##gff-version 3
##sequence-region Gordonia_phage_Melba 1 48350
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	1	1569	159.3	+	0	ID=Gordonia_phage_Melba_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	1581	2957	207.7	+	0	ID=Gordonia_phage_Melba_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	2957	4369	191.9	+	0	ID=Gordonia_phage_Melba_CDS_0003;transl_table=11;phrog=3894;top_hit=KU160660_p10;locus_tag=Gordonia_phage_Melba_CDS_0003;function=head and packaging;product=head maturation protease
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	4371	4823	90.3	+	0	ID=Gordonia_phage_Melba_CDS_0004;transl_table=11;phrog=673;top_hit=NC_031249_p5;locus_tag=Gordonia_phage_Melba_CDS_0004;function=head and packaging;product=head scaffolding protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	4850	5779	184.5	+	0	ID=Gordonia_phage_Melba_CDS_0005;transl_table=11;phrog=1650;top_hit=NC_026606_p9;locus_tag=Gordonia_phage_Melba_CDS_0005;function=head and packaging;product=major head protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	5783	6211	67.7	+	0	ID=Gordonia_phage_Melba_CDS_0006;transl_table=11;phrog=2322;top_hit=NC_031237_p7;locus_tag=Gordonia_phage_Melba_CDS_0006;function=connector;product=head-tail connector protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	6208	6600	39.2	+	0	ID=Gordonia_phage_Melba_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	6600	6962	51.9	+	0	ID=Gordonia_phage_Melba_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	6971	7231	47.8	+	0	ID=Gordonia_phage_Melba_CDS_0009;transl_table=11;phrog=16006;top_hit=NC_030943_p11;locus_tag=Gordonia_phage_Melba_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	7228	7518	43.0	+	0	ID=Gordonia_phage_Melba_CDS_0010;transl_table=11;phrog=9658;top_hit=NC_031237_p10;locus_tag=Gordonia_phage_Melba_CDS_0010;function=connector;product=head-tail connector protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	7511	7798	19.5	+	0	ID=Gordonia_phage_Melba_CDS_0011;transl_table=11;phrog=5837;top_hit=NC_031237_p11;locus_tag=Gordonia_phage_Melba_CDS_0011;function=connector;product=head closure Hc1
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	7795	8214	68.3	+	0	ID=Gordonia_phage_Melba_CDS_0012;transl_table=11;phrog=123;top_hit=MF919521_p13;locus_tag=Gordonia_phage_Melba_CDS_0012;function=connector;product=tail terminator
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	8320	8958	152.6	+	0	ID=Gordonia_phage_Melba_CDS_0013;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0013;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	9061	9471	73.8	+	0	ID=Gordonia_phage_Melba_CDS_0014;transl_table=11;phrog=8183;top_hit=NC_031072_p15;locus_tag=Gordonia_phage_Melba_CDS_0014;function=tail;product=tail assembly chaperone
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	9564	9845	21.6	+	0	ID=Gordonia_phage_Melba_CDS_0015;transl_table=11;phrog=8183;top_hit=NC_031072_p15;locus_tag=Gordonia_phage_Melba_CDS_0015;function=tail;product=tail assembly chaperone
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	9915	15437	878.0	+	0	ID=Gordonia_phage_Melba_CDS_0016;transl_table=11;phrog=4197;top_hit=p189664 VI_00038;locus_tag=Gordonia_phage_Melba_CDS_0016;function=tail;product=tail length tape measure protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	15434	16294	128.8	+	0	ID=Gordonia_phage_Melba_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	16291	17937	277.5	+	0	ID=Gordonia_phage_Melba_CDS_0018;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	17954	18661	117.6	+	0	ID=Gordonia_phage_Melba_CDS_0019;transl_table=11;phrog=1512;top_hit=NC_028860_p6;locus_tag=Gordonia_phage_Melba_CDS_0019;function=lysis;product=endolysin
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	18661	19572	148.2	+	0	ID=Gordonia_phage_Melba_CDS_0020;transl_table=11;phrog=3084;top_hit=NC_015720_p19;locus_tag=Gordonia_phage_Melba_CDS_0020;function=lysis;product=endolysin
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	19575	20036	81.5	+	0	ID=Gordonia_phage_Melba_CDS_0021;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	20100	20354	9.7	+	0	ID=Gordonia_phage_Melba_CDS_0022;transl_table=11;phrog=11800;top_hit=MH020241_p22;locus_tag=Gordonia_phage_Melba_CDS_0022;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	20341	20799	55.9	+	0	ID=Gordonia_phage_Melba_CDS_0023;transl_table=11;phrog=10261;top_hit=NC_030921_p24;locus_tag=Gordonia_phage_Melba_CDS_0023;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	20793	21596	113.6	+	0	ID=Gordonia_phage_Melba_CDS_0024;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	21593	21967	59.2	+	0	ID=Gordonia_phage_Melba_CDS_0025;transl_table=11;phrog=9406;top_hit=MF919521_p27;locus_tag=Gordonia_phage_Melba_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	21960	23027	163.4	+	0	ID=Gordonia_phage_Melba_CDS_0026;transl_table=11;phrog=4120;top_hit=NC_030932_p24;locus_tag=Gordonia_phage_Melba_CDS_0026;function=tail;product=minor tail protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	23027	24541	156.9	+	0	ID=Gordonia_phage_Melba_CDS_0027;transl_table=11;phrog=737;top_hit=NC_031122_p24;locus_tag=Gordonia_phage_Melba_CDS_0027;function=tail;product=minor tail protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	24541	24873	51.7	+	0	ID=Gordonia_phage_Melba_CDS_0028;transl_table=11;phrog=8055;top_hit=MF919521_p30;locus_tag=Gordonia_phage_Melba_CDS_0028;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	24866	25630	137.1	+	0	ID=Gordonia_phage_Melba_CDS_0029;transl_table=11;phrog=25765;top_hit=MF919521_p31;locus_tag=Gordonia_phage_Melba_CDS_0029;function=tail;product=minor tail protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	25627	26136	8.2	-	0	ID=Gordonia_phage_Melba_CDS_0030;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	26170	27369	127.9	+	0	ID=Gordonia_phage_Melba_CDS_0031;transl_table=11;phrog=8480;top_hit=NC_025429_p116;locus_tag=Gordonia_phage_Melba_CDS_0031;function=other;product=lysophospholipase L1-like esterase
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	27366	28214	79.9	-	0	ID=Gordonia_phage_Melba_CDS_0032;transl_table=11;phrog=577;top_hit=NC_005856_p101;locus_tag=Gordonia_phage_Melba_CDS_0032;function=moron, auxiliary metabolic gene and host takeover;product=Doc-like toxin
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	28566	29486	86.7	+	0	ID=Gordonia_phage_Melba_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	29726	30016	30.1	-	0	ID=Gordonia_phage_Melba_CDS_0034;transl_table=11;phrog=5392;top_hit=NC_031112_p11;locus_tag=Gordonia_phage_Melba_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	30109	30393	37.3	+	0	ID=Gordonia_phage_Melba_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	30440	30871	67.1	+	0	ID=Gordonia_phage_Melba_CDS_0036;transl_table=11;phrog=22923;top_hit=NC_031072_p39;locus_tag=Gordonia_phage_Melba_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	30868	31704	52.5	-	0	ID=Gordonia_phage_Melba_CDS_0037;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	31858	32118	13.7	-	0	ID=Gordonia_phage_Melba_CDS_0038;transl_table=11;phrog=34171;top_hit=NC_031072_p41;locus_tag=Gordonia_phage_Melba_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	32115	32501	9.6	-	0	ID=Gordonia_phage_Melba_CDS_0039;transl_table=11;phrog=2328;top_hit=MG099936_p34;locus_tag=Gordonia_phage_Melba_CDS_0039;function=transcription regulation;product=transcriptional repressor
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	32610	32804	0.4	+	0	ID=Gordonia_phage_Melba_CDS_0040;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	32920	33084	28.2	+	0	ID=Gordonia_phage_Melba_CDS_0041;transl_table=11;phrog=8218;top_hit=NC_030921_p40;locus_tag=Gordonia_phage_Melba_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	33081	33596	65.7	+	0	ID=Gordonia_phage_Melba_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	33605	33775	27.1	+	0	ID=Gordonia_phage_Melba_CDS_0043;transl_table=11;phrog=6554;top_hit=NC_030917_p105;locus_tag=Gordonia_phage_Melba_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	33772	34086	46.3	+	0	ID=Gordonia_phage_Melba_CDS_0044;transl_table=11;phrog=9588;top_hit=NC_030921_p41;locus_tag=Gordonia_phage_Melba_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	34083	34385	27.5	+	0	ID=Gordonia_phage_Melba_CDS_0045;transl_table=11;phrog=9909;top_hit=NC_031265_p45;locus_tag=Gordonia_phage_Melba_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	34382	34828	29.1	+	0	ID=Gordonia_phage_Melba_CDS_0046;transl_table=11;phrog=28200;top_hit=NC_031072_p49;locus_tag=Gordonia_phage_Melba_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	34825	35052	17.4	+	0	ID=Gordonia_phage_Melba_CDS_0047;transl_table=11;phrog=11014;top_hit=NC_030943_p50;locus_tag=Gordonia_phage_Melba_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	35049	35411	51.0	+	0	ID=Gordonia_phage_Melba_CDS_0048;transl_table=11;phrog=664;top_hit=MF072690_p140;locus_tag=Gordonia_phage_Melba_CDS_0048;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	35408	35746	23.7	+	0	ID=Gordonia_phage_Melba_CDS_0049;transl_table=11;phrog=5984;top_hit=NC_031249_p49;locus_tag=Gordonia_phage_Melba_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	35743	35931	31.2	+	0	ID=Gordonia_phage_Melba_CDS_0050;transl_table=11;phrog=9981;top_hit=NC_031118_p55;locus_tag=Gordonia_phage_Melba_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	35928	36242	40.6	+	0	ID=Gordonia_phage_Melba_CDS_0051;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	36239	36583	54.5	+	0	ID=Gordonia_phage_Melba_CDS_0052;transl_table=11;phrog=6877;top_hit=MG872834_p55;locus_tag=Gordonia_phage_Melba_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	36583	36936	42.8	+	0	ID=Gordonia_phage_Melba_CDS_0053;transl_table=11;phrog=572;top_hit=MH020241_p54;locus_tag=Gordonia_phage_Melba_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	36933	37862	144.7	+	0	ID=Gordonia_phage_Melba_CDS_0054;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	37859	38950	188.4	+	0	ID=Gordonia_phage_Melba_CDS_0055;transl_table=11;phrog=2780;top_hit=NC_028788_p43;locus_tag=Gordonia_phage_Melba_CDS_0055;function=DNA, RNA and nucleotide metabolism;product=RecT-like ssDNA annealing protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	38947	39252	47.4	+	0	ID=Gordonia_phage_Melba_CDS_0056;transl_table=11;phrog=8105;top_hit=NC_031237_p56;locus_tag=Gordonia_phage_Melba_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	39249	39464	20.1	+	0	ID=Gordonia_phage_Melba_CDS_0057;transl_table=11;phrog=12075;top_hit=NC_031237_p58;locus_tag=Gordonia_phage_Melba_CDS_0057;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	39448	39945	102.8	+	0	ID=Gordonia_phage_Melba_CDS_0058;transl_table=11;phrog=8336;top_hit=NC_031237_p59;locus_tag=Gordonia_phage_Melba_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	39949	40131	28.1	+	0	ID=Gordonia_phage_Melba_CDS_0059;transl_table=11;phrog=10784;top_hit=NC_031237_p60;locus_tag=Gordonia_phage_Melba_CDS_0059;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	40128	40313	28.1	+	0	ID=Gordonia_phage_Melba_CDS_0060;transl_table=11;phrog=10682;top_hit=p184266 VI_04120;locus_tag=Gordonia_phage_Melba_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	40310	40483	15.4	+	0	ID=Gordonia_phage_Melba_CDS_0061;transl_table=11;phrog=20668;top_hit=NC_031233_p61;locus_tag=Gordonia_phage_Melba_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	40480	40827	41.0	+	0	ID=Gordonia_phage_Melba_CDS_0062;transl_table=11;phrog=986;top_hit=KX828710_p14;locus_tag=Gordonia_phage_Melba_CDS_0062;function=DNA, RNA and nucleotide metabolism;product=RNA-binding protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	40827	41078	50.8	+	0	ID=Gordonia_phage_Melba_CDS_0063;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	41071	41289	34.9	+	0	ID=Gordonia_phage_Melba_CDS_0064;transl_table=11;phrog=11360;top_hit=NC_031237_p63;locus_tag=Gordonia_phage_Melba_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	41286	41678	51.0	+	0	ID=Gordonia_phage_Melba_CDS_0065;transl_table=11;phrog=12575;top_hit=MH020241_p66;locus_tag=Gordonia_phage_Melba_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	41675	42211	59.8	+	0	ID=Gordonia_phage_Melba_CDS_0066;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	42211	42369	4.4	+	0	ID=Gordonia_phage_Melba_CDS_0067;transl_table=11;phrog=10260;top_hit=NC_030943_p73;locus_tag=Gordonia_phage_Melba_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	42366	43184	44.4	+	0	ID=Gordonia_phage_Melba_CDS_0068;transl_table=11;phrog=2447;top_hit=KY471268_p53;locus_tag=Gordonia_phage_Melba_CDS_0068;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	43181	43477	26.0	+	0	ID=Gordonia_phage_Melba_CDS_0069;transl_table=11;phrog=2857;top_hit=NC_031269_p54;locus_tag=Gordonia_phage_Melba_CDS_0069;function=tail;product=tail fiber protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	43474	43929	55.9	+	0	ID=Gordonia_phage_Melba_CDS_0070;transl_table=11;phrog=20666;top_hit=NC_030943_p77;locus_tag=Gordonia_phage_Melba_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	43926	44984	132.8	+	0	ID=Gordonia_phage_Melba_CDS_0071;transl_table=11;phrog=11256;top_hit=MH020241_p73;locus_tag=Gordonia_phage_Melba_CDS_0071;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	44981	45571	82.1	+	0	ID=Gordonia_phage_Melba_CDS_0072;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Melba_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	45568	45837	31.9	+	0	ID=Gordonia_phage_Melba_CDS_0073;transl_table=11;phrog=17433;top_hit=NC_011292_p90;locus_tag=Gordonia_phage_Melba_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	45834	46019	2.8	+	0	ID=Gordonia_phage_Melba_CDS_0074;transl_table=11;phrog=12987;top_hit=NC_031118_p77;locus_tag=Gordonia_phage_Melba_CDS_0074;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	46016	46792	96.7	+	0	ID=Gordonia_phage_Melba_CDS_0075;transl_table=11;phrog=908;top_hit=NC_030943_p82;locus_tag=Gordonia_phage_Melba_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	46789	47328	58.9	+	0	ID=Gordonia_phage_Melba_CDS_0076;transl_table=11;phrog=33634;top_hit=NC_031072_p78;locus_tag=Gordonia_phage_Melba_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	47561	47923	15.7	+	0	ID=Gordonia_phage_Melba_CDS_0077;transl_table=11;phrog=1808;top_hit=p216073 VI_00047;locus_tag=Gordonia_phage_Melba_CDS_0077;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Melba	Pyrodigal-gv_0.3.2	CDS	48047	48349	33.0	+	0	ID=Gordonia_phage_Melba_CDS_0078;transl_table=11;phrog=1496;top_hit=NC_031249_p1;locus_tag=Gordonia_phage_Melba_CDS_0078;function=head and packaging;product=terminase small subunit
##FASTA
>Gordonia_phage_Melba rotated=True rotated_gene=terL
GTGGCAGCGGCGACGAAGACGGCCTCTCCGGGCTCTGACCTGTCGGAGTGGCCTCGGCTG
GAAGGCCGGCAGGAACCGCGGCTGTTGTCGGAGTGGGATGGCGACGACACCGACGGTGTG
AAGGCGGTCGAGCTGGGTCGCCGGGTCGGTAAGAAGGCGATGCCGTGGCAGGCGACGATG
CTGCGGTCGTGGATGCGGCGTCGTCCGGATGGGTTGTGGACGCATCCGGAGTGCGTGGCG
ATCATCGCGCGGCAGAACGGCAAGACGCTGCTGGTGATTCTGCGGATCCTGTGGGGTCTG
TTCCTGGCGAATGACCGTCAGGGCGAGCGGATTGTGTACTCGGCGCAGCGGTGGCCGACC
GCCGAGGATGTGTACAAGCGCGTGTGGGCGATCATCGAGGCCCGCCCGTGGCTGAACCGG
CGGGTCGTGCAGCACGTGTGCTCGGGTGGGCGCGGACTCATCGTGACCGACCGGGGCGCG
CGGTGCGCGTTCGTCACCCGGTCGGCTGACCTCGGTAAGGGTTTCGACGAGGTCGATCTC
GTGATCTACGACGAGGCGTACAACCTGACCGACACCCAGACGGGTGCGCTTGATCCGACG
CAGACGGCGGCGGCGAACGCACAAACGATCTACCTGTCCACCGCGGTGGACGAGTCGACG
ATGCCGAATTGCCACGTGCTGGCGGCGATCCGGCGGCGCGGCCTGGCCCGCGAGGAAGAC
CTCTACTTCGCCGAGTGGTCCCCGGAGGACGGGATGCCGCTCGACGACCCCGATACGTGG
GCGTTCGTCAATCCGTCGTACGGGGTGATCCAGAAGCCGCGGTTCCTGCGGACGAAGGCC
CGCAACGCGAACACGTCGAGGAAGCGACGCATCTTCGAGCTGGAGTTTCTCAACCGCGGG
CACTGGCCGAAACCCGAGGACGATGTCGAGCTGCTGGTCGACCTGGAGGAGTGGTCGGAT
ATGCGGTGCCTCACTCCGAAACTGACCGGGCCGATCGCGTTGGCGCTGTCGCGGACACGA
TCTCGGGATCGGTGGGCGTTGGCCGCGGCGCAGCACCGGGTCGACGGCAAGGTCCACGTC
GAGGTGGGGTACTTCCGGCAGGCCACCGCGCAGGAAGTCGTCCGGTTCGTGATGGCGGTG
CTCGAGCGGTCCGATCCGGTGGCGCTGGTGATGGATTCGCACGACCTCGCGAAGTCGGCT
GTGCCGCTGCTGATCGCGGCGGAGGTGGAACCGGAGCTGTTGTCGGCGTCGCAGTACGCG
GAGGCGTGCGGCGGGTTCCTCGATGACGCGACGTCGGGGCAGCTGTCGCACGCCGGTGAC
GCCGAGATCCTTCGGGATGCGGTGGCGGATGCGACGAAACGGGATCTGCCGAAGGGCGAC
TTCGTGTGGGACGACTCGGTGGGCGATTCGGCGGCGCCGTTGAAGGCGATCACGTTGGCG
CGGTGGGCGCTGATCACGTTCGGTACGCGGGCGAAGAAGAAGCCGGCGTCGCCGTCGCGC
GGTACTGGGCGGCGGACGAGCACGAGCAGGGTGTCTGGCGAATTGGACCTGATGGCAGTG
GGATTCTAGGGAGGTGACACGTGGCAACTGAACCAGTGGTGAAGCCGCCGAAACCGGCGA
TCCGTGAGAAGGGCTATGTGCACGGCCAGATCTCGGCGGCCGAGGCGGGTTTCTCCCAGT
GGGAGATGTTCGAGCGTGTCCCTGACCTACAGTGGCCCGCGTCGGTGCAGACGTTCTCGC
GGATGCTGCGCGAGGACTCGCGGGTGTCGTCCCTTCTGGCGGCGATCACGCTGCCGATCC
TGCGGGCGCAGTGGCGGATCGCGCCGAACGGCGCGCGCGACGAGGTCGTCGAGTTCGTGG
CCCGCAACATGCGGTTGCCGATCGATGGCGCCGCGGACGAACTGAACTACGGCCGCTCCA
AGGGCCGCTTCTCGTGGAAACATCACCTCCCGCAGGCACTCACCGCTCTGCCGTACGGGC
ACAGTGTGTTCGAGCAGGTGTACCGCGAGGAGAACGGCAAGTTCTGGCTACGCAAGCTCG
CCCCGCGCCCGCAGCGCACCATCTCGAACTGGAACGTCGCGCTCGACGGCGGGCTGATGT
CGATCGAGCAGGCCGCGCCGGCGTCGACTTCGAAGGTGATCTACGGCCCGAAGCCACTGT
CCATCCCGATCAGCAGACTGGTGGTCTACACCCGCGACATGGAACCGGGCATGTGGGTGG
GGAACTCGCTGCTGCGGCCGAGTTTCAAGCACTGGCTGATCAAGGATGAGCTAATCCGGT
ACCAGGCGATGGCGATCCGCCGGACCGGCATGGGTATCCCGGTCGCGACGGCCGCCGACG
GCGCGTCCGACGAGGACGTGAACAAGCTCGCCGACATGGCGATGGCGTATCGCGGCGGCG
ACAACGCGGGCGTCGGTCTCCCGTTCGGCGCAGACCTGAAGCTCGTCGCCCCGAATGGCA
ACCTGATCGATATCGGCGCCGCGATCGCCTACCACGACAACATGATCGCGATCGCCGGTC
TCGCCCACTTCCTCAACCTCGAAGGCAAGGGCGGCTCGTACGCGCTGGCCAGCGTCCAGG
AGCACACGTTCTCCCAGTCGGTGCAGACCGTCGGCGAGCAGACCCGCGACATCGGCAACG
CGCACGTGATCGAGGACCTCGTCGACATCAACTTCGGCCTCGACGAGCAGGCTCCGCTGC
TGGTGTTCGACGAGATCGGCTCCCACCAGACCGCCACCGCCGCGGCGTTGAAGATGCTCG
TCGAAGCCGGCCTGCTGTCACCCGACATCCTCGTCGAGCAGAAAGTGCGCCAGCACTTCG
GCATTCCCGCGAAGGCCGACGACACGCCACCGGCGCAGCCGACGCCCGGGTCGGCGCCCG
TCGCGCCGGCCGCGAGCGCGCGGGCAACTGTTGCACAGCGCGCAACAGTTGGTGCTGACC
AGGGGACATTGTTCTGATGGTCGACGTCCCCGCGACGCCGGTCCTCGCGACCATTCCTCG
TGTCGAGCTCGGCTCGGTCGGCACGTGGGACATCTCGAACATCGCCGGATGGCATCCGAC
CGCCGAGGACTTCGCGTCCGCGGTCGCCGCGCTCGACTGCCCTGCGGTGCGGCGCCCGGT
CCTCAAGTTCGGCCACTCCGACGGCCCCGGAGACCCGTCGATCGGGATCGTCGACAACCT
CGCCACCACCGACGACGGACAGACCCTCGTCGGCGACTTCGTTGGCGTGCCAGCGTGGCT
CGCTTCCGCCGACACCGAAGGACGGTCGGTCATCGCGTCGGCCTACCCAGACCGATCCGG
CGAGTGGGAACACAACTACGTGTGCCAGCTCGGCCACACCCACCCGTTCGTCCTCCACGC
CATGGCGCTGCTCGGTGTGACGAAACCGGGAATCGGAGATCTGCAGTCCCTGTACGACCT
GTACGCCAAAGCGCCGCAGGAGAAGGAGATGGCTATGGCCTCAACAGCTCTGGCGTCTGT
GACCGTCGATCAGGTGCGCGCGGCGTACTACAACGGTCCAGCCGCCACCAACTACAACCT
GTGGATTCGGGAGATGCTCGTCGACCCGCCGCAGCTCATCGTCCAGAACGATGCCGACAG
CACGCTGCTGAAAGTGCCGTTCACCGTGGCGGACAACGATGTCACGTTCGGTGAGCCGGT
GAAGGTGACGGTCGAGTACGTCGACTCCACGCCGGTGACCGTAACTCCCGAGGAAGGCGA
GCCCGAGCAGGTCGCCGCCTCGGCCCCAGCCGTTCGGTTCGCATCGCGCGCCGAATCCCG
CCCCGGCCGTCCGGCCGAGGTGTCGAAGCCCGCCGCGGGAGCGGACGGGGCAACCACCGA
AGGAGGCTCAGACGTGGAGATCACGAACGAGCAACTGGCGGCCCTCCGCACCGCTCTCGG
GCTCGCGGACGACGTCGACCTCGACGGCATCATCACCGCTGTCGAGGAGGTCGCGAAGAA
GGCGGCCGACAACACCGAAGACACGACCGCCGGCGACGGCACCCCGGCGGGTACCCCCGC
TGCGGCATCGGCCGGTGCCGGACTGCCCGATGGTGTCGTCGCGATCGACGCCGGACGCCT
GGAGACGCTCGAGGCCAACAGTGCCCGGTTCGCCGCGCACCTGGAGAACGAGCGCAAGGC
GGGCATCGAGAAGACGCTCGCCTCGGCGATCTCCGAGGGCCGGATCACCCCGGCGAACAA
GGAGACGTGGCGCAAGTCGTTCGACGCCAACCCCGAGCACGCTCGCGAGTTGCTGGCATC
GATGACGCCCAACTCCGCTGTCCCGGTCCACGAGCTGGGCCACTCGACCGAACCTGCCGA
CACCACCGACGTCCGCGAGGACCCGGCCTACAAGAACTGGAGCGTCTGACATGCCCGGAA
TCGTCCAGGTCACCCAGCGTGGCCCGAAGACCTTCACCCCGGCCGACAATCAGGTCATCA
AGGGAGGCCAGCTCGTCGAGGCCCGCACCGGTGGCCGCATCGGTGTCGCCGCCGCGGGCA
GCCTCAAGGTGCTCGGCGTCGCGCTGACCGACGCTGTCGCACCCGAAGATTTCCCCGGCG
CCAACGGCACCGACGCGATCGGCCGCCCGGTCGTCTCCCTCGCGCCCATCCCCACCACGG
TGGCCGTCGCCTACGCCGGCACCGAGGTGAAGGTGACCTACGCCGCCGACGCGACGTTCG
GCGACAAGCTGATCGCTGCGGCGAACGGCCAGGTCACACCGGCAGGCGCCACCCCCGACG
CCCGCACGATCGTCGGTATCTGCACCGAACCCGCTGGCGTCGACGTGTCCGAAAAGGCAG
TCGGCCTGATCCGTCTCGCCTGAGACACGAACCCGAAAGGACCATCCTCATGGCCAACAC
CCTCGTGAGCGTCAGCGACGGACCGAGCTTGACCGTCTCTGACCTCGTCAAGAACCCGCT
GTGGGTGCCGACGAAGCTGAAGGAGCTGATGGAGAATCAGTTCATCAGCGAGGCGCTGCT
CCGCAACGGCGGCAAGAACGACGCCGGTGTCGTCGCGTTCCGCGAAGGCGATCCGACGTT
CCTCGACGACGACGTGCAGGATGTCGCCGAGTTCGGCGAGATCCCGGTGAGCGCCGGTCG
ACTCGGCCTGCCGCGTGCCGCGTACGCGACGAAGAAGGCTCTCGGCGTTCGCATCTCGAA
GGAGATGATCGACGAGAACAAGATCGACGCGGTGAACAAGCAGATCACCGGTCTGCGCAA
CACCTTCGTCCGCGCGAACGATCGCGGCGCGAAGGCGCTGTTCTCCTCGCCGGCCGTTCC
GACGATGCCTGTGTCCGAGCCGTGGGATGACCCGCTGGGCAAGCCGCGCACCGACCTGGC
GAAGGCGATCGAGGAGATCTCGACCGCCACACCGGATGAGGCGACCGAAGACGAGTACTA
CGGTTTCGAACCCGACACCATCGTGCTCCACCCCGGGCTGCTCGCCACCCTGATGGACAA
CGAGCAGATCCTGAAGGTGTACCAGGGCAACGTGGCGAACGAGTCGATCGCCTACACCGG
TGCGATCCCGGGTCTGCTGATGGGACTCAACGTGATCAAGTCGCGGACGTTCCCGGTCGA
CAAGGCGCTCATCCTCGAGCGCGGCACGGTCGGCTTCTACTCCGACACCCGGCCGCTGCA
GTTCACCACGCTGTACGCCGAGGGCGGTGGCCCCAACGGTGGCCCGCGCGAGACCTGGCG
CTCGGACGCTTCGCACAAGCGCGCCATCGGCCTCGACCAGCCGAAGGCCGCTCTCTGGCT
CACAGGGCTGGTGGCCTGAGTCATGGCTGAGTTCGTCCTGACCGCATCGCGTTTCGACTT
CGTCGTCGACCGCGATGACAAGGGCCACCCGATCAGGGTGATCAAGTACCGGCGCGGTGA
TGCCGTGACGGGGCTGCCCGATCATCAGGTGTCGCGGCTCCTCGCGGCCGGTGCGATCGC
ACCGGCCGCCGAGGTCGAGGAGGTCGTCGACGCGGCCCAGAACCTCGATCAGGCGACCGC
GGAGCTCGCCGACGCTCAGACCGACGTCGAGGAGGCGCGCGGCGACGCGGCCACCTCGGT
GAGCGAGCTCAACACCCAGCTCGCTGAGCCCGTGCGGCCGAAGATCACCGCCACCAAGAA
GGTGTGGGTCGAGTACGCCGTGGCTCGCGGCTGGAAGGCCGAGGACGCGGAGAAGCTCGA
CAAGCAAGAGCTGATCGAGGCGCTGGCGTGACGAGTGGAGAGGGGACGGCACCGTTCCTG
ACGACCGATGAGTTCGTGGCGCAGTGGCGTCCTCTCTCCTCTGCCGAGCGCGCCTACGCC
GAGCAGCTCCTCGCCGCAGCGGCTCGCCGGATCCGCCGCAAGGTGCCCGGCCTCGCGGCC
GACGATCCGGACGCGAAACTCGTGTCCTTCCAGGTCGTTCGGTCGGTCCTCGAATCCGAC
GAGGCCCGCGCGTCGATGCCCGGTCTCAGCACGTTCTCCGAGACGGTGGGCGAGAAGATC
ACCTCGGGGAAGCTGATCAACCCGGACGCGTTGCTGATGTTCACGCCGTACCACTGGGAG
CAGCTCGGTGTGTCGTCGAAGCCGCAACCGCGGTGGAACTTCCCGCGAAACGACTACTGA
TGCCGCGGTTCTACACCGAGCAAGTGCAGATCGTCCGGCCGGTGAAGGTGTCGGACAAGT
ACAACCCCGACGGCGAGATGCTGTCGTGGGAAGGGGCGCAACGCCTCTCGGTTCCGTTCA
AGGTTGAGGTGCAGCCCCGCACCCAGTACGAGACCGACGAGAACGGCACCCGCGTCGCGA
CCCGAACCGTGTGGTGGCTCTGCACCCCGCGGGGCAAGAACCTCGACGTCGAGCCGACCG
ACCGGATCGCCCACGCGGGCCGCGACCTCGACGTCGTTGGCGAGATCAAGCGCTGGCCAG
CACCCGAATTCGAGTCCGGCGTCGACCACGTCGAACTCACCCTCGAATACAAGAACGGAT
AGGACCTGCCATGCCCAAGGTTCCGAACAGAGTCACGATCGACCGCAAGCAGCGGAAGGT
GTTCGTCGACGGTGTCGAGTTCCCGTGGATGATCGCCGAACAGGGCCCGGACGTCGATGA
CATCGCCAACCCGCACGCGATTCCGACCGTCACGATCCCGATCATCGCGGCCGACGTCGA
GGTGATTCCCGCAGGTGACCACGTAATCACCTACGGCGACCGCGGCGGCCGGACTTCGGA
AGAAGTCATGGACTACCTGGATAAGCGATGACCGAGCAGCCGACACCCTGCGAGGTCGTG
TTCGACTACGCCCGCGACGTCGTCGTGTTCGACGGGACGGATCTGCCGTTCCCGCTGTCG
GCGATCCGGGCGAGGGTGGTGGCCGAGGATGGGCACGCGGTCGTGACGCTCACCCTCGAC
GTCGACCAGGTCCGCACGGTCGCCGCGCTGCCAGAGAAGCCGGAGGAGCCCGAAGAAGCG
CCGGCGCCGGGCCCGGAGCAGCGGTTCGAGAACCAGCTAGACGCCATCCGCCGCCAGAAC
GGGACGCGTCGTGGCTGACGATCTGGTGCGGATCGACGCAGACCGCATGTTCCGCGAGCT
CAACCGGACGCCGCGCGTCCGCCGCGCCGTACGCGCCCGGGCCCGCGGGATCGCCGCCCG
CGCCCGCCGTATCGACCAGGCCGAGAACGACGGCCGCGCCGACATCACCCTGTCCGAACG
CACCATCGGCAACGGCCGGTTCGTCGTCCACGTCGAATCGACAGACGCCGACGGCGAGCA
CGGCAACTCCACCACTGTCCGTCGACGCACCCTCCGAAGGGCCATCGGCTCCCGATGACC
GACAACGGATTCCCCGACGCCCTCGAGAAGGTGATCGGGGCGCTCAACACTGCCCTCCCG
CTGGCCTACGTCGGCGACGAACTTCCACCCCAGACGGCGCTCGAGAACCGCCTCCCGATC
GTCCTCGTCCAGGACGTCCCCGGCGGATCCCGGGCGGTGCCGTGGCAGGCCGGCGGCGGC
CCGCTCATCGACGTGTTCGCTGCCGACTTCTACATCCTCGGCCGCAACCGAGAACAGTCC
CGCGAGTACGCCGCCCGCACCCGCGGGATCCTGTTCTCGCTCGTGTATCGCGACGACATC
GAGATCAAGAAGGTGATCGAGGTGTCGGCGTTCTCCCGGGCGACCGATTTCAACCCGCGC
GTGAAGCGCGAACACGGCGAGTACCACTTCCACATCGGCCGCGACACAGCCTGATTCGCC
CCGCGGCACCCCAGACCCGGACCTGCCAGGACCGTTCACCGCAGACCCCTCCGATAGGGG
CTGCTTCCACATGCCTACACGCAGAATGAGGAGGACGTGATGGCAGTCCCAACCATCGAT
GGGTTCAAGGCCGAGGCCGCGCGCGTCGGCGTCACCGGCCGCATCGACATCGCATCGCTC
ACCGCAGGTGTGCTCCCGCACGACATGAGCAACCTGACGACCACCGGGCCCGGCGGCTAC
ACCAACCTCGGATACATCTCCGACGACGGTGTCACCGAGGGCCGCGACGAGGACAACCAG
GAATTCGTTCCCTGGCAGGAGAACTCGGCGATCCGCTACGAGATCACCAAGTCCGTCGTG
ACGCTCGAGTTCACGCTGTGGCAGTCGACCCTGGCGACCGCCGGGTTCTACTACGGCGTC
GACGCGGACGACATGTTCCTCAACGACGACGGGTCGGTGTTCTTCGACGAGTCGGGCAAG
CCCGACGTCAAGCAGCACAAGCTGGTGCTGACCGTCGTCGACGGGTCGCGCGCCCGCCGC
ACCTGCCTCGCGGCCGCCCAGGTGACCGAGCGCGGCGAGATCACCTACAAGTCCGACGAG
ATGATCGGCTACAACGTCACCGTCACCGGCTTCCCGGGCGAGGACGGCCCCGACGGAAAC
GCGCTGTCGCGCCGCCGGATCTTCATGGAGGGCTGGGACACCACCGGCCTCCAGGAGTAC
GTGCCGCCGACGCCGTAGCCCCCAAGACGGGTGCGGGGCGGGGAGTTTCCCTGGCAGGTC
CGCCCCACCCCGCACCCTTGCACCACCTCTGGACCTGCCGATCTCTGAAAGGGGCCTGCC
ATGGCTGACATCGATCTCGACCTCTACATCGCGCAGCGTGAGGAAGCTCGCGCCAACGGC
GACACGGAGGTGTACACGTTCGACTTCGAGGGCAAGTCGTTCGAGAAGACCGAGGGTGAC
ACGTTCACCTTCAAGTTCCAGGGCCGCGACTGGGTGGTCCGGGACATGCAGTTCCTCACC
GACGCCGAGAAGGATCAGCTCGAGCCGCTGACCGCCGACGTCGACGTCGCCGCCTGGTAC
ATGGGTGAGACGCAGTACGAGGAGTTTCTCGCGGCCGGCGGTGAGTCGTGGATGTTCAAC
CAGGCATTCACCGACTACGGCAAGAAGATTCGCGACGAGCTGCAGGGAAACCCTACTCGG
CGGAATCGCTCCTCGCGCCGCGCGGCGTCGAAGAAGTCGAAGCAGCGCTAGACGCGACGT
ACCCGGGTCTGTGTGACCCGGCCAACGCGCGGGGTGTTCTCGCCCGGTATCACCGCGGCG
AGATCACCCTCCGCAAACTGCGGGTGCTGATCGACGGTCTACCCCAGGGCCGGACGGCGA
TCGATCAGGCGAAAACCGGTGGGCAGCAGTGGGGCTGGATCGAGCAACTGCTGTGGATGC
AAGTGCGTCTCATGCAGATTCAGACCGCCAGCATCTCGAACCGGCTCGGCAAACCCAAGG
TGAAGGTGCCCAAAGAGCACCCGAAGTACCCGTGGACCGACGTCGACGAGGACGAACCCA
CGAAGTACGGCAACCGTGGTGACCACTCGTCCGAGGACGTCATGGCGTTCCTCGACTCTC
TCTGAACGACCCCCGACGGCAACCGCTTTCGGGGGTCGTTCTGTCTCTCTTTCCCAGATC
GGAGGTGGAATCCGTTGGCCGAAGATGTCGTGTACGTGCCCGTAGCGCCGTCGGCGAAGG
GGTTCATGGCCACTGTGGTGAAGGAGGCGTCGGGCGCGGCCCGGGCGGGCTCCGCCGCGA
TGGAGAAGGAGTTCGCGCGCGGCGGCCGCGAATCCGGACGGTCCGCGGCGCGCGGCGTTG
ACGACGGCCTGTCCCGCGGGAACATCGGCGTCAACTCGGTCAAGGCGCGGATGGCGAAGC
TCGCCGCCCAGATGCGCGGCATCGGCCGCACCGCCGGTCACCAAGGCGCGCTCGGCGTCA
ACGACGGTCTCAACCACATCGACTACAGCCGCGTCGGCGACGAGCACGGCCGCAGCTACG
GCCGCGGGTTCGTGCGCGGTGTCCGCAACGGGCTCGTCGGGATCGCAGCCACTGTGGGAC
TCGTCAACGCCGGGTTCCGGGGAACCGTCCGGCACATCAGCACGATCGCCACCGCCACCA
TGTGGGCGTCGAGGATCATGCGGGGATTCGCAGTACAGGTGATGGCGGGCGCCGTCGCGA
TGCGACTCCTCGCCGGTCAGGGGTTGGCGAAACTCGCCGGTTGGCTCCGAGCGGTCGCGG
CACTCGCCGGTCGTCTCGCCCGCGACGTCGCGCGCGCCACCGCGGCGGTGTTGGTCCTGT
CGGCGGCAGTCCGCACCCTCGGCCGCGTCATGCGCGTCACCCGCGTGATCGGCATGCTCA
CCGTCGGACTCGCCGCTCTCATCGGCATCGCGAGCACCGCAGCGCCCGCACTCGCCGCGC
TGAGCGCCGCGATTGTCACCCTCGGGTCGGCGGCCGGCGGCATCGCGATCGCCGGACTCT
CCGCTCTCGGCGCCACCATCGCCGGACTGAAGGTCGGCCTGATGGGCGTCGGCGACGCGT
TCAAGGAGATGGGCACCTCCGGCGCCGGCAGCGCGGCAAAGGTCGTCGACAACACCAAGG
ACATCGCGCGCGCCGAACGGGGTCTGACGAAGGCGGTCGAGGCCGAGAAGGACGCGCAGG
AAGACGTGTCGAAGGCCCGCGACGACGCTCGCAAGAAGCTCCGCGACCTCGATCTGCAGC
TCCGCGGCGCCGCACTGTCCGAGCGCGACGCCCAGCTGTCGCTGCGGGAGGCGCGCGCCG
ACCTCGCGAAGGGCGGATTCGAGACCGGCACCGAGCGCGAGCGGGCGGTCCTCGCGGTGC
AGGAAGCCGAACTGCGGCTCGCCGAGGTGCAGCGCGATAACAACGACCTCGCGAAGGACG
CGGCCTCCACCCGACGTAAGGGTGTCGAGGGCTCCGACGAGGTCGTCGCCGCCCAGGAGC
GGCTGCGTGACGCCACCGAAGCCACCAGGGACGCCCAGGAGGCGCTCGCAGACGCGCGCC
AACCGAAGGACACCGGTGCGAGCGCGGCCGCCGACAAGCAGGCCGAGGCGATGGCGAAGC
TGTCGACGAACGCCCGCTCGTTCGTCGAGTCCGCGATGGGTGTCAAGCCCGCGTGGGATG
CGATGCAGCGCGGCGTGCAGGACACCCTGTTCGCCGGTCTCGCGGAGCGACTCCCGCAGC
TCGCCGACACGTGGCTCCCACGACTGGGCGGCGCCCTGCGCACCGTGACGGGCGGGTTCA
ACACCGGCGCACGTTCGGTCGTCGACTGGATGAACTCCGCGCAGGGCATCCCCATTGTGT
CGTCGTGGCTGCGCACCTCCTCTGGGATGGCGGCGCAGGCCGGTACCGCGCTCGGCGCGC
TCGCACCCGGACTCGCTTCGATCGCCGCCGGCGCGGGTGAGGCGTTCGCCCCCATGGTGG
CGGGCGCGACGGAGGGCGCGAAGTCCCTGTCGGACATGCTCGTCCAGGCTCAGCAGTCGG
GCCGCATCAAGCAGTACTTCACCGACGCGTTCAACCAGGTCAAGACGGTCATCCAGAACG
TGACCGCGGTCGTCGGGCCGCTGTGGACCGCGTTCATGCGGCTCGGTCAGATCTCGGCGT
CGGGCCTCGCCCCCGGGATGCGGTCGATCGGTGCCGCGATCACCGAGGCGACACCCGGGC
TGGTGCAGATGGCCGAACGGTTGATGCCGGCCCTCGGGCAGGCGCTCACCAACCTAGCCC
CGATCATCCCGGGAATCGTGCAGGCATTCTCACCGTGGGCCACGATCCTCGCCGTCATGG
CGCCCCACATCGCCACGGTGATGTCGCACCTCGGGCCGATGGCTCCCGTGCTGCTGACTC
TCGCGGTGACGGTCAAGGCGATCACGATGGCGATGACGCTCTACAACGCCGTCATGGCCG
TCGCGTCGGTCGCCCAGGGCGTGTTCTACGCCGCGACCGGACGCAGCACCGCGGGCCTGC
GGGGCAACCTCATCGCCCTCGCCGCGCACCGCGTCGCCATGCTCACCGGCGCGGTCGCCT
CCGGCATCTTCGGCGCCGCACTCGCCATCGCAACGAGCCCCATCACCTGGATCATCGTCG
CGATCGGCGCGCTGATCGCCGGGCTCGTCCTGTTCTTCACCAAGACCGAGATCGGCCGCA
AGATCTGGACCACCGCATGGAACAGCATCAAGGCGGCGGTCGCGGTCGTGTGGTCCTGGC
TGCAGCAGACCGTGTGGCCCGCCATGATGTCCGCGTTCCGGATGCTCGGCGCCGTCGTGA
TGTGGCTGTGGCGCAACGTCATCACACCCGCGTTCAACGCCATCAAATGGGTGATCGGCG
TCGCCTGGAACGCCGTCAAGCTCTACTTCGGACTCTGGGTCGGCCTGTTCCGCAACGTCA
TCGGACCCGTCGTGATGTGGCTGTGGAACACCATCATCTCGCCGGCGATGCGCGCCATCG
GCGCCGTCATCGGCTGGGTGTGGAACTCCCTGATCAAGCCAGTGTGGGACTCATTCCGAC
GCAGCCTCGACATCCTCGGTGAAGCCTTCAAATTCCTGTGGAACAACGTCATCAAGCCCA
CCTGGGATGCCCTCGGCGCCGGGATCAGTTGGGTCGTCGACAACATCATCACCCCCGCGT
GGGACGCCCTCAAGTCCGGACTGAGCGCGGTCGGCGGATTCTTCGACACCATCGTCACCG
GGATCGGCAACGCCTGGGACAAGATCAAGAGCTTCGTCGCGAAGCCGATCAACTTCGTCC
TCGGCACCGTCTGGAACAAGGGCCTGCTGCCCGCGTGGAACACGATCGCCGGGTTCCTTC
CCGGGCTCAACCCGATGAAGCCTGTCGCCGAGGTCGCGTTCAAGGATGGCGGCCCGGTCC
CGATGGGCTCGGGTGCCAAGCGGGGCAAGGACTCCGTCCACGCGCTGATGATGCCCGACG
AACACGTGTGGGATGTCCGTGACGTCCGACGTGCTGGCGGTCACGGCGCGATGTACCGGA
TGCGCAACATGGTCGACTCCGGGCGCCCGTTCACCTGGACCCCCGGCGGTCTGAGCCCGG
TGTCCGAGGGCGGCCCGCTGCCTCGTTTCGAGAAGGGCGGCGCGGTCGCGGCGGGGCAGA
AGCTCTCCCCGATGCCCGGTGAGGGCGGGTTGCAGGCGATCGGTCAGCTGATGCGCCGCA
TCATCTTCAAGCTGTGGCCGAAGATCAAGGACATCGGCGGCTACCGCCAGGACAACTTCG
ACGAGCACCCGTCGGGTCGCGCGCTCGACGTGATGGTCGGCTCGGACAAGAAGCTCGGCG
ACCAGGTGAATGCGTTCGCGCACGCCAACAACCCGAAGTTCCCGCTGCAGCACTCCATCT
GGCAGCAGGCGATGTGGTACCCGCCGAAGATGCGGCGCGAGCCGATGGGCGACCGCGGAT
CGCCAACGCAGAACCACATGGACCACCCGCACCTGTGGTGGAAGCCGCAGAACGTCAACC
CGAACGTCGTGCCCGAAGGCCTCGTCACCGACGGATTCGGCGGCCCGTCGACCGCGGAGA
TGCTCAATATCGTCAAGAAGAAGATCTCCGAGATCATCGACAAGGCTTTGAATCCCATCA
AGCAGGGCCTGACGTCGATCGTCGGTTCGCCGCCCCCGGAATGGCTGGGAATCCCGCCGA
AGATCTTCGACATCACCAAGACGAAGGCGATCGAGACGGCGTTCAATCTGGCGGCGAAGC
TCGGCGACAAACTCAAGGGCGCGTACGACGCGGCGAAGAAGGTCACCTCGATCGTCACGA
ACGTGGTGAAGTCGCCGTTCAAGGCGCTCGGCGGACTGCTGCGCGACCAGGGCGGTTACC
TGCCGAAGGGTCTGTCGTTGGTGCGCAACGAGACCGGCAAGCCCGAGGCGGTCCTCAACT
GGGACCAGCTCACCACCGTCAAGGACATGATGGAGGCGTTCCGAGCTGTGTTCTCGGGGC
AGTCGCCGGAGGCGGCGAGCGCGGCGCAGCAGCAGATCTCCGATCAGATGGCCGCGCGCC
ACGAGCAGGAGATCAAGGGCCTCACCGGTCAGCAACTCGCCGCGGTGCAGAAGCGCCACG
ACATGGAACGCAAGGCGCTCGAGGACAGCACCGCCCGGATCGAGGGGTACCGCGCCAGCG
CGACCACGATCCGCGACACCCCGATGGTGGCGGCCGAGTCGATGGCCAAGGACACCGCCG
ACTTCTTCGGGTTCGGGAAGATCTTCGACACCATCTCGGGTCTCATCCCGCGACCAGGGG
ACGCCGCATCAGCCGGTACGGCCGGCGGTGCGGGCACCAGCTCGCTGAGCACCACGACGA
CGCCCAGCGCGACGGACCCGGTCTATGGCGACGGCTCGACGATCGAGCAGGGGCAGACGC
CGTCGACGACGAAGATGCCCGACCTCGCGCCAGGTGGCTGGGAGCGGTACCCGTTCGCGA
TCACCGAGCAGGCGAAGAAGATGGGTCTGCCGAAGCGTGCCGCGATCATCGGGAACGCGA
CGGCGCTCGTCGAGGTGGGCGACCCGATGAAGATGTACGCCAACACCGCCGTCCCGGAAT
CGCTGAAGTTCCCGCACGACGCCGTCGGTTCCGACCACGACTCGATCGGCCTGTTCCAGC
AGCGGCAGGCAGGGTGGGGGACCGTCGCCGACCGGATGGATCCGCACCGCTCGGCGAAGA
TGTTCTTCGACGCACTGATGAAGGTTCCCGGCTGGGAAACGATGGACATGGGTGCCGCGG
CACAGGCGGTGCAGCGCAGCGCATTCCCCGGGAAGTACGCCGAGAGGATGCCGCGGGCGA
CGGAGCTCGTCGACAAGTTCGGCATCTACGACCAGGGCGGCTGGCTCAAACCGGGTGGCC
TCGCGCTCAACCTGTCGAAGCGTCCCGAACCGATCCTCAACGGCGCGCAGTGGGCGTCGA
TCGATTCGATGCTCGAGGCGTTGCCGTCGGCGGCCGAGTTCAAGTCCGTCGCCGACCTCG
GTGCCGCGGCGATGCGGTCGAGCGGCCGGATGCCGAACGAAGGCGACGACGCCCAGTCTT
CGACCGGGCACCGCGACGCCCCGCTCGTCTGGGTCGAGAACCAGTACACGCATGACCCGG
ATGAGGCAGCACTCAAGACCGGCCGCGAGGTTCGCCGCGCGACCCGGTCCGAACAACTCG
TGGGCGGGTGGGGATGAACAACCGTGCAGTCCTGACCGATCACACGATCGTCGAGTGGAT
CTCGCCGAAGGGCGAACGCGTCCGCCTATCGGGTGCGAAGAAAACCGCACCACCCGAACT
GGGTGCGTGGCTGTCCACGGGCGGGATCGACGGCATCGGGCACCTCGACGTGAAGGCGCT
GTTCGATGCCGCCGCCCGCCAGTGGGGCGAGGACTACGTCGGCGAGACCCTCGATCACGC
GGAACTCGATGTGCCGCTGTTCATCCTCGGCGCCAACCCGGACGACTTCCGACGCCGCGT
CGAGCACCTGCGGACACTCATCCGCCGGCACGAGGTCGGGTGGCTCGCGGTGTACACCAA
CTCCACCGGGTGGAGGTGGGTCGCCGCGCGCCTCGGCTACCTGAAGCCGACGTTCCCCTT
CGACCCGAGTAGGACGTCGGCCGCCAACTTCGAGCTGATGCTGATCGTCGAGCACCCGAT
CCCGCGGGCCGCCGATCACGCCGACTCGTGGAAGAACACGACCAACACGGGCAAGGGGTC
GGTGTCGATCTACCCGGGCCCGCTGTGGCAGGCGTGGCCGCAGTTCGCGTTCCAGGGCCC
GGGACGGCTGCGGTTGCGGTACGCCGGCAACGACGTCGACCACCCGTTCACTGTTGTCGC
GGGCGAGACGATCCTGATCAACACCGACGAGGCGCGCCCGACGATCCGATCGGCGAAGAC
CGGACGCAACCTGTGGCCGCTGATGAAGGGCCGCAAGTACACCCACCCCGTGCCGGAGGG
TGAGGTGACGCGCGTCGACATCACCGTCACCGGCGGCAACACCAACACCGAGCTGTGGGT
CATCTGCCGCCAGCAGTACGAGGGGCTGCTGTGAGCGTCCGCGGAGCGTTCGCGACGCTC
ACCCACGACGAACAGACCGAACGCGACACCTACAAGAACCCGAAGGCGGTCGTCGAGCTC
CGCACCAAGGAGATGGCGATCTGGTCGATCTCCGGTGACTACCAGGATCTGAAGTTCACC
GACAAGAAGTCAGCGGCCGGCGGGCTGACGATGTTGCTGCCGTGCGATGACCACTACGGC
GACTACCTCGACGGACAGCCGAAGGCGACGGTCCGGCCGATCGTCGTCCGGCTCCCGGGC
TACACGACGTTGTGGTTCATCACGAAGTTCACCCGCACCCGCAAGGGGTTGAAGCGCTAC
TACGAGGTCGAGGCGATCGGCGCGCTCGAACATCTGGCGTGGATCCGGCTGTGGCCCTGC
CCGTGGTCTGTGGCCGAGTTCCAACCGATCAAGTACTGGTTCGGGCTCGGCCCGTCGGCC
AGCATGTGCGCGCTCGCGTTGACCGCGAATCTCGTTCGGCTGCAGGGCGAGCTGTTCTCC
ATCCCGACGGGCAACCTGTTCTCACCGAGCGCGTGGAACGTCGTCAAGAAGGCGCTGCAT
CCGATCATCGTCAACCCGCGCAACAAGTTCATCGGCGACACATCGAAATGGGATTCGGCG
TCGTGGCGGATGGACGAGGCGCTCACCGCCTTCACTGAGGTGTGTCAGGCGAACGACCTG
CAGATCGTCTACCAGTTCTTTGACCCCGACGTCGACCCGCAGCCGTTCCCCGAGTTCATC
CACCTCGACCGTCCGAAGCTGATCATCGACTTCGTCGAGAAGGGGCAGCCCGTCGGTTGG
ACCGGCACCGCGATCGACGGGTTCTTCCGCACCGGGATCCAGATGGGGTCCGACCTTCTC
GGCTGGGTGTTGTACCCGATCCTCGGCGACGACGGTTACCAGAAGTACCTCGACCAGGTG
GAGGGGACGATCGCGAACAAGCCGATCGCGGTCTACACCACCGGGAAGTACACGCCCGCT
GACGAGTACGAGCAGACCACCCACACGGCGATGGCGTCGCGGGTGACGGCGGGCGGCAAG
TCGCCCGAGTGGGTCAACACGCTGCTGGTGACGGGCGCGAACATGCTGCTGTCGGGGATC
GGGGCGGCGGTCGGCGCCGCGCTGGTCGCCGCGACCGGCGGTGCGGCGGCACCGATCCTG
CCGTTCCTCACCAACCTCGAGCTCGGCGCGTTCGAAGGTGTCGTCAAGGACACCGTGATG
GCGTTCCACACCTCCGAGGACATCCAGCGCGCCAACGAGGCGGGGCCGTGGCGGTTCCGG
GAGACGTTCGCCGAGAGCTCGTCGACCGGGCTGTCGATGGAAACGCTGTCGGGGATGAAG
TCGGCCCACTGGGCGACGAGACCGTACATCTCGCATGCCATCTCGGTGCAGAACGGTTCG
CCGTACTACATCGGGAAGGACCTGCAGCTCGGCGACCTCGTCGGTGTCCAGATGGCCGAC
GGGAAGGTCGAGGTCGAGTACCTCGAGGAGATCACCTACGAGGACTCACGCAGCGTGCGC
GGCAAGTTGACGCTGCAGATCGGCCGGCCCGACGCCGAACGCGAACCCGGGTCCATCGCC
CTGGGCAAGATCCGCCGATTCGGCACCTGGCTCACACGAGCAGCACTGAGCGAATGAAAG
GAGCAACACTGCAATGAGTTTCAGAACAGCGTACGGCTACAAGTACTCCGAGAACGGTTG
GCGGATGTGCAACCGCGACGAGTGCGTCACGGTCACCGTCGCCGGCATGGGCCTCCACGT
CAGATCCGGTTACGCAGCAGAGGTGCTCGGCGCGTGGGTCCGCTGGTACCACGAGAACGT
CGAGCCCATCGACCTGTACAAGCCCCTCGACGACTGGGGATGGTCGAACACCAACGACGT
CGCGACGTCGAATCACCTCTCCGGCACCGGGGTCGACCTCAACGCCACCCAGTACCCGTG
GGGGCGGCGCGTCATGCCGGCCGACCGCATCGCGAAGGTCCGGCGCGGTCTCGCCCTGTT
CGAGGGCAACATCTTCTGGGGCGCCGACTGGTCGCGCGCCGACGAGATGCACTACCAGCT
CGGCGCCGGAACCGCCGCCGGGGACGGGGCCTCGGCCAAGCTCATCGACTTCGTGCAGCG
CCGGATCAAGAACGGACGGCTGGTCGACTCGGTCGCCCCTGCCGCCCTCGACGTCGGGCG
CGTCAACGCCTTCACCCAAGGATTCATGGGACCGATCGGTTCCGACATCAAGGACTCTCG
AGAGCAGCTGTGCGGTTCGGGGTCCCGGGACCTCGGTGAGTTCGACGGCTGGCCGCAGCT
CGGCCTGGACACGTTCACCGACGGTCTCGCCGCGGTCCTCGAGAAGGCGGTGAGCCGCTG
ATGGGCACCTACTGGGCCGACGTCTCCCAGTTCCAGCGTCTCGCGAATGACGAGTATCCC
CATCGGGTGTTCTCGTTCCGCACCAACAGCGGCGACCAGCGCGACAAGAACGCCGCCGCG
AATCTCGACTGGGCGCTCGCAGCGCTCGACCGCGGCGACCTCGACATCGTCATCCCGTAC
TACTTCTTTCGCCCAGGCGCCGCGAACTGCGACCTGTGGCGGGACGTGGTCACCCGCGGC
GGGAAGATCGACCCGCGAATCGTGTGCATGGTCGACGTCGAGTCCGGCGCCGGCTCGTCG
CAGGGCGCCATCCCCATCCGGGACCACTCGGCCGAGATCAACGACGAGATCCGCCGACTC
CGTCAGTGGCTCGGCGGATCCCGGGTGATCGGTTACTACAACCCGAAAGCTGACCCCGCC
CTCTGGAAGTCGCGCGGAGATCTCCCGCTCGTCGTGCCCCACTACGGCGTCCGCCCGGGC
GAGTCCTACGCGTACCCGAATCGGTTCGCGCACCAGTACTCCGACCGCGTGCCGTGCGCC
CCGTTCGGGCCGTGCGATGCCAACTACACCGACCTGTCCATCCAACAACTCAAGACCCTC
TTCGGAATTGGAGGCACCACCATGGCCACAGACGTGGACAAGATCAACGAGTTCACCCGC
GCGTTCAACGCGGCGATCGGTTCCGACGCGAAGGACATTCGCGAGCAGCTCGTCGGTGCC
CGCGACCTCGTCTACAAGACCGTCGATGGCAAGAAGGTCGTCGACATCGAGAAGTCGTTC
CCCGGCTGGGCGCAGCTCGGGAACCGCACCGTCGTCGACGCACTCGCCGCCATCGGCACC
GCGCTCGGCATCCCCGGCTTCTACGACCCGCTCGGGATCGTGAAGAACCCCACCGACAGC
AAGGAGTCCTGATCATGTCCGTAGCCACCCACGCACCGCTGACCGCGTTCATCGAGGACG
TCGCCGAACGCGCCGTGAAGACGTTCGTCCAGAACCTCGCGCTGTTCCTCGTCGCAGGCG
TGTCCGTCCTGTCCGTCGCCTGGGGCACCGCGTTGCAATCCGCCGCGCTGGCGACCCTCG
CGACCGTGCTGCTGGCGCTCGTCGACGAGCGGATCGTCGCGGCGAACCCCTATGTCGAGG
CGCTGATCCGGGCGGGCCGCACGTTCATCGCGACCGTCGTCGGGTCGATCCCGGTCGTCG
TCTCAGCTGATCAGGCAGTCACGTTCGCCGATGTGAACTGGACGCAGGCCGGCGGGCTCG
CTGGCACCGCGGCACTGATCTCCCTCGCAACCTCGATCGCTTCGCTTCCCGTCGGTCCGA
AGGGCACTCCCAGCCTCGTCGTCAGCGGCGGGGTGCGAGACGAGCCGGTCGCGTAGAACC
CATGCCCTGCTCATCGCTGATGGTCCGCCCACTGGTGGGCGGGGTCGAAAGGTGTGCCCG
TGACCGACAATCCCCCGGAGACTCCACCGCAACGAAATGGGCTGCCACCGTCGTGGCTGG
TCAACCTCGTCGCGGTGGTCATCCTCGTCGCTTGGATTGCCAGCCTCGTTGTCCGAATGA
TCGACCCGGCTCGCGCCCTCCCACCCGTGGTCGACGCACTGATGCTGATGGTCGCGGGAT
TCCTGTTCGCGGGCAACCTCAAAGACCGCTTCACTGGCGGCAGCAACGGGGGAAATAGCA
ATGGACCCAACTGATCTGATCCTCGAACTGGTCCGAGCCATCGGCTACGGAACCATCGGC
GTCGTGATCGGTCTCGCCTTCACCTGGCGCCGTGCCACCGTGCACGGCGTCGAGGTGCGG
GTGCCGACCGCGCGTCCAGACAAGCCGGTGTGGAAGCGCATCATCGGCGCGCTGCTCGTG
CTGGTCGCGGTGCTCAGCATGACGCAGAGCACCATTTTCACGGCCCGTCAGTCGGCGTGT
AACGACGAGTTCCGACGGGTGATCAAGGAGCGCAGCGAGGCGTCTCTCGAGCAGTCGGAG
CTGTGGAGCAAGCTCGAACGTGAGCTGGCATCAATCGGTCCGGCGGTGACGTTGGAGAAG
CAGAGCGAGATCGTCGCCGCCCGCCAGCGGTACGTCCGCGACTTCGATCGGCTCTCCGAG
CAGCGCCGCGCGAACCCGTACCCGGACCCGCGATGCTGACCCCGAAGTACATCGTCACGG
TCCGCGGGATCGGTGAGCCGATGGGCCGGAACATGCTGACCCCGTTCGTGGATCGGCTCG
GCGCCGGGTGGACGCACGTCGAGGTGCCGTACCCGGCGGCGTACGGGTTCGTCAACGGGC
AGCGCAATCCGAACGCGCCGGACTACGAGACGACGAAGCGACTCGGCCGCGCCCAGGTGC
GGATCGAGCTGGCGATCATCAGGGCTGAGCACCCGCACGCGATCGTCGTGCTCGCCGGAT
ACTCGGCCGGCGCCGACATCGTCGACGACCTCGCCGTCGAAGGCGTGATGGCCGAGTTCC
CGCAGGTGAAGCGGGCTGTGGTGGTGGCGAACCCGTCGAACCCCGGCTCGAATGGGCTGG
CCGACTACGGGATCGCCGCGCCGGAACGCGGCCGCCAGCACGTCGACTCGCGCGTCATCC
CGGTCAACCAGCCGGGCGATGTCATCTGCTGCTGCCCGCCGCGGTCCCCGCTGCGCGTCA
TCGCGACCCTCACACCGCGGATGCAGCTCGCCGACCGGTCAGTGTGGGTGCGGGACGTCC
TGGCCAAGCTCGGGAACCCGACGGTCCGCGCGGAGATCGACGACAAGCTGGGCGCGTGGT
GGGACCCGCGGAACTGGGGCCGCTACGACCGGGCCGCGAAAGACGCCCGCGGCTACCTCG
GCCTCGGCGTCCGCTCCACCCACATGATCTACAACCGGCGGCCGATCGACGGGCTGTCGA
TGCTCGACCACGCTGCCGACCGCGTGACGCGAGAACTCGCCGAGGTGGCGCCGTGAGCAA
CGACGACGCCCAGACGCCGAAGCCGTACGGGCTCGACGACCCGACGGTGTTGCGGCTCGG
GAAGTTCCTGCGGAACACACCGCTGTCGAACAACGCGTTCGCGCCGATCCCCGAACCGCT
CTCGGAGCTCGTCGCGCAGGCCGTCTGCAACTACACCCAGGACCTCGTGTGGTCGGGCGA
GGTCCGCGACTTCGTGCCGCTCGGCCACTGGGAGGCGACCCCCGACCTCGGCGACGTCGG
GGTCGAAACCGTCGCGGGTGAGGTGACCCGCATGACCCACCGCGTCACCGGCATCTCCGT
CCTCGGCGAGAACCCCGACCAGGCTTGGAAGCTGCTGCGAGAGAAAGTGAGACAGCACAA
TGGCTGACGACCCGATCGAGCGCATCGGTGTGGAGCTGGAGATCTTCGCGATCCCGCAGC
CCGCCGGCGCCCCGCCGATGACCGAAACGTACATGCACGTCCGCAGACGGCAGAACGGTG
CCGCCGAACGGGCCGTGTTGGGGTTGCCGGCGTACGAGGGGGCGCAGGGCCCGCCCGGTC
CGCCCGGTGCGATCCACCGCGGCGAGCTGTCGACGTCCGAGTTGGACGCGATGGCTCTCG
TGCTCGGCGAGGACAACACCAACTGGGCGTGGCGCAACACCGACACGAACGACCAGTACG
TGTGGTCCGGTGCGACGTTCGTCGTCTACCACGGCGTGTACGGCACCCCGGGCCCGGTCG
GACCCGCCCCGGCTCTCACGCCGGGGACGCTGACGATCGACGGTGACCCGGTCGTGGGCC
CGGACTTCGGTGTGCGGGTGTCGGGGTCGGCCGGTTCGTACGCGGTCGGTGTGGATCTGC
CGCCGATGCCGAAGGGCGACAGGGGCGATATCGGCCCGTCGGGGTCGGTCATCAACTCCG
TCGACGTCGCCGACGGCTCCGACCCCACCGACGGCGACGTCCTCACCTACCGGGAGGACG
ACGGAAAGCTGGTGTGGCAGCCCGGCCAGTTCGTCACCGAGGAGTACGTCGTCGGCCCGG
GCGGATTCCCCACCGTCACCAAGGGATCATCCGACACCCGCCACACCATGTTCTCGGTCA
ACATCCCGGCGAAGCCGTGGCCGTACCGGTTCGACTTCGCCGGCGGCGTCGACGTGTCGT
CGTCCAACGGCACCCAGATCGACATGGAACTCCGCACCGAGAACGCCACCTCGGGACCGC
TCGTCGGCTACGGCAAAGGCCAGGACGGTGAGGGCTACCGCGAGGTCGCGTTCCGCGCCC
ACTCTGACGTCGACCTCACACCCGAATCGACCGAGGGAATCATCCCCGCCGATACCGCCG
TCACGCTGTACGCATCGGCAGTCAAGACCGCCGGTGTCCTCACCTCGTGGAAGATCCGCA
ACACCAAGGCGCAGCTGCGGATTCGGCTGATGCGGGTCACGGTCTGATGTCACCTCCACC
GGAGGGTCGGGACCGCCACTACTGGCCCGACAGCGAACCAGACGCGGACCGGCTGGGCGC
GACGCAGGTCATCCCGGCGCGCGGTGCCTCGAAGATCACGATGCCGCCCCCGCAGTCCGC
CGACCGGATGTCGCTGCAGGAGCGGGCGAACGCCATCTTCGGTGAGGTCGGCACGAAGTT
CGAGGTCACCGAAGTTGCGTCGGGTGTCGACAACGTCGCGACCAACATCCGCAACGCGGT
CGCCGGGGGTGTCGCCGTTGGCGTCGGCGTCGTCCGAGAGGTGTTCGACAACGTCGCCGG
GCTGTTCGGCATCGCGGACAACGCCGAGAAGATCGCGATGGCGGCCCAGCAACAGTTGCA
GGACATCACCAACGAAACGAACGTGCCTGGCTGGTCGGGGTATTCGTGGTCGACGATCTT
CTCCGGCGCCGACGGCACCCCGCTGCCCTCAACCGACTGGGCCACCAGCCGGATCGCGAT
CGTCGGGGACGACGGCCACGCCGGCATCATCAACAACTCGACCGACGGCGACCACTTCTG
CACGGTCCGCAACATCCACAAGTTCGCCACCGACTCGCAATCGGCGTCGATCGTCGTTGG
GAAGAAGTGGTCATTCTCCGAGGACCGGTGGACCTCGATCCGCCTGCGCTGCGACAGCGA
GAATCCCACGCAGGGCGCGGTGTGCTGGGTGCGTCCCGGCAACATCCGGATCGGCCGATT
CTCGGGTGGCACCAACACGATCTGGTACACGGTCGGCCAACCGATCAAGCCGGGCGACAT
CGTCCGGTTCCGCTGCCATGGCGACAACTACTACGTGCTGGTCAACGGCAAAGTCGTCGT
CTCGTGGACCGACACCGGCGCATCCGTATCGAAGGGTGCGGGATTCCGGCACGCCGCCTT
CACTCAGGAGTATCTCAATGGCCTTCTCGCCGACCAAGCCAGCTTCCAGGTCGCATCCTG
GGCAATGGCAGACTGGCTCCCACCGGGTGGCGCGGTGACCACCCCGGCGTGGCGACTGCG
CCGCGGAGTCGGGTCCGCCGTGGCGCTCACGATTGGGCACGGCGCCCAGGCACAGATGCC
CGCCAGCTTCTACACCGTCAACGACCTCTCCTCGGGTGTGACCGTCACCGACCTCGGTAG
CGGCCAGATCACCATCACCGAGACCGGGTGGTACGAGATTGCGGCATCGTCAACGAACGT
CGACAACAGCGACGCAGTTTCGGGACTCGGCACGCAAGCAGCCTTGGCGGATGCCTATCG
ACCGACGCTGTGGGTTCTGTACGTCGACGGTGTCGCGGTCGCTGGGCCGATCATGGCCGG
AGTGGCGACGACCGTCTACCTCGCAGCCGGCCAGGTTGTCAGGACCGGAGTGTCCGCGTC
GTGGCCGTTCACCAGCTCCGCGTCCGGCGACTCGTCGGGCTTCAGCAGCTACTCAAGATC
GAACATCACACATGTCAGCGGCGCGCCCTCCGCGTCGTTCACTGGCAGGAAGGTTGCCTG
ATGGCCAACGACACCATCTTCGAGTTGCCCGAGATCCCGGGCGTCACGTTCACCGCGAGC
TACGGGTCGGGTGGTGAGACAGGGTTGCCGTCGAATTGGATCAGGATCGTCGGCACCGTC
GAGAATCCCTGGTACGAACCGACATACAACTACGGCGTCGATCCGAACGGGCACACCGAG
GTGACCGACCCGTGGAAGCGGCACACCCAGTTTCCCGAGGTGTGCGCGATGGGCTTCGGC
GGCCCGAACAACAGCGGTCTGCCGACTGAACCGCCGCCGCTGCCGGCCGAGTCCGAGCCG
ACGCCCGACCTCGAGGAGCCCACCGATGGCTGACATCACGTACATGACCGTCACCGGTCT
GTGGACGCACATCGTCGATGACGGGATCGTCGACGGCGACCCCAACCCCGACACGGTGCG
ACCCACCGGCAAGGTGGTGTTCGCGCCGAAGCCGTCCAACACCGGGTTCGTCACCGCCGG
CGCCGCAGGCGAATCGGAGAGCGTCACCCTCGCCGAAGTTCCGGCGCTCGTCGCTGACGG
TGTCCTCACCGACCTGCAGGGCAACGACGGCATCCGGCTGGCCGCGACGATCGGCGGCAA
CCCGGTCCGGTGGGTGGCCCAGCCGACGTTGCTGTACGGCAAGAAGACGCTGCCGTCGAA
GTCCGTCACGTTCGACCCGCCGACCGTCGGGACGACGCTGCACCTCAACGACCTGTTCGA
CGACATCGGCCCCCAGTCGCCGCTCGTCACCACCGAGGTGAAGGCGTACCGCGACCAGGC
AGTCGCCGCCCGCGACGAAGCCCAGCAGCTCCTCGACGAGGTAGCGGCTGGGGTGGTCCC
CGACTCCGGGGTCGCCGCCCGCATCGCCGACCCAGAATCCGCGTCGGGCGCCGCGGTCGA
CGCCCGCATCGGCGCCGCCGGACTCCTCACCCAAGAGGACGCTGACGCCGCTTATGCCCC
GCTCGATCAGTACGTCGTCTTCCGCGATACCGAGGGCAACGTGCTTCCACCGGGCACCGT
CGTCACCATCACTGTCGATGTCGCCAACAGCGAGATTGACGACATCACCGCCGACATTCC
CGAGGACTAAGCCGGCGGTTGGCTCAGCTTCGCTGAGCGAAGCTTTCCTTGTATTTCGGC
CGCCACCACGAAAGCGCGGTCCAGTACGGTTCGGGCCCGATCATTCGCTCCCCGCAAATC
ATCGAGGTCGAAATCAAGCTGTACCTTCATGTTCTTTCGCTGCACCGGAACCGGCGGGTC
GTCACCAGTGGACATCCACGTGGCGTGGAGTAGCGAGTTCCGGCGTTCCATGAACTTGTC
GGCCTCCTTACGCCACGCCTTGAATCGCCGGACCTCCACTCCTTTGGCGTCGAAAGTCGC
TTCCAGCAACCGCTGCACCAGATTTGCTGTCTGGTTGAACGAGAGATCCCGTGCGACGGC
GTTCGTGATGGAGATTCCCGGTACTGGTGATTGCAGAAGGTCATGCACCATCCCGAACAG
ATGGAACTCGATCTGACCTGCAGATGCAGCAAGCTTCCCCAACTCAACGTAAATCTCATC
AGGCACGTCGTTCTGAAGCCGGTAGGACACAGTCATCGCCGGATGCTAACCCACCCCGAG
AGGATCAACATGGCGTATATGCGAGATTCCGAAGGCCGCCGACTGGACAGCTTTCCGGTC
GCGGCCGCGCGCGAGGTGGTGCCCCGTCCGGTGGTCGTCGCGACACGAGGCCGGACTGGC
AACCTGCGTCAGGCCACCTCGTCGGCGAACGCACTCTCGGCTGGGACCAGCACACAGCAC
GCGACTCGGCTCCGGCATATCGCGACCGCCGATGCCCACTCCCTCCAGCTGATCTACGGC
AACACCGCGATGGGCGAACCCGGGCCGAATCCGATCACCGTCAAAGCGTCGTTCGAGTAC
TCGGCCGGCGCGATCGTGCCGGCGTTCTTCGGCGGCGCCCGGTCGGCGGTGAACCAGCCC
TCCGGCCTACTCATCACCGATCCGCTGCCCGCGGAGGTCACCAAGGGCGGGCTGTTTCGC
TCCCGACAGATGGTGACGGTCTCGACGATGGGTGAGAAGTGGCCCATCGCAGCGCTGATG
AACACCTCGGTCGGGGACGGCGGCGCGGCGACCGACACCGTCGACGCCGGCACCATGCCC
GACAACAACGGCGCCAACGTCTTCTGCCCGACCGCGATCATCGGCATCCCCTACGAGCCG
ACCCCAGCACTGTTCATCCCGGGCGACTCGATAGTCCAGGGCGTCGGCGACGCAAGTGCC
GAACCCACGACCGACGGCGGATGGGTGTGTCGAGCACTCAACAACCAGATCGGCTACATC
AATGCCGGGCGTGCAGGCGAGACCGCCGAGCAATTCGTTCCCGGCAACGCCCGCCGCCTC
GGCAGGCTCCAGTTGGCGCGCTACTGCACCCACGCACTGCCCGCGTGGGGAGTCAACGAC
ATGAAGGCCGACGCCACCGCCGCACAGATCCAGGCGCGACTGCTGGCGATATGGAACACG
CTCGCGACGATGGGGTTGAAGGTGCTCGCCCCGACGATCACGCCAGTCGTCACCGGCACC
TACTCGACCCCCGAGGGGCAGGTGAAGCAATCGACTGCGCGAGAGAACGTTCGCCTTGCG
GTCAACGCCTGGATCAGGTCGGTCCCTGCACCGCTCTACGACTACGTCGACGTCGCTGAC
GCCTGTGAGACGGCGCGCAACTCCGGGATCTGGAAGAACGACTACACCAGCGACGGCACC
CACCCGAACGCTACGGGCGCCGCAGCAATGGCGTCCGCCAGCAACTTGCTGGCGAAGCTG
ACGTTCTAGGTTCGGACCACCTTCAGCGGGACCCGCGCTATCACTTCGCCGTCGAGTCTG
ACTTCAACGGTGGCGTCGCAGTCCTGGCGGAACCGCGGCGCGACGTCGCGCCAAAAGATT
GTGGGCATCACGCCCTGGTGATGGTGAGGGTGGCCGCTGGGCGGGATATGCGGATCGAAG
TCGAAGCGTTCCTCGTTGTGAGTGATGCGCTTGTATCCCTGGTCCGGGACAACCTTGACA
CTGAGGACGTGCGGAATGAGCGTGTCTATTCGGTCCCAGTGAAGGCGTCCGACTACGAAG
ACGCGTAGGTGCACGGGGTAGCTCGCGTTGTGCCCAATGGCGTGCATCCCTGGCCCGTAC
ACCGTTATTGCCTCAGCAGCATCGGGCTCCGCAACATCGAACGCGAGGTAGCAGTACTCG
AGGCGCGGGTCGATCGCCGGCCCCACGCGCTGGTTATTCCACTTCGACTCGAACCACTCA
GCGGCTCGTCGCAGAGTGGCGTCGGGTTCGTCCTCGGTGTCGAACACCTTCTGCGCGACT
GCCTGGACGAAGGTCTCGGCTTCGATCTCTGGCACCTCAGGGAGCTCGCGGCCATTGATG
CTCAAGAAGGCGATCGCGCTGAGCCAGGCGGTCCGCTTGTTGCCATCGGAGAAGTATTGG
GTGGTCGCGAAGCCGTGGACGTAGGCGGCAGCTTTCTCCCAGATGGTGGGGAAGGCTTCG
CTCCCAAACGCGCCGCTGCCGGGTCGGGCCGCTGATGCTTCGATACCGGCCCGGTCGACG
ACGCCGACGCCGCCATCCTGGTCGGCGTTGATTCTGATGATCTGTTCGACCGTGAGGTAG
ACGAACTCAGTCACTTGAGGCGGTCAAGGAGGCCGGACCAGCGCGTCTTCGCCCGGGAGT
ACGCTTCGAGAAACTCCTCATCGGTCGCGGCCCGAGCGGTGTTCTGCTCGTCGTCGCGAT
CGGTGCGCAGCTGGTCAGCGAGGTGCTGATCAGTTCTCGTGTCGGCCATGTATCAGATGA
TACGTACCCACCGTGTTCGCGTCGCCTCGTCAGTCGAACCACCCGCCCATAACGTGAATT
ACGTGGCGGGCGAATCGTGTGGCGAGACTGGGTGATCTGCGAGTAGAAACGAAGACGGCC
TCGGCGGTGCTACCAACACCGGCCGAGGCCTTGCCACCCGTTCAGCTCTGACCTGAAGGA
TGACCGTGTCTCACGCTACCCAGGCGTGCGTTCTCGCGCGCGCCGACCTCGATCTCTACA
TCGAATCGTTCCTCGCCCGCTGGGAGAACCCCAACACCCGCGACGCCTACCGTGCCGACC
TCGTGATGTGGCTGCGGTGGTGCGAGCTGCATGACAAAGACCCGATTGGCGACGCCTCCC
GGCCGCTGGTGGAGATGTGGATGCGCTGGCTGCGCGACGAGCGCAGCAACTCCGCGGCCA
CCATCAACCACCGCGTCGGCACCCTGGGTCAGTTCTTCGAGATCGCCCTCGACGACGACC
TCGTACGAAAGAATCCGTGCCGCCTGGCCCGCCGGCCGAAGGTACAGCCCAACCCCGATC
AGCGGATCGCGCTGACCCGCCCGGAGTTGCAGCGCCTCGAGGCCGTCGCCGCGGCGTCGT
GCCCAGCCGATCACGCACTGGTGATGCTGATGGGCTACTGCGGACTCCGGGTGTCTGAGG
CGTGCAGTCTGGACGTCACCGACTGCCACGAGATCGCCAAGGCGCACCGGTGCGTACGGT
TCGTCGGCAAGGGCGGCCGGCCCGCGCTGGTGCCGATGCCTCCGGCGGTGCAGCGCGCCG
TCGACGCCGCGATCGCAGGACGCACCGAGGGCCCGCTCATCCTCCGCCGCGACGGCTCCC
GAATGACGCGCCGGTCCGCAGACCGGGTCGTGAAGCGGCTCGCGAAAGCCGCGGCGATCA
CGAGCGTGACGGTCTCCCCGCACACCCTGCGGCACAGCTTCGTCGTCTCTGCGCTCGACG
CCGGCGCGGCGCCGCGCACCGTGCAGCTCTCGGCTCGCCACGCCGACATCTCCACGACCC
TGTCGACGTATGACCGCGGGCGTCAGGCCCTCGACGACCACGCCGCCTACATCGTCGCCG
GATACCTCGGATCATCGGCGGCCTGACCGTGGGTGACACGTAAAGTGTTGCTGTGCAACA
TCTTTGGCTGCTACAGTCATGTCACAAGTTCAGAGCGGGTGAGGTTCAGGAACACACACT
GATCGCCGACGCGGGAGCGACCCGGCCACAGCAGGCAACAATGAGAATCCGATCGCAGAG
GCCCATGATGCGACACCCGCTCTGAACCTGGACAACGAGAAGGCCCCCACCCTCGCGAGG
GTGGGGGCCTTCGTCCGTGCCGGGGCTACTCGGCCGGAGTCTCCGGCTCGGGCTCCGGCT
CCGGAGTGGCCTTCCAGGTCGGCGCCTCGTAGCTGTAGCTCGGCGAATCCCCAGCCATCG
TCACCGGATCGGTGTTCGCGCCCCCACCGATGGAATCACCGTTCGTCGACACGATCGGCG
GCGGGCACGGCGCCACACCTCCGCCCGCGATCGGCATCACGCACGGCTTCTCCGCTGCGG
CCGCGACGCCCACCCCTCCGAGCATCCCGGCCCACACCACGGCCGCACCCACTGCGGCGA
TCACACTTCGTCTCATCCCTACCTCCAGGTTGGTGGATGCTTGATTCATCCATTGTGGAT
GACTGAACCATCCACTAGGGTGCCTGTCAAGAGGGAACGGAGGACTGAGTGACTATCCTG
GGAAACGTGGCAACCAGGCCGGGGCGTGACGACGAAGGCCGGCAGATCATCGCAGCGGCC
CTGCGCGCCGAGATGGCGCGCGCCGGAGTGTCCGGCCGCCAGCTCGCCGAACGAGTCGGG
AAGAACCACCAGTGGGTCCAGCACCGGATGTCCGGCAAGGTGGCGCTCACAACCGACGAC
GTCCGCCCCATCGCGGCAGCCCTCGACCTGCACCCTCGCGAGTTCCTGGCCAAGCTCGGC
GACGAGCTCGAGCCGCTCGACGACAACGACTGAGTCGTTCGTCGCCACCCGGAGGGACCC
CGGACGTAGATTCGTCCGCATGGATGACCAGAAACGCGCCGAGAAGGAACGCAAGAAGGC
CGAGGCGAAAGCCTCCCGCGACGTGATGAACACCCTCAAGCTGCGCGAGCAGATGACCCT
GAAAGCCGGGTTCGGCGGGCTCGTCTCCAACGGCGTCAGCATCGGGTTCGGCCGCAACTC
CGACCAGTGGTACGCGATCGCCGGATGCCACGCCACCATGCGGTACGGCGCCGTGGACAA
CCACCAGAGCGCCGGGAAGATGGCGGCCGGGTATGCCGTCGGCGGATGGAAGGGCGCCGC
CGTCGGTGGCGCGATGGGCACGACCGTCCAGAACATCTACGTCGACGTCACGTGGCCGAA
CGGCTACACCATTTCCGGGCTCGGAACCGGCGAAGGCGACGCACTCAAATTCATCGAGCT
CGTCAATCGGCTCAGCCAACGCCCGAATTAGGCGGCGAGACGGTCGATCGCTTCCCGTTT
CCGATCGTCCGACGTCGCGACGTAAATCGCCGTCGTTTGCAACGAAGAATGACGAAGTAG
CTCCTGGGCGACACGCAGGTCGGCGCCGTTGGAAACGAGCTGGGTGCCGAAGTGGTGGCG
CAAACAATGGGGCGTACCGGGGACCCGATGTCGAATCATGTGCAGGTGAATTCGTTCAGA
CACCGTACGGCCACCGAGGTGTTTCGCCCGTTGGGACGGAAACCAGAATCCGGTCTGCGG
CATTTTCCGGGCGTGGTCGATGACCGGCTGGGCGGCCGGTAGCACGTACGACGATCCGCC
TTTGCCGGTCACTTCGATGGTGCGGGCCTCGGCGTCGAGGTGTCGGGAGTGGAAGCGGGC
GACCTCGTGGACGCGGAGTCCCTGCAGCCCTGCGAGCAGCAGCATCGCGGTGGTGACGGG
GTCGTCGGCGGCGCCGTCGAGGAGGCGTCGGTACTGCTCGGGCGTGACGGGCCGCGGTTG
CCGGCGCGGTCGCTTCGCCGCCTTGATGGGGGCGACGGGGTTGTCGTCGCGGAGCTTGAC
GGCGATGGCCCATTTGTAGAACGCGGTGAGGATCGAGTGGTAGACGGATCGGGTGACGGT
GGCCAGGTCGTCGCGTCCGAGCCATGCCGCGATTTGACCGGTGGTGGCGGCGAGAATGGG
TGTCTCGATATCGCGTTCGAATCGTCGGAGAACGATTCGGCGGTCTTTCACGGTGCGGTT
CGATTTGCCCTCGGCGTAGAGATGGGTGATCCAGTCCTCAATTACGTGGGATGTCATTTC
AATATCGTTCGCCACGGGAACCACTTTCGCCTCATAAGTCACATAACGGTCTAACAACGC
ACGTTGCCCAAAACGCAATCATCTGCACTGATCAGCAACACAATCCGCCATCGGAAACCA
CTGGCACGGAGGTACCAATCTGCAACGTCCCATTTCAGGGGACACAGCCCGTCCTCGCTA
CCGCCGAGATCGCGACGCGAATCGATCCACCGACCCGATGCCTCGCGCGAGAGCACGCGT
CGCCCGCAGTTGGCCTTCGAAGGTCGCTGCCACCACTCGCGTCAGAGCGGCAAACACACG
CTCGAACGGCGACATCCAGCGCGGCAGTCGGTACGGCGCGTTGTCGATCCAGACGAACAC
CGCCAGACCGATGACGGTGTAGATCAGTGTCCACGCGGCGACCCACAGGATGCCCTCTAC
GACGGCGCCGATGCTCATGCCGCGTCCGCGCTCTCGGAATCGGTCTGGCGCGAAGGGAAC
GTGCACACCGTCGCCCCTGGTTGGCTGCCGACCTTGTAAGCGAGCGGTCGACGGTTCGAA
CCCGTCAGGGGGCTCGAATCGCCCTCGTCCGGGCCGTCTCGGAGTCCAAGGACCCATTCG
GCCGGGACGCGGGTGATCATTTCGATCCGCTTCGCCAGCGCGACGACGTCGCGCGGCCGC
TGACGATCAGTCTCCCAGCCGGCGAGCGATCCTGGCTTTACTCCGAGTGCGTCAGCGAAT
CCCCGCTGGTCCAGCCCTGAAACCGCCCGCGTTTTGCGGATGCGGTCACCCAATGTCCAC
GTCGGAAAGACGTGTTCCCCGTGGTGTGCGTCTGCAGTCATGCACAAAGCATGGCATACG
CAGGCAAACCGGGGCAATACTCAATTTCTGTGATTCACATTGCCTGCCGTCGTTGACATT
CTCTACCGCAGCATGCTTGGTTTAGACCCATGCAAACAAAGCATGCTGCGGAAGACAGGC
TCAGCGTAGGTGAAGCCGCCGGCCTCATCGGAATCTCTGTCGACACGCTGAAACGCTGGG
AACGAGCCGGTCGGATCTCTTCGACCCGCACTCCCACCGGGCACCGCCGCTTCCGTCGCT
CCGACGTCGAGGCACTCCTCACCGATCGGGCGGAATCGGCATGAGCCCCACCGAGCGCGC
GCCCGCGCTCCGCTCCACATAAGACCCCCGTCGTTCGGCCGTGTTCGATGGGGAAGGCCG
GGCGGCGGGATTTCCACCCTCAGAAGGGAATCCAGCCCAATGTTGTTCGATTTCGTGTTC
CGCCATCTCGGATTCTGCACCGTCGTCGCGTTCTTCGTCGGCGCCGGAATCCTCATCCTG
GTCGACCTCTCCCGCTCCGCATTCGGTGGCGACTTCGACGCGCTGACCGTCCACAAGGGC
GAGATCGTCGAGGTCGACCAGTGAGGAACAAGAACGCCAGAAGGATCTACGAAGGTCAGG
CCGAGACCCTGAACAAGAGGGTCGAGCAGTACGACGAGTCTGCTGCAGACCTCGGAAAGA
CATTCAGCCAGCTCGCGGAGATGGGTGACCCGTCGACCAAGGAGCTGTGCCTCACCCTCG
GCAGTGCACTCATCCAGTCGAACGTCCTCATCGCCCGGATGATCTCGGTTGCCCAGGCGG
AACACAGTCTCACGGCCATCGCCGCCGCTGCCGGATACCTCACCGACGAGCGGCTCCAGG
CGAAAACGGCAGAGATGGGAAGCGACGTCCCTTCGCGACTGAACGACGAGACCCGGCTCC
TCATCCAGGAACAGGGCATCACCGTCGACCCCGATGCGCTCGCTGGACTCAGCGTGTCGC
TCGACTGCGGCAACGGCGTCACCAAGCACCTCAGCGCCCTGGGCGCCAACGAACTCGGCC
GCGCGCTCGTCGCCGCGTGGGCCGCCGCATCTCAGGGAGAGCGAGTCGACCAGTGAGCAA
CACGATGAACTACCGCGGCGACTGCACCGAGTTCGACCCGGAGCAGATTCTCGGCCCCGA
CGTGCACGGCGCCTACTACCGGATCGTCGACGCCGACTACGACCGCGCCACCGACATGAC
GAAGCGGACGTTCAAGCCGATCCCGCCCAGCGAACTGTTCGGGGGCCAGCGATGAGCGCC
GGCGCGGTCGAACTGATCCGCAGCATCCGCCAGCAACAGCCCGACCTGAGCGTGATCATG
TCGATCCAGCCCCACCCCGAGGGTGGGGTGGTCACCGCCGTCACCGTCCTCGGCCTGCCG
AGCAATCGGTACCCCGTGACGCGTGAGGGGGACTACGGCGACGAGTACATGCTGTCGGTC
CATGGCCCGGACCAGCGGGACCCGAAAGCGTCGCTGTCGGTCACCCGCTACCACGACGAC
AACGTCGTCGCCGCGTTGCAGACCGCCCTGGACTACATCGTCGCCCGGTCAGGGGCGGCG
CAGTGACCTCGGCGTCGCGCTACGACAGCGCCAACATCCCGTCGAACATCGCCGACACCC
CAACCTCGGAGCAGATCGCGAAGCGTCGTGAAGCGGTAGGGCGGGCGATCGAGCAGCTTG
GTACGGCGTGCGCCCGCAAGGGCGTCGACTTCGCGATCGTCCAGACCTCGCTCGTCGGGA
AACCCGCCCGCCGCATCTCCATCACCAACCAGCGCACCGGCGAACGCATCTCCGTCCACG
GTGAACTCCTCGACGTCATCGACACCGCCCGGGACCGGTTGAACCGCGAGGACTGGGACC
GATGATCGCGACACGAGTGATTCTGCGGGGCCCGAAGGCCACCCTCGACGAACTTGCAGC
CTTCGTCGCCGAGGCACGCCACCGCGGTGTCGCCGGTGACGCCGCGATCCAGTTCCGCGG
CGCGACCGGGCTCGGCGCGTTCGCCGCGTTCTCCGTCGACGTCCCTGCTCGCCTTCCCGC
TGCCCGCGGTGACGAGGACGTTCATAGCGTCGCGGTCGCCTGCGACTCAGGCTGCGGCCG
CGAGGTGACGCTCACCTTCGCCGCCCCGAGTCCGGACGCTGCCGCCGAGGCCGCGATCAA
GCGGCTCACCGCTGACGACGGCTGGTCAGTGCTCGACGGAAACCATTGCCGAGCACGCTC
GCTCATTCGCGCTGGATGGTCGGCTGCGCCAGGCCCGAAGCAGGACGGCCACGAGATGAG
CGCGGAATCCGCAGGGGGAGAGTCGTGACCTCCGCCGTCGGATCTCGGATCCGCACCAAG
TTCCTCGAGTCGGCGGAAGCTCTGCCCTGCCCTGAGGGCTGGTCGTGGACGGTCGTCGAG
TACGCCGCGTATCACCGGGCGTGCCAGGACGGAATCCCCACCCTGCACCTCGAGTACGGG
TGCGACGACGACGTCGAATTCGTGTACCTCGTTGGCCGCCACGACCTCGAACCCGAGGCG
GTGACGGGATGACGACCAACGTCCCCATCCACCGTGAGGAAGTCGCACGCCGCCGCGAGG
CCATCGCCGAGCTGACCCGCGCCGGCCTGTCGGCCCCGGAGATCGCGATCCGCCTGAACG
TCACCGCCCGGACCGTCGTGCGGCACCGCGCCCTAGCGGGTGTGTCCAAGCCGACGCATC
CACGGCTCACCGAGGAACAGCTCGCGACCGCCCGCCGCCTCATCGACGAGGGCGCCCCGT
ACAAGGAGGTCGCCCGCACGATCGGCTGCCACGAATGCACGGTCGCTCAACGCTTCCCGG
GCCGCGGGTGGACCCGCAAGCAGATCGACGAGTGGCGCCGCGAGGTCCGACTGTGGGCGG
ACGCGTCATGAACTCAATCAACTCGACGGTGTTCGTGCCCGGACACAACCAGTTGAAGCG
GTGCCGCGGCTGCTCGGCACTCATCTTCTTCGCCGTCACCCGCGACGGCCGGTCGATCCC
GGTCGACCACAAACCGCGCCCCGACGGCAACCTCGCGATCGCCCCGCTGCAGGACGGCGA
GAAGGCGCCCCGCGCGACCGTCATCCGACCCGGGCAGGCCGCAGGCATGCGCGCCGCCGG
CGTCCCGGTGTTCTCCCCCCACTGGGCGTCCTGCCCAGAAGCCGATTCGTTCCGGCGCCG
CGCCCGCGCGCGCGGCGCCCGCCAGAAGAAAGGTGGCCGCCGATGAGCTTCGGCCGAGTC
CGCTACGAGGACATCGACAACCGCACCCAGGAGGCGAGAGCCGTGCAGGTCGCCGGCGAC
GTCCTCCGAGACGGCCGCTGGGTCGTCGTCCACAAAGACGGCGGAACCCGCACCGAGATC
CCCGAAACGAACGTCATCTCCATCGACTACCCGAAAGGCGACGACCAGTGAACACCACCG
CCGCAGACCAGCCCACCACCGAGCGCAGCCAGTTCGCCGAGCGCGACAACTTCCGCGACC
TCACCCCGTACGAGGAAGCGATCCTCCACGGCATGACGAAACCCGCCTACTTCCCGGGCC
GGGGCTACTTCATGGTGCAGGGCGTCTACCAGGGGTACGCCGACGACCGCGTGATCACCC
ACCGCGACGGCACCATCGAAGTGGTCCCGGACCCGCGGATCGCCCGCACCGACCGCCGCC
GCGCCCGGAACAAGGCGGGACGGAAGTCGCGCCGCATCAACCGGATTCGGGCACGGCGAT
GAGTGTCCGCGTCGACACCACCGCAGATCTCGAGCTGGGGAGCTTCGGGATCGACGAGTG
GACCAACGTCGCGTCGGTCCGGCCGGCCTTCATCGCCCCGATCGATCTTGAGGACGGCCG
CGGCGCCCGGATCCGCCTGACCGCCAGCCTCGGTGCGCTCGCCGACACCGCCGAAGTCAT
CGTTCCGTTCACCGACGTCGCCGAGTTCGTCGACCAGGTGCGCGACGGCGACGTCGACGG
ATTCGAGGACGCTCTCGACCACCTCCCGCCCCGCGGGAAGTCCCGCAAGTACATCGACGC
CTACACCCTCGGCCAGGTCGAGGCCCGTGGGAGGGCCGAGTGATGACCGAACCCCGCACC
CTCGCTGACGTCGTCGAACGCGTCGTCACCCTCGCCCAACACGACCCCGACGCCGCCCCG
GTCGTGTCACCGGCGTACGGGAACAAGGCACCCCACATCCTCAACGGCCAGCCGAACACC
ATGATCGCCGACGTCCTGGAGCTCGGCGCGGCCCTCGAACGCGGTCTGTCGTGGAACGTC
GCTCCCGCGACGACACTGCTCCGGTCGCTCAACCACCGGTGGGCCACCCCTGCTGACGTC
GCCCGCGCTGACTGGCTCGACCGCGTCGTTGAAGCCGAACAGTCCGGCGCGACACGCCTC
GCCGCGATCCGCGCCGCGGGGGAGGTGCCCCGGTGACCGTCCTCGAGGTGAAGAACCCGC
CCGCCCCGGGCAGCGACGAGTGGCGGAAGGTTGTGTCGCCGTCGAAGATCCCCGCGCTGC
TCGGTGTGTCTAGGTTCCGTTCGCAGTACACGGTGTGGCACGAGATGGCGGGCCTCGTCG
CACCCGAACCGATCGCCGAGGCCCGCCAGGACGACTTCGACTACGGCCACGCGTGCGAGC
TCGCCGCCCGCGAGTACTGGCTGTACAAGAACCCCGGGTGGCGGCTGTCCCGCGGCGAAG
TCGCCTACACCAACGACGCCCTGACGTTCCCGAACCTCGCGACCCTCGACCTCCGCGCCT
CGCGGGGCCGCACCCGCAAGGTCGTCGAGGTGAAAACCGCACGCGACAAGGAAGAGTGGG
GCGACGACGGCTCCGGAGAGGTACCGGCCGACTACGCCGCCCAGGTGATCGCCCAACAGC
ACATCACCGGCTGGACGTCCGAGCCCGCCGACATCGTCGTGTGGTTCCAGTTCGGGAAAC
CGAAGATCTACCACGTCGACTACGAACCCCGGCTCGCTGCAGCGATGTTCGCGCGCATCG
GAGCGATGTGGCCGTCGATCGTCGCGCAGACCCCGCCGCCGGACCTGGACGACTCCGTGT
CGACGTACGAGACGGTCAAGGCGATGCACCCGGACATCGACGGGTCGACCGCCGTGCTCG
ATCCGGTCCTCGCGCGTGACTTCCTCACCGCCGACGCCGATCTCAAGACGGTTACCAAGC
GGCACCGCGGACTCAAGACCCGCGTCCTCGACGCCATGGGCAACGCGCAGCACGCCGTCG
CCGGCCGCCCCGAGCAGAAGATCGCCCGCCGCCAACCCGGACAGCGTGGCTCCGTCTCGC
TCTACCCGATCACCAAGACCGACCCCGACAGCATCACCACGAAGGAGAGCAACGCCGCAT
GAGCAGCACCGAAATCGCCACCAAGCAGGGCGCCGTCGCGACACAGCCCACATCCGAACT
CGCCATCGCCCCCGGCCAGTCCGAGTTCAGCGAAGCGCAGGTCGCCGCGCTCGCCCAGCT
CGGCGTCCAGGACGCATCGCCGGGGGACCTGCAGGTGTTCTTCCACCAGGCCAAGAGCAC
CGGCCTCGACCCGTTCAAGAAGCAGATCTACATGATCGGCCGCAAGACGAAGACCGGCGG
CTACCGCGGGGAACCCGAACGGTGGGAAACGAAGTGGACCATCCAGGTCGGCATCGACGG
ATACCGGCTCGGCGGCCGCCGCGTCGTCAACGCCCTCGGCATCAAGCTCGACCAGGACGG
CCCGTACTGGCACAACGGCACCGACTGGGTCGACGTGTGGCTCGACACGAACAACCCGCC
GCAGGCCGCGAAGTTCGTCATCATCCGCGACGGCGAGCGGCATACCGGCATCGCGAACTA
CTCCGAGTACGTCCAGACAAACCGCGACGGGTCACCGAACTCGATGTGGAAGAAGATGCC
GGCCAACCAGCTCGCCAAGTGCGCCGAGGCCGCCGCCTGGCGCCACGCGTTCCCCGACAC
ATTCTCCGGGGTGGTGTTCGAGGACGCGGCCCACCACACGGTGATCGACTCCGAGGTCGT
CGATGAGGCACCGAAGAAGGAAGGCGGCCGTGGCGCCGCCGGACTCGCTGCAGCGCTCGG
CGTCACCGACGAGGACGCCTCGGAATCGACTTCGAAACCGGAATCCGAGCAGGTAGTCGA
CGCGGAAACCGAACCCGCCCCGACGTCGCCCAACTCTCCGACTGCCGAGCAGGGCCAACG
CGTCAACGAACTGTTCACCCGCGCAGGACTCACCGCCGACGACGGCACCGGCCGCGGGAT
CGTCGTCGCCGCGCTCCTGCCCGACCGTGATCCCTCCGCGGCGCTCACCGCGGACCAGGC
CGATCACGTGATTGCCACCCTCGAGCAACTCGTTACCGAGGGAGAGAACTCCGGAACCGG
AGACCAGGTGCTCATCGACACCGTCGAGAGCCTCATCACCGAGCACGACACGGAAGGACC
TGCCAAATGACCACCACCGAACTCTCACCGAACGCCGCGCAGTTCGCCGCCACCGCCCAG
GCGCCGAAGAAGAAGGCGCGCCCCGACCGCGACCTCGTCGTCTACTCGACGAAGTCCGGG
AAGTGGCACTGGAAACTCATGTCACCCAACGGGAAGCTCGTGCAGGCTCGTTCCGGCCCG
GACGGCTACAAACGGCGCGACGACGCCACCACCGCCGGCCGCCGGCTCCTCGCCACCATC
GCCGACACGGCGGTCCGCCTCGTTGTCCACAAGGCCGACGGCACCATCGACGACCGCGGA
CTCATCTCGTGAGCTCCGAGCAGCACGTCGCCGACGCGAAGACGGCACTCGCCGACGCGA
AGGCTGCGGGCGCCGGCGCCGCGGCGGGTTATCACCTCGTCGTCGCGCAGACCTACGCGA
TCCTCGCGCTCGTCGACGCCCTCAGCAACGTGTCGCTGCCGAACTCGAACTACACCATCC
ACCACCGCCCGGAAGGAACGCCCAACCATGGCCCTCGCTTCTGAACCGCCACCCGAACTT
CCCTCCACCACCGCAGGTCTCGACCCGGACAGTGACGGGCAGTACATCAAGATCCGCGTC
AACGGGCTGAAACTCGACAACCCACCCGCCAAGGGCGAAGCCGTCACCCTCATCGTCAAG
GGCACGTGCCACGAGATCCACGACAAGACGATGAAGGACGGCGAGGACAAGGTCGTCCAC
TACATCGACGCCGACTCGGTGTACGAGCGCGGCAAGGTCCCGATAGTCGACGAAGGACCG
AAGGGTCTGTTCGACTTCGTCTCCGACCAACGGCTCTGGGAGACGGCGAAAGACGCCGCA
TTCGAACGCGGCGAAGTCCTCGACGACGTCGTCACCGGCTGGCTCCGCGACTACATCAAC
GCCGAACCCGCCGACGGCGAGAACCAGGGCGACGACGTCGACACGAAAACCGACGGCGGC
CAGGTCATCCGCCCCGCGTTCTCCGACCAGAAGAAGGACGACTGACCGATGCCGTTCGTG
CTGCTGGCCGTGGCCAACCTCGCCCTCTTCTGCCTCGCCCTCGCCGCCATCCTCACCGGC
GGCTGGCTACTCCTCGCCGCCGCGTGGGCGCTCCTGATCGTCGAAGCGCTCTCCGTCGTC
GGATGGGCACGGCTGGCAGCACACCGCGCCCGAAAGGACCTGCCCCAATGACAGACACCA
CCGAGCCGACCGTGCCGACATGCAGTCTGTGTCGGCGCGAACGCACCCTCGCCGACGCCT
ACGACTACAACCCCCTGCAGGTCATCACCGGCCAGCCCGTCGGCTGGTACTCCGGCGACG
ACGGCGAAGTCTGCCCCCAGTGCATGGCCAAGACCCTGAACGGCCAGCTATGAGCGCCCA
GGGAGATCGCGTCCGCTACCAGGGCCGCGACTACACCATCCTCACCGTCACCGACCTGCA
CTACGGACTGGTCGACGAGACCCGCCCACCCATAATCGACGACCAGAACGGACAGCAGGT
CGCGCACCTCGCGGTTCGCCAAGAGCAGGTCGACCCGTCGTGATTCACGAACTCAAGATC
GATGAACGCTGGTACTACCACGTCCGCGACCTCACGAAGAACGTCGAGATCCGCGTCCAC
GACCGTGACTACCAGGCCGGCGACACGCTGCTGATGTACGTCCCAGAGAAGGGATGGATG
CGGGTCCAACGACGGATCACCCACGTGCTGCCTGCGGGGCTCGCCGACGGCATCGGCCAC
GGGTACGTCGCCCTCTCCCTCGACGACGGCGGCAAGCTCGCCGAAGTCGAGGAACGGGCA
CGGCGAGCCGAGAAGTCGAATGCGCCACTGCGCGGGACGATCACGCGGCTCACTCGGGAA
CTGAAGGAAGCGCGAGGTGACCGCTGATGGGAACCCAGCAGTGGCGTCTCCGCGACGTCG
ACAACCGTGGCCCCGACGGCGAACCACACGAGATCACCGGCACCCCGGACGAACTGATCG
CCTACCTTGACGGCCCAGTCCGCCGCGACCTCATCGGCGCCCAGGGCGCCGAACTCCTCA
CCCAGCTCATCGCCGCCTACAACGCCGGCGACATCGACACCGCCCGCACCATCGGCCCGA
AACTCTCCATCTACACCGAGGAGGTGACGAGTGTCTGACTTCACCACCGACGACATCGCA
ATCGCCATCGAGATCCCCGGCGTCTACGACGGCACCAGCGCGTACCTCCTGAAAGACGGA
ACCTGGCGAAACCGCTGGCACGAAACAGACTTCGACCACCGCTACGGCCTCACCCAGGAC
TGGATCGAGCAGAACGGCGACGCCTTCCGCGAAGCCAACCGCGACCTCCTCGACAGCACG
CGATCATGACCCTCGCCCTGACCGCCGACGAGCGCGAACTCCTCCGCGAAGCGCACCGCG
TCATCGCTCCGATCGTCGCGACGTCCGGCATGACCGACCACGTGCGCACCAGCATGAGCG
GCGGCGGAAACGGCCGATTCTCCTACGCCGTGCGCGGCAACAAACTCACCGGCTGGTGGC
CCACCCAGTGGAACCCAGAGCGCGAAACGTCCATCACCCTCACCCGCGTCCAGAAGTGGG
CCGACAGCCTCCCAGACGAGCTACGGGCCCGCGCACTGGTCGCATGGCGGGTCTACCCGG
TCAACACCCGCGACATCCCCGCGCTCTACCGCATCACCCTCGAGGCAATCGGCCTCGACC
AACCAGCCCAACTCGACCTCTTCCAGGAGGTGTCATGACAACGACGAGGGCCATGGGCGC
GCACGAAAGCAACGCGACCGGCACGGATACTTGGCTGACGCCGCGACACATCCTCGACGC
ACTCGGACCGTTCGACCTCGACCCCTGCGCCGCACCGGATCCCGATCGGTGGCCTACCGC
GGCGCAGCACTTCACCTACCGCGACGACGGCCTAACCCAGCCCTGGCACGGCCGCGTCTG
GTGCAACCCGCCCTACTCGCAGGCATGGCGGTGGATCGACAAACTGGCTGACCACGGCAC
CGGAACCGCCTTGCTGTTCGCCCGCACCGAGACCGCGGCATTCCGCCGCCACGTGTGGGA
ACGAGCCACCGGCCTGCTGTTCCTCCACGGCCGCCTCACCTTCCACCGCGAAGACGGCGC
CGCCGCAGTCGGAAACGCCGGCGCCCCATCCGTCCTGATCGCATACGGCCGCGAAGACGC
GCAGCAACTCGCTACCTGCGGACTATCCGGCGCATTCGTCCCGGGCTGGCTCTCGGTCGT
CGGTGAGCGCAACGCGGAAGGACTCTTCTGATGTCCCGCGAGATGAAACCCCTACCCGGG
GTCCTCTCGACGGCCGAGCGGATCCGGAACCGCCGATGCCTGTGGTGCGAGTGGCATCCC
GAAGCGCAGGGCCACCACCCCGACTGCCCGACACAACTACACGACAACGAGGAGGTGCCG
AACAGATGACCTGGTTCAAGGTCGACGATGGGTTCTGGTCGCACCCGAAGACGTCCACTC
TGCCGGCGTCTGCGATCGCTTTGTGGGTCAAAGCTGGTGCGTATTCGTGTCAACACTTGA
CCGACGGACGCATCACGCCCCAGGTTCTGAAACTCCTTGGGACACGCAAATCTGCGCGCG
ATCTGGTGACAGCAGGACTGTGGCTCGAAGTAGACGGTGGGTGGGAGTTCCACGACTGGG
CCGAGTACCAGGAGACCAGCTCGGACGTGCGGAAACGGCGAGACGAGGCGAAGGAACGTC
AGCGCAAGTCCCGCGAAGCTCGCACGAACAAACAGCGTGAGTCACAACCGAAGTCACGCG
ACATGTCACACGTGACAGAGAACGTGACGAACGGTGTGACTTCGCAAGAAGTTTCTTACC
CCCGACCCGACCCGACCCGACCCGACCATTCTTCTAGTTACGTTGAGGGGGAAGGGGTAC
CTACCGAACGCGACAGCGACGAACCCCCAACCCCCCGCTGCCCCAAGCACATCAACGACG
AACGCCCACCGGCATGTGGCGCCTGCGCTGACGCGCGGCGAACCCGCGAGAACTGGGACG
CAGAGCAGACCCGCTCCCGCGTCGAAGCCCAGCGATCCGAACGCCACGCCCTCGCCGAAC
TCGCCCGCGAGGCGATCGCCGCCTGCACCCTGTGCGACGACAGCGGGTACCGCGGAGCTC
GCGTCTGCAACCACGATCCCGACACCGAAGCACGCGCCGCCCGCGGCCTCGCGCTCGTCC
GCGAACAGCTCGCCAACTCCGCCGCGAAAGGAAGCTCGTCGTGACCCAGCCCCACCTGCC
CGACTTCGCCGCGCACATCCCGTGCGACTCGGCCAGCCCCCGCGTGGTGTGCACCGCGCC
CGCCACCCACCGCGTGGTGATGCACCCGCCGAAGACGCCGAACGACCACACGTGCGGCCA
CCACGTGACGCTGCTGTGCCAGCACTGCGTGCAGGTCGTCCGAAACCACGTGCGCCGCAC
CCTCACGAAGAAGGGCGCACCGCAGCCTGTATGCCCGGTGTGCGACATGCGGTTCTACGC
CATCCGTGACGTGATGCAGGAGGTGACGGAACTGTGAGCACCGAGAAGCGTTCCAAGGTG
GTTGCCGTCGACACCAGCGACAGCGCCGACTCGCCGATCGAGTGGCGCATCCACGTGATG
CGGCACCCCGACGGATTCGGGCGGCTACCGGCCGGCAGCCCGTCGGCCGAAGACGTCCCG
ACCGATGCGCTCCGCGCGCTCCTCGCCTTCGCCATCACGGGACTCGCCCTGTCGGGTGTC
GACGAGGCCGTCGGGATCGTTCGCGACGTACTCGCCCGTGACGCCGGAGAACCGATCACG
CAGACGAGCGCCGTCATCGCAATCCCGACGATCGACCACCTGGGTCCGAACGACACCGTC
GCCTCCGTGTACCGGCGGGCCGCATGGAATCTCGACAACGGATACGAGCCGGGAGGGTCC
AACGTGAAGGCATCGATAGCCCGGACACTGCTTGCCGTCGCAGACTCGATCGACGAGGCG
AACTCGTGACGGGCCGCGACATCGTCGACGACATCGACGCCCTCATCGACGAACAACTCG
CCGCCGGCGAAACCGGGCAGGCCCGCCGCGCCGCCACCGCCGACCGCCGGTGCGGGCACT
GCGGCCGCGCGTGGCACGGCCTCGCCATCACCACCCGCATGGAGGAGATGCGCCGCGAGT
ACCTCACGAACGTCGTACTGGCCCGGATGCGGGGCGAGGAGTACGAGTACGCCGAATCGG
CCATCCTCGGCGACTACCGCCACGCCGACGACGACTCCACCGTGCTGTGCCCGGGATCCG
AGTTCATCGGACCCCTACCGTCGACGTGCGACGCAGCGGCGAGCCTGACCGACGACGACG
GCTGCCAGTGCCCCAACTGCCTGATGTGGCGAGCAGCGTTCTTCGCCGGCGTCAGGCGGA
CCGAACAGTGGCGAGAACCGGCCCGCTGGTGGCGACTCGACATCACCGCCCACCGCCACC
TCGAGCAGATCGAAGTGACCTTCGAAGTCACATCACTCGTCATGACCGTCACGGACGGAT
TCGACATCCGCACCGGCACGATCCCACTCCTCCGGGACCCCGCGACGGGGTCGACCAGCC
ATCACAGCTACGACTCGGACGGTCTGCCGCTCACCCTCGACATCCACGGCGTCCGCCCGC
ACGACCTCAGCGGCCTGCTCACCTGGCACGAAATCGACGGCCCAGGAGGCGACTACGTCC
GCTCACGCGCCGTCGTCTCGACCAACCGCGTTGACCGGTGGTTCGACGACCACGGCCTGT
GGTTCCTCGCACCACGCGAGATGCGCGCCGTCGGGCGCCGCCTCATGGGCTTCGCGCTCG
ACGACGGTGGTCCCATCCGCCCCGGCCGCACCCGGACGATCCCCGACGGAGCGCCGTACC
TGCCCATCGGCATCACGATTCCGCAGCGCGGCGACACCGTCGGATACGAGATCGGCGGGC
GCGTCTACACCGGCGTCGTCACCGCCATCGATCCGGGCGAGCGCTCAAACGAGTACTCCC
TCACGGTCGAGGACCGCAGTTTCAACGTCAGGGAGGTCGAGTGAGCATCACCGGCCTGGA
CCCGTCCCTCACCAGCACCGGCATCGCGATCCTCGGCCGCTACGACGGCGGCGACGTCGC
TCACGTCCGCACCCTGCGGTCCGTCGGGCACCGCTCCACCGACTCGAAGTCGTGGGTCCA
TCGCTCCCGCCGCATCGTCACCCAAACCCGGTTCGTCGTCCAGGCGATCCCCCGCGACAC
CGAACTCGTCGTCATCGAGGAGATGCCCGCCCACATGAAGATGCAGCACTCACTGATCGA
CCGGTGGGTCCTGTGGTTCGGCATCGTCTCCCAGCTCGACGCGCTCGGAATCCCTGTCGC
CGTGGTGAATCCGGCGACCCGCGAGAAGTGGGCGACGGGGAAGGTCGTGCGGGGCCTCGA
CCCGAAGGACCGCAAGGCCCGCGTCACCACCGCCGTCCGCGACCAGTGGGGACCCCACAT
CGAGCAACGCATCAGCAACCACGACGAAGCCGACGCCCTCACCCTCGCCGGCATGGGGGC
ACTCCACTCCGGCTGGACACTCCCGTTCGACGTCGGGACCTGGCAACACAATGGCCTCGC
ATCCGTCACCTGGCCGAAGGAGGACGCGTGAGCACGTACCACTACCTCGAATGCTCCTGC
CACAACCCGCCACTGACCTCTGACGAGGAGGTCGAGCAGCACCGCGGTACCGAAACGCTC
GAGAAGGTTCGAGAGCTGGTCCGCAGACGCGATGTGATCCTGCCGCTTGTGCGTGCCGAA
CTCGTCGACTACCCCGATGACCGGTACCTGCGGAACGCACTGACGTTCCTCAACGATCAC
GAGCACTGTGTGATCGGACTCGTCACTGAGTACGGGGAGCGGGAATCGATCCGATGACCG
TTTGCCCGCGCTGCCATCTCGAGGTCCCGGCCGCCGCCGACGCCTGCGACTGCGCCCCCA
CGCCCCCGCGTGCACCCGAGCCCGAGCGGCCCGCCGTGCCGGTCTACTCCGAGAACATGC
GCGTCGACCGAGACCGAGCATTCACCCAGCACGCCAACGAGAGGCACCCGAACCGATGAC
CCAGCCCATCGACGCCGGCCTCAATCCCCACGCCCAGGACCGCCTCGTCGAGAAACTCAC
AGACATCCACTCCTGGCTGTCCGAAGACCTCGACGCAACGCTGATCCGCGACACCGCGTT
CCGCGACAACTCGGAGCGGGTCTCCGGGAAACGCGCCGACAGCGAAGGGCCAATGCCGTA
CGACGACGCCGCGGCCGAAGCGGCGCGCGAACTCCACGGCGCGCTCCGCGCTGCCGTCCT
TTCGGTGTGCACCGAACGGGGACTCACCTGGCCCGGGGAACGCCGCAGCCCCTACCTCGC
GCTGTGGCTCGCCCGCCACATCGTGTCACTCGCCGTGTGCGACAACGCGACCCACATCGC
CAACACCATCATCGCCGCGCACGAAACCGCATTCGCCGCCGTCGACACCCCCGTCCGACC
GCACTTCCACGGGTACTGCGAGATGTGCGGACAATCGCTGTGGTCCCGCGGCGGCGACAC
CCTCACCTGCAAGAAGTGCCGCCGCGTCGTCGACACCGACTACCAACGCCAGCTCGTCGA
CACCGAGCTGGAAGGCCGGTTCTTCACCGCCAACGAACTCGTCGACGTCGTCCGCGACCG
CTTCAAGATCGACATCAAACCGAAGACCGTGCACGACATGGCCTACCGGCGCCGCGAACG
ATTGCCCGTCCGAGGCCGCACCCGCGACGGCCAGAAGCTCTACCGCGCCGGCGACGTCTT
CCACCGACTCCGACAACAACAGGACCGACGACAGCAGAGGAAAACCTCGTGACCGACCAG
ACGATGCACGCCCTGATGGACGTCTACCGCAGCGACCTGAACGACCGCGACAACGAGATC
GCCAGCCTCACAATGCAGCTCGACTCGCAGCGAGACCGAGCAGACCGACTCGCGCGAGAC
AAGGACCAGGCCGAACGCATGGGCCGCGCAGCCAACGACCGCGCGCGAGAGAACCTCGAG
AAGGTGACCGAGCTCGAGCAACAGATAGCCAGACTCGCCGAGATCGACAACCAGGTGGCC
AAACTCAACGGCATCATCGCATCACTGAACCTCGAACTGGGCACAGAGCGAGAAGCCCAC
ACCGCCGCACGAGACGCGATAGCCGAGTTGCAAACCCGCGTCTCACGGTTCATGGATCTC
AAGGACGGGATGCGGCGCATCCTCGACGTCGTCCACTCCGATCGTCCCCTGCCGACCGAT
CGCAAGGTAATCGGAGTGCGGGAGATACTGGAAGAGTTCGGCTTCCATGAACACGTCCAC
ATGGCACCACAGGCCCCGATCGACGCGCCCCCCGACGATGGTGCTTGACAACCCTTGACA
AATCCCGAATCCTAAACACTCACATTGAGGTGCTGTGCCCACACGGGCCAGCACCTCTTC
TCATTCCCCCGTCGCGGCGCGGCCGTGCGCGCACCCTCGACACCACACACCCCGATGCTG
GGCTGGCATCCAATCGTGTGGTGACCGGGCAACCCCGCACCGGACCGACACACACGCAGC
ACCCGCGCCGCGACGGGCCCCCAACCGACACGAGAACCCCATGGCCAGACGCCGCCCCAA
CCCCGAACAACGCGGACTCGGACACGCACACAAACAGCAGGTCAAACACCTCAAAACCCG
CCACATCGACGGAACACCCTGCTGGTGGTGCGGCAAACCCATGTACCTCGACCGCACCCG
CAACCCCGACTACAACCCCACCAGCCCCGACCCCGCATCAGGCAGCCTCGCCGGCGACCA
CACCCTCGCCCGCACCCACGGCGGAACACTCGCCGACCGACTCCTCCACGGCCGCTGCAA
CAAACAACGCGGCGACGGACGACACGACCACACCCGCCCAGCCCTCACCGGCAAACACCA
ACCAGCCCCCACCACCCACCTCGCCATCAACTGCTGGCCCTAACAGCCCACCCCACACCC
CCACCCCCCAAAAATCCTGAAAGGGGGGCCTCGCACGCCACTCTCCGGTGAGTGGGATTT
TTTTGCGGGGGACCTGGGGGTTTCGGGCAGGAATCGGAGGGTTCTGTTGACGCTGGCCCT
CGATATGCGCGGTTCGGATGTGGTGGAGGAGCTTTCACTCGAGGGTGACTCCGTCGCGTT
GCGGTTGATGATCCGCGAGGTCGGCAGGCTGGTGGATCGGCTGGCGAAGCTGGATCTGAT
CCTGTCGGGCGACGTCACGACGTGGACGAAGCTGGTGACCGGGAAGGACTCGGTCATCGA
GGTGCGTGTCGATCACGCTCTCGCGGAGGCGCGTCAGCAGACGACGTCGCTGCGTCAGCT
GCTCGCGGAGATCGACAGGCAGCGCGGCGGCAACCCCGGAGGGGGTTCCG