##gff-version 3
##sequence-region Gordonia_phage_Mellie 1 48015
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	1	1569	171.0	+	0	ID=Gordonia_phage_Mellie_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	1581	2957	210.7	+	0	ID=Gordonia_phage_Mellie_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	2957	4369	198.2	+	0	ID=Gordonia_phage_Mellie_CDS_0003;transl_table=11;phrog=3894;top_hit=KU160660_p10;locus_tag=Gordonia_phage_Mellie_CDS_0003;function=head and packaging;product=head maturation protease
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	4371	4823	92.6	+	0	ID=Gordonia_phage_Mellie_CDS_0004;transl_table=11;phrog=673;top_hit=NC_031249_p5;locus_tag=Gordonia_phage_Mellie_CDS_0004;function=head and packaging;product=head scaffolding protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	4850	5779	185.3	+	0	ID=Gordonia_phage_Mellie_CDS_0005;transl_table=11;phrog=1650;top_hit=NC_026606_p9;locus_tag=Gordonia_phage_Mellie_CDS_0005;function=head and packaging;product=major head protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	5783	6211	67.8	+	0	ID=Gordonia_phage_Mellie_CDS_0006;transl_table=11;phrog=2322;top_hit=NC_031237_p7;locus_tag=Gordonia_phage_Mellie_CDS_0006;function=connector;product=head-tail connector protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	6208	6600	44.2	+	0	ID=Gordonia_phage_Mellie_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	6600	6962	49.4	+	0	ID=Gordonia_phage_Mellie_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	6971	7258	48.5	+	0	ID=Gordonia_phage_Mellie_CDS_0009;transl_table=11;phrog=9658;top_hit=NC_031237_p10;locus_tag=Gordonia_phage_Mellie_CDS_0009;function=connector;product=head-tail connector protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	7251	7538	29.0	+	0	ID=Gordonia_phage_Mellie_CDS_0010;transl_table=11;phrog=5837;top_hit=NC_031237_p11;locus_tag=Gordonia_phage_Mellie_CDS_0010;function=connector;product=head closure Hc1
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	7535	7954	67.6	+	0	ID=Gordonia_phage_Mellie_CDS_0011;transl_table=11;phrog=123;top_hit=MF919521_p13;locus_tag=Gordonia_phage_Mellie_CDS_0011;function=connector;product=tail terminator
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	8060	8698	154.6	+	0	ID=Gordonia_phage_Mellie_CDS_0012;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	8801	9211	72.6	+	0	ID=Gordonia_phage_Mellie_CDS_0013;transl_table=11;phrog=8183;top_hit=NC_031072_p15;locus_tag=Gordonia_phage_Mellie_CDS_0013;function=tail;product=tail assembly chaperone
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	9397	9585	12.9	+	0	ID=Gordonia_phage_Mellie_CDS_0014;transl_table=11;phrog=8183;top_hit=NC_031072_p15;locus_tag=Gordonia_phage_Mellie_CDS_0014;function=tail;product=tail assembly chaperone
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	9655	15198	861.6	+	0	ID=Gordonia_phage_Mellie_CDS_0015;transl_table=11;phrog=4197;top_hit=p189664 VI_00038;locus_tag=Gordonia_phage_Mellie_CDS_0015;function=tail;product=tail length tape measure protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	15195	16055	137.8	+	0	ID=Gordonia_phage_Mellie_CDS_0016;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0016;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	16052	17698	281.2	+	0	ID=Gordonia_phage_Mellie_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	17715	18422	112.0	+	0	ID=Gordonia_phage_Mellie_CDS_0018;transl_table=11;phrog=1512;top_hit=NC_028860_p6;locus_tag=Gordonia_phage_Mellie_CDS_0018;function=lysis;product=endolysin
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	18422	19333	145.9	+	0	ID=Gordonia_phage_Mellie_CDS_0019;transl_table=11;phrog=3084;top_hit=NC_015720_p19;locus_tag=Gordonia_phage_Mellie_CDS_0019;function=lysis;product=endolysin
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	19336	19797	86.2	+	0	ID=Gordonia_phage_Mellie_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	19861	20115	9.1	+	0	ID=Gordonia_phage_Mellie_CDS_0021;transl_table=11;phrog=11800;top_hit=MH020241_p22;locus_tag=Gordonia_phage_Mellie_CDS_0021;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	20102	20560	63.1	+	0	ID=Gordonia_phage_Mellie_CDS_0022;transl_table=11;phrog=10261;top_hit=NC_030921_p24;locus_tag=Gordonia_phage_Mellie_CDS_0022;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	20554	21357	113.6	+	0	ID=Gordonia_phage_Mellie_CDS_0023;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	21354	21728	60.9	+	0	ID=Gordonia_phage_Mellie_CDS_0024;transl_table=11;phrog=9406;top_hit=MF919521_p27;locus_tag=Gordonia_phage_Mellie_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	21721	22788	160.7	+	0	ID=Gordonia_phage_Mellie_CDS_0025;transl_table=11;phrog=4120;top_hit=NC_030932_p24;locus_tag=Gordonia_phage_Mellie_CDS_0025;function=tail;product=minor tail protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	22788	24305	200.6	+	0	ID=Gordonia_phage_Mellie_CDS_0026;transl_table=11;phrog=737;top_hit=NC_031122_p24;locus_tag=Gordonia_phage_Mellie_CDS_0026;function=tail;product=minor tail protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	24305	24640	42.2	+	0	ID=Gordonia_phage_Mellie_CDS_0027;transl_table=11;phrog=8055;top_hit=MF919521_p30;locus_tag=Gordonia_phage_Mellie_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	24633	25535	139.3	+	0	ID=Gordonia_phage_Mellie_CDS_0028;transl_table=11;phrog=25765;top_hit=MF919521_p31;locus_tag=Gordonia_phage_Mellie_CDS_0028;function=tail;product=minor tail protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	25538	26347	106.9	+	0	ID=Gordonia_phage_Mellie_CDS_0029;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	26347	27222	132.9	+	0	ID=Gordonia_phage_Mellie_CDS_0030;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	27219	27485	16.9	-	0	ID=Gordonia_phage_Mellie_CDS_0031;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0031;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	27973	28287	30.6	-	0	ID=Gordonia_phage_Mellie_CDS_0032;transl_table=11;phrog=5392;top_hit=NC_031112_p11;locus_tag=Gordonia_phage_Mellie_CDS_0032;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	28380	28667	33.1	+	0	ID=Gordonia_phage_Mellie_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	28714	29139	64.1	+	0	ID=Gordonia_phage_Mellie_CDS_0034;transl_table=11;phrog=22923;top_hit=NC_031072_p39;locus_tag=Gordonia_phage_Mellie_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	29229	30620	144.5	+	0	ID=Gordonia_phage_Mellie_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	30622	30831	10.3	-	0	ID=Gordonia_phage_Mellie_CDS_0036;transl_table=11;phrog=5316;top_hit=NC_031251_p37;locus_tag=Gordonia_phage_Mellie_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	30828	31244	31.3	-	0	ID=Gordonia_phage_Mellie_CDS_0037;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	31314	31997	59.1	-	0	ID=Gordonia_phage_Mellie_CDS_0038;transl_table=11;phrog=6288;top_hit=KX648391_p37;locus_tag=Gordonia_phage_Mellie_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	32109	32492	31.8	+	0	ID=Gordonia_phage_Mellie_CDS_0039;transl_table=11;phrog=6463;top_hit=NC_004683_p47;locus_tag=Gordonia_phage_Mellie_CDS_0039;function=DNA, RNA and nucleotide metabolism;product=HTH DNA binding protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	32489	32668	16.8	+	0	ID=Gordonia_phage_Mellie_CDS_0040;transl_table=11;phrog=15107;top_hit=NC_030921_p38;locus_tag=Gordonia_phage_Mellie_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	32665	33429	118.8	+	0	ID=Gordonia_phage_Mellie_CDS_0041;transl_table=11;phrog=2593;top_hit=p356453 VI_02024;locus_tag=Gordonia_phage_Mellie_CDS_0041;function=transcription regulation;product=anti-repressor
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	33506	33676	30.1	+	0	ID=Gordonia_phage_Mellie_CDS_0042;transl_table=11;phrog=8218;top_hit=NC_030921_p40;locus_tag=Gordonia_phage_Mellie_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	33685	33855	26.6	+	0	ID=Gordonia_phage_Mellie_CDS_0043;transl_table=11;phrog=6554;top_hit=NC_030917_p105;locus_tag=Gordonia_phage_Mellie_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	33852	34169	29.7	+	0	ID=Gordonia_phage_Mellie_CDS_0044;transl_table=11;phrog=9588;top_hit=NC_030921_p41;locus_tag=Gordonia_phage_Mellie_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	34166	34468	31.4	+	0	ID=Gordonia_phage_Mellie_CDS_0045;transl_table=11;phrog=9909;top_hit=NC_031265_p45;locus_tag=Gordonia_phage_Mellie_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	34465	34692	29.8	+	0	ID=Gordonia_phage_Mellie_CDS_0046;transl_table=11;phrog=11014;top_hit=NC_030943_p50;locus_tag=Gordonia_phage_Mellie_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	34689	35051	43.1	+	0	ID=Gordonia_phage_Mellie_CDS_0047;transl_table=11;phrog=664;top_hit=MF072690_p140;locus_tag=Gordonia_phage_Mellie_CDS_0047;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	35048	35386	23.4	+	0	ID=Gordonia_phage_Mellie_CDS_0048;transl_table=11;phrog=5984;top_hit=NC_031249_p49;locus_tag=Gordonia_phage_Mellie_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	35383	35556	29.5	+	0	ID=Gordonia_phage_Mellie_CDS_0049;transl_table=11;phrog=9981;top_hit=NC_031118_p55;locus_tag=Gordonia_phage_Mellie_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	35562	35792	34.7	+	0	ID=Gordonia_phage_Mellie_CDS_0050;transl_table=11;phrog=1622;top_hit=NC_023692_p36;locus_tag=Gordonia_phage_Mellie_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	35789	36133	53.6	+	0	ID=Gordonia_phage_Mellie_CDS_0051;transl_table=11;phrog=6877;top_hit=MG872834_p55;locus_tag=Gordonia_phage_Mellie_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	36133	36486	43.7	+	0	ID=Gordonia_phage_Mellie_CDS_0052;transl_table=11;phrog=572;top_hit=MH020241_p54;locus_tag=Gordonia_phage_Mellie_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	36483	37073	105.4	+	0	ID=Gordonia_phage_Mellie_CDS_0053;transl_table=11;phrog=192;top_hit=NC_026597_p76;locus_tag=Gordonia_phage_Mellie_CDS_0053;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase exonuclease subunit
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	37073	37963	109.4	+	0	ID=Gordonia_phage_Mellie_CDS_0054;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	37960	38487	30.2	+	0	ID=Gordonia_phage_Mellie_CDS_0055;transl_table=11;phrog=1492;top_hit=NC_030939_p67;locus_tag=Gordonia_phage_Mellie_CDS_0055;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	38484	39449	154.7	+	0	ID=Gordonia_phage_Mellie_CDS_0056;transl_table=11;phrog=4171;top_hit=NC_031097_p54;locus_tag=Gordonia_phage_Mellie_CDS_0056;function=DNA, RNA and nucleotide metabolism;product=RecT-like ssDNA annealing protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	39446	39730	50.5	+	0	ID=Gordonia_phage_Mellie_CDS_0057;transl_table=11;phrog=8105;top_hit=NC_031237_p56;locus_tag=Gordonia_phage_Mellie_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	39727	39936	19.9	+	0	ID=Gordonia_phage_Mellie_CDS_0058;transl_table=11;phrog=12075;top_hit=NC_031237_p58;locus_tag=Gordonia_phage_Mellie_CDS_0058;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	39920	40417	104.6	+	0	ID=Gordonia_phage_Mellie_CDS_0059;transl_table=11;phrog=8336;top_hit=NC_031237_p59;locus_tag=Gordonia_phage_Mellie_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	40421	40603	28.1	+	0	ID=Gordonia_phage_Mellie_CDS_0060;transl_table=11;phrog=10784;top_hit=NC_031237_p60;locus_tag=Gordonia_phage_Mellie_CDS_0060;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	40600	40875	43.5	+	0	ID=Gordonia_phage_Mellie_CDS_0061;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	40872	41063	25.3	+	0	ID=Gordonia_phage_Mellie_CDS_0062;transl_table=11;phrog=20668;top_hit=NC_031233_p61;locus_tag=Gordonia_phage_Mellie_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	41747	42061	41.0	+	0	ID=Gordonia_phage_Mellie_CDS_0063;transl_table=11;phrog=13233;top_hit=MH020241_p67;locus_tag=Gordonia_phage_Mellie_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	42058	42216	-1.2	+	0	ID=Gordonia_phage_Mellie_CDS_0064;transl_table=11;phrog=10260;top_hit=NC_030943_p73;locus_tag=Gordonia_phage_Mellie_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	42206	43291	132.1	+	0	ID=Gordonia_phage_Mellie_CDS_0065;transl_table=11;phrog=3171;top_hit=p32104 VI_04105;locus_tag=Gordonia_phage_Mellie_CDS_0065;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	43288	43575	29.6	+	0	ID=Gordonia_phage_Mellie_CDS_0066;transl_table=11;phrog=2857;top_hit=NC_031269_p54;locus_tag=Gordonia_phage_Mellie_CDS_0066;function=tail;product=tail fiber protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	43572	43859	44.4	+	0	ID=Gordonia_phage_Mellie_CDS_0067;transl_table=11;phrog=16913;top_hit=MF919521_p75;locus_tag=Gordonia_phage_Mellie_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	43856	44023	14.9	+	0	ID=Gordonia_phage_Mellie_CDS_0068;transl_table=11;phrog=27386;top_hit=NC_031237_p72;locus_tag=Gordonia_phage_Mellie_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	44020	45267	140.1	+	0	ID=Gordonia_phage_Mellie_CDS_0069;transl_table=11;phrog=11256;top_hit=MH020241_p73;locus_tag=Gordonia_phage_Mellie_CDS_0069;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	45264	45854	68.5	+	0	ID=Gordonia_phage_Mellie_CDS_0070;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mellie_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	45851	46036	5.4	+	0	ID=Gordonia_phage_Mellie_CDS_0071;transl_table=11;phrog=12987;top_hit=NC_031118_p77;locus_tag=Gordonia_phage_Mellie_CDS_0071;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	46033	46809	96.6	+	0	ID=Gordonia_phage_Mellie_CDS_0072;transl_table=11;phrog=908;top_hit=NC_030943_p82;locus_tag=Gordonia_phage_Mellie_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	47226	47588	17.7	+	0	ID=Gordonia_phage_Mellie_CDS_0073;transl_table=11;phrog=1808;top_hit=p216073 VI_00047;locus_tag=Gordonia_phage_Mellie_CDS_0073;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Mellie	Pyrodigal-gv_0.3.2	CDS	47712	48014	32.3	+	0	ID=Gordonia_phage_Mellie_CDS_0074;transl_table=11;phrog=1496;top_hit=NC_031249_p1;locus_tag=Gordonia_phage_Mellie_CDS_0074;function=head and packaging;product=terminase small subunit
##FASTA
>Gordonia_phage_Mellie rotated=True rotated_gene=terL
GTGGCAGCGGCGACGAAGACGGCCTCTCCGGGCTCTGACCTGTCGGACTGGCCTCGGCTG
GAAGGCCGGCAGGAACCGCGGCTGTTGTCGGAGTGGGATGGCGACGACACCGACGGTGTG
AAGGCGGTCGAGCTGGGCCGCCGGGTCGGCAAGAAGGCGATGCCGTGGCAGTCGACGATG
CTGCGGGCGTGGATGCGGCGCCGCCCGGACGGGTTGTGGACCCATCCGGAGTGCGTGGCG
ATCATCGCGCGTCAGAACGGCAAGACGCTGCTGGTGATTCTGCGGATCCTGTGGGGCCTG
TTCCTGGCGAACGACCGGCAGGGCGAGCGGATTGTGTACTCGGCGCAACGCTGGCCGACC
GCCGAGGACGTGTACAAGCGCGTGTGGGCGATCATCGAGGCCCGCCCGTGGCTGAACCGG
CGGGTCGTGCAGCACGTGTGCTCGGGTGGGCGCGGACTCATCGTGACCGACCGGGGCGCG
CGGTGCGCGTTCGTCACCCGGTCGGCTGACCTCGGTAAGGGTTTCGACGAGGTGGACCTC
GTGATCTACGACGAGGCGTACAACCTGACCGACACACAGACGGGTGCGCTCGATCCGACG
CAGACGGCGGCGGCGAACGCACAAACGATCTACCTGTCCACCGCGGTGGACGAGTCGACG
ATGCCGAATTGCCACGTGCTGGCGGCGATCCGGCGGCGCGGCCTCGCTGGCGAGGAAGAC
CTGTACTTCGCCGAGTGGTCCCCGGAGGACGGGATGCCGCTCGACGACCCCGATACGTGG
GCGTTTGTCAATCCGTCGTACGGGGTGATCCAGAAGCCGCGGTTCCTGCGGACGAAGGCC
CGCAACGCGAACACGTCGAGGAAGCGACGCATCTTCGAGCTGGAGTTTCTCAACCGCGGG
CACTGGCCGAAACCCGAGGACGATGTCGAGCTGCTGGTCGACCTGGAGGAGTGGTCGGAT
ATGCGGTGCCTCACTCCGAAACTGACCGGGCCGATCGCGTTGGCGCTGTCGCGGACACGA
TCTCGGGATCGGTGGGCGTTGGCCGCGGCGCAGCACCGGGTCGACGGCAAGGTGCACGTC
GAGGTGGGGTACTTCCGGCAGGCCACCGCGCAGGAAGTCGTCCGGTTCGTGATGGCGGTG
CTCGAGCGGTCCGATCCGGTGGCGCTGGTGATGGATTCGCACGACCTCGCGAAGTCGGCT
GTGCCGCTGCTGATCGCGGCGGAGGTGGAACCGGAGCTGTTGTCGGCGTCGCAGTACGCG
GAGGCGTGCGGCGGGTTCCTCGATGACGCGACGTCGGGGCAGCTGTCGCACGCCGGTGAC
GCCGAGATCCTTCGGGACGCGGTGGCGGATGCGACGAAACGGGATCTGCCGAAGGGCGAC
TTCGTGTGGGACGACTCGGTGGGCGATTCGGCGGCGCCGTTGAAGGCGATCACGTTGGCG
CGGTGGGCGCTGATCACGTTCGGTACGCGGGCGAAGAAGAAGCCGGCGTCGCCGTCGCGC
GGTACTGGGCGGCCGACGAGCACGAGCAGGGTGTCTGGCGAATTGGACCTGATGGCAGTG
GGATTCTAGGGAGGTGACACGTGGCAACTGAAACAGTGGTGAAGCCGCCGAAACCGGCGA
TCCGTGAGAAGGGCTATGTGCACGGCCAGATCTCGGCGGCCGAGGCGGGTTTCTCCCAGT
GGGAGATGTTCGAGCGTGTCCCTGACCTGCAGTGGCCGGCGTCGGTGCAGACGTTCTCGC
GGATGCTGCGCGAGGACTCGCGGGTGTCGTCCCTTCTGGCGGCGATCACGCTACCGATCC
TGCGGGCGCAGTGGCGGATCGCGCCGAACGGCGCGCGCGACGAGGTCGTCGAGTTCGTGG
CCCGCAACATGCGGTTGCCGATCGATGGCGCGGCGGACGAACTGAACTACGGCCGGTCGA
AGGGTCGGTTCTCGTGGAAGCATCACCTCCCGCAGGCACTCACCGCGCTGCCGTACGGGC
ACAGTGTGTTCGAGCAGGTGTACCGCGAGGAGAACGGCAAGTTCTGGCTACGCAAGCTCG
CTCCGCGCCCGCAGCGCACCATCTCGAACTGGAACGTCGCGCTCGACGGCGGGCTGATGT
CGATCGAGCAGGCCGCGCCGGCGTCGACTGCCAAGGTGATCTACGGCCCGAAGCCTCTGT
CCATCCCGATCAGCCGACTGGTGGTCTACACCCGCGACATGGAGCCGGGCATGTGGGTGG
GGAACTCGCTGCTGCGGCCGAGTTTCAAGCACTGGCTGATCAAGGATGAGCTGATCCGGT
ACCAGGCGATGGCGATCCGCCGGACCGGCATGGGTATCCCGGTCGCGACGGCCGCCGACG
GCGCGTCCGACGAGGACGTGAACAAGCTCGCCGACATGGCGATGGCGTATCGCGGCGGCG
ACAACGCGGGCGTCGGTCTCCCGTTCGGCGCAGACCTGAAGCTCGTCGCCCCGAACGGCA
ACCTGATCGATATCGGCGCCGCGATCGCCTACCACGACAACATGATCGCGATCGCCGGTC
TCGCCCACTTCCTCAACCTCGAAGGCAAGGGCGGCTCGTACGCGCTGGCCAGCGTCCAGG
AGCACACGTTCTCCCAGTCGGTGCAGACCGTCGGTGAGCAGACCCGCGACATCGGCAACG
CGCACGTGATCGAGGACCTCGTCGACATCAACTTCGGACTCGACGAGCAGGCTCCGCTGC
TGGTGTTCGACGAGATCGGCTCCCACCAGACCGCCACCGCCGCGGCGCTGAAGATGCTCG
TCGAAGCCGGCCTGCTGTCACCCGACGTCCTCGTCGAGCAGAAAGTGCGCCAGCACTTCG
GCATTCCCGCGAAGGCCGACGACACGCCACCGGCGCAGCCGACGCCCGGGTTGGCTCCCG
TCGCGCCGGCCGCGAGCGCCCGGGCAACTGTTGCACAGCGCGCAACAGTTGGCGCTGACC
AGGGGACATTGTTCTGATGGTCGACGTCCCCGCGACGCCGGTCCTCGCGACCATCCCTCG
TGTCGAGCTCGGCTCGGTCGGCACCTGGGACATCTCGAACATCGCCGGATGGCATCCGAC
CGCCGAGGACTTCGCGTCCGCGGTCGCCGCGCTCGACTGCCCTGCGGTACGGCGCCCGGT
CCTTAAGTTCGGCCACTCCGACGGCCCCGGAGACCCGTCGATCGGGATCGTCGACAACCT
CGCCACCACCGACGACGGACAGACCCTCGTCGGCGACTTCGTCGGCGTGCCAGCGTGGCT
CGCTTCCGCCGACACCGAAGGACGGTCGGTCATCGCGTCGGCCTACCCCGACCGCTCCGG
CGAGTGGGAACACAACTACGTGTGCCAGCTCGGCCACACACACCCGTTCGTCCTCCACGC
CATGGCGCTGCTCGGTGTGACGAAACCGGGAATCGGAGATCTGCAGTCCCTGTACGACCT
GTACGCCAAAGCGCCGCAGGAGAAGGAGATGGCTATGGCCTCAACAGCTCTGGCGTCTGT
GACCGTCGATCAGGTGCGCGCGGCGTACTACAACGGTCCAGCCGCCACCAACTACAACCT
GTGGATTCGGGAGATGCTCGTCGACCCGCCGCAGCTCATCGTGCAGAACGATGCCGACAG
CACGCTGCTGAAGGTGCCGTTCACCGTGGCGGACAACGATGTCACGTTCGGTGAGCCGGT
GAAGGTGACGGTCGAGTACGTCGACTCCACGCCGGTGACCGTGACTCCCGAGGAGGGCGA
GCCCGAGCAGGTCGCCGCCTCGGCCCCAGCCGTTCGGTTCGCATCGCGCGCCGAATCCCG
CCCCGGCCGTCCGGCCGAGGTGTCGAAGCCCGCCGCGGGAGCGGACGGGGCAACCACCGA
AGGAGGCTCAGACGTGGAAATCACGAACGAGCAACTGGCGGCCCTCCGCACCGCTCTCGG
GCTCGCGGACGACGTCGACCTCGACGGCATCATCACCGCTGTCGAGGAGGTCGCGCAGAA
GGCGGCCGACAACACCGAAGACACGCCCGCCGGCGACGGCACCCCGGCGGGTACCCCAGC
CGCGGCATCGGCCGGTGCCGGACTGCCCGATGGTGTCGTCGCGATCGACGCCGGACGCCT
GGAGACGCTCGAGGCCAACAGTGCCCGGTTCGCCGCGCACCTGGAGAACGAGCGCAAGGC
GGGCATCGAGAAGACGCTCGCCTCGGCGATCTCCGAGGGCCGGATCACCCCGGCGAACAA
GGAGACGTGGCGCAAGTCGTTCGACGCCAACCCCGAGCACGCTCGCGAGTTGCTGGCATC
GATGACGCCCAACTCCGCTGTCCCGGTCCACGAGCTGGGCCACTCGACCGAACCTGCCGA
CACCACCGACGTCCGCGAGGACCCGGCCTACAAGAACTGGAGCGTCTGACATGCCCGGAA
TCGTCCAGGTCACCCAGGGTGGCCCGAAGACCTTCACCCCGGCCGACAATCAGGTCATCA
AGGGAGGCCAGCTCGTCGAGGCCCGCACCGGTGGCCGCATCGGTGTCGCCGCCGCGGGCA
GCCTCAAGGTGCTCGGCGTCGCGCTGACCGACGCTGTCGCACCCGAAGATTTCCCCGGCG
CCAACGGCACCGACGCGATCGGCCGCCCGGTCGTCTCCCTCGCGCCCATCCCCACCACGG
TGGCCGTCGCCTACGCCGGCACCGAGGTGAAGGTGACCTACGCCGCCGACGCGACGTTCG
GCGACAAGCTGATCGCCGCGGCGAACGGCCAGGTCACACCGGCAGGCGCCACCCCCGACG
CCCGCACGATCGTCGGTATCTGCACCGAACCCGCTGGCGTCGACGTGTCCGAAAAGGCAG
TCGGCCTGATCCGTCTCGCCTGAGACACGAACCCGAAAGGACCATCCTCATGGCCAACAC
CCTCGTGAGCGTCAGCGACGGACCGAGCTTGACCGTCTCTGACCTCGTCAAGAACCCGCT
GTGGGTGCCGACGAAGCTGAAGGAGCTGATGGAGAATCAGTTCATCAGCGAGGCGCTGCT
CCGCAACGGCGGCAAGAACGACGCCGGTGTCGTCGCGTTCCGCGAAGGCGATCCGACATT
CCTCGACGACGACGTCCAGGATGTCGCCGAGTTCGGCGAGATCCCGGTGAGCGCCGGTCG
ACTCGGCCTGCCGCGTGCCGCGTACGCGACGAAGAAGGCTCTCGGCGTTCGCATCTCGAA
GGAGATGATCGACGAGAACAAGATCGACGCGGTGAACAAGCAGATCACCGGTCTGCGCAA
CACCTTCGTCCGCGCGAACGATCGCGGCGCGAAGGCGCTGTTCTCCTCGCCGGCCGTCCC
GACGATGCCTGTGTCCGAGCCGTGGGATGACCCGCTGGGCAAGCCGCGCACCGACCTCGC
GAAGGCGATCGAGGAGATCTCGACCGCCACACCGGATGAGGCGACCGAAGACGAGTACTA
CGGTTTCGAACCCGACACCATCGTGCTCCACCCCGGGCTGCTCGCCACCCTGATGGACAA
CGAGCAGATCCTGAAGGTGTACCAGGGCAACGTGGCGAACGAGTCGATCGCCTACACCGG
TGCGATCCCGGGTCTGCTGATGGGCCTCAACGTGATCAAGTCGCGGACGTTCCCGGTCGA
CAAGGCGCTCATCCTCGAGCGCGGCACGGTCGGCTTCTACTCCGACACCCGGCCGCTGCA
GTTCACCACCCTGTACCCCGAGGGCGGTGGCCCCAACGGTGGCCCGCGCGAGACCTGGCG
CTCGGACGCTTCGCACAAGCGCGCCATCGGCCTCGACCAGCCGAAGGCCGCTCTCTGGCT
CACGGGGCTGGTGGCCTGAGTCATGGCTGAGTTCGTCCTGACCGCATCGCGTTTCGACTT
CGTCGTCGACCGCGATGACAAGGGCCACCCGATCAGGGTGATCAAGTACCGGCGCGGTGA
TGCCGTGACGGGGCTGCCCGATCATCAGGTGTCGCGGCTGCTGGCGGCCGGTGCGATCGC
GCCGGCCGCCGAGGTCGAGGAGGTCGTCGACGCGGCCCAGAACCTCGAGCAGGCGACCGC
GGAGCTCGCCGACGCTCAGGCCGACGTCGAGGAGGCGCGCGGCGACGCGGCCACCACGGT
GAGCGAGATCAACTCGCAGCTCACTGAGCCTGCGCGGCCGAAGATCACCGCCACCAAGAA
GGTGTGGGTCGAGTACGCCGTGGCTCGCGGCTGGAAGGCCGAGGACGCGGAGAAGCTCGA
CAAGCAAGAGCTGATCGAGGCGCTGGCGTGACGAGTGGAGAGGGGACGGCACCGTTCCTG
ACGACCGATGAGTTCGTGGCGCAGTGGCGTCCTCTCTCCGCCGCCGAACGCGTCTACGCC
GAGCAGCTCCTCGCCGCAGCGGCGCGCCGGATCCGCCGCAAGGTGCCCGGCCTCGCTGCC
GACGACCCGGACGCGAAACTCGTGTCCTTCCAGGTCGTTCGGTCGGTCCTCGAATCCGAC
GAGGCTCGCGCGTCGATGCCCGGCCTCAGCACGTTCTCCGAGACGGTGGGCGAGAAGATC
ACCTCGGGGAAGCTGATCAACCCGGACGCGTTGCTGGTGTTCACGCCGTACCACTGGGAG
CAGCTCGGTGTGTCGTCGAAGCCGCAGCCGCGGTGGAACTTCCCGCGAAACGACTACTGA
TGCCGCGGTTCTACACCGAGCAGGTGCAGATCGTCCGGCCGGTGAAGGTGTCGGACAAGT
ACAACCCTGACGGCGAGATGCTGTCGTGGGAGGGGGCGCAACGCCTCCCGGTGCCGTTCG
GTGTCGAGGTGCAGCCCCGCACTCAGTACGAGACCGACGAGAACGGCACTCGCGTCGCCA
CCCGCACCGTGTGGTGGCTCTGCACCCCGCGGGGCAAGAACCTCGACGTCGAGCCGACCG
ATCGGGTCGCTCACGCGGGCCGCGACCTCGACGTCGTCGGCGAGATCAAGCGGTGGCCAG
CACCCGAATTCGAGTCCGGCGTCGACCACGTCGAACTCACCCTCGAATACAAGAACGGAT
AGGACCTGCCATGTCTGACGCCACTCCCTGCGAAGTCGTCCTCGACTATAACCGCGATGT
CGTCGTGTTCGACGGCAAGGATCTGCCGTTCCCGCTGTCAGGCATCCGAGCACGTGCGGT
CGCCGAAGATGGTCACGCGGTCGTGACCCTCACCCTCGACGTCGACCAGGTCCGCACGGT
CGCTGCGCTGCCGCAGAAGCCGGAGGAGCCCAAGGACGTGCCGGCGCCGGGTCCGGAGCA
GCAGTTCGAGAGCCGTCTCGACGCCATCCGCCGACAGAACGAGCTGCGCCGTGGCTGACG
ATCTGGTGCGGATCGACGCGGACCGCATGTTCCGCGACCTCAACCGGATGCCGAAGGTGC
GCCGCGCCGTCCGCGCCCGGGCCCGCGAGATCGCCGCCCGCGCCCGCCGTATCGACCAGG
CCGAGAACGACGGCCGCGCCGACATCACCATGTCCGAACGCACCATCGGCAACGGCCGGT
TCGTTGTCCACGTCGAATCGACCGACGCCGACGGCGAACACGGCAACTCCACCACCGTCC
GCCGCCGCACCCTCCGAAGGGCCATCGGCTCCCGATGACCGACAACGGATTCCCCGACGC
CCTCGAGAAGGTGATCGGGGCGCTCAACGCTGCCCTCCCGCTGGCCTACGTCGGCGACGA
ACTCCCACCCCAGACGGCGCTCGAGAACCGCCTCCCGATCGTCGTTGTCCAGGACGTCCC
CGGCGGATCCCGGGCGGTGCCGTGGCAGGCCGGCGGCGGCCCGCTGATCGACGTGTTCGC
CGCCGACTTCTACATCCTCGGACGCAACCGAGAACAGTCCCGCGAGTACGCCGCCCGCAC
CCGCGGGATCCTGTTCTCCCTCGTGTATCGCGACGACATCGAGATCAAGAAGGTGATCGA
GGTGTCGGCGTTCTCCCGGTCGACCGACTTCAACCCCCGCGTGAAGCGCGAACACGGCGA
GTACCACTTCCACATCGGCCGCGACACAGCCTGATTCGCCTCGCGGCACCCCAGATCCGG
ACCTGCCAGGACCGTTCACCGCAGACCCCTCCGATAGGGGCTGCTTCCACATGCCTACAC
GCAGAATGAGGAGGACGTGATGGCAGTCCCAACCATCGATGGGTTCAAGGCCGAGGCCGC
GCGCGTCGGCGTCACCGGCCGCATCGACATCGCATCGCTCACCGCGGGTGTGCTCCCGCA
CGACATGAGCAACCTGACGACCACCGGGCCGGGTGGCTACACCAACCTCGGATACATCTC
CGACGACGGTGTGACCGAGGGCCGCGACGAGGACAACCAGGAATTCGTTCCCTGGCAGGA
GAACTCGGCGATCCGCTACGAGATCACCAAGTCCGTCGTGACGCTCGAGTTCACGCTGTG
GCAGTCGACCCTGGCGACCGCCGGGTTCTACTACGGCGTCGACGCGGACGACATGTTCCT
CAACGACGACGGGTCGGTGTTCTTCGACGAGTCGGGCAAGCCCGACGTCAAGCAGCACAA
GCTGGTGCTGACCGTCGTCGACGGGTCGCGCGCCCGCCGCACCTGCCTCGCGGCCGCCCA
GGTGACCGAGCGCGGCGAGATCACCTACAAGTCCGACGAGATGATCGGCTACAACGTCAC
CGTCACCGGCTTCCCGGGCGAGGACGGCCCCGACGGCAACGCGCTGTCGCGCCGCCGGAT
CTTCATGGAGGGCTGGGACACCACCGGCCTCCAGGAGTACGTGCCGCCGACGCCGTAGCC
CCCGAGACGGGTGCGGGGCGGGGAGTTTCCCTGGCAGGTCCGCCCCACCCCGCACCCTTG
CACCACCTCTGGACCTGCCGATCTCTGAAAGGGGCCTGCCATGGCTGACATCGATCTCGA
CCTCTACATCGCGCAGCGTGAGGAAGCTCGCGCAAACGGCGACACGGAGGTGTACACGTT
CGACTTCGAGGGCAAGTCGTTCGAGAAGACCGAGGGTGACACGTTCACCTTCAAGTTCCA
GGGCCGCGACTGGGTGGTCCGGGACATGCAGTTCCTCACCGACGACGAGAAGGATCAGCT
CGAACCGCTGACCGCCGACGTCGACGTCGCCGCCTGGTATATGGGTGAGACGCAGTACGA
GGAGTTCCTCGCGGCCGGCGGTGAGTCGTGGATGTTCAACCAGGCATTCACCGACTACGG
CAAGAAGATTCGCGACGAGCTGCAGGGAAACCCTACTCGGCGGAATCGCTCCTCGCGCCG
CGCGGCGTCGAAGAAGTCGAAGCAGCGCTAGACGCGACGTACCCGGGTCTGTGTGACCCG
GCCAACGCGCGGGGTGTTCTCGCCCGGTATCACCGCGGCGAGATCACCCTCCGCAAACTG
CGGGTACTGATCGAGGGCCTGCCGCAGGGCCGGACGGCCATCGATCAGGCCAAAACCAAT
GGGCAACAGTGGGGTTGGATCGAGCAACTGCTGTGGATGCAGGTGCGTCTCCTGCAGATC
CAGACCGCGAGCATCTCCAACCGGCTCGGCAAACCCAAGGTGACGGTGCCCAAAGAGCAC
CCGAAGTACCCGTGGTCCGACGTCGACGAGGACGAGCCGACGAAGTACGGCAACCGTGGT
GACCACTCGTCTGAAGAGGTCATGGCGTTCCTCGACTCTCTCTGAACGACCCCCGACGGC
AACAGCTTTCGGGGGTCGTTCTGTCTCTCTTACCCAGATCGGAGGTGGAATCCGTTGGCC
GAAGACGTCGTGTACGTGCCCGTAGCTCCCTCGGCGAAGGGGTTCATGGCCACTGTGGTG
AAGGAGGCGTCGGGCGCTGCCCGGGCGGGCTCCGCCGCGATGGAGAAGGAGTTCGCGCGC
GGCGGCCGCGAATCCGGACGGTCCGCGGCGCGCGGCGTTGACGACGGCCTGTCCCGCGGC
AACATCGGCGTCAACTCGGTCAAGGCGCGGATGGCGAAGCTCGCCGCCCAGATGCGTGGC
ATCGGCCGCACCGCCGGCCACCAAGGCGCACTCGGCATCAACGACGGCCTCAACCACATC
GACTACACACGGGCAGGCGACGAGCACGGCCGCAACTACGGCCGCGGGTTCGTCCGCGGC
GTCCGCAACGGCCTCGTCGGGATCGCCGCCACTGTCGGCCTCGTCAACGCCGGGTTCCGG
GGAACCGTCCGGCACATCAGCACGATCGCCACCGCCACCATGTGGGCGTCGAGGATCATG
CGCGGGTTCGCCGTGCAGGTGATGGCGGGCGCCGTCGCGATGCGGCTCCTCGCCGGTCAG
GGGTTGGCGAAACTCGCCGGCTGGCTGAGAGCCGTCGCGGCACTCGCCGGTCGTCTCGCC
CGCGACGTCGCGCGCGCTACCGCCGCGGTGCTGGTGCTGTCGGCGGCAGTCCGCACCCTC
GGCCGCGTCATGCGCGTCACCCGCGTGATCGGCATGCTCACCGTCGGACTCGCCGCCCTC
ATCGGCATCGCGAGCACCGCAGCGCCCGCTCTCGCCGCGCTGAGCGCCGCGATCGTCACC
CTCGGGTCGGCGGCCGGCGGCATCGCGATCGCCGGACTCTCCGCTCTCGGCGCCACCATC
GCCGGACTGAAGGTCGGCCTGATGGGCGTCGGCGACGCGTTCAAGGAGATGGGCACCTCC
GGCGCCGGCAGCGCGGCAAAGGTCGTCGACAACACCAAGGACATCGCGCGCGCCGAACGG
GGTCTGACGAAGGCGGTCGAGGCCGAGAAGGACGCGCAGGAAGACGTGTCGAAGGCCCGC
GACGACGCTCGCAAGAAGCTCCGCGACCTCGATCTGCAGCTCCGCGGCGCCGCACTGTCC
GAGCGCGACGCCCAGCTGTCGCTGCGGGAGGCGCGCGCCGACCTCGCGAAGGGCGGATTC
GAGACCGGCACCGAGCGCGAGCGGGCGGTCCTCGCGGTGCAGGAAGCCGAACTGCGGCTC
GCCGAGGTGCAGCGCGACAACAACGACCTCGCGAAGGACGCGGCCTCCACCCGACGTAAG
GGTGTCGAGGGCTCCGACGAGGTCGTCGCCGCCCAGGAGCGGCTGCGTGACGCCACCGAA
GCCACCAGGGACGCCCAGGAGGCGCTCGCAGACGCGCGCCAACCGAAGGACACCGGTGCG
AGCGCGGCCGCCGACAAGCAGGCCGAGGCGATGGCGAAGCTGTCGACGAACGCCCGCTCG
TTCGTCGAGTCCGCGATGGGTGTCAAGCCCGCGTGGGATGCGATGCAGCGCGGCGTGCAG
GACACCCTGTTCGCCGGTCTCGCGGAGCGACTCCCGCAGCTCGCCGACACGTGGCTCCCA
CGACTGGGCGGCGCCCTGCGCACCGTGACGGGCGGGTTCAACACCGGCGCACGTTCGGTC
GTCGACTGGACGAACTCCGCGCAGGGCATCCCCATTGTGTCGTCGTGGCTGCGCACCTCC
TCTGGGATGGCGGCGCAGGCCGGTACCGCGCTCGGCGCGCTCGCACCCGGACTCGCTTCG
ATCGCCGCCGGCGCGGGTGAGGCGTTCGCCCCCATGGTGGCGGGTGCGACGGAGAGCGCG
AAGTCCCTGTCGGACATGCTCGTCCAGGCTCAGCAGTCGGGCCGCATCAAGCAGTACTTC
ACCGACGCGTTCAACCAGGTCAAGACCGTCATCCAGAACGTCACCGCGGTCGTCGGCCCG
CTGTGGACCGCGTTCATGCGGCTCGGCCAGATCTCGGCGTCGGGCCTCGCCCCCGGGATG
CGGTCGATCGGTGCCGCAATCACCCAGGCGACCCCCGGACTCGTGCAGATGGCCGAACGG
TTGATGCCGGCGCTCGGGCAGGCACTCACCAACCTCGCCCCAATCATCCCCGGAATCGTG
CAGGCATTCTCGCCGTGGGCCACGATCCTCGCCGTCATGGCGCCCCACATCGCCACGGTG
ATGTCCCACCTCGGGCCGATGGCTCCCGTCCTGCTGACCCTCGCGGTCGCTGTCAAGACG
ATCACGATGGCGATGACGCTCTACAACGCAGTCATGGCCGTCGCGTCGGTCGCCCAGGGC
GTGTACGCCGCGGCCACCGGCGCCGGCACAACAGCGATCCGCCGCAACACCATCGCCCTC
GCGGCGTACAAGGTGGCCCAACTCGCAGGGTCCGTCGCGACGGGCATCGCAACTGCCGCG
ACTGCCGCGTTTGGCATCGCGCTCGCGATCGCTACCAGCCCCATCACCTGGATCATCGTC
GCGATCGGCGCGCTGATCGCCGGCCTCGTGCTGTTCTTCACGAAGACCGAAATCGGTCGC
AAGATCTGGACCACCGCGTGGAACAGCATCAAGGCGGCGGTCGCGGTCGTGTGGTCCTGG
CTGCAGCAGACTGTGTGGCCCGCGCTGATGACCGCGCTCCGCGCCGTCGGTGCCGTCGTG
ATGTGGCTGTGGCGCAACGTCGTCACACCAGCGTTCAACGCCATCAAATGGGTGATCGGC
GTCGCCTGGAACGCCGTCAAGCTCTACTTCGGACTGTGGGTTGGCCTGTTCCGCAACGTC
ATCGGACCGGTCGTGATGTGGCTGTGGAACACCGTCATCGGCCCGGCGATGCGCGCGATC
GGCGCCGTCATCGGCTGGGTGTGGAACTCGCTGATCAAGCCGGTGTGGGACTCGTTCCGA
CGCAGCCTCGACATCCTCGGTGAAGCGTTCAAATTCCTGTGGAACAACGTGATCAAGCCC
ACCTGGGATGCCCTCGGCGCCGGGATCAGCTGGGTCGTCGACAACATCATCACCCCAGCG
TGGGATGCACTGAAGTCCGGACTGAGTGCGGTCGGTGGATTCTTCGACACCATCGTCACC
GGGATCGGCAACGCCTGGGACAAGATCAAGAGCTTCGTCGCGAAGCCGATCAACTTCGTC
CTCGGCACCGTCTGGAACAAGGGCCTGCTACCCGCGTGGAACACGATTGCCGGGTTCCTC
CCCGGGCTCAACCCGATGAAGCCTGTCGCCGAGGTGGCGTTCAAGGACGGCGGCCCGGTC
CCGATGGGCTCGGGTGCCAAGCGGGGCAAGGACTCCGTCCACGCGCTGATGATGCCCGAC
GAACACGTGTGGGATGTGCGCGACGTTCGGCGTGCCGGCGGTCACGGCGCGATGTACCGG
ATGCGCAGCATGGTCGACTCCGGCCGCCCGTTCACCTGGACCCCCGGCGGTCTGAGCCCG
GTGTCCGAGGGTGGTCCGCTGCCTCGATTCGAGAAGGGCGGCGCGGTCGCGGCGGGTCAG
AAGCTCTCCCCGATGCCCGGTGAGGGCGGGTTGCAGGCGATCGGTCAGCTGATGCGCCGC
ATCATCTTCAAGCTGTGGCCGAAGATCAAGGACATCGGCGGATACCGGCAGGACGCCTAC
CCCGAGCACCCGTCGGGGCGTGCCCTCGACGTGATGGTCGGCTCGGACAAGAAGCTCGGC
GACCAGGTGAATGCGTTCGCGCACGCCAACAACCCGAAGTTCCCACTGCAGCACTCCATC
TGGCAGCAGTCGATGTGGTACCCGCCGAACATGCGGCGCGAGCCGATGGGCGACCGCGGA
TCGCCTACGCAGAACCACATGGACCACCCGCACCTGTGGTGGAAGCCGCAGAACGTCAAC
CCGAACGTCGTGCCCGAAGGCCTCGTCACCGACGGATTCGGCGGCCCGTCGACCGCAGAG
ATGCTCAACATCGTCAAGAAGAAGATCTCCGAGATCATCGACAAGGCACTGAATCCCATC
AAGCAGGGCCTGACGTCGATCGTCGGTTCGCCGCCCCCGGAGTGGCTGGGTATCCCGCCG
AAGATCTTCGACATCACCAAGACGAAGGCGATTGAGACGGCGTTCAATCTGGCGGCGAAG
CTCGGCGACAAGCTCAAGGGTGCGTACGACGCGGCGAAGAAGGTCACCTCGATCGTCACG
AACGTGGTGAAGTCGCCGTTCAAGGCGCTCGGCGGTCTGCTGCGCGACCAGGGTGGTTAC
CTGCCGAAGGGTCTGTCGTTGGTGCGCAACGAAACCGGCAAGCCCGAGGCGGTCCTCAAC
TGGGACCAGCTCACCACCGTCAAGGACATGATGGAGGCGTTCCGGGCCGTGTTCTCGGGA
CAGTCTCCGGAGGCGGCCGCCGCGGCTCAGCAGCAGATCTCCGATCAGATGACCGCGCGC
CACGAGCAGGAGATCAAGGGCCTCACCGGTCAGCAACTCGCCGCGGTGCAGAAGCGCCAC
GACATGGAGCGCAAGGCGCTCGAGGACAGCACCGCCCGGATCGAGGGGTACCGCGCCAGC
GCGACCACGATCCGCGACACCCCGATGGTGGCGGCCGAGTCGATGGCCAAGGACACCGCC
GACTTCTTCGGGTTCGGGAAGATCTTCGACACCATCTCGGGTCTCATCCCTCGACCAGGG
GACGCCGCATCATCCGGAACGGCCGGCGGTGCGGGCACCAGCTCGCTGAGCACCACGACG
ACTCCCAGCGCGACAGACCCGGTCTATGGCGACGGCACGACGATCGAGCAGGGACAGACG
CCGTCGACGACGAAGATGCCCGACCTCGCGCCAGGTGGCTGGGAGCGGTACCCGTTCGCC
ATCACCGAGCAGGCGAAGAAGATGGGCGTGTCCAAGCGGGGCGCGATCATCGGTGTCGCA
ACGGGTCTCGTCGAGTCGGGCGACCCGATGAAGATGTGGGCGAACAACGCGGTCCCGGAG
TCGCTGAAGTTCCCGCACGACGCCGTCGGTTCCGACCACGACTCGATCGGTCTGTTCCAG
CAGCGGCAGGCAGGGTGGGGGACCGTCGCCGACCGGATGGATCCGCACCGCTCGGCGGCG
ATGTTCTTCGACGCACTGATGAAGGTTCCCGGCTGGGAAACGATGGACATGGGTGCCGCG
GCACAGGCGGTGCAGCGCAGCGCCTTCCCCGGGAAGTATGCCGAGCGGATGCCGCGGGCG
ACTGAGCTCGTCGACAAGTTCGGCATCTACGACCAGGGTGGCTGGCTCAAACCGGGTGGC
CTCGCGCTCAACCTGTCGAAGCGTCCCGAACCGATCCTCAACGGCGCGCAGTGGGCGTCG
ATCGATTCGATGCTCGAGGCGTTGCCGTCGGCGGCCGAGTTCAAGTCCGTCGCCGACCTC
GGTGCCGCGGCGATGCGGTCGAGCGGCCGGATGCCGAACGAGGGCGACGACTCCCAGTCG
TCGACCGGGCACCGCGACGCCCCGCTCGTCTGGGTCGAGAACCAGTACACGCATGACCCG
GATGAGGCAGCACAAAAGACCGGCCGCGAGGTTCGCCGCGCGACCCGGTCCGAACAACTC
GTGGGCGGGTGGGGATGAACAACCGTGCAGTCCTGACCGATCACACGATCGTCGAGTGGA
TCTCCCCGAAGGGCGAACGCGTCCGCCTGTCGGGTGCGAAGAAGACCGCGCCACCCGAAC
TCGGTGCGTGGCTGTCGACGGGCGGGATCGACGGGATCGGGCACCTCGACGTGAAGGCGC
TGTTCGATGCCGCCGCCCGCCAGTGGGGCGAGGACTACGTCGGCGAGACTCTCGATCACG
CGGAACTCGATGTGCCGCTGTTCATCCTCGGCGCCAACCCGGACGACTTCCGGCGCCGCG
TCGAGCACCTGCGGACCCTCATCCGCCGGCACGAGGTCGGGTGGCTCGCGGTGTACACCA
ACTCCACCGGGTGGAGGTGGGTCGCCGCGCGCCTCGGTCACCTGAAGCCGACGTTCCCCT
TCGACCCGAGCCGCACCTCGGCCGCCAACTTCGAACTGATGCTGATCGTCGAGCATCCGA
TCCCGCGGGCCGCCGATCACGCCGACTCGTGGAAGAACACGACCAACACCGGCAAGGGGT
CGGTGTCGATCTACCCGGGCCCGCTGTGGCAGGCGTGGCCGCAGTTCGCGTTCCAGGGGC
CGGGACGGTTGCGGCTGCGGTACGCCGGCAACGACGTCGACCACCCGTTCACCGTGCTGG
CGGGCGAGACGATCCTGATCAACACCGACGAGGCGCGCCCGACGATCCGATCGGCGAAGA
CCGGACGCAACCTGTGGCCGCTGATGAAGGGCCGCAAGTACACCCACCCGGTTCCCGAGG
GTGAGGTGACGCGCGTCGACATCACCGTCACCGGCGGCAACACCAACACCGAGCTGTGGG
TCATCTGCCGCCAGCAGTACGAGGGTCTGCTGTGAGCGTCCGCGGAGCGTTCGCGACGCT
CACCCACGACGAACAGACCGAACGCGACACCTACAAGAACCCGAAGGCGGTCGTCGAGCT
CCGCACCAAGGAGATGGCGATCTGGTCGATCTCCGGTGACTACCAGGATCTGAAGTTCAC
CGACAAGAAGTCGGCGGCCGGCGGGCTGACGATGTTGCTGCCTTGCGATGACCACTACGG
CGACTACCTCGACGGGCAGCCGAAGGCGACGGTCCGGCCGATCGTCGTCCGGCTCCCGGG
CTACACGACGTTGTGGTTCATCACGAAGTTCACCCGCACCCGCAAGGGGTTGAAGCGCTA
CTACGAGGTCGAGGCGATCGGCGCGCTCGAGCATCTGGCGTGGATCCGGTTGTGGCCGTG
CCCGTGGTCGGTGGCCGAGTTCCAGCCGATCAAGTACTGGTTCGGGCTCGGCCCGTCGGC
CAGCATGTGCGCGCTCGCGTTGACCGCGAACCTCGTTCGGCTGCAGGGCGAGCTGTTCTC
CATCCCGACGGGCAACCTGTTCTCACCGAGCGCGTGGAACGTCGTCAAGAAGGCGTTGCA
CCCGATCATCGTCAACCCGCGCAACAAGTTCCTCGGCGACACATCGAAATGGGATTCGGC
GTCGTGGCGGATGGACGAGGCGCTCACCGCCTTCACCGAGGTGTGCCAGGCGAACGACCT
GCAGATCGTCTACCAGTTCTTCGACCCCGACGTCGACCCGCAGCCGTTCCCCGAGTTCAT
CCACCTCGACCGTCCGAAGCTGATCATCGACTTCGTCGAGAAGGGGCAGCCCGTCGGCTG
GACCGGCACCGCGATCGACGGGTTCTTCCGCACCGGCATCCAGATGGGGTCCGACCTTCT
CGGCTGGGTGCTGTATCCGATCCTCGGCGACGACGGTTACCAGAAGTACCTCGACCAGGT
GGAGGGGACGATCGCGAACAAGCCGATCGCGGTCTACACCACCGGGAAGTACACGCCCGC
TGACGAGTACGAGCAGACCACCCACACGGCGATGGCGTCGAGGGTGACGGCGGGCGGCAA
GTCGCCCGAGTGGGTCAACACGCTGCTGGTGACGGGCGCGAACATGCTGCTGTCGGGGAT
TGGGGCGGCGGTCGGCGCCGCGCTGGTCGCCGCGACCGGCGGTGCGGCGGCTCCGATCCT
GCCGTTCCTCACCAACCTCGAGCTGGGCGCGTTCGAAGGTGTCGTCAAGGACACCGTGAT
GGCGTTCCACACTTCCGAGGACATCCAGCGCGCCAACGAGGCGGGGCCGTGGCGGTTCCG
GGAGACGTTCGCCGAGAGCTCGTCGACCGGGCTGTCGATGGAAACGCTGTCGGGGATGAA
GTCGGCGCACTGGGCGACGAGACCGTACATCTCGCATGCCATCTCGGTGCAGAACGGTTC
GCCGTACTACATCGGGAAGGACCTGCAGCTCGGCGACCTCGTCGGTGTGCAGATGGCCGA
CGGGAAGGTCGAGGTCGAGTACCTCGAGGAGATCACCTACGAGGACTCACGCAGCGTGCG
CGGCAAGTTGACGCTGCAGATCGGCCGGCCCGACGCCGAACGCGAGCCCGGGTCGATCGC
TCTGGGCAAGATCCGCCGATTCGGCACCTGGCTCACACGAGCAGCACTGAGCGAATGAAA
GGAGCAACACTGCAATGAGTTTCAGAACAGCGTACGGCTACAAGTACTCCGAGAACGGTT
GGCGGATGTGCAACCGCGACGAGTGCGTCACGGTCACCGTCGCCGGCATGGGCCTCCACG
TCAGGTCCGGTTACGCAGCAGAGGTGCTCGGCGCGTGGGTGCGCTGGTACCACGAGAACG
TCGAGCCCATCGACCTGTACAAGCCCCTCGACGACTGGGGATGGTCGAACACCAACGACG
TCGCGACGTCGAATCACCTGTCGGGCACCGGGGTCGACCTCAACGCCACTCAGTACCCGT
GGGGGCGGCGCGTCATGCCGGCCGACCGCATCGCGAAGGTCCGGCGCGGTCTCGCCCTGT
TCGAGGGCAACATCTTCTGGGGCGCCGACTGGTCGCGGGCCGACGAGATGCACTACCAGC
TCGGCGCCGGAACCGCCGCCGGGGATGGGGCCTCGGCCAAGCTCATCGACTTCGTGCAGC
GCCGGATCAAGAACGGACGGTTGGTCGACTCGGTCGCCCCTGCTGCTCTCGACGTCGGGC
GCGTCAACGCGTTCACCCAGGGATTCATGGGACCGATCGGTTCCGACATCAAGGACTCTC
GAGAGCAGCTGTGCGGTTCGGGGTCCCGGGACCTCGGTGAGTTCGACGGCTGGCCGCAGC
TCGGCCTGGACACGTTCACCGACGGTCTCGCCGCGGTCCTCGAGAAGGCGGTGAGCCGCT
GATGGGCACCTACTGGGCCGACGTCTCCCAGTTCCAGCGTCTCGCGAATGACGAGTATCC
CCATCGGGTGTTCTCGTTCCGCACCAACAGCGGCGACCAGCGCGACAAGAACGCCGCCGC
GAATCTCGACTGGGCGCTCGCAGCGCTCGACCGCGGCGACCTCGACATCGTCATCCCGTA
CTACTTCTTCCGCCCAGGCGCCGCGAACTGCGACCTGTGGCGGGAAGTGGTCACCCGCGG
CGGGAAGATCGATCCGCGCATCGTGTGCATGGTCGACGTCGAGTCCGGCGCCGGCTCGTC
GCAGGGCGCCATCCCCATCCGGGACCACTCGGCCGAGATCAACGACGAGATCCGGCGAGT
CCGTCAGTGGCTCGGCGGATCCCGGGTGATCGGTTACTACAACCCGAAAGCTGACCCCGC
CCTGTGGCGGTCGCGCGGGGATCTTCCGCTCGTCGTGCCGCACTACGGCGTCCGCCCGGG
CGAGTCCTATGCGTACTCGAATCGGTTCGCGCACCAGTACTCCGACCGCGTGCCGTGCGC
ACCGTTCGGGCCGTGCGACGCCAACTACACCGACCTGTCCATCCCACAACTCAAGACCCT
CTTCGGAATTGGAGGCACCACCATGGCCACAGACGTTGACAAGATCAACGAGTTCACCCG
CGCGTTCAACGCGGCGATTGGCTCCGACGCGAAGGACATTCGCGAGCAGCTCGTCGGCGC
CCGCGACCTCGTCTACAAGACCGTCGACGGCAAGAAGGTCGTCGACATCGAGAAGTCCTT
TCCCGGCTGGGCGCAGCTCGGGAACCGCACCGTCGTCGACGCACTCGCCGCCATCGGCAC
CGCGCTCGGCATCCCCGGCTTCTACGACCCGCTCGGGATCGTGAAGAACCCCACCGACAG
CAAGGAGAACTGACCATGTCTGTAGCCACCCACGCACCGCTGACCGCGTTCGTCGAGGAC
GTCGCCGAACGCGCCGTGAAGACGTTCGTCCAGAACCTCGCGCTGTTCCTCGTCGCCGGC
GTGTCCGTCCTGTCCGTCGCCTGGGGCACCGCCCTGCAATCCGCCGCGCTCGCCACCCTC
GCGACCGTGCTGCTGGCGCTCGTCGACGAGCGCATCGTCGCGGCGAACCCCTACGTCGAG
GCGCTGATCCGGGCGGGCCGCACGTTCATCGCGACCGTCGTCGGGTCGATCCCGGTCGTC
GTCTCAGCTGATCAGGCAGTCACGTTCGCCGATGTGAACTGGACGCAGGCCGGCGGGCTC
GCTGGCACCGCGGCACTGATCTCCCTCGCAACCTCGATCGCTTCGCTTCCCATCGGTCCG
AAGGGCACTCCCAGCCTCGTCGTCAACGGCGGGGTGCGAGACGAGCCGGTCGCGTAGAAC
CCATGCCCTGCTCATCGCTGATGGTCCGCCCACTGGTGGGCGGGGTCGAAAGGTGTGCCC
GTGACCGACAATCCCCCGGAGACTCCACCGCAACGAAATGGACTGCCACCGTCGTGGCTG
GTCAACCTCGTCGCGGTGGTCATCCTCGTCGCTTGGATTGCCAGCCTCGTTGTCCGAATG
ATCGACCCGGCTCGCGCCCTCCCACCCGTGGTCGACGCACTGATGCTGATGGTCGCGGGA
TTCCTGTTCGCGGGCAACCTCAAAGACCGCTTCACTGGCGGCAGCAACGGGGGAAATAGC
AATGGACCCAACTGATCTGATCCTCGAACTGGTCCGAGCCATCGGCTACGGAACCATCGG
CGTCGTGATCGGTCTCGCCTTCACCTGGCGCCGTGCCACCGTGCACGGCGTCGAGGTGCG
GGTGCCGACCGCGCGTCCAGACAAGCCGGTGTGGAAACGCATCATCGGCGCGCTGCTCGT
GCTGGTCGCGGTGCTCAGCATGACGCAGAGCACCATTTTCACGGCCCGTCAGTCGGCGTG
TAACGACGAGTTCCGGCGGGTGATCAAGGAGCGCAGCGAGGCGTCTCTCGAGCAGTCGGA
GCTGTGGAGCAAACTCGAACGTGAGCTGGCTGCGATCGGCCCGGCGGTGACGTTGGAGAA
GCAGAGCGAGATCGTCGCCGCCCGCAAGCGCTACGTCGAAGACTTCGACAGGCTCTCCGA
GCAGCGCCGCGCGAACCCGTACCCGGATCCGCGATGCTGACCCCGAAGTTCGTCGTCACG
GTCCGCGGGATCGGTGAGCCGATGGGCCGGAACATGCTGACCCCGTTCGTGGATCGGCTC
GGCGCCGAGTGGACGCACGTCGAGGTCGACTATCCGGCGGCGTACGGGTTCGTCAACGGG
CAGCGCAATCCGCACGCGCCGGACTACGAGACGACGAAGCGGCTCGGCCGCGCGCAGGTG
CGGATCGAGTTGGCGATCATCAGGGCTGAGCATCCGGACGCGATCGTCGTGCTCGCCGGA
TACTCGGCCGGCGCCGACATCGTCGACGACCTCGCCGTGTCCGGTGTGATGGCCGAGTTC
CCTCAGGTGAAGCGCGCTGTGGTGGTGGCGAACCCGTCGAACCCCGGCTCGAATGGGCTG
GCCGACTACGGGATCGCCGCTCCGGAACGCGGCCGCCAGCACGTCGACTCGCGCGTCATC
CCGGTCAACCACCCGGGCGATGTCATCTGCTGCTGCCCGCCGCGGTCCCCGCTGCGCGTC
ATCGCGACCCTCACACCGCGGATGCAGCTCGCCGACCGGTCCGTGTGGGTGCGGGACGTC
CTGCGCAAGCTCGGGAACCCGACGGTCCGCGCGGAGATCGACGACAAGCTGGGTGCGTGG
TGGGACCCGCGGAACTGGGGCCGCTACGACCGGGCCGCGAAAGACGCCCGCGGCTACCTC
GGCCTCGGCGTCCGCTCCACCCACACGATCTACAACCGGCGGCCGATCGGCGGGCTGTCG
ATGCTCGACCACGCTGCCGACCGCGTGACGCGAGAACTGTCCGAGGTGGCGCCGTGAGCA
ACGACGCCGCCCAGACGCCGAAGCCGTACGGGCTCGACGACCCGACGGTGTTGCGGCTCG
GGAAGTTCCTGCGGAACACACCGCTGTCGAACAACGCGTTCGCGCCGATCCCCGAACCGC
TCTCGGAGCTCGTCGCGCAGGCCGTCTGCAACTACACCCAGGACCTCGTGTGGTCGGGCG
AGGTCCGCGACTTCGTGCCGCTCGGCCACTGGGAGGCGACCCCCGACCTCGGCGACGTCG
GGGTCGAAACCGTCGCGGGTGAGGTGACCCGCATGACCCACCGCGTCACCGGCATCTCCG
TCCTCGGCGAGACCCCCGACCAGGCGTGGAAGCTGCTGCGAGAGAAAGTGAGACAGCACA
ATGGCTGACGACCCGATCGAGCGCATCGGTGTGGAGCTGGAGATCTTCGCGATCCCGCAG
CCCGCCGGCGCCCCGCCGATGACGGAAACGTACATGCACGTCCGCCGACGGCAGAACGGT
GCCGCCGAACGCGCTGTGCTGGGTCTGCCGGCGTACGAGGGGGCGCAGGGCCCGCCCGGG
CCGCCCGGTGCGATCCACCGCGGCGAGCTGTCGACGTCCGAGCTGGACGCGATGGCTCTC
GTGCTCGGTGAGGACAACACCAACTGGGCGTGGCGCAACACCGACACGAACGACCAGTAC
GTGTGGTCCGGGGCGACGTTCGTCGTCTACCACGGCGTGTACGGCACTCCGGGCCCGGTG
GGGCCGCCGCCCGCGCTGACGCCCGGGACCCTGACGATCGACGGCGACCCGGTGGCGTCG
CCCGACTTCGGTGTGCGGGTGTCGGGGTCGGCCGGGTCGTACGCGGTCGGTGTGGATCTG
CCGCCGATGCCGAAGGGCGACAAGGGCGATGTCGGCCCGTCGGGGTCGGTCATCAACTCC
GTCGACGTCGCCGACGACTCCGACCCCACCGACGGCGACGTCCTCACCTACCGCGAGGAC
GATGGCAAACTGGTGTGGCAACCAGGCCAGTTCGTCACCGAGGAGTACGTCGTCGGCCCG
GGCGGATTCCCCACCGTCACCAAGGGATCATCCGACACCCGCCACACCATGTTCTCGGTC
AACATCCCGGCGAAGCCGTGGCCGTACCGGTTCGATTTTGCCGGCGGGGTGGACGTGTCG
TCGTCCAACGGCACCCAGATCGACATGGAACTCCGCACCGAGAACGCCACCTCGGGGCCG
CTCGTCGGCTACGGCAAAGGCCAGGACGGTGAGGGCTACCGCGAGGTCGCGTTCCGCGCC
CACTCCGACGTCGACCTCACCCCCGAATCGACCGAGGGAATCATCCCCGCCGACACCGCC
GTCACGCTGTACGCATCAGCGGTCAAGACTGCCGGTGTCCTCACGTCATGGAAGATCCGC
AACACCAAGGCGCAGCTGCGGATTCGACTGATGCGGGTCACGGTCTGATGTCACCTCCAC
CGGAGGGTCGGGACCGCCACTACTGGCCCGACCCGGAACTGCCCGATGATCGGCTGGGCG
CCACCCAGGTGATCCCCGTGCGGGGCGCCCCGAAGATCACCATGCCGCCCCCGCAGTCCG
CCGACCGTATGTCGCTGCAGGAGCGGGCGAACGCCATCTTCGGTGAGGTCGGCACGAAGT
TCGAGGTCACCGAGGTCGCGTCGGGCGTCGACAACGTCGCGACCAACATCCGCAACGCGG
TCGCCGGGGGTGTCGCCGTTGGCGTCGGCGTCGTCCGGGAGGTGTTCGACAACGTCGCTG
GGCTGTTCGGCATCGCCGACAACGCGGAGAAGATCGCGATGGCGGCCCAGCAACAGTTGC
AGGACATCACCAACGAAACGAACGTCCCTGGCTGGTCGGGCTATTCGTGGTCGACGATCT
TCTCCGGCGCCGACGGCACCCCGCTGCCCTCAACCGACTGGGCCACCACCCGAATCACCA
TCGTCGGCGACGACGGACACGCCGGCATCATCAACAACTCGACCGACGGCGACCACTTCT
GCACGGTCCGCAACATCCACAAGTTCGCCACCGACTCGCAATCGGCCTCGATCGTCGTCG
GCAAGAAGTGGTCATTCTCCGAGGACCGGTGGACCTCGATCCGCCTGCGCTGCGACAGCG
AGAACCCCACGCAAGGCGCAGTGTGCTGGGTACGTCCCGGCAACATCCGGATCGGCCGAT
TCTCCGGCGGCACCAACACCGTCTGGTACACCGTCAGCCAGACCGTCAAGCCGGGCGACA
TCGTCCGATTCCGCTGCCACGGCGACAACTACTACGTGCTGGTCAACGGCAAAGTCGTCG
TCTCGTGGACCGACACTGGCGCATCCGTATCGAAGGGTGCGGGATTCCGACACGCCGCCT
TCACTCAGGAGTATCTCAATGGCCTTCTCGCCGACCAAGCCAGCTTCCAGGTCGCATCAT
GGGCGATGGCCGACTGGCTCCCACCGGGCGGCGCGGTGACGACCCCGGCGTGGCGCCTGC
GCCGCGGCGTGAACACCGAAGTCGCACTGACCGTGGCCCACGGCGCCGAGGCCCTGATGC
CGAACAGCTTCTACACAATCGCCGACCTGGCCAATCAGGTCACCGTAGATATGACCCTCG
GCGAGGTAACCATCGTCGAATCGGGCTGGTACTCGATCAAGGCAGCGAGCAAGAACCGTG
ACAACTCCTCGGACGGCGCCGGCGACGACGCCTACGACGTCCGCAACGCCTATCGAGGAA
CGCCGTGGGTGCTCTACGTCGATGGCGCACCGCTCGAGGGGCCGTTCGGAACCGGGCAGA
CGACCGAGGTGTATCTCGCTGCGGGACAGAAGGTCCGCGTGGGTGCCTCGGCGACAGTCC
CGGTTTTCGGGGTCAACGCCTTCGGCGGGACGAGTACCACCACGAACTACGCGATTCCCG
CACGTTCCCAGATCACACACGTCGGCGGCGCGGCGCCGGTGTTCACCGGACGAAAGATTG
CCTGATGGCCAACGACACCATTTTCGAGCTGCCCGAGATTCCGGGCGTTACGTTCACCGC
GAGCTACGGATCGGGCGGTGAAACCGGCCTGCCGTCGAACTGGATCCGCATCGTCGGCAC
CGTCGAAAACCCGTGGTACGACCCGACCTACAACTATGGCCTCGATCCGAACGGGCACAC
CGAGGTGACTGATCCGTGGAAGCGGCACACCCAGTTCCCGGCGGTGCTCGGGCCAATGGG
GTTCGAAGGCCCGAGCATCGGACTCCCCGTCGACCCACCACCCCCACCGGTCGAGCCCGA
GCCGACCCCCGACATCATCGAGGAGCCCACCGATGGCTGACATCACGTACATGACCGTCA
CCGGTCTGTGGACCCATATTGTCGATGACGGGATCGTCGACGGCGACCCCAACCCCGACG
TGGTCCACCCGATGGGGAAGGTGGTGTTCGCGCCGAAGCCGTCGAACACGGGGTTCGTCA
CCGCCGGCGCGGCGGGCGCCTCGGAGAGCGTGACCCTCGCCGAAGTGCCGGCGCTCGTCG
CTGACGGTGTCCTCACCGACCTGCAGGGCAACGACGGCATCCGGCTGGCCGCGACGATCG
GCGGCAACCCCGTCCGGTGGGTGGCGCAGCCGACGCTGCTGTACGGCAAGAAGACGTTGC
CGTCGAAGTCAGTGACGTTCGACCCGCCGACCGTCGGGACGACGCTGCACCTGAACGACC
TGTTCGACGACATCGGCCCGCAGTCGCCGCTCGTCACCACCGAGGTGAAGGCGTACCGCG
ATCAGGCGGTAGCCGCCCGCGACGCCGCCCAGCAGATCGTCGATGAGGTAGCGGCGGGTG
TGGTCCCGGACGCCGGGGTCGCCGCCCGCATCGCCGACCCCGATTCGGAGTCGGGCGCCG
CGGTCGACGCCCGGATCGGCTCGGCGGGACTCCTCACCCAGGAGGACGCCGACGCGGCTT
ATGGGCGGGTGTGGCAACCGTCGACCGCATACGGCGTCGGTGATCTGGTGGTACTGCCCG
CGCCGGTGAATGGACTCGGCACCCGCGACTCCGCGGGAACCTCCCGGTCGACGTTCGACT
CGACCGAACAGGGCAGGTGGACAGTCACCGCGAGCGGGTCGGGTGGCGGGATAGCACTCA
CCGAGGACGGCGACACGGGACTGTTCGACATCGCCAGCAGCAGCACCGGACTCACCGAGG
ACGGCACCAGCGGATTCTTCCTGATCGGAGCATGAGCATGGCCAAGAAACTGATCTCCTA
CGACGACGCCTCCGCGGTCGGCTCCCGGCTGCCCGCCCCGGTCGCTACCGAGTTCGACGC
CCGAGTGAGCGCGCTCGGCGTCCCGCGCTCCGTCGATGTCGGTGACGACCTGTCGGCCGC
GCGACCCTCCTACGACGGGCCCATGCTCTGGCTGACCTCCGCAGAAACAGGTCTTCCTAC
GAACGCTGTCGCTGGCGACCTGGTGTGGCGCTATGCCGCCGAACCAGCCGGCGCCATCGC
GGTAGACACGTTCACCCGCGCCGACGGTGCCCTCGCTGGATCGCTGACCGAGGTGGGTGG
TTTCGCGTGGGCGCACTACGGTGGCACTGCGGTCGCCAACGTCTCCGGCGGCAAGGCGAC
CTACGCGACCCAGAGCGCGGCCGGTCTCGATGCCTTCGACGCGGGAGTGTCCGACTGCCA
CTTCCGAGCGACCATGTCGGCCAAGGGCACCGACGACACGGGGTACTTCGTGTTCCGGAT
GGTCGACTACGACAACCGCCTTACCCTCGCCCGTCAGTCGTCAACCGCGCATGTGTGGCG
ACTGAACAAGCGCATCGCCGGTGCCCAGACCGCGGTGTTCACCTCCACCGCACCACTCGC
CGACGGCGACACCTTCGACATCGAGCTGAACGGCACGACGATCACGATCGAACTCAACGG
CGCCCCGTTCTGGTCCGGGACCATCAGTGATGCTGGCGTCCTCGGCGGCACCAAGGTTGG
GTTCGGCTCGTCCGGTACTGCGCCGGGTGGGCAGCTCTGGGACGACTTCTACGTCACGGA
ACTCTGATGGCCACGACCTCGGGCGGCACCACCTACACGGTGCGCTCCACCGACGCTGTG
CCCGCGGCCGGCTCGATCTACTGGGCTGTCGCCGACAACCGGATCGGCCACCCTGACATC
CCGATCGTCGTCTACACCCACGGCAACGGCGGGCCGCCCAACCAGTTCAGCAGCTACGGC
GAATGGAAGGGCCTGCGTGATTGGCTCATCGACAACGGGTGGGCCTACGTCGAGTGCACG
GGTGGCGGCGCGACGTCGTGGGGCAACCAGGCGTCCCGCGACGCGTACGAGGCGGCGCTC
ACCTATGTCGACGGCCAGATCGACACTGGCAAGGTCGTCGTCCTGGGCCGGTCGATGCTG
GGTCTCGTTGCGTACTGGCTGGCGTCCCAGTCGTCGGTCATCGCGCCGCGGTGCGTCGGG
TTGATCATCAACTCCGGCACCACCGATCTGACCTACCGATACTCGGTCGCGAACACCACC
GACAAGGCGAACATGCGCACCGCGTACGGCGCGGCCGATGACGCGGAGTTCGCGACCAAC
TCGGTGGGCTTCGATCCGATGTTGTTCCCCGAGTCTGTGTGGAATGGCCGCAAGGTGTTG
CAGATGTGGGGCACCGCCGACACGACGGTCCCGCCGGCCAACCATGCGCAGGCGTGGATC
GCGGAGTACGGGGCCTCGTGCGGGCTGCTGTTGACTGATGTTCGCGACGGCGGCGACCAC
TCCGCGGGGAACGGTTCCTACCTCCAGGTCGACGCGATGGCGAACTTCCTGCTACTCGTC
GTCCGGGAGGCAGCACCCGTCCCGGCGATCAAGACCATCACCGATGCGATCTATATCGGC
GCCGACGGGTTCCCGCGGTCGATCGCGGTGACGCCGGCCTAACCCTCGTCGGTCCACATC
CGGTCGGTGATCGTCTCGGCGTGGGACCAGTGGCGGCACCGGCAGTGGTCGACGACGCCC
TCCGGGTCGCCGTTCTCCATGACGGTGTTGCACCGCGGGCCGACAATCGGGCGGCCGAAG
AACCGCCGGATCTTGTTCGCGAGCACGTCGGGGGCGCGACCTTCGCGGTAGTGGTCGCAC
TCGGGACATAGATCCTCCGCGTGAGTCCTGGCGGGGGCGTCCGGCTTCGCGGTCTTCGCG
TCCATGCGCCCGAGTATCGGTGACCGGCCGCCCGGGTGCACGCTCAACGTCCGGAGCGGG
CACGAATCCGCTGACTATCACCCCGCCCATAACCTGAAGTACGGGACCAGGGCACGTGGC
AGTGTGCCTCGTGGACTTCTCGAGGGAACCGTCCGGCCGTCTGCTGCGGCCAAGCTGCAT
GATCCTCGACGTCCTCGCCACCATCGCGACCCTGGTTGGCGGGTGCTGGCTGGTCTACAC
ATCACCAGAACGGCGGAAAATGTTGCGCCCCAACGAATTAGACTGCTACAGTCATGACAC
AAGTTCAGAGCGGGTGAGGTTCAGGAACACACACTGATCGCCGACGCGGAAGCGACCCGG
CCACAGCAGGAAACAATGAGAACCCGATCGCAGAGGCCCATGATGCGACACCCGCTCTGA
ACCTGGACAACCAACGAAAGCGCCCCCACTCGCGATGAGTGGGGGCGCTTTCGTCGTCGT
GCCGGGGGTTGGCTACTCGGCGGGAGTCTCCGGCTCTGGCTCGGGCTCGGGAGTCGGCTC
CGGTTCAGGCGCCGGTTCCCAGGTGGGTGCCTCGTAGCTGTAGTCCGGGCCAGTGCGGGG
CAGGTCTCCCATGTTCACCGGGTCGGTGTTCGCACCTCCACCGATGGAGTCACCGTTCGT
CGACACGATCGGCGGCGGGCACGGCGCCACACCACCTGCGACGGGCATCACGCACGGCTT
CTCCGCTGCGGCCGCGACGCCCACCGCACCGAGCATCCCGGCCCACACCACGGCCGCACC
TACAGCGGCGATCACACTTCGTCTCATTGCTACCTCCAGGTTGGTGGATGCTTGATTCAT
CCATTGTGGATGACTGAACCATCCACTAGGGTGCCTGTCAAGAGGGAACGGAGGACTGAG
TGACTATCCTGGGAAACGTGGCAACCAGGCCGGGGCGTGACGACGAAGGCCGGCAGATCA
TCGCAGCGGCCCTGCGCGCCGAGATGGCGCGCGCCGGAGTGTCCGGTCGCCAGCTCGCCG
ACCGGGTCGGGAAGAACCACCAGTGGGTCCAGCACCGGATGTCAGGCAAAGTGGCTCTCA
CGACCGACGACGTCCGCCCCATCGCGGCAGCCCTCGACCTGCACCCTCGCGAGTTCCTGG
TCAAGCTCGGCGGCGAGCTCGAGCCGCTGGGCGACGACGACGCTTGAGCCGTTCGTCGCC
ACCCAGCGGCACCGCGGACGTAGATTCGTCCGCATGGATGACCAGAAACGCGCCGAGAAG
GACCGCAAGAAGGCCGAGGCGAAAGCCTCCCGCGAACTGATGAACACTCTCAAACTGCGC
GAGCAGATGACCCTGAAAGCCGGGTTCGGCGGACTCGTCTCCAACGGCGTCAGCATCGGG
TTCGGCCGCAACTCCGACCAGTGGTACGCGATCGCCGGTTGCCACGCCACAATGCGGTAC
GGCGCCGTGGACCACCACCAGAGCGCAGGGAAGATGGCGGCCGGGTATGCCGTCGGCGGG
TGGAAGGGCGCAGCGGTCGGCGGCGCGATGGGCACAACCGCCCAGAACATCTACGTCGAC
GTCACCTGGCCCAACGGCTTCACCATTTCCGGGCTCGGAACCGGCGAGGGCGACGCGTTG
AAGTTCATCGAGCTGGTGAACCGGCTCGCCCAGCGCTGACGTGGTCTCCTGACGTGCGGG
CTGAGACGCATCTCCCATTCTTGCTGTTAAACCGCTAACTGTCGGAATGGGACTGTACTG
TCCGGCGCATGCGAGCGATCATCTACTGCCGCGTCTCATCCGACCCGCACGCGCGCGGTA
AGTCCGTCTCCGAGCAGGAAGCCGACTGCCGCGCCACCGCGAAAGCCCACGGCTGGGACG
TCGGCGAGGTGCTCGTCGACAACGACCGAGGCGCCTCTCGATACTCCCGCAAGGAACGTC
CCGCATACAGGCGTCTCGCCGAGATCCTCTCGCCCGGCGACGTGCTCGTCACCTGGGAAG
CATCGCGCGCGCAGCGCGACCTGAGTGCCTACCTCCAGCTCCGCGACCTCTGTTCCGAAC
GCGGAGTTCTGTGGAGCTACTCCGGCCGCACGTACGACCTCGCGCGGGGTGACGACCGCT
TCACCACCGGCCTCGACGCGCTGCTGTCCGAGAAGGAGGTGGAGGTCACCCGCGAACGGG
TCCTCCGGTCGATGCGGGCCAACGCGGCCGCCGGCCGACCCCACGGCAAGCTGCCGTACG
GGTACATGATCGTCCGCGACCCACACACCGGGCAGTCGATCGAGCGCGTCCCGAACCCTG
ACACCGCACCGACGTTCCGGGAAGCCGCCCAACGCATTCTTGACGGCGAGTCGTTGTACG
CGGTGTGCAACGACTTCAACGACCGTGGGGTCCCGGCCCCGCGGCCGCGGCGGGACGGAA
CCCCGGCGAAGTGGATCCCGGTGACGCTGCGCAAGATCCTCGAGTCCCCCACCTACGCGG
GGCTCCGATGGACTCACGGTGAGGTGATCGGTCCCGCGACGTGGGAACCGTTGATCAGCA
TGGAGGAGCACGAGCGGTTGAAGGCGTTGTTCGCTGACCCGAACCGCCTCACGCACCGTG
GGTCTGAGCCCCAGTGGCTGCTGGCGGGGATCGCCCGGTGCGGAGTGTGCGGCGCGACGG
TGAAACGCATCAAGAGCCGCGGCGTACAAACGTACATGTGCCGCGACAAGTTCTGCGCGT
GCCGGAAGGTGACGACCGTCGAGGACTATGTCGTCGAGGCGATGATGCGTCGCCTCGAAG
GCCAGGACCTCGTCGGCCAGATCGACTCCGACAACTCCGAATACGCGGCCGCGATCGACG
CGGTGCGGGCCCTTCGGCAGCGGCTCGACTCGTTCACCGACGCGGCCGCCGAGGGTGAGG
TGACGCCGGCGGCGCTCGCCCGCATCGAAGCGAAGCTGCTACCCCAGATCGAGCGCGCCG
AGGGCCGGGTGCGGGCGTTGGCCCACTCCCCCGCGGTGGCGAAGATCGCCGGCACCGGAG
CCCGAGAGCGGTGGGAGTTGCTCTCGGTGCGGGACCGCCGCGACCTCGTGCGGGCGCTCG
TCGACGTCCAGATCTTCCGGGTCGGGAAGGGCCGCCGGAACGTGCCGATCGGTGAGGGCA
TCGGCCTCACCTGGCTGTGATTCAGCGGCGCCGAGACCGTAGACGCCGCAACCGATTCAC
CAGGGTCGGGGCGTGCGCGAGCGCGTCGGGGTCGTCCAGCAGGTTGTTGACGCGCTGCCA
GAATCGGGTAACCGAGATCCCGAACTCGTTGCGGACCGCCTCGGCCTGGTTGCCGGCGTA
GTTCCATCGGTGGGCGGCGAAGTCGAGCAGAGCCCGGTCGTCGTCGGTCACGCGACACCC
CGCTCCCGCAGCTGCTCGTCGATCCAGGAACGTTCCTCGTCGGTGAGGGACTGCACGAGC
GTGACGAGCATCGGGACGTCGACCCACAGCTCCTCGGCGACCTCCTCGGTGCGCCGCGTC
CACACCAGCGCGTCGACGAGCCGCTCAAGCGCGATGAGCCGGCGAGCCGCGATCCGCTCA
ACCCGCAACTCCTCCCGTGCCCGCAGGACGCGGTCTGACGGGAAGATCCGACGCTCGTCG
TGGACCAACTCATGCGTCAGCGTGCACCGGCGGGTCGACTGCGGATCGTCGACGCTGATG
ATCACGCGATCGCCGCGGATGCAACCGCGGTGATCGTCAGGCAATTCGACCAGTTCGATC
CACAGATGAGACCGCTTACGCGCCTCGCGCCAAGGATGGTACATAGCGGGCACGTTAGGG
GCGAGCACCGACAGAAAGTGTCGCTGACCTCGAATTACGCTGATGTAACTCGGTCAGAGA
TCGCCATTCTCAGCGGCTTCGTCCTGCTCACGGCGGCGACGTCGTGTCTCTGATTCGCCA
CCTCCACGTCGCCATCCTCCGACAAGATCGACGTCCCGCTGGGTCATTTGCTCAGTATCC
GGAGCGGCCTCGTTGTCGATGACGTAGATGTCGCCCTGGCGACGGATGTTATTCGCAGTC
CGCGCCTGATCGATGAACCACTCTGCGTCGTCCCGTCCGTCGCCCTCTACGCGGGCCACA
ATGCGGGTGACGAGCTCAGCCGCCTCCTCCAGCAGGGCGGCCAGCGCCGTCATTATGGGC
GCCGATTGCGAGTGCGCAACGTCCCTGGCGTCGTGGACGATCTGGGCGAGACGGATCAGT
TCGAGTGATTCCTGTCCCGCGTCGTCCATCCCGTGGATCGTTCGGATTCTCTGGCCCGAC
TTGCCCCGGATCTCGGTGGTGGTAGTTGGGTCGCCTCCGGCGAGTGTGATCGCTGCGCTG
CCGGCGTCCCATCCGAAAGCGACGTCGAGCTTCTTGAGGGTCGCTGTCGAGACTCCGACC
GGCTCGTTGTCGAGGATCTTGCGCAGCGTGGTGTCGCTGGGTCCACCGTTGCTCGCTACA
TCGTTCTGCGTCCAGCCGTGTTTGGTCATTGTCTCGCGAACGACTGTCGCGAAGTGCTGA
TTGTTCTTGGGTGCCATGGCTCAAAGTGTGGCAGAAACTTTCGGCAAACTTTCGGCACCA
GTGGCAAACGACACGGGGGTAATTTCCTCCCGCTAAGCAAGCAGGATTGCCATCACCGCA
GGTGGTAGATGTTTGCCAGTTTCGGAAAAGTTTGGGAGTTTCGGTTTGCCAGTCTCCGTT
TCTGGTGTAGCTTCGGTCTCATGCCGAAGGAAACCCAAGCTCGTCGCTACACCAGGCAGC
GAAATCCGAAGGTTCCGCCGCACATCTCCCTGGGCGTCCTGCGACGCGTTTCCGGACTGA
AGCTCGACGACGTCTGCGACCAGATCGAAGACATCACTGGGGACCGCCCGACCAAGGGCG
CCCTGAGCGCGATCGAGAACGGTCACCGCGGCGCCTCGCTTGAACTCATCGCCGCTCTCG
AGATGGTCTACGGCCTCCAACCCGGCGACATCACCACGAACTACGTCCCCCGCAACACGC
CCCAGATCGCGCTCGGAGGTGAAGCGGTATGAGCACCCCGGACGTCCGCCTAGATCCGAC
TCGCTGGCCCTTCGCGCCGGGCAACGCCGCGGACGACGTCGAGGCAGCGCTCCGCGCCGA
GGAGCAGAAGTGGCCGGAGCCGACCGCCGCTCAACGCTCCCGCATCTCCTCCGTCTTCCG
CCGCATCGATCGAAAGGCCATCGCGTGAACGCCGATCTGCTGCTTTTCAGCTACGAGGGC
CACACCGTCCGGACCGTCATCGTCGACGGTGAGCCGTGGTTCGTCCTCGCCGACCTCTGC
AAGGTGCTCGCGATCTCCGACGTCAGCATCGTCCGGCGCCGGCTCGACGATGCCCTGTGC
CAGACACACCCCATCGTCGACACCCTCAACCGCCAGCAGAAAGCGACGATTGTGTCCGAG
GCCGGCATGTACGAGGTCGTCATTCGCTCCGACAAGCCGGAGGCCGTCGCCTTCCGACGG
TGGATCACCGGCACCGTGCTCCCGGAGATCCGTCGCACCGGCTCGTTCAACGCGGCGCTC
CCCCAGACGCGGGAGGAGCGGTTCGCGATCGCGCTGACCGAGGCCGGTCAGATGCTCGCC
GAGCGGGACGAGCGGATCGCCGAACTCGAACCCAAGGCGGAGGTCGCCGACCGCCTTCTG
GACGCGACCGGCGACTACTCGGTGAAGGACGCCGCCGACGTGCTCACCCGCGCCGGCATC
AAGACGGGTCAGGCCCGCCTGTTCGCCGTCCTCGAGCACAAGGGGTGGATTCACCGCGCG
AAGGGCGACGGCAAGTGGCGGTGCTACGCCCAGTCGATCCAGACCGGATACGTCGCCCCG
CTCCCCCAGTCGCACTACCACCCGAAGACCGGCGTGCTGGTCCTCGATCCGCCGCAGGTC
CGAGTCACCACCAAGGGTCTCCAACGTCTCCTCACCGAGCACGGCGCCCAGCCGGTACTC
ACCCCGTAGACCCCCGTCGCCCGGCCGTGTTCGACGGGGAAGGCCGGGCGGCGGGTTATC
CACCCTCAGAAGGGAATCCAGCCCAATGTTTCTCGAATTCGTGCTCCGAAACCTCGGATT
CTGCACCCTGACAGCCTTTTTCGTCGGCGCCGGCGCGATCGTCCTGGTCGACCTGGCCCG
CGGCGCGTTCACCCGCGACGTCGACGCCCACGCCATGACCGTCCGCAACGGCGAGATCGT
CGAGGTCGACCAGTGAGCAACACGATGAACTACCGCGGCGACTGCACCGAGTTCGACCCG
GAGCAGATCCTCGGCCCCGACGTGCACGGCGCCTACTACCGGATCGTCGACGCCGACTAC
GACCGCGCCGCCGACATGACGAAGCGGACGTTCAAGCCGATACCGCCCAGCGAACTGTTC
GGGGGCCAGCGATGAGCGCCGGCGCGGTCGAACTGATCCGCAGCATCCGCGACCTGCACC
CGACGGCGAGCGTCAACGGGTCGGTGCAGCCGATTCCCGACGAAGAGGGCGCGTTCGCCT
GGGTGTCGGTCATTGGTCTACCGGCAGATCGGTATCCCGAGTTCCGGCAGGGCGATTACG
GCGACGAGTACACCCTCACTGTTCGTGGTCCCGATCGTCGAGACAACTCGGCGACGCTCT
CGGTGACGCGTTACCACGACGACGACGTCGTCGCCGCGTTGCAGACCGCCCTGGATTACA
TCGTCGCCCAGTCAGGGTCGGCGCAGTGACCGCGGCGTCGCGCTACGACAGCGCCAACAT
CCCGTCGAACATCGCCGAGACGCCGACGACGGAACAGATCGAGAAGCGTCGACAGGCGAT
CGGCTGCTCTTTCGAGCACCTCGCGGTCGCATGCGCGCGCAAGGGCGTCGACGTCGCGAT
CGTCCAGCAGTCCCTCGTCGGCAAACCCGCTCTGCGCGTCGCAATCACGAACCAGCGCAA
CGGCGAACGCCTCACCGAACGCGGCGACCTCCACGAGATCCTCGACCGCGCGCGCGATCG
GCTCAACCGAGAGGACTGGGACCGATGAGCGCGCCGACCGTTGGCGAGCAGATCCGCACC
CAGTTCCTCGAGACCGCCGAAGCGATGCCGTGCCCGGACGGGTGGTCGTGGACGGTCGTT
GACTACGCCGCCTACCACCGCGCGTGTCAGGACGGAGTCCCGACGCTACACCTCGAGTAC
GGCTGCGACGACGCCGTCGAGTTCGTGTACCTCATCGGCCGCCACGACCTTGCGCCGGAG
GTGTCGTCGTGACAACGAACGTCCCCACCGATCGCGAGGAAGTCGCGCGCCGCCGCGAGA
CCATCGCCGAGCTGACCCGCGCCGGCCTGTCGGCAGCCGAGATCGCGGTGCGTCTGAACA
TCACTCCTCGGACCGTGGTGCGCCAGCGCGCCGCGGCGGGTGTGTCCAAACCGACGTACC
CGCGGCTCACCGAGGAGCAGATCGAGACAGCCCGCCGCCTCATCGACGAGGGCGCCCCCT
ACAAAGAGGTCGCCCGCACCATCGGCTGCTGCCAATCCACCGTCGCCCAGCGCTTTCCGG
GCCGCGGGTGGACCCGCAAGCAGATCGACGAATGGCGCCGCGAACGCCGACTGTGGGCGG
CCGCGTCATGAACTCGATCAACGCGACGGTGTTCGTGCCCGGCCACAACCAGTTGAAGCG
GTGCCGCGGTTGCTCGGAGCTCATCTTCTTCGCCGTGACCCGCGACGGCCGGTCGATCCC
GGTCGACCACAAGGCCCGCGCCGACGGGAACCTCGCGATCGCCCCGCTGCAGGACGGCGA
GAAGGCGCCGCGCGCGACCGTCGTCCGACCTGGGCAGGCCGCCGGCATGCGCGCCGCCGG
TGTGCCCGTGTTCTCCCCGCACTGGGCGACCTGCCCAGAAGCCGATTCGTTCCGGCGCCG
CGCCCGCGCGCGTGGCGCCCGCCAGAAGAAGGGTGGCCGCCGATGAGCTCCACCGTCCGA
TACGAGTCCATCGACAACCGCGGCTACGCCACCACCGAGAGCGTCGTCGGCGAGGTTCTC
GACGAACACCCGAAGCTCTGCATCGTCCAACACGACTACGGCACAACGAAAGTCCCCTGG
ACCAACGTCATCGACATCTACGAACTGAAGGACTGACCATCATGGCCACTGACACCTACC
GTGACCCGACTGAGTTCGAGAAGGCCGTCCTGCGCGGGCTGCAGTTCAAGCCGGTCTACC
AGGGTTTCGCCGACGACCAGGTGATCGTCCGGGCGGACGGGGTCCACGAATTCATCCCGG
ACCCGCGCATCGCCCGCACCGAACGTCGCCGCGCGAAGAACAAGGTCGGCCGGAAGTCTC
GCCGCATCAACCGGATCCGGGCTGCACGATGAGCGTCCGCATCGACACCACCGCAGATCT
CGAGGTCGGGTCCGACCCCATCGAGGAGTGGACCAGCGTCGCGTCCCAGCGGCCCGCCGC
GATCACGCCGATCGACCTCGAGGACGGTCGGGGCACCCGCATCCGGTTCAGCGCGGACCT
CGGCGCGTTCGCCGACACCGCCGAAGTGATCCTCCCGTTCACCGACCTGGCCGAGTTCGT
CGACCAGGTGCGCGACGGCGAACTCGACGGGTTCGAGGACGCCCTCGACCACTTGCCGCC
CCGCGGCCGGTCCCGCAAGTACACCGACGCCTACACCCTCGGCCAGGTCGAAGCGCGCGG
AAGGGCCGAGTGATGACCGAACCCCGCACCCTCGCTGACGTCGTGGAACGCGTCGTGACC
CTCGCCCAGTACGATCCCGACGCCTGCGCGATCGTGTCACCGGCGTACGGCAACAAGGCA
CCCCACATCCTCGACGGCCAGCCGAACACCATGATCGCCGGCGTCCTGGAGCTCGGCGCC
GCATTGGAACGTGGCCTGTCGTGGAACGTCGCACCCGCGTCGACGCTGCTGCGGTCACTC
AACCACCGGTGGGCCACCCCCGCCGACGTCGCCCGCGCCGACTGGCTCGACCGCGTCGTC
GAAGCCGAACAGTCCGGCGTCACACGCCTCGACGCCATCCGCGCCGCCGGGGAGGTGCCC
CGATGACCACGTACGCATTCGTCGACACCGAGACGACCGGCCTCGACCGTGGCGCCGAGG
TCTGGGAGTTCGCCGCGATCATCCGATACAGCGACGACACCGAGCACACCGTCCACATCC
ACATCGACCACAACTTCGAGCACGCCGCCACCCTCGACGAGAAGTTCCGCGTCGACCACG
ATGCCCGGTTCGGCGCCGCGACCGACATGTACGTCTACACCCGGGCCGGTGCCGCCAGCA
TCATCCACGCCGCTCTCGCGGGTACGCACATCGTGGGCGTCAACCCCGCGTTCGACGCCA
AGATGCTCGAGCGGCTCCTCGACGTGGCGGACCTGCAGCCGTCGTGGCACTACCGCGTCA
TCGACCTCAGCGCCATGACACTCGGATACCGCGTCGCGCAACGTCAAGACGACGGATACG
AGAACCTCCCCGTCGACATCCCGTGGCGCTCCGACGACCTCGCAGGTCAGGTGATGCCCA
TGGTGACCCCCGAGGGAGAGCCGATGTACCCGCGGCACACCGCGCTCGGCGATGCGCGCT
GGTGCCGCGACTGGTGGGACGCCCTCACCACCCTGCGCGAGGAGGAGTACTGATGACCGT
CACGATCGCCCCGGGCTCTCCCGAGTGGATGCGCACCATCACCCCGTCGAAGGTCGCGGC
CATACTCGGAATCTCCCGCTACCAGTCACAGTTCGCGCTCTGGCACCAGATGGCCGGCCA
CACCCCAGCGGAAGAACCGAAGGACGAGTTCACCGCGGGCCACGCCTTCGAACCCGCACT
AGCCCAACTCTGGAAGTCCGAGCACCCCGGCTGGCGCCTGTCTCCCGGCGAGGTGCAGAT
CGCCCGCACCGACCTCGGGTTCGCCACCTTCGCCACCATCGACCGCCGAGCATCCCGCGG
GCGGGCACGCCGCGTCGTCGAGTTCAAGACCGCACGCTCCCTCGAAGACTGGGGCGACGA
GTTCACCGACCAGGCGCCCACCGACTACGTCGCGCAGGTGCAGTGGCAGATGCACGTCAC
CCGATTCACCACAGAACCGGCACACCTAATGGTCATCGGCCCGTACTTCCGTTGGCACAC
ATACGAGATCGAGTACCAGCCCGAGCTGTGCGCCGCGATCGAAGACCGCTGCCGAAGCTG
GATCGCATCCCTCGACGCCGGAGTCGAACCCGAACTCGACGACTCTGTCGCAACATACGA
CTGCGTCCGCCAGCTCCACCCCGACATCGATCCCGGCTCCGAGGTCGACGTGTCCCCGTC
GATCGCAGCCGAGTACCTCGCCGCGGACACCGAGTACAAGTCGGCCGAGAAGCGGCTGCG
CGGCGCGAAGTCGCAGTTGCTCAACGTGATGAAGCGCGCCCGCCTCGCGCACTGCGGTGA
CGTCAAGGTCGCCACCCGGGCACCACACGCGCGGGGCGGTGTCGCGTTGAAGCGCAACGC
CAAGGCGGACGCCGAGTCGGTGACGGGGGTGTCAGCCGCATGAGCGAACAGTGGCTCCCC
GTGCCCGGATGGGACGGCTTCTACGAGGTCAGCGACCAGGGCCGCATTCGGTCCGTCGAC
CGTGTCATCCGCCGCGGCAACGGATCACCCCAACACATCGGGCCTCGGATTCTCGCCGCG
AATCCCCGTCCCTCAGGCCACCTGTGCGTCCGCCTGTACCGCAACGGCCGTGGAGTCGGG
ATGGACGTCCACACCGCGGTCCTCACCGCATTCGTCGGACCTCGACCTGACGGACACGAG
GCGTGCCACACCAACGGCGACGCCACCGACAACCGGCTCACCAACCTGCGGTGGGACACC
CGCTCAGAGAACAACTTCGACCGAGTCCGCCACGGAACACACAACAACTCGACGAAGACC
CGCTGCGCGCGCGGACACCTCTACGACGAGACCAACACCTACCGCACACCATCTCGCCCC
ACGGCCCGCTACTGCCGAAAGTGCATGACGATCAACGGCCGCAACTACCTCGACCGCAAG
TCCAACAGAAGGAGCATCCCCGCATGAGCAACGAACTCGCCCAGGTCGACACAGACCTCT
CCGTCCTCCCCGCGCAGCGTCCCGCGTCGCCGCAGGCCACTGAACAGCTGATGGCCCACG
CGAGGGCGATGGGCGCGGCCCGCGAGCTCGCGGAGGTGATGTGCGCCTCCGAGCTGGTCC
CGGCGATCTACCGCCGCAAGCCCGACAACGGGGCCGCCGCGATCCTGTATGGCGCGGAGA
TCGGCCTCAATCCGATCCAGTCGTTGCAGCAGGTGTTCGTTGTCCACGGCACCCCGGCGG
TCTACGCGCGGACGATGGTCGCGCTGCTGCACCGACACGGGTACGTCATCGAAACCCTGT
CGTCCACCGACGAAGCGGTCGCGGTCCGCGGCACCGATCCCCGGACCGGGCGGGTCGAAG
AGGCCGAGTGGACGTTCGAACGCGCCCAGAAGGCCGGATACACCAGCAACAAGAAGTACG
AGTCCGACCCCCAGGCGATGCTCTACGCCAAGGCCGCCACTCAGGTGTGCCGCCGCCTCG
CACCCGAAGTGCTGCTCGGTATCTCGCAGTCGAAAGAGGAACTCGACCTCGAGGCCCGCG
AAGCGCCCGTCCGGGTGCCGAACGAGGCGTCCCGCCGAGGCGTGTCAGGCCTGGCGAACG
CCCTCGGACTTGCCGCGCCGTCCGAGTCACCCGCGACTGTCGACCAGTCAGCCCCTGCGA
CGTCGGACACCGAGCCGACGAAGGAGCAGTTCAAGCGGCTCAACGACCTGTTCGTCGCCG
CCGGGTTGACGAAGGACGACAAGAACGGCCGCCGCATCGTCGCCGCCCAGCTCATCCCGG
ACCGTGATCCGAACGCCCCGCTGACCGGCGCGAACGTCGATCACATCGCAGACACCCTGA
CGCGGCTCCGCGACCAGGGCGACCAGGTGCTCATCGACACCGTCGAGAGCCTCATCACCG
AGCACGACACGGAAGGACCTGCCCAATGACCGCACCGATCGGCACGACCACGCTCACCGT
GAAGAAGACGAAGGCGCGCCCCGACCGCGACCTCGTCATCTACTCGACGAAGTCCGGGAA
ATGGCACTGGAAACTCATGTCACCCAACGGCCAGCTCGTGCAGGCCCGATCCGGCCCGGA
CGGCTACAAGCGGCGCGACGACGCCACCACCGCCGGCCGCCGGCTCCTCGCCACCATCGC
CGACACCGCGGTCCGCCTCGTCGTCCACAAGGCCGACGGCACCATCGACGACCGCGGACT
CATCTCGTGAGCGCCCAGCAGCACGTCGCCGACGCACAGACGGCACTCGCCGACGCGAAA
GCAGCGGGCGCCGGCGCCGCAGCGGGCTACCACCTCGTCGTCGCGCAGACCTACGCGATC
CTCGCGCTCGTCGACGCCCTCAGCAACGTGTCGCTGCCCAACTCGAACTACACCATCCAC
CACCCGGAAGGAAACACGAATGGCCCTCGCTACTGAACCGCCACCCGAACTGCCCTCCAC
CACCGCAGGTCTCGAGCCGGACAACGGTGACGGGCAGTACATCAAGATCCGCGTCAACGG
GCTGAAGCTCGACAACCCGCCCGCCAAGGGCGAAGCCGTCACCCTCATCGTCAAGGGCAC
CTGCCACGAGATCCACGACAAGACGATGAAGGACGGCGAAGACAAGGTCGTCCACTACAT
CGACGCCGACTCGGTGTACGAGCGCGGCAAGGTCCCGATCGTCGACGAAGCGCCGAAGGG
CCTATTCGACTTCGTCTCCGACCAACGGCTCTGGGAGACGGCAAAGGACGCCGCATTCGA
ACGCGGCGAAGTCCTCGACGACGTCGTCACCGGCTGGCTCCGCGACTACATCAACGCCGA
ACCCGTCGAGGACGCGCCGGCCGACGACGTCGACACGAAGACCGACGGCGGCCAGGTCAT
CCGACCCGCATTCTCCGACCAGAAGAAGGACGACTGACCGATGCCGTTCGTGCTGCTGGC
CGTGGCCAACCTCGCCCTCTTCTGCCTCGCCCTCGCCGCCATCCTCACCGGCGGCTGGCT
ACTCCTCGCCGCCGCGTGGGCGCTCCTGATCGTTGAAGCGCTCTCCGTCATCGGCGTGGC
ACGGCTGGCAGCACACCGCACCCGAAAGGCAGGACAGTCGTGACCAATTCACCCGACGAG
ACTCCGCCACCCACCCACAAGTACAAGCACACCTTCATCGTCTACGGCGACAGCCATGAC
GAGATCGAACGTGAACTCCTCATGCACATCCGTGGTGGCTACGACCTCGACTCCGACTAT
CAGCAGCGCGACGAGTTCGAGGTCTACAGCGGCACGACGAAAAGCATCCTCGAGCACACC
AACCCCGGTCAGACCGCCGAAAACTACGCGCGCGAACTCCGCGAGTGGGCAGAGAAGCGG
AGGGCACAGCGATGACCGACTCAGTGAAGGGAAAGGGCGACCGAGTCCGCTACCAGGGCC
GCGACTACACCATCCTCACCGTCACCGACCTGCACTACGGGCTGGTGGACGAGACCCGGC
CGCCCATAGTCGACGACCAGAACGGTCAGCAAGTCGCACACCTCGCGGTCCGCCATGACG
CTGTCGAGCCAGTCTCAGCATGACACTCACCCTGACCGCCGACGAGCGCGAACTTCTCCG
CGAAGCCCACCGCGTCATCGCTCCGATCGTCGCGACGTCCGGCATGACCGACCACGTGCG
CACCAGCATGAGCGGCGGCGGCAACGGCCGATTCTCCTACCGGATCGCCGGCAACAAGCT
CACCGGCTGGTGGCCCACCCAGTGGAACCCCCGAGCGCGAAACGTCCATCACCCTCACCC
GAGTCCAGAAGTGGGCCGACAGCCTCCCCGACGAGCTACGGGCCCGCGCGCTTGTCGCGT
GGCGGGTCTACCCGGTCAACACCCGAGACATCCCCGCGCTCTACCGCATCACCCTCGAAG
CCATCGGCCTCCAAGGCACGCGCGAACTCGAGCAGGCTCGCGCCGAGTGGTTCACCGCAC
CACCGAGCAGCACCATCCCGCCGACCTCGCCGCACTGCACCAGCAGCGAGCACGCGGCGT
GCTGGATCGGCGCCCAGACCCCTCCGAACTTCGTGTGCTGGCGAGACCGCACACACCGCC
GCGTCAGCCCCCGCGGCATCGTCGCGACGTTCCGGCCCGGCTGGTCGCAGCACACCACGA
ACACCAGCGCCCGCATCGCCGCCCCGATCGGGCACTACACCTGCGAATGCGACTGCCACA
CCACCGGATTCGCAGGCCAACAACTCGACCTATTCCAGGAGGTATCGTGACCGACCTCGT
ACCCGCAGCCGACATCGAGCGGATCGTCGGTGCTCCGCGCGACGCGGAGAAGCATCTCGC
CCGCGCCGTCAGCGCCACCCAGACGGTGTTCATCCTCCACTCACGCGAATGCCTCGACAG
CGGAATCGATCTCCGCCGCTGCCGGTACAGCCGCGCCCTCGACCACGGCATCCAAGAAGA
CCTCTGGTCACGCCACTGCGACACACCCGTCGAGATCCGCATCCGCGACACCCACCTCGT
CCCGGTCCAGAACCTGCCCGATGGCCAGGCCAGCATCGAGTTCGACGGTGATCACTCATG
AGCGAGCAGATGAAGCCGATGCCCGGGGTCCTCTCGACCGCCGAGCGGATCCGGTACCGC
CGGTGCCTCTACTGCGAGTGGCACCCCGAGGCCCAAGGGCACCACCCCGACTGCCCGACA
CGACTGCACGACAAGGAGGCCCAGAGTGGCGCGTGAATACGTGAAGTCGTGGTTCGCGAT
GTTCACCGACGAGGACTTCGCTCGACAGCCCTACAGCGACAAGTGGCTGTACCAGGTGCT
GCTCGGCCAACCCGCCCTGAACTACGCCGGCGTCCAGCCGATCAACATGCGGCGCTGGCG
CAAGGCTATGGCGACCGACCTCGGTGTGCCGTCCGAAGCGGATCTCGAGAAGATCCTCAT
CCGGATGGAGCGCCGCGGGTACGTCTTCACCGACGAGAACACCGGCGAGGTGCTGGTGCG
GTCGTTCATGCGCGTCGACCAGGTGTACAAGCAGCCCAACACGTTCAAGTCGGGGCTGCG
GGCCCTGGCGCACATCGAGTCTCCGAAGCTCGCCGCGGTGATGCTGAGCGAGCTCTCACG
GATGCCGGTCCCGGAGACCAAGAGCGACAAGCTCGCCGCCGAACTGGATTCGCTGTTCGG
CGCCGCCTCAGCGCATCTCGACCGACTGTCCGAAGGGATCACGGAACCCTTCCCGGAACC
CTTCGCCGATCCCTTCACGGAAGGGATGCGGGAACCCTTAACGGAAGGGATCACGCGACC
TGCGGAAACGGAACCCATCGCGGAAGGGATCGACGAAGGGATACCGGAAGGGTCGGTTGT
GGTTGAGGTTGGGGTTATCTCACCTTCCGAAGTACTTACGTTGGGGAGTTCGCGTGCGCG
CGAGACCAATCCCGACAGCGGCCAGACCGAGCCCGCACCCGTCCCGAACGAACCCCCCAA
CGGCGACCCCGAACCACCGACCCGCTGCAAAGCGCACGCCGACGACCCCGACCACACCGC
GCCGTGCGGTCCCTGCGCGAACTTCCGCAAGGCCCACGAGAAGTGGGCCGACCGCGACCG
CCGCCGACGCGCCGCCGCCCAGTCGGACGCGGCCCGCACCGCAGCCGAGCTCCGGGCCGC
CGAGATCGCTGCGTGTGGCCTGTGCGACGACCGCGGCTACCGCGGCACCCGCGTCTGCGA
CCACGACCCCGACACCGCCGAACGCGCAGCCCGCGGGATGGCCCTCGTCCGCGAGCAACT
CGCCGCCGCCTCGAAAGGAACCACGCCGTGAACCTCCCCGACCTCGCCGCGCACATCCCG
TGCGACTCCGCCAGCCCCCAGGTGGTCTGCACGTCGCCCGCCACGCACCGCGTCGTGATG
CACCCGCCGAAGACGCCGAACGACCACACGTGCGGGCACCACGTGACGCTGCTGTGCGGT
CACTGCCTGCAGGTCGTGACGAACAACGTGCGCCGCACCCTCACGAAGAAGCGGGCCCCG
CAGCCGGTGTGCCCGGTGTGCGACATGCGGTTCTACGCCATCCGCGACGTCATGCAGCAG
GTGAGCGAACTGTGAGCGGCGAGAAGCGTTCCAAGGTCGTCGCCGTCGATACGACCGACG
GGTGCGAGTCGCCGATGGAGTGGCGCATCCACGTGATGCGCCACCCGGGCGGCTTCGGCC
GCCTGCCGGCCGGAAGCCCCGCCGCCGAGGACATCCCGACCGACGCGCTCCGCGCGCTCC
TGGCGTTCGCGATCCAGGGACTCGCCCTGTCCGGTGTCGGCGAAGCCGCGCAGATCGTCC
GCGACGAACTCGCCCGCCACCAACCCGACGACATCGACGCCGAGGTGGTCGAGCTGTGAC
CCGCCGGAAGCGCACCGCTGCGGCCGTCATCGGGATCTCCTCGTTCAGTCTCGGCGCCTC
GATCGGGGTCGACGGCTGGTGGATGTTCCCGATCATCGTGGGCAACCTGCTGATGCTCGA
GATCGCTTGGTCCGAACTCAATAGGACGGAGGTCGACCAGTGAACGGCCGCGACATCGTC
GACGACATCGACGCCCTCATCGACGAACAACTCGACGCCGGCGAACCCATCGGCGGATAC
GACTACAACGACCCCGACTACCCGAAATGCGGCCACTGCCGGGGCGATTGGCATGGACTC
GCCATCACCGAACGCATGATCCAGATGCGTTGGCGCGGAGAGCTCGACCCCGACTACCGG
TACGCCGACGACACCTCACGTGTCGTCTGCCCGGGGTCGGAGTTCATCGGACCGCTCCCG
GAGCCGCAGCCGATCGAGGGCTGTGGGTGCATCGCGTGCAGGACTTCGCGGTCGCTTCGC
GCGGTACGCGCTGCTGCGGGCGAGGGTGGCCTCGCACCACGCTCGGACTACTCACCCGGC
GGGTTCATCCCGAACCCGCTCTACCCGGCCGAGATGCAGTGGCCAGAACCCGACGTGCTC
GAGCCGCGATCCTGGTTCGAACCGGCCCGCTGGTGGCGACTCGACGTCGCCGCGTACCGG
CACCGCAATCTCCGTGCCGACTTCGCCGATGACCGCGACGACCAGACCGATGTCACGATC
CGGATGCCACGCGGGGGACGCCGACTGCTCACCATGCTCGTCGATAGCGGCTGGCAGGAG
TACCGGGGACTTTCGATCCTCGAACCCGACACCGACGACGCTGCGACGTACGCGTTCACC
CGTTACGACGAGGACGGGCTCGTCTCGCTGGACATCCGTACCAGGCAGCCCAACGACATG
CGCGGCCGTATCGTGTGGCACGAGATCGACGGCCCGGGCGGCAACTACGTCCGCTCCCGC
GCACTGATCGCGACGGATCGCCTAGACCAGTGGTTCGACGACCGCGGGCTCTGGTTCCTC
GCACCACGCGAGTTCCGCACCGCCGTCGACCGACTCCTCGACACCGTCGACTTCGTGCCG
TGGCAGCGCGACTTCGTCAACCGAGCGGTGAACGCCATACGTCGCCGCGGGGACAACCGC
CCCGGGCGCGGCGCCCCGTACCTGCCCGGCGGCGTTGTGCTGCAGCGTGGCGACACCGTC
GGCTACGAGATCGGCGGCCGTGTCTACACGGGGTACGTCACGGACTTCGAACCCGGACCG
CGTGGAGACGACACGGTGCTCCGGCTCGACGGATCACGCACCGAAGAGTTCACCATCACC
CTCAACGACCCGCCCCCGAGTATCAGGCGCCTGTTCGGCCTCGCGGCCGGCGATGCGGGC
GATGGCATCGCGGACGGTGTCGAGTGAGCATCACCGGCCTCGACCCGTCCCTCACCAGCA
CCGGCATCGCGACCCTCGGCCGGCACGACGGCGACGACGTGGCGCACCTACGCGCCCTGC
GGTCCGTCGGGCACCGCTCCACCGACTCGAAGTCGTGGGTCGACCGGTCGCGCCGCATCG
TCACCCAAACACGGTTCGTCGTCCAGGCGATCCCTCGCGACACCGAACTCGTCGTCATCG
AGGAGATGCCCGCCCACATGAAGATGCAGCACTCACTGATCGACCGGTGGGTCCTGTGGT
TCGGCATCGTCTCCCAGCTCGACGCGATCGGAATCCCTGTCGCCGTGGTCAACCCGGCGA
CCCGCGAGAAGTGGGCGACGGGCAAGGTCGTGCGCGGCCTCGACCCGAAGGACCGCAAGG
CCCGCGTCACCACCGCCGTCCGCGACCAGTGGGGACCCCACATCGAGCAACGCATCAGCA
ACCACGACGAAGCCGACGCCCTCACCCTCGCCGGCATGGGCGCACTCCACTCCGGCTGGA
CACTCCCGTTCGACGTCGGGACCTGGCAACACAATGGCCTCGCATCTGTGACCTGGCCGA
AGGAGAACGCGTGACCGTCTGCCCGCGCTGCCATCTCGAGATCCCGGCCGCCTCCGACAC
CTGCGACTGCACACCGATCCCGGTGCGTGAGCCCGAACCCGAACGGCCCGTCGTGCCCGT
CTACTCCGAGAACCTCCGCGTCGACCGAGACCGAGCATTCACCCAGCACGCGAACGAGAG
GCAGTCGATTCGATGACCCAGCCCGTCGACTCCGGACTCGACCCCCACGCCCAGGACCAG
CTCGTCGAAAAACTCACCGACATCCACTCCTGGCTGTCCGAAGACCTCGACGCCACGTTG
ATCCGCGACACCGCGTTCCGCGACAACTCGGAGCGGGTCTCCGGGAAACGCGCTGACAGC
GAAGGTCCGATGCCGTTCGACGACGCCGCCGCCGAAGCGGCACGCGAACTGCACGGCGCA
CTCCGCGCCGCCGTCCTCTCCGTATGCACCGAACGCGGCCTCACCTGGCCCGGCGAACGA
CGCTCCCCCTACCTCGCGCTCTGGCTCGCCCGCCACATCGTCTCACTCGCCGTGTGCGAC
AACGCCCACTACATCGCCTACACGATCATCGCCGCCCACAAGACCGCATTCCACGCCGTC
GACACCCCCGCCCGACCCCACTTCCACGGCTACTGCGAACTGTGCGGCCAATCGCTGTGG
TCCCGCGGCGGCGACACCCTCACCTGCAAGAAATGCCGCCGCGTCGTCGACACCGACTAC
CAGCGCCAACGCATCGACACCGAACTCGAAGCCCGGTTCTTCACCGCCAACGAACTCGTC
GACGTCGTCCGCGACCGACTGAACCTCAACATCAAACCGAAAACCGTGCACGACATGGCC
TACCGCCGCCGCGACCGTCTCCCCGTCCGAGGCCGCACCCGCGACGGCCAGAAGCTCTAC
CGCGCCGGCGACGTCTTCCACCGGCTCCGACAACAACAAGACCGACGACAGCAGAGGAAG
AGTTCGTGAGCGCCGAATACGTGCGTCGCACATACGGAGTCGACTACCGACGCGGTGACA
GACTCATCGTCGATGGTCGACCATGCGTCCTCGTCTCGTTCCCGGCGCAGTACCTCGGCG
TACGATTCGACGGCGAACGCCACACTCGCCGAGCGCATCCCACCTGGCGAGTCGCACGCG
ACACCCGCCCAGGTGCTTGACAACCCTTGACAAATCCCGAATCCTAAACACTCAGATTGA
GGTGCTGTGCCCACACGGGCCAGCACCTCTTCTCATTCACCCGTCGCGGCGCGGCCGTGC
GCGCACCCTCGACACCACACACCCGATGCTGGGCTGGCATCCACCGTGTGGTGACCGGAC
ACCCCCGCACCGGACCGAACACGCAGCACCCGCGCCGCGACGGGCCCCACACCACCAGGA
CCACCATGGGCAGACGCCGCCCCAACCCCGAACAACGCGGACTCGGACACACCCACAAAC
AACAGGTCAAACACCTCAAAGCCGGACACACCGACGGCACACCCTGCTGGTGGTGCGGCA
AACCCATGTACCTCGACCGCACCCGCAACTGGGACCACAACCCCACCAGCAGCGACCCCG
CATCAGGCAGCCTCGCCGGCGACCACACCCACGCCCGCGCCCACGGCGGCACCCTCGCCG
ACCGACTCCTCCACGGCACCTGCAACAAACAACGCGGAGACGGCCGCAGGGACCACCTCA
GACCAGCCCTCACCGGAAACCACCAACCAGCCCCCACCACCCACCTCGCCATCAACTGCT
GGCCCTAACAGCCCACCCCACACCCCCACCCCCGAAAGTCTTGAGAGGGGGGCCTCGCGC
GCCACTCCGCCGGTGAGTGGGATTTTTTTGCGGGGGACCTGGGGGTTTTGGGCAGGAATC
GGAGGGTTCTGTTGACGCTGGCCCTCGATATGCGCGGTTCGGATGTGGTGGAGGAGCTTT
CACTCGATGGTGACTCCGTCGCGTTGCGGTTGATGATCCGCGAGGTCGGCAGGCTGGTGG
ATCGGCTGGCGAAGCTGGATCTGATCCTGTCGGGCGACGTCACGACGTGGACGAAGCTGG
TGACCGGGAAGGACTCGGTCATCGAGGTGCGTGTCGATCACGCTCTCGCGGAGGCGCGTC
AGCAGACGACGTCGCTGCGTCAGCTGCTCGCGGAGATCGAGCGGCAGCGCGGCGGCAACC
CCGGAGGGGGTTCCG