATCTGCAGTACGGCACTCGATCTGAGAACGCCGTTGACC
AGGTACGCCATGGCGTCCACAACATGGCGAGCAAGACGCACTGCAAGCGGAACCATGAAC
TGACCGCGGACAACGTCTACTTCTACCGCGGTGGTCGGACATGCCGGGCATGCAAGGCGT
ACCTGAAGCGTGAACGACGCCAGAAGGTCGCTGTCTGATGGCCGAGGATCAGGTCTGGAT
TCCCCTGGCGCCGTCGGCGAAGGGGTTCATGGCCACTGTGGTGAAGGAGGCGTCGGGCGC
TGCCCGGGCGGGCTCCGCCGCGATGGAGAAGGAGTTCGCGCGCGGCGGCCGCGAGTCCGG
ACGGTCCGCGGCGCGCGGCGTTGACGACGGCCTGTCCCGCGGGAACATCGGCGTCAACTC
GGTCAAGGCGCGGATGGCGAAGCTCGCCGCCCAGATGCGCGGCATCGGCCGCACCGCCGG
TCACCAGGGCGCGCTCGGCGTCAACGACGGTCTCAACCAGATCGACTACACCCGTGTCGG
CGACGAGCACGGCCGCTCCTACGGCCGCGGGTTCGTGCGCGGTGTCCGCAACGGGCTCGT
CGGGATCGCAGCCACTGTGGGACTCGTCAACGCCGGGTTCCGGGGAACCGTCCGGCACAT
CAGCACGATCGCCACCGCCACCATGTGGGCGTCGAGGATCATGCGCGGGTTCGCAGTACA
GGTGATGGCGGGCGCCGTCGCGATGCGACTCCTCGCCGGTCAGGGGTTGGCGAAACTCGC
CGGTTGGCTCCGAGCGGTCGCGGCACTCGCCGGTCGTCTCGCCCGCGACGTCGCCCGCGC
TACCGCCGCGGTGCTGGTGCTGTCGGCGGCAGTCCGCACCCTCGGCCGCGTCATGCGCGT
CACCCGCGTGATCGGCATGCTCACCGTCGGACTCGCCGCTCTCATCGGCATCGCGAGCAC
CGCAGCGCCCGCACTCGCCGCGCTGAGCGCCGCGATTGTCACCCTCGGGTCGGCGGCCGG
CGGTATCGGTATCGCCGGACTGTCGGCGCTCGGCGCGTCGATCGCCGGACTGAAGGTCGG
CCTGATGGGCGTCGGCGACGCGTTCAAGGAGATGGGCACCTCCGGCGCCGGCAGCGCAGC
GAAGGTCGTCGACAACACCAAGGACATCGCGCGCGCCGAACGGGGTCTGACGAAGGCGGT
CGAGGCCGAGAAGGACGCGCAGGAAGACGTGTCGAAGGCCCGCGACGACGCTCGCAAGAA
GCTCCGCGACCTCGATCTGCAGCTCCGCGGCGCCGCACTGTCCGAGCGCGACGCCCAGCT
GTCGCTGCGGGAGGCTCGATCCGACCTCGCGAAGGGCGGATTCGAGACCGGCACCGAGCG
CGAGCGGGCGGTTCTCGCGGTGCAGGAAGCCGAACTCCGTCTCGCCGAGGTGCAGCGCGA
CAACAACGACCTCGCGAAGGACGCGGCCTCCACCCGACGCAAGGGTGTCGAGGGCTCCGA
CGAGGTCGTCGCCGCCCAGGAGCGGCTGCGCGACGCCACCGAAGCCACCAGGGACGCACA
AGAGGCGCTCGCCGACGCCCGCCAACCGAAGGACACCGGAGCGAGCGCGGCCGCCGACAA
GCAGGCCGAGGCGATGGCGAAGCTGTCCACGAACGCCCGCTCGTTCGTCGAGTCCGCGAT
GGGTGTCAAGCCCGCATGGGACGCGATGCAGCGCGGCGTGCAGGACACCCTGTTCGCCGG
TCTCGCCGAGCGACTTCCGCAGCTCGCCGACACCTGGCTCCCACGACTCGGCGGCGCACT
GCGCACCGTGACGGGCGGGTTCAACACCGGCGCCCGTTCGGTCGTCGACTGGATGAACTC
CGCGCAGGGCATCCCGATCGTGTCGTCGTGGCTGCGCACCTCCTCCGGGATGGCGGCGCA
GGCCGGTACCGCACTCGGCGCGCTCGCACCCGGACTCGCATCGATCGCCGCCGGCGCGGG
GGAGGCGTTCGCCCCCATGGTGGCGGGCGCGACGGAGGGCGCGAAGTCGCTGTCGGACAT
GCTCGTCCAGGCTCAGCAGTCGGGCCGCATCAAGCAGTACTTCACCGACGCGTTCAACCA
GGTCAAGACCGTCATCCAGAATGTCACCGCGGTCGTAGGGCCGCTGTGGACCGCGTTCAT
GCGGCTCGGCCAGATCTCAGCGTCGGGCCTCGCCCCCGGGATGCGGTCGATCGGCGCCGC
GATCACCCAGGCCACACCCGGCCTCGTGCAGATGGCCGAACGGTTGATGCCGGCCCTCGG
GCAGGCGCTCACCAACCTCGCCCCGATCATCCCCGGAATCGTGCAGGCGTTCTCGCCGTG
GGCCACGATCCTCGCCGTCATGGCGCCCCACATCGCCACGGTGATGTCGCACCTCGGGCC
GATGGCGCCCGTGCTGCTGACTCTCGCGGTGACGGTCAAGGCGATCACGATGGCGATGAC
GCTCTACAACGCCGTCATGGCTGTCGCGTCGGTCGCGCAGGGCGTGTACGCCGCGGCCAC
CGGCGCGGGCACAACAGCGATCCGCCGCAACACCATCGCCCTCGCGGCGTACAAGACGGC
ACAACTCGTCGGTTCGATCGCCACCGGCATCGCTACCGCCGCAACAACAGCCTTCGGTAT
CGCGCTCGCGATCGCCACGTCGCCGATCACGTGGATCATCGTCGCGATAGGCGCGCTGGT
CGCCGGGCTCGTGCTGTTCTTCACCAAGACCGAGATCGGCCGCAAGATCTGGACCACCGC
GTGGAACAGCATCAAGGCGGCGGTCGCGGTCGTGTGGTCCTGGCTGCAGCAGACCGTGTG
GCCCGCCATGATGTCCGCGTTCCGGATGCTCGGCGCCGTCGTGATGTGGCTGTGGCGCAA
CGTCATCACACCCGCGTTCAACGCCATCAAATGGGTGATCGGCGTCGCCTGGAACGCCGT
CAAGCTCTACTTCGGACTCTGGGTCGGCCTGTTCCGCAACGTCATCGGACCCGTCGTGAT
GTGGCTGTGGAACACCATCATCTCGCCGGCGATGCGCGCCATCGGCGCCGTCATCGGCTG
GGTGTGGAACTCCCTGATCAAGCCAGTGTGGGACTCGTTCCGACGCAGCCTCGACATCCT
CGGTGAAGCCTTCAAATTCCTGTGGAACAACGTGATCAAGCCCACCTGGGATGCCCTCGG
CGCCGGGATCAGTTGGGTCGTCGACAACATCATCACCCCCGCGTGGGACGCCCTCAAGTC
CGGACTGAGCGCGGTCGGCGGATTCTTCGACACCATCGTCACCGGGATCGGCAACGCCTG
GGACAAGATCAAGAGCTTCGTCGCGAAGCCGATCAACTTCGTCCTCGGCACCGTCTGGAA
CAAGGGCCTGCTGCCCGCGTGGAACACGATCGCCGGGTTCCTTCCCGGGCTCAACCCGAT
GAAGCCTGTCGCCGAGGTCGCGTTCAAGGATGGCGGCCCGGTCCCGATGGGCTCGGGTGC
CAAGCGGGGCAAGGACTCCGTCCACGCGCTGATGATGCCCGACGAACACGTGTGGGATGT
CCGTGACGTCCGACGTGCCGGCGGTCACGGCGCGATGTACCGGATGCGCAACATGGTCGA
CTCCGGGCGCCCGTTCACCTGGACCCCCGGCGGTCTGAGCCCGGTGTCCGAGGGCGGCCC
GCTGCCTCGTTTCGAGAAGGGCGGCGCGGTCGCGGCGGGGCAGAAGCTCTCACCGATGCC
CGGTGAGGGCGGGTTGCAGGCGATCGGTCAGCTGATGCGCCGCATCATCTTCAAGCTGTG
GCCGAAGATCAAGGACATCGGCGGCTACCGCCAGGACAACTTCGACGAGCACCCGTCGGG
CCGTGCTCTCGACGTGATGGTCGGCTCGGACAAGAAGCTCGGCGACCAGGTGAATGCGTT
CGCTCACGCCAACAACCCGAAGTTCCCGCTGCAGCACTCCATCTGGCAGCAGGCGATGTG
GTACCCGCCGAAGATGCGGCGCGAGCCGATGGGCGACCGCGGATCGCCAACGCAGAATCA
CATGGACCACCCGCACCTGTGGTGGAAGCCGCAGAACGTCAACCCGAACGTCGTGCCCGA
AGGCCTCGTCACCGACGGATTCGGCGGCCCGTCGACCGCAGAGATGCTCAACATCGTCAA
GAAGAAGATCTCCGAGATCATCGACAAGGCACTGAATCCCATCAAGCAGGGCCTGACGTC
GATCGTCGGTTCGCCGCCCCCGGAGTGGCTGGGAATCCCGCCGAAGATCTTCGACATCAC
CAAGACGAAGGCGATCGAGACGGCGTTCAATCTGGCGGCGAAGCTCGGCGACAAGCTCAA
GGGTGCGTACGACGCGGCGAAGAAGGTCACCTCGATCGTCACGAACGTGGTGAAGTCGCC
GTTCAAGGCTCTCGGCGGTCTGCTGCGCGACCAGGGCGGTTACCTGCCGAAGGGTCTGTC
GTTGGTGCGCAACGAGACCGGCAAGCCCGAGGCGGTCCTCAACTGGGACCAGCTCACCAC
CGTCAAGGACATGATGGAGGCGTTCCGGGCTGTGTTCTCGGGGCAGTCGCCGGAGGCGGC
GAGCGCGGCGCAGCAGCAGATCTCCGATCAGATGACCGCGCGCCACGAGCAGGAGATCAA
GGGCCTTACCGGTCAGCAACTCGCCGCGGTGCAGAAGCGCCACGACATGGAGCGCAAGGC
GCTCGAGGACAGCACCGCCCGGATCGAGGGGTACCGCGCCGGCGCGACCACGATCCGCGA
CACCCCGATGGTGGCGGCCGAGTCGATGGCCAAGGACACCGCCGACTTCTTCGGGTTCGG
GAAGATCTTCGACACCATCTCCGGTCTGATCCCGCGACCAGGGGACGCCGCATCAGCCGG
TACGGCCGGCGGTGCGGGCACCAGCTCGCTGAGCACCACGACGACGCCCAGCGCGACGGA
TCCGGTGTACGGCGACGGCTCGACGATCGAGCAGGGGCAGACGCCGTCGACGACGAAGAT
GCCCGACCTCGCGCCAGGTGGCTGGGAGCGGTACCCGTTCGCCATCACCGAGCAGGCGAA
GAAAATGGGCGTGTCCAAGCGGGGCGCGATCATCGGTGTCGCAACGGGTCTCGTCGAGTC
GGGCGACCCGATGAAGATGTGGGCGAACAACGCGGTCCCGGAGTCGCTGAAGTTCCCGCA
CGACGCCGTCGGTTCCGACCACGACTCGATCGGCCTGTTCCAGCAGCGGCAGGCAGGGTG
GGGGACCGTCGCCGACCGGATGGATCCGCATCGCTCTGCGGCGATGTTCTTCGACGCACT
GATGAAGGTTCCCGGCTGGGAAACGATGGACATGGGTGCTGCGGCACAGGCGGTGCAGCG
CAGCGCGTTCCCCGGGAAGTACGCCGAGCGGATGCCGCGGGCGACGGAGCTCGTCGACAA
GTTCGGCATCTACGACCAGGGCGGATGGCTCAAACCTGGTGGGCTCGCGCTCAACCTGTC
GAAGCGTCCCGAGCCGATCCTCAACGGTGCGCAGTGGGCGTCGATCGATTCGATGCTCGA
GGCGTTGCCGTCGGCGGGCGAGTTCAAGTCCGTCGCCGACCTCGGTGCCGCGGCGATGCG
GTCGAGCGGCCGGATGCCGAACGAAGGCGACGACGCCCAGTCGTCGTCCGGGCACCGCGA
CGCCCCGCTCGTGTGGGTCGAGAACCAGTACACGCATGACCCGGATGAGGCAGCACTCAA
GACCGGCCGCGAGGTTCGCCGCGCGACCCGGTCGGAACAACTCGTGGGCGGGTGGGGATG
AACAACCGTGCAGTCCTGACCGATCACACGATCGTCGAGTGGATCTCGCCGAAGGGCGAA
CGCGTCCGCCTGTCGGGTGCGAAGAAGACCGCACCACCCGAACTGGGTGCGTGGCTGTCC
AAGGGCGGGATCGACGGCATCGGGCACCTCGACGTGAAGGCGCTGTTCGATGCCGCCGCC
CGCCAGTGGGGCGAGGACTACGTCGGCGAGACTCTCGATCACGCGGAACTCGATGTGCCG
CTGTTCATCCTCGGCGCCAACCCGGACGACTTCCGGCGCCGCGTCGAGCACTTGCGGACC
TTGATCCGGCGGCACGACGTCGGATGGCTCGCGGTGTACACCAACGCGACCGGCTGGCGG
TGGGTCGCCGCGCGTCTCGGTCACCTGAAACCGACGTTCCCGTATGACCCGAGCCGCACC
TCGGCCGCCGACTTCGAACTGATGCTGATCGTCGAGCATCCGATCCCGCGGGCCGCCGAT
CACGCCGACTCGTGGAAGAACACGACCAACACTGGCAAGGGGTCGGTGTCGATCTACCCG
GGCCCGCTGTGGCAGGCGTGGCCGCAGTTCGCGTTCCAGGGCCCGGGACGGTTGCGGTTG
CGGTACGCCGGCAACGACGTCGACCACCCGTTCACCGTTGTCGCGGGCGAGACGATCCTG
ATCAACACCGACGAGGCGCGCCCGACGATCCGATCGGCGAAGACCGGACGCAACCTGTGG
CCGCTGATGAAGGGCCGCAAGTACACCCACCCGGTTCCCGAGGGTGAGGTGACGCGCGTC
GACATCACCGTCACCGGCGGCAACACCAACACCGAGCTGTGGGTCATCTGCCGCCAGCAG
TACGAGGGCCTGCTGTGAGCGTCCGCGGAGCGTTCGCGACGCTCACCCACGACGAACAGA
CCGAACGCGACACCTACAAGAACCCGAAGGCGGTCGTCGAGCTCCGCACCAAGGAGATGG
CGATCTGGTCGATCTCCGGTGACTACCAGGATCTGAAGTTCACCGACAAGAAGTCGGCGG
CCGGCGGGCTGACGATGTTGCTGCCGTGCGATGACCACTACGGCGACTACCTCGACGGGC
AGCCGAAGGCGACGGTCCGGCCGATCGTCGTCCGGCTCCCGGGCTACACGACGTTGTGGT
TCATCACGAAGTTCACCCGCACCCGCAAGGGGTTGAAGCGCTACTACGAGGTCGAGGCGA
TCGGCGCGCTCGAGCATCTGGCGTGGATCCGGTTGTGGCCCTGCCCGTGGTCGGTGGCCG
AGTTCCAACCGATCAAGTACTGGTTCGGGCTCGGCCCGTCGGCCAGCATGTGCGCGCTCG
CGTTGACCGCGAACCTCGTTCGGCTGCAGGGCGAGCTGTTCTCCATCCCGACGGGCAACC
TGTTCTCACCGAGCGCGTGGAACGTCGTCAAGAAGGCGCTGCACCCGATCATCGTCAACC
CGCGCAACAAGTTCATCGGCGACACATCGAAATGGGATTCGGCGTCGTGGCGGATGGACG
AGGCGCTCACCGCCTTCACCGAGGTGTGCCAGGCGAACGACCTGCAGATCGTCTACCAGT
TCTTCGACCCCGACGTCGACCCGCAGCCGTTCCCCGAGTTCATCCACCTCGACCGTCCGA
AGCTGATCATCGACTTCGTCGAGAAGGGGCAGCCCGTCGGCTGGACCGGCACCGCGATCG
ACGGGTTCTTCCGCACCGGCATCCAGATGGGGTCCGACCTCCTCGGCTGGGTGCTCTATC
CGATCCTCGGCGACGACGGTTACCAGAAGTACCTCGACCAGGTGGAGGGGACGATCGCGA
ACAAACCGATCGCGGTCTACACCACCGGGAAGTACACGCCCGCTGACGAGTACGAGCAGA
CCACCCACACGGCGATGGCGTCGCGGGTGACGGCGGGCGGCAAGTCACCCGAGTGGGTCA
ACACGCTGCTGGTGACGGGCGCGAACATGCTGCTGTCGGGGATCGGGGCGGCGGTCGGCG
CCGCGCTGGTCGCCGCGACCGGCGGTGCGGCGGCACCGATCCTGCCGTTCCTCACCAACC
TCGAGCTCGGCGCGTTCGAAGGTGTCGTCAAGGACACCGTGATGGCGTTCCACACCTCCG
AGGACATCCAGCGCGCCAACGAGGCGGGGCCGTGGCGGTTCCGGGAGACCTTCGCCGAAA
GCTCGTCAACCGGGCTGTCGATGGAAACGCTGTCGGGGATGAAGTCGGCCCACTGGGCGA
CGAGACCGTACATCTCGCACGCCATCTCGGTGCAGAACGGTTCCCCGTACTACATCGGCA
AGGACCTGCAGCTCGGCGATCTCGTCGGTGTCCAGATGGCCGACGGGAAGGTCGAGGTCG
AGTACCTCGAGGAGATCACCTACGAGGACTCTCGCAGCGTGCGCGGCAAGTTGACGCTGC
AGATCGGCCGGCCCGACGCCGAACGCGAACCCGGGTCCATCGCCCTCGGCAAGATCCGCC
GATTCGGCACCTGGCTCACACGAGCAGCACTGAGCGAATGAAAGGAGCAACACTGCAATG
AGTTTCAGAACAGCGTACGGCTACAAGTACTCCGAGAACGGTTGGCGGATGTGCAACCGC
GACGAGTGCGTCACGATCACCGTCGCCGGCATGGGCCTCCACGTCAGATCCGGTTACGCA
GCAGAGGTGCTCGGCGCGTGGGTGCGCTGGTACCACGAGAACGTCGAGCCCATCGACCTG
TACAAGCCCCTCGACGACTGGGGATGGTCGAACACCAACGACGTCGCGACGTCGAATCAC
CTGTCGGGCACCGGGGTCGACCTCAACGCCACTCAGTACCCGTGGGGGCGGCGCGTCATG
CCGGCCGACCGCATCGCGAAGGTCCGGCGCGGTCTCGCCCTGTTCGAGGGCAACATCTTC
TGGGGCGCCGACTGGTCGCGGGCCGACGAGATGCACTACCAGCTCGGCGCCGGAACCGCC
GCCGGGGATGGGGCCTCGGCCAAGCTCATCGACTTCGTGCAGCGCCGGATCAAGAACGGA
CGGCTGGTCGACTCGGTCGCCCCTGCCGCTCTCGACGTCGGGCGCGTCAACGCGTTCACC
CAGGGATTCATGGGACCGATCGGTTCCGACATCAAGGACTCTCGAGAGCAGCTGTGCGGT
TCGGGGTCCCGGGACCTCGGTGAGTTCGACGGCTGGCCGCAGCTCGGCCTGGACACGTTC
ACCGACGGTCTCGCCGCGGTCCTCGAGAAGGCGGTGAGCCGCTGATGGGCACCTACTGGG
CCGACGTCTCCCAGTTCCAGCGTCTCGCGAATGACGAGTTTCCCCATCGGGTGTTCTCGT
TCCGCACCAACAGCGGCGACCAGCGCGACAAGAACGCCGCAGCGAATCTCGACTGGGCGC
TCGCAGCGCTCGACCGCGGCGACCTCGACATCGTCATCCCGTACTACTTCTTTCGCCCAG
GCGCCGCGAACTGCGACCTGTGGCGGGAAGTGGTCACCCGCGGCGGGAAGATCGACCCGC
GCATCGTGTGCATGGTCGACGTCGAGTCCGGCGCCGGCTCGTCGCAGGGCGCCATCCCCA
TCCGGGACCACTCGGCCGAGATCAACGACGAGATCCGGCGAGTCCGTCAGTGGCTCGGCG
GATCCCGGGTGATCGGCTACTACAACCCGAAAGCTGACCCCGCCCTGTGGCGGTCGCGCG
GGGATCTCCCGCTCGTCGTGCCGCACTACGGCGTCCGCCCGGGCGAGTCCTACGCATACC
CGAATCGGTTCGCGCACCAGTACTCCGACCGCGTGCCGTGCGCACCGTTCGGGCCGTGCG
ACGCCAACTACACCGACCTGTCCATCCCACAACTCAAGACCCTCTTCGGAATTGGAGGCA
CCACCATGGCCACAGACGTCGACAAGATCAACGAGTTCACACGCGCGTTCAACGCGGCGA
TCGGCTCCGACGCGAAGGACATTCGCGAGCAGCTCGTCGGCGCCCGCGACCTCGTCTACA
AGACCGTCGACGGCAAGAAGGTCGTCGACATCGAGAAGTCGTTCCCCGGCTGGGACCAGC
TCGGGAACCGCACCGTCGTTGACGCGCTCGCCGCCATCGGCGCCGCGCTCGGCATCCCCG
GCTTCTACGACCCGCTCGGCGTCGTGAAGAACCCCACCGACAGCAAGGAGAACTGAGCAT
GTCCGTACCCACCCACGCACCGCTGGCCGCGTTCATCGAGGACGTCGCCGAACGCGCCGT
GAAGACGTTCGTCCAGAATCTCGCCCTGTTCCTGGTCGCGGGAGTGTCCGTCCTGTCCGT
CGCCTGGGGCACGGCGCTGCAGTCCGCAGCGCTGGCCACTCTCGCGACCGTGCTGCTGGC
GCTGGTCGACGCGCGCCTGGTCGCGGCGAACCCCTACGTGGAGGCGCTGATCCGCGCAGG
TCGAACGTTCATCGCGACCGTCGTCGGGTCAATCCCGGTCGTCGTCTCAGCTGATCAGGC
AGTCACCTTCGCCGACGTCAACTGGACGCAGGCCGGCGGGCTCGCCGGCACCGCGGCACT
GATCTCCCTCGCAACCTCGATCGCTTCGCTTCCCATCGGTCCGAAGGGCACTCCCAGCCT
CGTCGTCAACGGCGGGGTGCGAGACGAGCCGGTCGCGTAGAACCCATGCCCTGCTCATCG
CTGATGGTCCGCCCACTGGTGGGCGGGGTCGAAAGGTGTGCCCGTGACCGACAATCCCCC
GGAGACTCCACCGCAACGAAATGGACTGCCACCGTCGTGGCTGGTCAACCTCGTCGCGGT
GGTCATCCTCGTCGCTTGGATTGCCAGCCTCGTTGTCCGAATGATCGACCCGGCTCGCGC
CCTCCCACCCGTGGTCGACGCACTGATGCTGATGGTCGCGGGATTCCTGTTCGCGGGCAA
CCTCAAAGACCGCTTCACTGGCGGCAGCAACGGGGGAAATAGCAATGGACCCAACTGATC
TGATCCTCGAACTGGTCCGAGCCATCGGCTACGGAACCATCGGCGTCGTGATCGGTCTCG
CCTTCACCTGGCGCCGTGCCACCGTGCACGGCGTCGAGGTGCGGGTGCCGACCGCGCGTC
CAGACAAGCCGGTGTGGAAACGCATCATCGGCGCGCTGCTCGTGCTGGTCGCGGTGCTCA
GCATGACGCAGAGCACCATTTTCACGGCCCGTCAGTCGGCGTGTAACGACGAGTTCCGGC
GGGTGATCAAGGAGCGCAGCGAGGCGTCTCTCGAGCAGTCGGAGCTGTGGAGCAAACTCG
AACGTGAGCTGGCGGCGATCGGCCCGGCGGTGACGTTGGAGAAGCAGAGCGAGATCGTCG
CCGCCCGCAAGCGCTACGTCGAAGACTTCGATCGGCTCTCCGAGCAGCGCCGCGCGAACC
CGTACCCGGACCCGCGATGCTGACCCCGAAGTACATCGTCACGGTCCGCGGGATCGGTGA
GCCGTTGGGCCGGAACATGCTGACCCCGTTCGTGGATCGGCTCGGCAACGGGTGGACGCA
CATCGAGGTGCCCTACCCGGCGGCGTACGGATTCGTCAACGGCCAGCGCAACCCGAACGC
CCCGGACTACGAGACGACGAAGCGGCTCGGCCGCGCCCAGGTGCGGATCGAGCTGGCGAT
CATCAGGGCTGAGCACCCGCACGCGATCGTGGTGCTCGCCGGGTATTCGGCCGGCGCCGA
CATCGTCGACGACCTCGCCGTGTCGGGCGTCATGGCCGAGTTCCCTCAGGTGAAGCGGGC
TGTGGTGGTGGCGAACCCGTCGAACCCCGGCTCGAATGGGCTGGCCGACTACGGGATCGC
CGCGCCGGAACGCGGCCGCCAGCACGTCGACTCGCGCGTCATCCCGGTCAACCACCCGGG
CGATGTCATCTGCTGCTGCCCGCCGCGGTCCCCGCTGCGCGTCATCGCGACCCTCACCCC
GCGGATGCAGCTCGCCGACCGGTCGGTGTGGGTGCGGGACGTTCTGGCGAAGCTCGGGAA
CCCGACGGTCCGTGCGGAGATCGACGATCGGCTGGGTGCGTGGTGGGACCCGCGGAACTG
GGGCCGCTACGACCGGGCCGCGAAAGACGCCCGCGGCTACCTCGGACTCGGCGTCCGCTC
CACCCACACGATCTACAACCGCCGGCCGATCGGCGGGCTGTCGATGCTCGACCACGCGGC
CGACCGCGTGACGCGAGAACTCGAGGCGGCGCCGTGAGCAACGACGACGCCCAGACGCCG
AAGCCGTACGGGCTCGACGACCCGACGGTGTTGCGGCTCGGGAAGTTCCTGCGGAACACA
CCGCTGTCGAACAACGCGTACGCGCCGATCCCCGAACCGCTATCGGAGCTCGTCGCGCAG
GCCGTCTGCAACTACACCCAGGACCTCGTGTGGTCGGGCGAGGTCCGCGACTTCGTGCCG
CTCGGCCACTGGGAGGCGACCCCAGACCTCGGCGACGTCGGGGTCGAAACCGTCGCGGGT
GAGGTGACCCGCATGACCCACCGCGTCACCGGCATCTCCGTCCTCGGCGAGAACCCCGAC
CAGGCGTGGAAGCTGCTGCGAGAGAAAGTGAGACAGCACAATGGCTGACGACCCGATCGA
GCGCATCGGTGTGGAGCTGGAGATCTTCGCGATCCCGCAGCCCGCCGGCGCCCCGCCGAT
GACGGAAACGTACATGCACGTCCGCCGACGGCAGAACGGTGCCGCCGAACGCGCTGTGCT
GGGTCTGCCGGCGTACGAGGGGGCGCAGGGCCCGCCCGGGCCACCTGGTGCGATCCACCG
CGGCGAGCTGTCGACGTCCGAGCTGGACGCGATGGCTCTCGTGCTCGGCGAGGACAACAC
CAACTGGGCGTGGCGCAACACCGACACGAACGATCAGTACGTGTGGTCCGGGGCGACGTT
CGTCGTCTACCACGGCGTGTACGGCACTCCGGGCCCGGTGGGGCCGCCGCCCGCGCTGAC
GCCCGGGACCCTGACGATCGATGGCGACCCGGTGGCGTCGCCCGACTTCGGTGTGCGGGT
GTCGGGGTCGGCCGGGTCGTACGCGGTCGGTGTGGATCTGCCGCCGATGCCGAAGGGCGC
CAAAGGAGATGTCGGCCCGTCGGGGTCGGTCATCAACTCCGTCGACGTCGCCGACGACTC
CGACCCCACCGACGGCGACGTCCTCACCTACCGCGAGGACGACGGCAAACTGGTGTGGCA
ACCCGGCCAGTTCGTCACCGAGGAGTACGTCGTCGGCCCGGGCGGATTCCCCACCGTCAC
CAAGGGATCATCCGACACCCGCCACACCATGTTCTCGGTCAACATCCCGGCGAAGCCGTG
GCCGTACCGGTTCGACTTCGCCGGCGGGGTGGACGTGTCGTCGTCCAACGGCACCCAGAT
CGACATGGAACTCCGGACCGACAATGCGACGTCGGGGCCGCTCGTCGGCTACGGCAAAGG
CCAGGACGGTGAGGGCTACCGCGAGGTGGCGTTCCGCGCCCACTCCGACGTCGACCTCAC
ACCCGAATCGACCGAGGGGATCATCCCGGCCGACACCGCCGTCACGCTGTACGCGTCGGC
AGTCAAGACCGCGGGCATCCTCACGTCGTGGAAGATCCGCAACACCAAGGCGCAGCTGCG
GATTCGGCTGATGCGGGTCACGGTCTGATGTCACCTCCACCGGAGGGTCGGGACCGCCAC
TACTGGCCCGACAGCGAACCCGGCGCGGACCGGCTGGGCGCGACGCAGGTGATCCCGGCG
CGCGGTGCTCCGAAGATCACAATGCCGCCCCCGCAGTCCGCGGACCGGATGTCGCTGCAG
GAGCGGGCGAACGCCATCTTCGGTGAGGTCGGCACGAAGTTCGAGGTCACCGAGGTCGCG
TCGGGTGTCGACAACGTCGCCACCAACATCCGCAATGCGGTCGCCGGGGGTGTCGCTGCG
GGTGTCGGCGTGGTGCGGGAGGTGTTCGACTCCGTCGCTGGGTTGTTCGGCATCGCGGAC
AACGCGGAGAAGATCGCGATGGCGGCTCAGCAGCAGTTGCAGGACATCACCAACGAAACG
AACGTGCCTGGCTGGTCGGGCTATTCGTGGTCGACGATCTTCTCCGGCGCCGACGGCACG
CCGCTGCCCTCGACCGACTGGGCCACCACCCGGATCGCGATCGTCGGGGACGACGGGCAC
GCCGGCATCATCAACAACTCGACCGACGGCGACCACTTCTGCACGGTCCGCGACATCCAC
AAGTTCGCCACCGACTCGCAATCGGCGTCGATCGTCGTCGGCAAGAAGTGGTCATTCTCC
GAGGACCGGTGGACCTCGATCCGCCTGCGCTGCGACAGCGAGAATCCCACGCAGGGAGCA
GTGTGTTGGGTGCGTCCCGGCAACATCCGGATCGGCCGATTCTCGGGCGGCACCAACACG
ATCTGGTACACGGTCGGCCAACCGATCAAGCCGGGCGACATCGTCCGGTTCCGCTGTCAC
GGCGACAACTACTACGTGCTGGTCAACGGCAAGGTCGTCGTCTCGTGGACCGACACCGGC
GCATCCGTATCGAAGGGTGCGGGATTCCGGCACGCCGCCTTCACTCAGGAGTATCTCAAT
GGGCTTCTCGCCGACCAAGCCAGCTTCCAGGTCGCATCCTGGGCAATGGCGGACTGGCTC
CCACCGGGTGGCGCGGTGACCACCCCGGCGTGGCGACTACGCCGCGGAGTCGGGTCCGCT
GTGCCGCTCACAGTCGGGCACGGCGCGCAGGCGCAGATGCCTGCCAGTTTCTACACCGTC
AACGACCTCGCCTCGGGTGTGACCGTCACCGATCTCGGCAGCGGCCAGATCACCATCACC
GAGACCGGGTGGTACGAGATCAAGGCGACATCGGTGTCGCAGGACTCCACCGACGATGGG
AACAGCTCAACGAGCGGCACGAACGCGCGATCTGCCGCCCATGTCGCGAACGCCTTCCGC
GCGAGCATGTGGGTTCTGTTCGTCGATGGGATCGCCGTCGAAGGCCCACTGGGCCCCGGC
GTTGCGACCACGCTGTACCTCGCAGCCGGACAGGTTGTGCGGCCGGGTGTCTCGGCATCG
GTTCCGCTGACACCCGCTGGTGCGACGCACCGCCCCATCGAGTTCTCCGGCACCTCGTCG
CAGATCGTCATGATCCAGGGCCGATCGAACATAACCCACGTCACCGGCGCCCCATCGGCG
TCGTTCACCGGCAGAAAGGTCGCCTGATGGCCAACGACACCATCTTCGAGTTGCCCGAGA
TCCCGGGCGTCACGTTCACCGCGAGCTACGGGTCGGGTGGTGAGACAGGGTTGCCGTCGA
ACTGGATCAGGATCGTCGGCACCGTCGAGAATCCCTGGTACGAACCGACATACAACTACG
GCCTCGATCCGAACGGGCACACCGAGGTGACCGATCCGTGGAAGCGGCACACCCAGCACC
CGAAGGTATGCGAGATGGGGTTCGGCGGCCCGAACAACAGCGGTCTGCCGACTGAACCTC
CACCGCCGCCGCTGCCGGCCGAGTCCGAGCCGACGCCCGACATCGAGGAGCCCACCGATG
GCTGACATCACGTACATGACCGTCACCGGTCTGTGGACCCACATCGTCGATGACGGGATC
GTCGACGGCGACCCGAACCCCGACGTGGTGCATCCGATGGGGAAGGTGGTGTTCGCGCCG
AAGCCGTCGAACACGGGGTTCGTCACCGCCGGTGCGGCGGGTGCGTCGGAGAGCGTGACT
CTCGCGGAGGTGCCGGCGCTCGTCGCTGACGGTGTCCTCACCGACCTGCAGGGCAACGAC
GGCGTCCGGCTGGCGATGACGATCGGCGGCAACCCGGTCCGGTGGGTGGCGCAGCCGACG
CTGCTGCACGGCAAGAAGACGTTGCCGTCGAAGTCCGTCACGTTCGACCCGCCGACCGTC
GGCACCACGCTGCACCTCAACGATCTGTTCGACGACATCGGCCCCCAGTCGCCACTCGTC
ACGACCGAGGTGAAGGCGTACCGCGACCAGGCGGTCGCCGCCCGCGACGCCGCCCAGCAG
ATCGTCGACGACGTCGCGGCGGGTGTCGTCCCCGACGCCGGTGTCGCGGCCCGCATCGCT
GAACCCGACTCGGAGTCGGGCGCCGCCGTCGACGCCCGAATCGGCGCCGCGGGACTCCTC
ACCCAGGAGGATGCCGACGCGGCTTATGCCCCGGTGTTTCCCGATACCGGGATCACCTAC
GACGGCAGCGGAAACGTCCAGACGGTCACCGAGAACGGCGTCACCACGACCTACACCTAC
AACCCGGACGGCACGGTCGCGACCGACACCCGCGCCGGCGTCACCCGCACGTACGGCTAC
GACGGCAACGGCAATCTCACGAGCATCACGGTGGAGGACTGAGCATGGACCCGGTAACCC
TCGGCATGGCCAAGGCTGCGACCAACCGCGCCATCGACCCGCTGACCAACGGCCTGGTCG
TCACCGACCTGATGAACTCGTGGTGGTGCCTGCCGCGTTGCCAATACAACGCGATCCGCC
AGCGCCTCTACGTCGGCGGTGTCACCCGCGGCGGCACCCAGAAGATCGTCGAGTACGACC
TGCGCAACCGGTCGACCCGAGAGTTCTGGCTACCGATCTCGGCCCGTCGCACGCCCGACG
ACCACAACGTGCCCGCTTTCTCGATCGAGGACGACCGCCCGCCGATCGTGGTCTACGACC
ACCACTCCGAGGACAAGATCGTCCGCATCCGCCGCGGCATCACCCCGCACGACCTCGGCA
CCCTGCTCCCGGAGCAGACGGTCGACGTCTCGGTGACGGTCACCGACTCGACGGGCGTCT
CCTACGCGCAGATCGTCGAGAAGCCCGGCGACGCCAACGCGTTCGCCATCATGGTCCGCG
TCGACTCGCCGACCGCGATCGGCTGGTACGTCATCCGCACTGCCGACGGCGGCGCGACCT
GGTCGGCGCCGTGGCGGCTGCACGGCAAGTCGTATCAGACGTGGCGGCGCAACGGAAACG
TCTTGCAGATGTGGGTCTCGGACAACCCGCAGAACAACGTGGGGCTCTACGCTTTCCGGA
TCAACCTGTCGACCGGGGTCATCACCAATCACGCGGGCACAACGATCTCAGGCAACTTCT
GGACAGACTCGCCCGCGGTGCCGACCGCGATGGTGGCCCAGGGCAACATGACCTTCATCG
CGTCGAAGACGCTCCCGGAGTCGGTGCGCCTGTTCGACATCTCCCAGGACGGCACGACCG
CGCTCGTTGGCCCGTTCAACCACAACACGCTGACGAGCATGACTTACTCGACGCTCGCCC
GACCGTCGTCGGCGGTCTATACGCCGCTCGTCTCGGCGGGGGTGCCATTCGGGTACAACG
CCAGCTTCTACGTCGGCGGCATGTGTTTCGGCCTCACCGACAACGACGTCTACCTCATCC
GGGAGAACGCCGGCACCTGGACAGTGGAGAAGTGGAAGCGGACCTCGGGGACGTGGGCGC
GCGACCGGGTGCTCTACACCGCGCCGGCCGGGGCCAAGCTCGGCCGCCCGCAGTTCCCCT
ACAAGGGCGACGGATCGTGGATCACCTTCGGCCAGTACTGGCAGTACGCCGCAGCCAACT
TCACCGACTACTACGCCGAACAGATCGCGCTCCCGATCGCCGCCTAGCTTGGTCGGGGGC
GCTCGGGTCCGTGGTTGAACAGCCAGCGCGCGAAGTTGCGGAACCCCGTCTCTGACAGTT
CGGGGTTGGGCGGCCATAGGGCCATTTCGACGTCGTTGATGAAGGTGATACCTGGACCGC
CTACCGCCCGCATATTGATCGGGCACGGATCGAGGTGTGATGAACGAACCTGCATCACTG
TATTGCCCAGCAGCATCGTGGTGTATTGGACGTCGCCCGGAATCCGAACTCCCGGCTCGG
GACCAGGATCGCCGGGCGATCGAACGACCGAGTCCGACCGTTCCATTTTGACCCCGGGCT
GGACAGTCCGGTCGAGGCGGGCCAGCAGCACAAGAATCTCATTGGGGAAATCGCCGCGAG
CGATGCGGAATGCCTGATCCCTCGAGATGAGCGGCGTTATCTCCGGTAGTGAGTGCTCGT
ATACAGCAGCGGTTTTGAGTGCCCAGTGCCGGAGAAGTGCGAGCTCGGGTAACCCGAGTA
TCCGCATCTCGTTGCGCAGGAGGGAGTTGGCTAGCGGGATCAGCTGCCTCTCGAGGCGAC
TCATCCAGCCCCCGTTGCACGCTCTGCAAACAACCCGGACCGTCTTCTGCGGAAGCGGTA
CATTCCGTTGATTCTCATGAACTAGCGTGCGAACCGGTCCCAGCACGCCGGCCGTGCTGT
TCTCCCTCGAGAAGGTCTCTCGCCAGCCACGTTTGTCGTCGTCGGCACTGGGTGTTGGGA
CTAACTCCCAATCTCGTGAAACCCACTGAGGGAGTAGATGTTCCTTGGTGAGCGGCGCGC
TTGAGTCACAGAAGAGACAAGCGCGGCTACGCTGGGTCATGTCGACGCCCCAATCCGTCG
GCACGCCCTGGCACTCGGTGTGACAGCACCGGCCAGGGCGAATCTTTGCTGAGGGGCAGA
TTACATGCAGAAACCGCTGGAGAGAGGATTCGAACCTCCGTGCCGGCACGCGTGGCGGCA
CCTACTTTCCGAGCGCGATCGTCTCGGTGGCCCCGTTCGTCCGCTCCGGGAACTCCAGCG
GTTTCGCAACTCCAACGGTATCAGCGCAGATCAACGACCATCAACCGTTGCCAGCCATCG
ACTCACGGTCGTAACGTCCCGCCCAAAACGGTGAGGTGGGTTGGCGCCCGGGCTGGTGAC
TCAACCCGGGCGCCTCGGTCGTCGTCGCGGTTGACACGAGATCGACTCCGACCTGGCGAC
GGCGGTACCCCGCGGGCACGGGGGCTGAAACACCCGCCCATAACGAACACCCGCCCATAA
CGTGAAATGCGGGACCGCCTGATCGGATGAACGTGGGACCGTCACGGTTCCCAGTCGTCG
CCGAGCACCGCGGCGAGTCGGTCTGCGAGGTCGGGCGCCTCGTCGCGCTGGCCGTAGATC
ACCTCGTCGCACTCGACACCCAGCGCTTCCAGCTCGGGGTTCGGCGGCACCCACCCTCCG
TCGGTCGCGGCCTGGCGGTTCGCCTGTTGCCGGCGCATCAGGGAGTGCACAGCCTGCGAC
GCGGCGCGCAACACCTCACGATCGATCACCCGGGACATTCTCCCAGGGAACCGGACGGCC
GTCGGCTGCGTCCAACCTCCATGCTGCTCGACCTCCTCGCCACCATCGTCTGCGCTGCCG
GCTTCTGCTGTCTGCTCATCACCCGCAACGAGTGGTGACTACGAAAATGGTTGCGCCACA
ACGGAATTGCGTGCTACAGTCATCTCACAAGTTCAGAGCGGGTGAGATTCAGGAACATAC
ACAGTTCGCCACGCACAGCGACCGGCCACTGCGGAAACAATGAGAAGCCACCCTCGGAGC
CCCATGACGAGGCACCCGCTCTGAACCTGGACAACCACGACGGCCCGCCCTCCACACCAG
GAGAGCGGGCCGTTTCGTCGTCTGATCAGCAGTATTCGAGCTGCCCCGCGTCGCACAGCT
GACCCCGCACCCACGGGCTCGGGCCTTCGCTGCGCTCAGCTTCCTCCGCGCCCTCGCGGT
TCTTCTCGATCAGGCACTCCGCCGTTTCGCACGGCACGTCGCCGACCGGTGCGTCGGTGT
CGATCAGGCCGTCGCCGTCCTTGTCCCACCCGGGCGGAATGTCGCTGCCTCCCTCCGGAG
CGCCCGTCTCCGGCACCGGGGCGGGCGCCGGGGCTTCGGTGGCGGCCGGCGCCGGAGTCG
ACGGCGGCGCGACCTTCGCGCGCCAGTCCCCCGGCAACTTCCACTCGACCCGCTGATCGA
CGTCGCCGACCTTCAGGTGGTAACCGATCGCGGTCGTCATGATCGGCACGACGATCGTCG
GTGACCCGTCCTTGCTTGAGTTCGGCGGCACGTCGATGAACGACACCGAGCCGTCGCACG
GGAAGTCCTGGCCGACCGCCTGGGACACCTCGAGGTTCTGTGCCACCTTGTTCTGGTCGT
TGACGTAGTAGATGTCGGACGGCCACAACCACTGCGGCGTCTCCATGGCTCCGGTTTCGA
TCGTCGCGACGAGCTTCGCTTGCACCGCCTCCGGGTTCAGCGCCCCATTGCACCCGGCGG
TATCGAGCCGCGTCCCCGTGACGGTGAGGACTTTCGCGCCGCTCGCGTCGGTGACGGTGA
CGGGCTCCCCGATCGCGACCTCGATCGCTCCGCGTGAATTCGTCGGCACGGAGGAAGATG
AGGCTGCGGTTGCGCTGGAACTCGTCGGGCTGGTGTTGCTGTCGTCGCTGCTGCTGCAGC
TCGTGGTGAGGAGCGTGAGCGCAGCGGCCGTGCAGAGGACGGGGAGGTAGCGTGTCATGT
TTCCGCAGCGTATTCGACGTGCGCCTCGCGGACAGAGCTACGCGCGCGATCCGCGGCGAA
GCTAGTGCAATACATCTCCCATTCTCGCCGTTACACCGCTCATTGTCGGAATGGGACTGT
ACTGTGCGGCGCATGCGAGCGATCATCTACTGCCGCGTCTCATCCGATCCGCACGCCCGC
GGCAAGTCCGTGTCCGAGCAGGAAGTCGACTGCCGGGCCACCGCGAAAGCCCACGGCTGG
GACGTCGGTGAGGTGCTCGTCGACAACGACCGCGGCGCCTCCAGGTATTCGCGCAAGGAC
CGTCCCGCGTACCGGCGTCTCGCCGAGACCCTCGCGCCCGGGGACGTGCTCGTCACCTGG
GAAGCGTCCCGCGCGCAGCGCGATCTGAGTGCCTACCTTCAGCTCCGCGACCTGTGCGCG
GAACGCGGTGTGTTGTGGAGTTACTCCGGCCGCACCTACGACCTCGCGCGCGGTGACGAC
CGATTCACGACCGGCCTCGACGCGCTGCTGTCGGAGAAGGAAGTGGAGGTGACCCGCGAA
CGCGTTCTGCGGTCGATGCGTGCGAACGCGGCCGCCGGCCGACCCCACGGCAAGCTGCCG
TATGGGTACATGATCGTCCGCGACCCGCACACGGGGAGGACGCTCGACCGAGTCGCCAAC
CCCGACACCGCGCCGACATTCAGGGAGGCGGTCCAGCGTGTTCTCGACGGTGAATCGCTG
TACGCGGTGTGCCAAGACTTCAACGCCCGGGACGTTCCGGCGCCGCGGCCGCGGCGGGAC
GGCACACCGGCGAAGTGGATCCCGGTGACTCTCCGCAAAATCCTCGAGTCCCCCACCTAT
GCCGGGCTGCGCTCGCACAACGGTGAGGTCATTGGTGAAGCAACCTGGGAACCGCTGATC
AGCAGGGAGGAGCACGAGCGGTTGAAGGCGTTGTTCGCCGATCCGCACCGCCTCACTCAC
CGGGGATCGGAGCCGCAGTGGTTGCTGGCGGGGATCGCGCGGTGCGGTGTGTGCGGCGCG
ACGGTGAAGCGGATCAAGAGCCGCGGCATCCAGACGTACACGTGCCGCGCCGGGTTCTGC
GCGGCCCGCATGGTGACGACGGTCGACGACTACGTGACCGAGGCGGTGATGCGGCGTCTC
GAAGGGCAGGACCTCGTCGGCCAGATCGACTCCGACAACTCCGAGTACGCGACCGCGATC
GACGCGGTGCGGGCGCTGCGTCAGCGGCTCGACTCGTTCACCGACGCGGCGGCCGAGGGC
GAGGTGACACCGTCTGCGCTCGCCCGCATCGAAGCGAAGCTACTACCGCAGATCGAACGC
GCAGAAGGCCGGGTGCGGGCGTTGGCCCACTCCCCCGCGGTGGCGAAGATCGCCGGCACC
GGAGCCCGGGAACGATGGGAGGCGCTGACGGTGCGGGATCGCCGCGACCTCGTCCGGGCG
CTCGTCGACGTCCAGATCTTCCGGGTCGGGAAGGGCCGCCGAAACGTCCCCATCGGTGAA
GGTATCGGCCTCACCTGGCTGTGACTCAGTGGCGCCGCGACCGCAGCCGCCGCAACCGAT
TCACGACCACCGGTGCGTGCTCAAGCGCCGCCGGGTCGTCGAGCAGGTTGTTGACACGCT
GCCAGAACCGGGTGACCGAGATGCCGAACTCAGCTTGGACTGCGTCGGCCTGGTTGCCGG
CGTAGTTCCAGCGGTGGGCGGCGAAGTCGAGTAGCGCGCGGTCGTCGTCAGTCATCGGCC
AGCCGTTCGTTCAACCACGCGCGCTCTTCGTTGGTGAGGGATCGGACGAATGCAAGGAGC
ATCGGGACGTCCACCCAGAGTTCCGCGGCGGCTTCGTGCGTGTGCCGTGTCCACCGCAGG
GTGTCCGCCAACGCCTCCAGCGTGATCAGTCGGCGAGACGCGATCGTCTCGACCGTCTGC
TCTTCTCGAGCCCGCAGGACAGGGTCTCGTGGGAAGACCTGCCGATCGTCGTGCACGAGC
TCGTGCGTGATGGTGCATCGTCGGGTGACCTGACCGTCGGCGGTGTTGATTGTGACATCG
TTGCCGCGCAAACAGCCGCGCCGGCCGTCGGGCAGTCGTTTGAACTCGATGTTCAGATGC
TCGCGGCGCCGAGCGTCTCTCCACGGGTGGTACATGCCACGCACGCTAAGGGGCAGCACT
GACAAAAATCGCCCTGACCAGGAATTACACGACTGTCATTCAGTGCCATTACATGTCGCC
CCGTTCCGCGTCTGCGTCCATCTGCCGGCGGATCATCTCAGTCTCCGACACCTCACCAAC
GTCCCGGCCGACCAGGTCGTAGTCGTCGGCATCATCGGTCTTCTCACCTTCGAGCCCCTT
GCGCGGCGCTCCCTGGGGCGTGGGCGAATCCACATGGTTTTCTCCTTCGTTCTCTTGTTC
TTCGTCCGGCTCCACCTCGAACTGGACGATGTAGTCAGCGACCGCTAGGCAATCGTGAAG
TGGGAGTTGTTCGACGCGAGATGCGATCCAACCGCGTTCATGGCGAACTACCTGACTCGT
GACCGCGTGGACAAACTCGTCATCTGCGACCGCAGAACCTGCCGCCTCGACGGTCGCGGC
AACTGTCTTCTCAATGCGACTACGGATCGTCGCTGACGTTTCCCCCGCATGGTCGATGTC
GGACTTGTAGTCGTCGTAGACGTCCTCATCGAGTTTCTCGAGAGTTGCGTGCAGCACCGC
AGGCGCTCGGTCGCGCCGCCCATTGGGGTCAAGCACGCCGTCGCCGACCAGGTATGCGTC
GCCAGGGTCCCAGCCCAGCGTGAGCTCAATCGATCGCAACTTCACATCCCTGACGGGTTG
CGCATCTTCGACGCGTTTCCATGTGATCGAGCTGATCCCTGCATCCTTCGCCGCGGCCTC
TTTGCTCAACCCCAATTCCACCCTCTTGGCGGTGACTGCGGCAGCCAGGCGGTCTCGCCA
TCGTTGCTGGCTGGCTTCGGTCTCGTTCATGAACGCAAGCCTGCCAGTCACACCCAGGAA
CATCTAGTCCGGCCCAGTCACTTACACGCTTGTAACTATTCGCTTTCTACCGGTAACTAT
ACGAACATAGCCGCAGATAGGAACATCTTTCGATGTTCCTAGTCAGTTCTGTTGACACCT
GTGACTAGAAGTGACTAGCTTTGAATACATGGCCAAAGCAAGTCGCTCAACCGTCGAGAT
CCAAGGCTTCGCCTGCCGCATCATCCGAGAAGCCCGCGGACGCAAAACCGCCGAGCTCGC
CGAGTCACTCGGCGTCGACCGCTCCTACATCACAAAGATCGAGACTGGACATTCCCGGCG
GGTGAGCGCCGAGTTCTACGCGGCACTTCTTGCGGAACTTCAGATCGCTGACTACCGCGC
ACTCCTCGCCAACCCATTCGCAGCGGCCTCCGCCGAGCAGGTGCCCGCATGAGCACGGAA
CCCTCCCACGATTCGGACCGGTGGCCGTTGGCGCCTGGCAACGCGTCCGAGGATGTCGAG
GCCGCGCTGCGCGCCGAGGAAGCGCGGTGGCCTGAGCCGACCGCCGCTCAGCGCTCCCGC
ATCGCCTCTGTCTTCCGCCGCACCGACCGAAGGGCTGCCAGCGCATGACCGCCGCAGACA
TCACCCCCAGCAACCCCTCGCCGTTCGACGCGATCCGTCGCGTCAGCGACGCCGGCCGCG
AGTACTGGTCAGCCCGCGACCTTCAACCGCTCATGGGCTACTCGCGGTGGGAAGACTTCG
CAAAGATCATCCGACGTGCGGAGTCTTCCGCGTCGAACTCGGGTCACACCGGGGGTTTTT
CGGTGATCACCGAAGAAGGCACCGGCGGCCGCCCCCGGATCAACTACCAGCTCTCTCGGT
TCGCCGCCTACCTCGTCGCGATGAACGGCGACCCCAACATGTCGGAGGTGGCGGCGGCGC
AGGCGTACTTTGCGGTCCGGACCCGCGAAGCCGAGACCCGGCGTCCGGCGCCAGCACTCG
AAGGCCGGGAGCTCATCGCCGCCGCGTTGATCGAGTCGCAGAAGGTTCTCGAACAGCGTG
AGGCGCGGATCTTCCAGCTCGAGCAGGTTGTGACCGAGCAGGCTCCGAAAGTGACATACG
TCGACACCTACGTGACGGACGCGGACCTGCTGTCGTTCTCCACGGTCGCGTCGACGAACA
ACATCACCGAAAAGGCGTTGCGCGAGTTGCTGATCGACCGGGACTGGATTTATGTCCAGA
CCGACTCCCGATGGTCCAACAGCCACGGCAAGAAGATCGAACGCCGCCGCTACTCCGAGA
AGGCCGACAAGAAGCGGTACTTCCGTCGCGTCGAAACCCACGAGGCTCCCCGGTTCCGCG
GCTCCGAGGTGATGCACACCCTCAAGATCACTCCGCAGGGCGCCGAAGCGATCGCGCGCC
TCATCGCGAAGGGCGGCCTGTCGTGATGTTCCCGGTCCTCGACTCCCTCCGCCCTGCAAC
CGGATTCGGTGGCGCTGGACAGCGCCATGTCCAGTCCGAACGCACGATCACCGTCCGCGT
CGACGAGACCGACGAGTACATCACCGTGCCGCTCCGATCGGTGTTCACCGATGACGGACT
GACAGGCGCGTCGTTCGAGGTCGGCCCGTACTCGCTGGACCGAGAAGACGCGTTCAGCCT
GCTCGAGTCGCTCGTATCTCACCTGGCGGCTTCGCCCTGACTTCTCGCCGCCCGGTGCCA
CCCCCACGGGTGGCGGGGGAAGCCGGGCGGCGAGGACCCCTAACCCTCTCCCAATCGGAA
AGAGAGACCAGCCCAATGTTGTTCGAATTCGTGCTCCGAAACCTCGGATTCTGCACCATC
ACCGCGTTCGCCATCGGCGCCGGCGCGATCGTCCTCATCGACCTCGCCCGCGGCGCATTC
GGCGGCGACCTCGACGCGCTGACCGTCCACAAGGGCGAGATCGTCGAGGTCGACCAGTGA
GCAACACCATGAATTACCGCGGCGACTGCACCGACTTCGACCCGGACCAGATCCTCGGCC
CGGACCTGCACGGCGCCTACTACCGGATCGTCGACGCCGTCTACGACCCTCCAATGAAGC
TGACGAAGCGGACGTTCAAGCCGATCCCGCCCAGCGAACTGTTCGGGGGCCAACGATGAG
CGCCGGGGCGGTCGAACTGATCCGCAGTATCCGCGACCTGCACCCCGATGCGGTCGTCAG
CGCGACGGTGCAGCCGAATCCGGACGAAGACGAGACCTCGTTCTCCTCCGTCACGATCAT
CGGTCTACCGGCGGACCGCTACCCCGAGTTCCGGGAGGGCGAGTACCAGGACCCACACAT
GCTCACCGTCCGCGGGCCCGACCGCCGCGACCCCGGATCGACTCTCACCGTCATCCGCTA
CCACGACGACGACGTCGTCGCTGCGATGCAGACCGCCCTGGACTACATCGTGTCCGTGCA
GGCGGGAGTAGCCCGGTGAGCGCGACCGAGATCGTTCGCAGCATTCGTGACCAGTACCCC
GACGCAGACATCGTTGTGGTTACGGGAGACGGGAAGGTGTCGGCGAGTAGCGCGACTCTC
AACCGGGATACCGACGAGGAGTTGGGCCGGTCTCGTCGAGTGCTCGCGCAGAAGTGCATC
GACATGGAAGTAGACCTGGCGACCGTCCAGCCGTCGATCCGGGGCCGGACGACCTGCCGC
GTGATGATTTCGAACCCGCGCAATGGAGCCCATATCTCTGCGGTTCATTCCACCGAACTC
GCAGCCGTTGATGCCGCATACGCGCGCCTGTCGAGAGAGGACTGGGACCTATGACCTCCG
CGTCGCGCTACGACAGCGCCAACATCCCCTCGAACATCGCCGACACCCCGACCGCGGAGC
AGATCTCCAAGCGTCGCCACGCGATCGGTTGCGCGTTCGAACATCTCGCGGTCGCCTGCG
CCCGCAAAGGTGTCGACGTCGCGATCGTCCAGCAGTCCCTCGTCGGCAAGCCCGCGCTGC
GGGTCGCGATCACCAACCAGCGGACCGGAGAACGGCTCACCGAGCGCGGCGACGTCCACG
AGATCCTCGACCGTGCCCGGGACCGGTTGAACCGAGAGGACTGGGACCGGTGACCGCCCC
TACTGTCGGCGAGCGGATCCGCACCCAGTTCCTCGAGACCGCCGAAGCACTTCCGTGTCC
TGACGGGTGGTCGTGGACGGTCGTCGACTACGCCGCGTATCACCGTGCGTGCCAGGACGG
CATCCCGACGCTGCACCTCGAGTTCGGGTGCGACGACGCGGTCGAGTTCGTGTACCTCGT
CGGCCGCCACGACCTCGAACCCGAGTCGGTGACGGGATGACGACCAACGTTCCCATCCAC
CGCGAGGAAGTCGCACGCCGCCGCGAGGCCATCGCCGAGCTCACCCGCGCCGGCCTGTCG
GCCCCGGAGATCGCGATCCGCCTGAACGTCACCGCCCGGACCGTCGTGCGGCACCGCGCC
CTCGCGGGCGTGTCCAAGCCGACGCATCCACGGCTCACCGAAGAACAGCTCGCGACCGCC
CGCCGACTCATCGACGAGGGCGCCCCCTACAAGGAGATTGCCCGCACGATCGGCTGCCAC
GAATGCACGGTCGCTCAACGCTTCCCGGGCCGCGGGTGGACTCGCAAGCAGATCGACGAG
TGGCGCCGCGAGCGCCGACTGTGGGCGGACGCGTCATGAACTCGATCAACTCGACGGTGT
TCGTCCCCGGGCACAACCAGTTGAAGCGCTGCCGCGGCTGCTCGGCACTCATCTTCTTCG
CTGTCACCCGCGACGGCCGGTCGATCCCGGTCGACCACAAACCGCGTCCCGACGGCAACC
TCGCGATCGCCCCGCTGCAGGACGGCGAGAAGGCGCCACGCGCGACCGTCATCCGACCCG
GGCAGGCCGCCGGAATGCGCGCCGCCGGCGTCCCGGTGTTCTCCCCCCACTGGGCGTCGT
GCCCAGAAGCCGATTCGTTCCGGCGCCGCGCCCGCGCGCGCGGCGCCCGCCAGAAGAAAG
GTGGCCGCCGATGAGCTTCGGCCGAGTCCGCTACGAGGACATCGACAACCGCACCCAGGA
GGCGAGAGCCGTGCAGGTCGCCGGCGACGTCCTCCGAGACGGCCGCTGGGTCGTCGTCCA
CAAAGACGGCGGAACCCGCACCGAGATACCCGAAACGAACGTCATCTCCATCGACTACCC
GAAAGGCGACGACCAGTGAACACCACCGCCGCAGACCAGCCCACCACCGAGCGCAGCCAG
TTCGCCGAGCGCGACAACTTCCGCGACCTCACCCCGTACGAGGAAGCGATCCTCCACGGC
ATGACGAAACCCGCCTACTTCCCGGGCCGGGGCTACTTCATGGTGCAGGGCGTCTACCAG
GGGTACGCCGACGACCGCGTGATCACCCACCGCGACGGCACCATCGAAGTGGTCCCGGAC
CCGCGGATCGCCCGCACCGACCGCCGCCGCGCCCGGAACAAGGCGGGACGGAAGTCGCGC
CGCATCAACCGGATTCGGGCACGACGATGACGACCGACACTCGGATCAACACGACAGCCG
ACCTCGAGGTCGGATTCTCGGGCGGTGAGGAATGGACGAGCGTGGCGGCCGCGCGTCACG
GCGCGATCACCCCCATCGATCTCGACGACCTCAACGACGATCGCGGCGCCCGGATCCGGT
TCACTGCGGACCTCGGCCCGTTCGCTGACACCGCTCAGGTGATCGTCCCGTTCACCGACC
TGGCCGAGTTCGTCGATCAGGTGCGGGACGGCGATGTCGACGGCTTCGAGGACGCCCTCG
ACCACCTGCCGCCCCGCGGGAAGTCTCGCAAGTACATCGACGCCTACACCCTCGGCCAGG
TCGAAGCGCGTGGGAGGGCCGAGTGATGGCCGAGCCCCGCACCCTCGCTGACGTCGTCGA
ACGCGTCGTGACCCTCGCGCACCACGATCCCGACGCCTGCGCGGTCGTGGCGGCGGCGTA
CGGGAACAAGGCGCCCCACATCCTCGACAGTCAGCCGAACACCATGATCGCCGGCGTCCT
CGAACTCGGACCCGCCCTCGAACGCGGTCTGTCGTGGAACGTCGCACCCGCGTCGACGCT
GCTGCGGTCGCTGAACCACCGGTGGGCCACCCCCGCCGACGTGGCCCGCGCCGACTGGCT
AGACCGCGTCGTCGAAGCCGAACAGTCCGGCGCCACCCGCCTCGACGCGATCCGCGCCGC
CGGGGAGGTACCCCGATGACCACGTACGCGTTCGTCGACACCGAGACGACCGGCCTCGAC
CGTGCCGCCGAGGTGTGGGAATTCGCCGCGATCATCCGCCGCACCGACGGCGAGTCGACC
GTCCACATCCACATCGACCACAACTTCGAGCACGCCGCCACCCTCGACGAGAAGTTCCGC
GCCGACCACGATGCCCGGTTCGGCGCTGCCAGCGACATGCACGTCTACTCCCGGGCCGGC
GCCGCCAGCATCATTCACGCCGCGCTCTACGGCGCGCACATCGTGGGCGTCAACCCCGCA
TTCGACGCCAAGATGCTCGAGCGACTCCTCGACGTCGCGGACCTGCAGCCGTCGTGGCAC
TACCGCGTCATCGACCTCAGCGCCATGACGCTCGGATACCGCGTCGCGCAACGCCAAGCC
GACGGATACGAGAACCTCCCGGTCGACGTCCCGTGGCGCTCCGACGACCTCGCAGGCCAG
GTGATGCCCATGGTCACCCCCGAGGGAGACCCGATGTACCAGCGGCACACCGCCCTCGGC
GATGCGCGCTGGTGCCGCGACTGGTGGGACGCCCTCACCAAAGTGCGCGAGGAGGAGTAC
TGATGGCTGTCAACATCGCCCCCGGCTCGCCCGAGTGGATGCGCACCATCACCCCGTCGA
AGGTCGCGGCCATCCTCGGAATCTCCCGCTACCAGTCACAGTTCGCGCTCTGGCACCAGA
TGGCCGGCCACACCCCTGCCGAGGAACCGAAGGACGAGTTCACTGCGGGCCACGCCTTCG
AACCCGCGCTGGCCTACCTCTGGAAGTCCGAGAACCAGGGATGGCGGCTGTCTCCCGGCG
AGGTGCAGATCGCCCGCACCGACCTGGGATTCGCCACGTTCGCCACCATCGACCGGCGAG
CAACACGCGGGCGGGCACGCCGCGTCGTCGAGTTCAAGACCGCACGCTCACTCGAAGACT
GGGGCGACGAGTTCACCGACCAGGCACCCACCGACTACGTCGCGCAGGTGCAGTGGCAAA
TGCACGTCACCCGGTTCACCTCCGCGCCGGCACACCTGATGGTGATGGGACCGTTCTTCC
GCTGGCACACATACGAGATCGAGTACCAGCCCGAGCTGTGCGCCGCGATCGAAGATCGTT
GCCGAAGCTGGGTCTCCTCCCTCGACGCGGGCGTCGAACCTGAGCTGGACGACTCGGTCG
CGACATACGACTGCGTCCGCCAGCTCCATCCCGACATCGACCCTGACGCCGAGGTCGACG
TCTCACCCGCGGTCGCAGCCGAGTACCTCGCCGCAGACACCGAGTACAAGGCCGCCGACA
AGCGGCTGCGCGGCGCGAAGTCGCAGTTACTCAACGTGATGAAACGCGCCCGCCTCGCGC
ACTGCGGTGACGTCAAGGTCGCCACCCGATCACCACACGCACGAGGAGGCGTCGCGCTGA
AGCGCAACGCCAAAGCGGACGCCGAATCGGTGACGGGGGTGTCAGCCGCATGAGCGAACA
GTGGCTCCCCGTGCCCGGCTGGGACGGCTTCTACGAGGTCAGCGACCAGGGCCGCATCCG
GTCCGTCGACCGTGTCATCCGCCGCGGCAACGGATCACCCCAACACATCGGGCCTCGAAT
TCTCGCCGCGAATCCCCGTCCCTCAGGCCACCTGTGCGTCCGCCTGTACCGCAACGGGCG
TGGAGTCGGGATGGACGTCCACACCGCGGTCCTCACCGCATTCGTCGGACCTCGACCTGA
CGGACACGAGGCGTGCCACTCCAACGGTGACGCCACCGACAACCGGCTCACCAACCTGCG
GTGGGACACCCGCTCGGAGAACAACTTCGACCGAGTCCGCCACGGAACACACAACAACTC
GACGAAGACCCGCTGCGCGCGCGGCCACCTCTACGACGAGGCCAACACCTACCGCACACC
ATCTCGCCCCACGGCCCGCTACTGCCGAAAGTGCACGGCGATCAACGGCCGCAACTACCT
CGACCGCAAGTCCAACAGAAGGAGCATCCCCGCATGAGCAACGAACTCGCCCAGGTCGAC
ACCGACCTTTCTGTCCTGCCCGCCCAGCGTCCCGCGTCGCCGCAGGCCGTCGAGCAGCTG
ATGACCCACGCGAAGGCGATGGGCGCCGCCCGCGAGCTCGCGGAAGTGATGTGCGCCTCC
GAGCTGGTCCCGGCGATCTACCGCCGCAAGCCCGACAACGGCGCCGCCGCAATCCTGTAC
GGCGCCGAGATCGGACTCAACCCGATCCAGTCGTTGCAACAGGTGTTCGTCGTCCACGGC
ACTCCGGCGGTCTACGCGCGGACGATGGTCGCGCTGCTGCACCGGCACGGGTACGTCATC
GAAACCCTGTCGTCCACCGACGAAGCGGTCGCAGTCCGCGGCACCGACCCCCGGACCGGG
CGGGTCGAAGAGGCCGAGTGGACGTTCGAACGGGCGCAGAAGGCCGGATACACCAGCAAC
AAGAAGTACGAGTCCGACCCCCAGGCGATGCTCTACGCCAAGGCCGCTACCCAGGTGTGC
CGACGGCTCGCACCCGAAGTGTTGCTTGGCATCTCGCAGTCGAAGGAAGAACTCGACCTC
GAGGCCCGCGAGGCTCCCGTCCGGGTGCCGAACGAGGCGTCCCGCCGCGGGGTGTCGGGT
CTGGCGAACGCCCTCGGACTGGCAGCGCCGGCGGAGACACCCGAGACCGTCGACCAGTCG
GCCCCTGCGACGTCGGACACCGAGCCGACGAAGGAGCAGTTCAAGCGGCTCAACGACCTG
TTCGTCGCCGCCGGGCTGACCAAGGACGACAAGAACGGCCGCCGGATCGTCGCCGCCCAG
CTCGTCCCGGACCGCGACCCGGACGCACCGCTGACCGCCGCGAACGTCGACCACATCGCC
GACATGCTGCAGCAGCTTCGCGATCAGGGAGACCAGGTGCTCATCGACACCGTCGAGAGC
CTCATCACCGAGCACGACACGGAAGGACCTGCCCAATGACCACCGCCGAACTCTCACCGA
ACGCCGCCCAGGTCGCCGCCACCGCCCAGGCGCCGAAGAAGAAGGCGCGCCCCGACCGCG
ACCTCGTCGTCTACTCGACGAAGTCCGGGAAGTGGCACTGGAAACTCATGTCACCCAACG
GGAAGCTCGTGCAGGCTCGTTCCGGCCCGGACGGCTACAAACGGCGCGACGACGCCACCA
CCGCCGGCCGCCGGCTCCTCGCCACCATCGCCGACACGGCGGTCCGCCTCGTTGTCCACA
AGGCCGACGGCACCATCGACGACCGCGGACTCATCTCGTGAGCTCCGAGCAGCACGTCGC
CGACGCGAAGACGGCACTCGCCGACGCGAAGGCTGCGGGCGCCGGCGCCGCGGCGGGTTA
TCACCTCGTCGTCGCGCAGACCTACGCGATCCTCGCGCTCGTCGACGCCCTCAGCAACGT
GTCGCTGCCGAACTCGAACTACACCATCCACCACCGCCCGGAAGGAACGCCCAACCATGG
CCCTCGCTTCTGAACCGCCACCCGAACTTCCCTCCACCACCGCAGGTCTCGACCCGGACA
GTGACGGGCAGTACATCAAGATCCGCGTCAACGGGCTGAAACTCGACAACCCACCCGCCA
AGGGCGAAGCCGTCACCCTCATCGTCAAGGGCACGTGCCACGAGATCCACGACAAGACGA
TGAAGGACGGCGAGGACAAGGTCGTCCACTACATCGACGCCGACTCGGTGTACGAGCGCG
GCAAGGTCCCGATAGTCGACGAAGGACCGAAGGGTCTGTTCGACTTCGTCTCCGACCAAC
GGCTCTGGGAGACGGCGAAAGACGCCGCATTCGAACGCGGCGAAGTCCTCGACGACGTCG
TCACCGGCTGGCTCCGCGACTACATCAACGCCGAACCCGCCGACGGCGAGAACCAGGGCG
ACGACGTCGACACGAAAACCGACGGCGGCCAGGTCATCCGGCCCGCGTTCTCCGACCAGA
AGAAGGACGACTGACCGATGCCGTTCGTGCTGCTGGCCGTGGCCAACCTCGCCCTCTTCT
GCCTCGCCCTCGCCGCCATCCTCACCGGCGGCTGGCTACTCCTCGCCGCCGCGTGGGCGC
TCCTCATTGTCGAAGCGCTCTCCGTCGTCGGATGGGCACGGCTGGCAGCACACCGCGCCC
GAAAGGACCTGCCCCAATGACAGACACCACCGAGCCGACCGTGCCGACATGCAGTCTGTG
TCGGCGCGAACGCACCCTCGCCGACGCCTACGACTACAACCCCCTGCAGGTCATCACCGG
CCAGCCCGTCGGCTGGTACTCCGGCGACGACGGCGAGGTCTGCCCCCATTGCATGGCCAA
GACCCTGAACGGCCAGGTATGACGAAGCACAACAACCCGACGAACGCCGACATCGCCCAC
CGCGGCCTGATCCTGCGGGGCCAGGTCGGCTCCGGCTTGCACGGCGTCACGACCGGCGCC
GACGACCGCGACGAGATGGGCGTGTGCATCGAGCCACCCGACTACGTCATCGGCCTGAAC
ACGTTCGATCAGTACGAGTTCCGAACCCAGCCCGACCACCACCGCTCCGGAGCAGGCGAT
CTCGACCTCGTCGTCTACTCCCTGCGGAAGTGGGTGCGTCTCGCCGCGGCCGGCAACCCG
ACGATCCTGCTGCTGCTGTTCATCCCGGACCGCGAGATCGTCCACCGCGACACCGTCGGG
ATCAGCTACGAGATCCAGGCCGCCGCGGACCTGTTCGTCACCCGGCAGGTCGCAGCCAAG
TTCGGCGGATACCTCGTGTCACAGAAGGAACGGATGCTCGGCCTGCGGTCACAGCGCACC
AACCGCCCGGAGCTCGTCGACACCTACGGGTTCGACACCAAATTCGCCTATCACATGGTG
CGCCTCGGTCTGCAGGGCGTCGAACTCCTCACCACCGGACGTATCCAGTTGCCGATCGCC
GAACCGGATCGGACGTGGCTGACCGAGCTCCGCGCCGGGAAGCACACGAAGGAGGAGGCG
CTCGACCGCGCCGATGACCTTCTGGCGCAGCTCAACAACCTCCGCGACCATGCGGCGCTG
CCTGAGCGACCCGACATGGAGGCGATCAACGAGAAGCTCATCCGCTGGTACAACGACGGC
TGGGACTGGCTGTGGTCGGAATGAGCGACTTCACCACCGACGACATCGCGATCGCCGTCG
AGATCCCCGGCGTCTACGACGGCACCAGTGCGTATCTCCTCAAGGACGGCACCTGGCGAA
ACCGCTGGGACGGACTGGCTCTCCCGCGACGCCAACAGGCAACCGCGGCATGGATAGAGC
AGAACGGCGACACGTTCCGCGAAGCCAACCGCGACCTACTCGACAGCACGCGATCATGAC
TCTCGCCCTGACCGCCGACGAGCGGGACCTCCTCCGCGAAGCGCACCGCGTCATCGCTCC
GATCGTCGCGACGTCCGGCATGACCGACCACGTGCGCACCAGCATGAGCGGCGGCGGAAA
CGGCCGGTTCTCCTACCGGGTGCGCGGCAACAAGCTCACCGGCTGGTGGCCCACCCAGTG
GAACCCAGAGCGCGAAACGTCCATCACCCTCACCCGCGTGCAGAAGTGGGCCGACAGCCT
CCCCGACGAGCTACGAGCCCGCGCGCTCGTCGCGTGGCGGGTCTACCCGGTCAACACCCG
CGACATCCCCGCGCTGTACCGCATCACCCTCGAGGCGATCGGCCTCGACCAACCAGCCCA
ACTCGACCTCTTCCAGGAGGTGTGATGACCGACCTCGTCCCCGCAGCCGACATCGAGCGC
ATCGTCGGCACGCCCCGGCACGACACGAAACACCTCGCCCGCGCCGTCAGCGCGACCCAG
ACGGTGTTCATCCTCCACTCACGCGAATGCATCGACAGCGGAATCGATCTCCGCCGCTGC
CGCTACAGCCGCGCCCTCGACCACGGCATCCAAGAAGGCCTCTGGTCACGCCACTGCGAC
ACACCCGTCGAGATCCGCATCCGCGACACCCACCTCGTCCCGGCCCAGAACCTGCCCGAC
GGCCAGGCCAGCATCGAGTTCGACGGTGATCACTCATGAGCGAGCAGATGAAGCCGATGC
CCGGGGTCCTCTCGACCGCCGAGCGAATCCGGTACCGCCGGTGTCTCTATTGCGAGTGGC
ACCCCGTGCATCAGGGTCACGCGCCTGAGTGCCCGACACGACTTCACGACCACACAGATG
AGGAGGGCCGCGAGTGACGACGAGGTACTGCGTCCACTGCATGAGGGCGATCGAACGCCG
GCCCAGAGAGGCGGGAACAGTGTACGCGCGTCGCCGATTCTGCTCGACGGCGTGCAACGG
TCGACACAACGCCGCGAAGATGCGAGACCACTCCACCCCCCTGGAACTGATCGAGCGCAT
CGGTTGGGACGTCACGGAATCCGGTTGCTGGGAATGGTGCGGACGTCGCACGAGCCGCAA
CTACGGCGAGTCATCGGTGCGGGTGGGCGACACCAAGACCGGAGAGATCCTGGCCCACCG
ACTCGCGCACATCGCGTGGATCGGTCCTATCCCGGACGGCCAGGTGGTGCGTCACCGGTG
CGACAACCCGCCCTGCATCAACCCCGCGCATCTCATCGTCGGCGACCAGCTCGACAACGT
CCGCGACGCCGTTGAGCGAAACCGCCACGCGCACGGCGAAACACACGGCCGCGCGAAGCT
CACCGAAGCCGATGTACGGGCGATCCGATCCGCACGGGGGATGACCTACCCCGAGCTCGC
CGCACAGTACGGCGTGACCCGCTACACGATCGGACGCATCGTCCGTCGAGAGCGCTGGGC
GGGGGTGAAGGCCGGTGCCTGACTTCCGTGTCTCAGACACCGCCGCGTTCGACGACAAGA
TGATCCAGGCTGGCAACTCGGCCATCGGATTGTGGGCTCGTGCGGGCGCCTGGTGCATGC
AGCAACTCACGGATGGATTCGTTCCGACGCGAATTGCGCGACAAATCGGAACGAAAGCAC
AGGCCGACCGCCTCACGGATTGCGGCCTGTGGGAGACCGTCGACGGTGGCTATCGGTTCG
TGAAGTTCCTCAATCATCAGCGCTCGAAAGAACAGGTCGAATCCGAGAAAGCTGCTGCTA
GACAGCGAATGCGCAAGGTGCGTTCGGGTGAACGTTCCACCGAACGGACTCAACCTGTTC
AGCCGAACGGTTCGGGTGAACGTTCGCCGCACGTTCACGACTCCCTTCCCTTCCCGTCCC
TTCCCTCTAGTGGTTACGAAGGGAGGGAGGGTTACGTACCGGAGCGTGCGAGCGACGACC
CCCCAACTCCTCGCTGCCCCAAGCACATCGGCGTCGAGAATCCGCCGGCGTGCGGCGCCT
GCGCTGACGCGCGGCGGAACCGCGAGACCTGGGACACCGAGCAGACTCAGCGCCGCCGGG
CCGCCCAGTCCGAGGCAGCCCGCGCTGCAGCGGAACTCCGCGCCGCTGAGATCGCCGCAT
GCGACCTGTGCGACGACGCCGGCTACCGCGGGAACCGCGTGTGCGACCACGACCCCCACA
CCGCCGAACGCGCCGCCCGCGGGATGGCGCTCGTCCGCGAACAGCTCGCCAACTCCGCCG
CGAAAGGAAAGTCGTCGTGACCCAGCCCAACCTGCCCGACCTCGCCGCGCACATCCCGTG
CGACTCGGCCAGCCCCAAGGTGGTGTGCACCGCCCCCGCGGTCTACCGCGTCGTGATGCA
CCCGCCGAAGACGCCGAACGACCACACGTGCGGCCACCACGTGACGCTGCTCTGCGGTCA
CTGCCTGCGCGTCGTCACCAACAACATCCGCCGCACCCTCACGAACAAGCGGGCACCCCA
ACCGGTGTGCCCGGTGTGCGACATGCGGTTCTACGCCATCCGCGACGTCATGCAGCAGGT
GACCGAACTGTGAGCACCGAGAAGCGTTCCAAGGTGGTCGCCGTCGACACGAGCGACAGC
GCCGACTCGCCGATCGAGTGGCGCATCCACGTGATGCGGCACCCCGACGGATTCGGGCGG
CTACCGGCCGGCGGCCCGTCGGCCGAAGACGTCCCGACCGATGCGCTCCGCGCGCTCCTG
GCGTTCGCCGTGAAGGGACTCGCCCTCTCCGGGATCGGCGAGGCGGCCCAGATCGTCCGC
GACGAATTCGCCCAACACCAGCCAGACGAGGTCCCAGACACGGAGGTTGTCGAACCGTGA
AGCAGTGGATCGAAGACCAAATCCGCGAGGTCGCCCTCGGTGTCTCATGGGCAGCCAGCC
GCCTCGCCGAGCGTCTCCGGAAGCGGACTCGTTCATGACCGCCATCGTCGGCCTCGACCC
GTCCCTCACCAGCACCGGCATCGCGATCCTCGCCCGCCATGACGGTGACGACGTCGCTCA
CGTCCGCACCCTGCGGTCCGTCGGGCACCGCTCCACCGACTCGAAGTCGTGGGTCCATCG
CTCCCGCCGCATCGTCACCCAAACCCGGTTCGTCGTCCAGGCGATCCCCCGGGACACCGA
ACTCGTCGTCATCGAGGAGATGCCAGCCCACATGAAGATGCAGCACTCACTGATCGACCG
GTGGGTCCTGTGGTTCGGCATCGTCTCCCAGCTCGACGCGATCGGAATCCCTGTCGCCGT
GGTGAATCCGGCGACCCGCGAGAAGTGGGCGACGGGGAAGGTCGTGCGGGGCCTCGACCC
GAAGGACCGCAAGGCCCGCGTCACCACCGCCGTCCGCGACCAGTGGGGACCCCACATCGA
GCAACGCATCAGCAACCACGACGAAGCCGACGCCCTCACCCTCGCCGGCATGGGGGCACT
CCACTCCGGCTGGACACTCCCGTTCGACGTCGGGACCTGGCAACACAATGGCCTCGCATC
CGTCACCTGGCCCGAGAGGAATCATCGATGACGACCCACGAGCCGATGACCGTCACGCGC
GTCCACGACAGCGACGGCAGCCACATCGAACCGCCACTCGATCAGTCGTGGTCCGAACTC
GAGAAGCTGCGCTGGCACGCCGGCGTCGTGCTCGCCGACGCAGGCGTACACGTCCGGATT
AACGACACGGCCCGATACGTCGTCGACGGCACCGAGGTCCCGGTCCACGGCATCCGAATC
GGCAACACGACCAGGTCGCACACGTTCCGCGACGCCTGGGTCTACCTCAATGGAGTAGCG
GCCGGCGGCCAGCAAGCCAGGGCTGAGCTCGCCGACACTCGCGCGAGGGTGGCGAACGTG
CAGGACGTCATCGTCGACGCGCTGCAGCTTGACGAGTTCGAAGTCGGGAACGGGTACGAC
ATCATCACCGTCCCACCGGATGACGCGAAGACGATCGCCGCGACCGTCCTCGCCGAGCTG
GCGAAGCACGGATTCAGGGTCGTGCGATGACCGTCTGCCCACGTTGCCATCTCGAGATCC
CGGCGGCCGCCGACACGTGCGACTGCGTACCCGCACCACCGCGCGAGCCCGAACCCGACC
GGCCCGCCGTCCCCGTCTATTCCGAGAACCTGCGCGTCGACCGAGACCGAGCATTCACCC
GCCACGCCGACGAGAGGCACACGATCCGATGACCCAGCCCGTCGACGCCGGCCTCAACCC
CTACGCCCAGGACCAGCTCGTCGAGAAACTCACCGACATCCACTCGTGGCTGTCCGAAGA
TCTCGACGCCACCCTGATCCGCGACACCGCGTTCCGCGACAACTCGGAGCGCGTCTCCGG
CAAGCGCGCCGACAGCGAAGGCCCCATGCCGTTCGACGACGCCGCGGCCGAAGCGGCACG
CGAACTCCACGGCGCGCTCCGGGCCGCCGTCCTCTCGGTGTGCACCGAACGGGGCCTCAC
CTGGCCCGGCGAACGCCGCTCCCCGTACCTCGCAATGTGGCTAGCACGGCACATCGTGTC
ACTCGCCGTGTGCGACAACGCGACTCACATCGCCCACACGATCACCGCCGCCCACAAATC
CGCGTTCGCCGCCGTCGACACCCCCGTCCGCCCCCACTTCCACGGCTACTGCGAGATGTG
CGGGCAATCGCTGTGGTCCCGCGGCGGCGACACCCTCACCTGCAAGAAGTGCCGCCGCGT
CGTCGACACCGACTATCAACGCCAGCTCGTCGACACCGAACTCGAGGGCCGGTTCTTCAC
CGCCAACGAGCTCGTCGATGTCGTCCGCGACCGCTTCAAGATCGACATCAAACCGAAGAC
CGTGCACGACATGGCGTACCGGCGGCGCGAACGATTGCCCGTCCGAGGCCGCACCCGCGA
CGGCCAGAAGCTCTACCGCGCCGGCGACGTCTTCCACCGACTCCGGCAACAACAAGACCG
ACGACAGCAAAGGAAAACCTCATGAGCCGCCCGAAGCCGCCGACCCGCGCCTACGCACTG
GGACTCGCCGGAGGCGTGTTCCTCGCAGCTCTGTTCGGCAGCACCCCGCCTTGGCTGTAC
ATCGCAGCATGGGCGGTAATCGCCTGGGACATCGCCAACCTCAGCGTCGCGATCTACGAC
CGGGTGCGAGACCGCCGACACCAGAGGAGAGCATCGTGAACCAGACGTATGGCGAACGAC
TGCGCCACCTGCGCAAGGCGAAAGGGTGGTCAGCGCAACGCCTATCCGATGAGATCCATC
AGCGCACTGGAAAGTTGGTACCTCGGAGCACCATCTCGCAGTACGAGAATGCGAACACCG
ATGAAATGCCGCTGAGCCTTGCAGTCGCGGTCTGTGACATCTTCGACATCAGCCTCGATC
TGTTCACGGACCGTAACGTGTCCGCCCGCGCCGTCACAGTCAGCGCGATCATCGCGGATG
CACAGCAGCAACTTCGTGAAGTCCTCGCTGAGGATGCGCGCGCCCGCGAAATGCTCGCCA
GGCTCTATCGTGCGTCCGAGTGCAGCGACAGTGTCGACGAGGGATTCCTGCGTGAGGTCG
GGAGCTTCCTCGGCGAAATACCGTGACGGTGCTTGACAATTGCGCCGAATCCTGTTTCCT
TAGGCTTAGCCGTGAGGCGTCCTGACCCTGGGACGACCTGACGGCATTCTCATTTCACCC
CCACGAAAGAGCCCGGCGACGGCTGCAACCGTCCCGGGCAATGGCCGACTGTCAAGGAGT
CGACATGGCCCAGCGTATCGACCGAGCCCTCGCAATACGAACACCACGCCCTTCCGACGT
GGCCATCGAATGCGTCCACCCTGGCTGTTACGCAGCCCCACAACAGGACTACGAGTTCGT
CCTCCCACTGTGCATGCGCCACCTGATGAAGGTCCTCGCACAATCAGAGACGATCCTCAA
CCGCGCCAAGCGGAACTACATCGTCAAGAACCAGGGCCGACGCACACCAGTCCGACGCGA
GATCGGACACGGACAGTTCCACGGATCGGTCGTCTACTACGTACAGTTCAACGGCCGCAT
CAAGATCGGGTTCACCACGAACCTCGAAGAACGACTCACCACCATTCCCCACGACCGCGT
CCTCGCAGTCGAACCAGGCGGATGCGGAATCGAACGCACACGACACCGACAGTTCGCCGA
CGAACGCGTCACCGGCGAATGGTTCGAACCCAGCGAACGACTCCTCGCCCACATCGCCAC
CCTGAACCCTCAGCCACAAGGCTGAGCACATTCCCCCGTCGCGGCGCGGCCGTGCGCGCA
CACCTTCGACACCACACACCCCGATGCTGGGCTGGCATCAACCGTGTGGTGACCGGGCCT
CCCCGCACCGGACCGAACACGCAGCACCCGCGCCGCGACGGGCCCCCAACGACACGAGAA
CCACCATGGCGAGACGCCGCCCCAACCCCGAACAACGCGGACTCGGACACGCACACAAAC
AGCAGGTCAAACACCTCAAAACCCGCCACGTCGACGGCACACCCTGCTGGTGGTGCGGCA
AACCCATGTACCTCGACCGCACCCGCAACCCCGACTACGACCCCACCAGCCCCGACCCCG
CATCAGGCAGCCTCGCCGGCGACCACACCCTCGCCCGCACCCACGGCGGAACACTCGCCG
ACCGACTCCTCCACGGCCGCTGCAACAAACAACGCGGCGACGGACGACACGACCACACCC
GCCCAGCCCTCACCGGCAAACACCAACCAGCCCCCACCACCCACCTCGCCATCAACTGCT
GGCCCTAACAGCCCACCCCCCACCCCCCAAAGTCTTGAAAGGGGGGCCTCGCGCGCCACT
CTCCGGTGAGTGGGATTTTTTTGCGGGGGACCTGGGGGTTTCGGGCAGGAATCGGAGGGT
TCTGTTGACGCTGGCCCTCGATATGCGCGGTTCGGATGTGGTGGAGGAGCTTTCACTCGA
GGGTGACTCCGTCGCGTTGCGGTTGATGATCCGCGAGGTCGGCAGGCTGGTGGATCGGCT
GGCGAAGCTGGATCTGATCCTGTCTGGCGACGTCTCGACGTGGACGAAGCTGGTGACTGG
GAAGGACTCGGTCATCGAGGTGCGTGTCGATCACGCTCTCGCGGAGGCGCGTCAGCAGAC
GACGTCGCTGCGTCAGCTGCTCGCGGAGATCGAGCGGCAGCGCGGCGGCAACCCCGGAGG
GGGTTCCG