##gff-version 3
##sequence-region Gordonia_phage_Baddon 1 57691
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	1	1593	172.0	+	0	ID=Gordonia_phage_Baddon_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	1634	2074	77.3	+	0	ID=Gordonia_phage_Baddon_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	2371	2619	12.4	-	0	ID=Gordonia_phage_Baddon_CDS_0003;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	2869	3141	20.5	+	0	ID=Gordonia_phage_Baddon_CDS_0004;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	3138	4169	117.0	+	0	ID=Gordonia_phage_Baddon_CDS_0005;transl_table=11;phrog=33939;top_hit=MG812487_p7;locus_tag=Gordonia_phage_Baddon_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	4166	4609	73.0	+	0	ID=Gordonia_phage_Baddon_CDS_0006;transl_table=11;phrog=21555;top_hit=MF919514_p7;locus_tag=Gordonia_phage_Baddon_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	4606	4794	19.2	+	0	ID=Gordonia_phage_Baddon_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	4822	4989	26.0	+	0	ID=Gordonia_phage_Baddon_CDS_0008;transl_table=11;phrog=21387;top_hit=MF919514_p8;locus_tag=Gordonia_phage_Baddon_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	5045	5440	72.8	+	0	ID=Gordonia_phage_Baddon_CDS_0009;transl_table=11;phrog=22356;top_hit=MF919514_p9;locus_tag=Gordonia_phage_Baddon_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	5537	6073	105.9	+	0	ID=Gordonia_phage_Baddon_CDS_0010;transl_table=11;phrog=4980;top_hit=NC_005355_p2;locus_tag=Gordonia_phage_Baddon_CDS_0010;function=moron, auxiliary metabolic gene and host takeover;product=superinfection exclusion
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	6152	6460	27.6	+	0	ID=Gordonia_phage_Baddon_CDS_0011;transl_table=11;phrog=781;top_hit=NC_005885_p3;locus_tag=Gordonia_phage_Baddon_CDS_0011;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	6474	8105	205.1	+	0	ID=Gordonia_phage_Baddon_CDS_0012;transl_table=11;phrog=776;top_hit=NC_029005_p52;locus_tag=Gordonia_phage_Baddon_CDS_0012;function=head and packaging;product=portal protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	8102	8461	57.5	+	0	ID=Gordonia_phage_Baddon_CDS_0013;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_Baddon_CDS_0013;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	8458	8583	5.3	+	0	ID=Gordonia_phage_Baddon_CDS_0014;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0014;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	8568	10832	331.7	+	0	ID=Gordonia_phage_Baddon_CDS_0015;transl_table=11;phrog=18477;top_hit=MF919514_p16;locus_tag=Gordonia_phage_Baddon_CDS_0015;function=head and packaging;product=head morphogenesis
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	10829	11047	19.8	+	0	ID=Gordonia_phage_Baddon_CDS_0016;transl_table=11;phrog=17748;top_hit=MG812487_p18;locus_tag=Gordonia_phage_Baddon_CDS_0016;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	11081	11302	10.7	+	0	ID=Gordonia_phage_Baddon_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	11409	14783	429.4	+	0	ID=Gordonia_phage_Baddon_CDS_0018;transl_table=11;phrog=18402;top_hit=MG812487_p19;locus_tag=Gordonia_phage_Baddon_CDS_0018;function=head and packaging;product=head maturation protease
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	14937	15083	14.3	+	0	ID=Gordonia_phage_Baddon_CDS_0019;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_Baddon_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	15194	17101	321.8	+	0	ID=Gordonia_phage_Baddon_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	17212	18030	131.6	+	0	ID=Gordonia_phage_Baddon_CDS_0021;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_Baddon_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	18046	18513	59.4	+	0	ID=Gordonia_phage_Baddon_CDS_0022;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_Baddon_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	18618	19313	131.0	+	0	ID=Gordonia_phage_Baddon_CDS_0023;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	19433	19912	79.5	+	0	ID=Gordonia_phage_Baddon_CDS_0024;transl_table=11;phrog=35351;top_hit=MG812487_p26;locus_tag=Gordonia_phage_Baddon_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	19915	20640	89.3	+	0	ID=Gordonia_phage_Baddon_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	20768	21535	70.3	+	0	ID=Gordonia_phage_Baddon_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	21532	22077	47.4	+	0	ID=Gordonia_phage_Baddon_CDS_0027;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	22074	22457	64.2	+	0	ID=Gordonia_phage_Baddon_CDS_0028;transl_table=11;phrog=901;top_hit=MG812487_p30;locus_tag=Gordonia_phage_Baddon_CDS_0028;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	22438	22872	33.3	+	0	ID=Gordonia_phage_Baddon_CDS_0029;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	22912	23526	124.0	+	0	ID=Gordonia_phage_Baddon_CDS_0030;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_Baddon_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	23535	24143	56.8	+	0	ID=Gordonia_phage_Baddon_CDS_0031;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_Baddon_CDS_0031;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	24235	29250	697.0	+	0	ID=Gordonia_phage_Baddon_CDS_0032;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_Baddon_CDS_0032;function=tail;product=tail length tape measure protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	29264	30220	148.8	+	0	ID=Gordonia_phage_Baddon_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	30224	31987	302.8	+	0	ID=Gordonia_phage_Baddon_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	31987	32544	64.1	+	0	ID=Gordonia_phage_Baddon_CDS_0035;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Baddon_CDS_0035;function=tail;product=minor tail protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	32541	34262	272.6	+	0	ID=Gordonia_phage_Baddon_CDS_0036;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	34269	34541	32.4	+	0	ID=Gordonia_phage_Baddon_CDS_0037;transl_table=11;phrog=4137;top_hit=NC_005262_p61;locus_tag=Gordonia_phage_Baddon_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	34538	34780	39.7	+	0	ID=Gordonia_phage_Baddon_CDS_0038;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	34791	36032	196.1	+	0	ID=Gordonia_phage_Baddon_CDS_0039;transl_table=11;phrog=11393;top_hit=KT240186_p2;locus_tag=Gordonia_phage_Baddon_CDS_0039;function=tail;product=tail fiber protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	36077	36637	32.0	+	0	ID=Gordonia_phage_Baddon_CDS_0040;transl_table=11;phrog=7114;top_hit=NC_031097_p29;locus_tag=Gordonia_phage_Baddon_CDS_0040;function=tail;product=minor tail protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	36714	38297	224.9	+	0	ID=Gordonia_phage_Baddon_CDS_0041;transl_table=11;phrog=6985;top_hit=NC_030905_p35;locus_tag=Gordonia_phage_Baddon_CDS_0041;function=lysis;product=endolysin
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	38313	38786	79.5	+	0	ID=Gordonia_phage_Baddon_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	38783	39472	72.2	+	0	ID=Gordonia_phage_Baddon_CDS_0043;transl_table=11;phrog=1298;top_hit=MF919510_p54;locus_tag=Gordonia_phage_Baddon_CDS_0043;function=tail;product=minor tail protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	39459	39905	27.6	+	0	ID=Gordonia_phage_Baddon_CDS_0044;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	39898	40641	87.0	+	0	ID=Gordonia_phage_Baddon_CDS_0045;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	40737	41183	74.9	+	0	ID=Gordonia_phage_Baddon_CDS_0046;transl_table=11;phrog=17370;top_hit=MF919514_p46;locus_tag=Gordonia_phage_Baddon_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	41180	42307	196.1	+	0	ID=Gordonia_phage_Baddon_CDS_0047;transl_table=11;phrog=434;top_hit=p212641 VI_05731;locus_tag=Gordonia_phage_Baddon_CDS_0047;function=DNA, RNA and nucleotide metabolism;product=RecE-like recombination exonuclease
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	42310	42579	63.5	+	0	ID=Gordonia_phage_Baddon_CDS_0048;transl_table=11;phrog=27530;top_hit=NC_031239_p53;locus_tag=Gordonia_phage_Baddon_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	43097	44119	151.5	+	0	ID=Gordonia_phage_Baddon_CDS_0049;transl_table=11;phrog=34786;top_hit=p381215 VI_06799;locus_tag=Gordonia_phage_Baddon_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	44138	44557	64.5	+	0	ID=Gordonia_phage_Baddon_CDS_0050;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_Baddon_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	44535	44735	14.3	+	0	ID=Gordonia_phage_Baddon_CDS_0051;transl_table=11;phrog=24531;top_hit=MF919514_p53;locus_tag=Gordonia_phage_Baddon_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	44732	44947	8.9	+	0	ID=Gordonia_phage_Baddon_CDS_0052;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	44944	45834	39.6	+	0	ID=Gordonia_phage_Baddon_CDS_0053;transl_table=11;phrog=30000;top_hit=KY092484_p39;locus_tag=Gordonia_phage_Baddon_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	45831	46274	47.1	+	0	ID=Gordonia_phage_Baddon_CDS_0054;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	46702	47343	69.0	+	0	ID=Gordonia_phage_Baddon_CDS_0055;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	47340	47609	24.3	+	0	ID=Gordonia_phage_Baddon_CDS_0056;transl_table=11;phrog=19496;top_hit=NC_031112_p55;locus_tag=Gordonia_phage_Baddon_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	47606	48736	146.3	+	0	ID=Gordonia_phage_Baddon_CDS_0057;transl_table=11;phrog=21374;top_hit=NC_031112_p57;locus_tag=Gordonia_phage_Baddon_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	48733	49110	34.1	+	0	ID=Gordonia_phage_Baddon_CDS_0058;transl_table=11;phrog=26886;top_hit=NC_031112_p58;locus_tag=Gordonia_phage_Baddon_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	49107	49313	-1.7	+	0	ID=Gordonia_phage_Baddon_CDS_0059;transl_table=11;phrog=22035;top_hit=MF919514_p64;locus_tag=Gordonia_phage_Baddon_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	49310	49492	24.6	+	0	ID=Gordonia_phage_Baddon_CDS_0060;transl_table=11;phrog=23432;top_hit=MF919514_p65;locus_tag=Gordonia_phage_Baddon_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	49574	49993	50.1	+	0	ID=Gordonia_phage_Baddon_CDS_0061;transl_table=11;phrog=31047;top_hit=NC_031239_p70;locus_tag=Gordonia_phage_Baddon_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	49990	50283	53.3	+	0	ID=Gordonia_phage_Baddon_CDS_0062;transl_table=11;phrog=32335;top_hit=MG812487_p72;locus_tag=Gordonia_phage_Baddon_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	50280	50915	73.3	+	0	ID=Gordonia_phage_Baddon_CDS_0063;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	50909	51280	49.6	+	0	ID=Gordonia_phage_Baddon_CDS_0064;transl_table=11;phrog=16850;top_hit=NC_031239_p74;locus_tag=Gordonia_phage_Baddon_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	51277	52461	150.4	+	0	ID=Gordonia_phage_Baddon_CDS_0065;transl_table=11;phrog=26185;top_hit=MG812487_p75;locus_tag=Gordonia_phage_Baddon_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	52454	52756	39.0	+	0	ID=Gordonia_phage_Baddon_CDS_0066;transl_table=11;phrog=21901;top_hit=NC_031239_p76;locus_tag=Gordonia_phage_Baddon_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	53040	53510	88.8	+	0	ID=Gordonia_phage_Baddon_CDS_0067;transl_table=11;phrog=17794;top_hit=NC_031239_p77;locus_tag=Gordonia_phage_Baddon_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	53500	53766	47.6	+	0	ID=Gordonia_phage_Baddon_CDS_0068;transl_table=11;phrog=13001;top_hit=NC_031239_p78;locus_tag=Gordonia_phage_Baddon_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	53763	53969	23.1	+	0	ID=Gordonia_phage_Baddon_CDS_0069;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	53966	54142	10.1	+	0	ID=Gordonia_phage_Baddon_CDS_0070;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	54139	54282	20.7	+	0	ID=Gordonia_phage_Baddon_CDS_0071;transl_table=11;phrog=24143;top_hit=NC_031239_p79;locus_tag=Gordonia_phage_Baddon_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	54302	54667	56.7	+	0	ID=Gordonia_phage_Baddon_CDS_0072;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	54660	54860	7.8	+	0	ID=Gordonia_phage_Baddon_CDS_0073;transl_table=11;phrog=35348;top_hit=NC_031239_p80;locus_tag=Gordonia_phage_Baddon_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	55030	55251	28.1	+	0	ID=Gordonia_phage_Baddon_CDS_0074;transl_table=11;phrog=26914;top_hit=NC_031239_p82;locus_tag=Gordonia_phage_Baddon_CDS_0074;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	55306	55674	72.8	+	0	ID=Gordonia_phage_Baddon_CDS_0075;transl_table=11;phrog=26813;top_hit=NC_031239_p83;locus_tag=Gordonia_phage_Baddon_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	55688	55984	61.8	+	0	ID=Gordonia_phage_Baddon_CDS_0076;transl_table=11;phrog=15181;top_hit=NC_031239_p84;locus_tag=Gordonia_phage_Baddon_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	55981	56295	52.2	+	0	ID=Gordonia_phage_Baddon_CDS_0077;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	56292	56678	47.3	+	0	ID=Gordonia_phage_Baddon_CDS_0078;transl_table=11;phrog=17681;top_hit=MG812487_p86;locus_tag=Gordonia_phage_Baddon_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	56735	56998	39.1	+	0	ID=Gordonia_phage_Baddon_CDS_0079;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_Baddon	Pyrodigal-gv_0.3.2	CDS	57184	57687	77.4	+	0	ID=Gordonia_phage_Baddon_CDS_0080;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Baddon_CDS_0080;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Baddon rotated=True rotated_gene=terL
GTGCCGGTGCACTCGGAGAAGCTGCAGAAACTGATGCAGGCGCGGCAGCTCGCCGAGCTG
TGCGCACGCCTCGACATACCGCTTGGCGACGCATCCTCGCCGGGACAGTTGGCGACGCTG
CTCGACCCGCACAATCAGGTGCAGCGGCCGCACCTCGAAGTGATCGACAACGCGCTCACG
CACCTACTGGCGACACCGCAGGCGCAGCTCATGATCTGGACGCCGTCGCAGGTAGGGAAG
TCGACACGCGTGTCTGTGTACTTCCCGTTCTGGTGGCTGACCCGCCGGCCGCGTGACCGC
ATCCTGAACGCCTCGGCCGAGGAACGCCTCGCCCGCCGCAACGGCGCTGCTGTCCGGTCG
CTCGTGCAGGAGTTCGGCGCCGGATACGGCCTGAACCTCGTGGCCGACGAAGGGTCGAAA
GCCGACTGGGGCATCCGCGCCGGCGGGTCGCTGCGGTCGCGTGGTCTGCGGGGCAACTTC
ACTGGGCAGCCGATGGATCTCGGCATCATCGACGACCCGTTCATCTCACGCGCGCAGGCC
GAGTCGCTGAATCAGCGTGACTTTGTGTGGGACTGGTACAGCTCGGTGTGGTCGCAGCGT
AAGTCGCCGACGTACCGTGAAGTGCTCGTTATGACGCGCTGGCACGAGGACGACCTCGCC
GGCCGGCTACTCGCCCGCGACGGCCGCGTCGAGGACGGCGGTAAGTGGACTGTCGTGCAC
CTGCCGGCGATCGCGATGCCCGAGGACCGGGTGCGCGGCATCTACGCCGACCCGCTCGGT
CGGGCGCCAGGCGAACCGCTCACGCACCCGCTGCTCGACGCGGACGACACCGACGGCCTG
CTGGCGTGGTGGGCGCAGAAACGTGCGATGTCGACCGCGCGTGACTGGGCAGCAATGTCG
CAGGGTGTGCCGTCGGACGCGACGACGGCGCTACTCACCGAGGCCGCGATCCGCGACCAC
ACGAGGCCGGCGCCCGGACGCGACGAGCTGCGGCAGGTAGTGGTCGGTGTCGACCCGTCC
GGCGGCGAGGGCGACAAGCACGACACCGTCGGCATCTCGGTCGCCGGTGTCGACGGCGAC
GGCACCGCGTGGGTGCTCGACGACCGCACCGCGGTACTCGGCCCGCTCGAATGGGCACGC
CGGGTGTGCGAGGTCGCGCACCAGCACCGCGCCGGCACGATCGTGTACGAGAAGAACTAC
GGCGGCGGCATGGTCGCTGTGCTGATCTCGCAGGCGTGGGCCGACCTGCAACGCGAGGGG
AAGATACCGGCGTCGGAGAACTGCCCGTACGTGAAGGGTGTGTCGGCGCGTGTGTCGAAG
GTGCTGCGCGCCGAGCCGATCGCGCAGGCCGTGCTCACGCATCGCGTGTACTTCGCGCAG
CTCGCCGACCTGACGAACCTGACGAACGAGTGGCGGCTGTGGCAGCCCGGTTCGACGTGG
TCGCCGGGTGCGCTCGACGCGAACGTGTATGCGCTGACCGAGGTTCTGCCGCCGGTCAAT
GCGCAGACCGAGGTGTCACGTCCGACGGGTGGCCGGCAGCAGGGTGCGCGTGGGTCGGGG
CAGTTCGCTGGTGTCCGCCGCCGCGCGTCCTGACCGCTTGCGTATAGCCTCGTCATGAGG
CTACAGTTTCGGCATGACCGCACACACCATCACAGCCCGCGACCTACACATCGGCGACCG
TATCGCCGCAGGCGAACGCCTACTCACTCAGGTGACCGTCGACGAGGACCGCGGCGTCGT
CGCCGTCTACGGCATCGAACTCGACGCCGACGGCAACGAGACCGACGACACGTTCGGCGG
CGAGTTCGCCGTCACCGACCAGATCAGTGTCGCCCGACCGATGATCGACGCCGCCGACCA
GGCGTACGCCGACACGTTCGAGCCTCACGAGGTGGCTGCCCACTACATGCGCGCAGTCGA
CCCCGAGATCGGCACGCAGATCGTGCTGTCCGACCTCGACAACACACTCGGCGAAATCCG
CATCGTCAATCCCGACGGGTCATCGTCGTACGTCATCCTCGACCGCGAGGTGATCGACCA
GATCGGCGCCGCAATCGCGGCCCGCGTGTCGTGAAAGTCGGGTCGCTGTTCAGCGGGTAC
GGCGGACTCGACCTAGCCGTCGAGCACGTGTTCGGTGCCCGCACCGTATGGCATGTCGAG
TTCGAGGCGGCACCGTCCGCGGTGCTCGCGCAACGCTGGCCCGGCGTCCCGAACCTCGGC
GACGTCACCCGCGTCGACTGGTCGGCTGTCGAGCCGGTCGACATTCTCACCGGCGGGTAC
CCCTGCCAACCGTTCTCGGCGGCAGGCCGCCGGAAAGGAACAACCGATGAGCGTCACCTC
TGGCCGTACGTCCGCACAGCCATTCGCGTTCTACGACCGCGCTACGCGATCCTGGAAAAC
GTCGCCGGTCACCGATCCCTCGGCTTCGACCGAGTACTCGGCGACCTTGCCGAGGACGGG
CACGATGCGCGGTGGGTGTCTGTACGAGCCTCGGACATCGGCGCCCCGCACCGACGTGAG
CGGCTGTTTGTCCTCGTCGACTGTTATGCCCACGCCGCAGGCGTCGGACTGGAAGCGGGA
CAACAACCCGTCGCAGGCGAACCGGAAGTCGCCGAGCATCACGGCGGTCGACTACCACTT
CGCGACGCCGACAGCGGCGATCGCGACGGGCGGCCCGCCGAACGCGGATCGGGGCCGCAG
GGATCTACGACGCGACCTACTGTCGACACCCGAGGCGAAACTCGGGTCGGCGGGGCCGGA
CTACGCGAGAGCTTCGCGTCCCGGCTCGGGTGGGGACGACCTGACGACCGCCGTGTACCG
ACTGACTGGGGCCGTTACACCGACGCTGTTCGACGATGGGAAACCGTAGTGGGCGCCGCA
CCGGCGCCGACACAACTGTCGCGCACCGGCACACAGCAACTGTCACCTGTGTTCGTCGAA
TGGATGATGGGCCTACCCCGCGGGTGGGTGACCGACGTCGCGGTCCCGGTCGATGACGGC
GACCAGCTCAACCTGTTCGGCGACGCGCTGCGGCCACCACCGGTCGACCTCGCCCGCAAC
GCCGAACTCAAGATGCTCGGTAACGGTGTCGTGCCACTGCAAGCCATCCACGCGATCGAA
CAACTGATGGAGATCCAATGAGCGGGTACAGGCCACGACCGGCGGGCCGCTGGCGGGGCA
GTGTCCCGCCGCCCGGCGGTGCGGGTGTCGCACGACCGGGCAGTGCCCGCGATCTGCGCG
ACGTGCCGCGGATCGCTGCGGTCGTGCGCGTCGGCAGTGAGGTCGCACGGTTCGACGACC
GCGGGCACCTGATCGCAGCATCGTCGCGGTTCTGGGAGGCGCTGCGCAACGGCGAGGGGA
TCGACGCGCGGTACACACCCGGCGAGGTAGTGACTGACGCGATTAGGGAGCGGGTCAACG
GCCTGATACAGCAAGCCGAAGTCAACGAGCGGCGGCGTCTCGCAGGTGAGTGGGCCGCGC
AGCGTGAGGCGCGGGCCGCCGTCATGTCGGCGCAGCACGAGGCGCAGTCTGCCGCGCACC
TCGCCGGCGGCGGCGTCCTGTTCGACCCGAACCTCGGCCGCAAAGACACCGTCGCGCGGT
GGCCGATCACCGACCTCGTCGAGTTCATCGACCGGTCGGGAACGCAGATGCCGGACCTGC
CGCCGAACGTCGAGCTACAGCAGTTCGTGGCGAAGATCGTCGAGCATGCCAAGGCTGAGG
GCCGCGAGGTGTGCGCGCTGGTGCGAGACCACGGCGGTCGGCTGACGAAAGTTCTCGGCT
ACCCCAACGGAAACCACCGCGTCGACGTGCAGGATGCGCCCGCAGTGCACGTCGACCTCA
CGCCGCCCCGCCGGCCCGACCCGTTCCTGCGTGTGTTCCGGGCGCTCGTCGCAGTGTTCG
AGACCTTCGCGAACACGATGCGCAACCATCCGCGCAGGTACTTCGGGATCGGTGTGCCGT
TGATCCTGATCGCGACCGGGCAGGTCGGGGCGTGGCTGGCGGCGATCGACTGGGCGGTCG
TCGTTGTGTCGACGCTGATCGTGCTCGCCGGCGTGTTCGTTGTGGCGCTGAGCGTGTCGC
GACGCAACTACCGGCGCGAGATCGCAGACCAACAGGCCGCGCTCGCCGAGCGCGCGCAAC
AACAGCACGAGGAGTGGTTGAAAGAATGAGCACAACGATGGTCACGTACGGCAGCCCGGA
GATGGTCGCCGTCGGTGTGTCGGCAACGGACATGACGGAGAAGACGCGCGCCGAACCGCA
GGACGCCGGGCTGATCTTCGGTCGCGTACCCGACCCGATCGTCGGCACGGCGTTCGAGGT
ACTGATCGGCTACCGGTACAAGTTCTCAGTCGGCGGCGAGCAGGTGCACGAGTTCGAGCA
CTACCTCGCCGAGACCCGCGACGCGTACACCGTCGCCGAGCTGCCCGACGGTAGCCGCTA
CTTCGCGACCGGTGACGGGCTGTTCGCCGCGCACCAGGGCCGCGCCGGCACTCGGGTGAC
GTTGCGTGACGAGGGCGAGTGGTCGCGGTTCGGGTGGCATGTGGAAGGCGACCGGGTCGG
GTGGGCGATCGGGTCGGGTGTGTTCGACTCCCGCAAGGTGCTGCAGTGAGTTACGCGCCG
GGGCACGACGGGCCGCCGGTCGCCGAGCTGCCGCACATCGACGACATGACGTGCGAGCAC
ACGACGACGCTGGTCGACTGGTATTGGGGCGAGAGGTGGGGCGACGCCGCGAACGCGCAG
GAGATCGTGACGTGCGAGTGCGGCAGCTACCGGACCCGCGAACTCACCAGTTGACTGTAG
CCTCGTGATGAGGCTACAGTCATGGACATGACCAGCAACGCACTCGCCGCACAACTCAAC
ATCGACGCCGCCACCATCACCCCGGCCGCGCTCGGCATCATCCGCACCGTGCTCGGGCCG
ATCGGCCGGCACGCACGCCTCACCACCACCGAGCGTGATACCTGCCGCGCAATCATCGAA
CTCAACTGACCACCCCGCGGGGCGCCACCACGGCGCCCCGCACCAGCCGAAGGGACCAGA
ACCCATGAGCTACACCGACTCCGACCTCGACCCGACACTCGACGCCGCATACGCCGAACT
CGCCGCCGAACACCTCGTCGGCGCGCACTACACACGCATCATGCACAGCATCGAGTACAC
CGGCCCGGGCCGCTGGCTGCGCGCCGGCATGCTCGACACCGCACGGAACAACGACGTCGA
CCCCGCCGCGCTCGTGACCGTCATCCGTGCATACGCCGAACGTGGTGTGCGTCAGGGCCG
CACCGACCACGATTACGCTCTGATCCTCGACCGGCTGCGGCTGACCGACTTCACCGTCGA
CCCTGCCGAGGTCGCGTTCGACGACGGCACCCGCGCCGTGTGGGATGAGTCGGTGCGCGG
CTGGCAGTTCGTCGGCGACCCGATCGCGATCGCACGCTGATCGTTCCCGGTCCGGCGCAA
CCACCCCGCACAGGTTGCGCCGGCGCCGAGTCGACCAGACATCGACTATCCGCACACACA
GAGAAGAGACCAGACCATGAAGACTCGCACGAAGGTTCTCGGCGGCGTCGCCGGCGCACT
GCTCGCACTCGGCATCGTCGGCGGCGTGGCCGGCGCAGGTGACGAGGCGACCGTGAAGGG
CAACGACGTACAGGCGGCGCTCACCATCCCGTCGACGACCGCACCCGCGCACACCACCGT
CGAGCTGACCGACCCGCCGGTCATCGAAACGACGACCGAGGCGCCGGTCGTCGAGACCGT
CGACACGCCGTCGGTGACCGTGTCGCAGACGCAGGCGCTGCAGTCGGCCGAGCAGTACCT
CGAATATGTCGGCGGGTTCTCCCGCGCCGAACTCGTCGACCAGCTCGTGTTCGAGGACTA
CTCGCGCGCTGACGCCGAGTGGGCCGTCGGGCAGCTCGACGTCGATTGGAACGAGCAGGC
GAAGATCGCCGCCGAGGACTACCTCGAATACGTGGGCGGGTTCTCGTATCAGGAGATGGT
CGACCAGTTGCTGTACGAGCAGTTCACGCAGGAGCAGGCCGAGCACGGCGCGACCGAGGT
CGGTCTCGCCTGACCCTGCTGCACCGTCGCCGCCCCGGCACCCCTCGCGGGTTCCGGGGC
GGTGTGCTGTCCGCGGGATACCCTGTCAGTCATGCCGCACATGGACCCGCTCACGCTGCT
ACTCACGATCCTGTTCGTGTGGCGCGTCACTCGCCTGATCATCGCCGACGCGATCCTTGA
CCGGCCGCGCAACTGGGTCGTGCTGCGGTACGGCCCCGACCAGTGGTTCGCGTACCTGAT
CACGTGCGCATGGTGCGTGTCGGTGTGGGTCGCGGCCGCAACGTTCGTCGCCGCGTACTG
GTGGGCCGGCGAGGCGTGGTGGTTCATCATGGTTGCAACGGGCGCCGCATCGCTCGTCGC
TGGTGTCGGGTCACGGTGGCTCGACCCAATCGACGACTGAGTGAGGGACGCACATGCCGA
GGTCTGACAGCAGGGCACTCGCGATCGTCCGGCGGCACGCCGAACCGTCGCCGCTGAGCC
TGATCGCCGCGGCGAAACGCGCGGCACCGACCGCGCAGACAATCACCAGCTACGAGGTGG
ACCGGCGGCGCCCGTCGGTGCGGCGCGAGAACGCGATCACCGCGGCTGTAGAGCCGCTGC
ACGGTTCGCAGCAGATGGCGTCCGGCCGGCCGCAACGGCGGAAGCGTCGCCGGCAGGCCG
AACGGTGGCAGTCCGAGGTGTGGGAGCTGCGCCGCGAGTCACCCGAGTTGCGGTTCCTCG
CCGACCGGAAGGCGCGCGCCGCCGGGCAGTGCCGGCTGTTCATCGGGCACATGCCGCCCG
GGCACCGCGGTGAGCCGTTGCGCGTCACCGAAGGAATCGCCGCCGAGCTGTCGAATCAGC
TGTTCGGTAATCAGGCCGACGTCGAGCAGAAGATTCGGCGGTACGCGCAGCACATCGAGT
ACAACGGCGAGTCGATTCTGAACGCTCGTGACAACCCGGAGCGGCCGGGTGAGTTGCTGT
GGTCGATGCACTCGTCGCGGGAACTGATCGGCTCGCAGGCCGGGCAGTATCAGATCACCG
ACGGTGTCACTCCGCGCAAGGTTGACGACGAGTTGGAGATTCTGGCGCGGTCGTGGATAC
CGGACCCGGAGATGTCCGCGTACGCCGACGCGCCGGTGCGGTCGCTGCTGCCGGTGCTGC
GTGAGCTGGTGCAGATGACGAAGTACGTCGGCGCTCAGATCGACTCCCGGCTCGCCTCTG
GTGGCGGTCTGCTGTTCGTGTCCGACGATGTCGAGATATTCGACGCCGACGGCAAGCAGC
TCGGGTTCGCTGACGAACTGCACTCGTACATGCTGACCGCGGTGGAGGACCGCGGGTCGT
CGGAGTCGTTGGCGCCGATCGTCGCGCGTGTGCCGCACAAGGATGGCCGGTCGCTGGCCG
ACATCGCGCACCTGATGACGTTCGGCGAAGCTCTCGACCCGCACATGCACGAGCGTCGCG
CCGAGGCGATCCAACGTATCGCGCTCGGCATGGACTCTGACCCTATGGTGCTCAACGGTG
GCGGATCGGCGAATCACTGGTCGATGTGGGCTGTCGACGAGGGCGAGCAGAAGTTCGGTG
TCGCGCCGGTCGTGACGTCGATGTGCCACACCCTGTCGACCGAGCTGGTCACGCCGCTAC
TCGCCGCGCAGGGCGTCACCAACGCGCACGAGTTCGTCGCGTGGTTCGACGACGACGAGT
TGAAGCTGCGCCCGGATCGGTCGAAGGATGCGCAGCTACTGCACGAGCGGGGCATCTTGT
CCGACGAGGTCGCGTTGACCGAGTCCGGGTTCAGCAAGTCGGACATGCCGTCGCAGGGCG
AGATGACCGCGCGGTGGCTGCGTGAAAACGCGATCGCGCTGATGGGCATGAACCCGGCGG
TTATGGCGCCGATCCTCGAAGGCATGGGCGTGAAACTGCCACCCGCACCGGCCGCCGCGC
CGATCGAGGTGCAGGGGCCGGCCGGGCAGCAGCAGCCGGCGGTCGCCGCTGCGCCGGACA
ACTCGCCGCCCGACACTCTGAACGATCCGCCGCCCGCAGCCCGTATCGACCCGGAGGCGC
CATGACGACCGGACAGCAGCAACGCGACAGCCTCGACGCGATCGAGGCGGTGTGCATGTT
CGCCGTGGTCCGGGCACTGCAGTTCGCGTCGATGCGGTCGAAGGCGTCCGGCCGCAACTC
GGGACCGCGGTACGGCGTGCCGCAGCACCTCGTGCACACCCGCGTCGACCTACTGTCGGC
TGGCGACGACTGGCCGGTGCTGCTGCGTGGGGCGTGGGACACACTTCCCGCGGTGCTGCA
CGGCAACACCGACCCGTACGCCGACGTGTGCGAAACCTATGTGCGGCACCTCGTCGTCGA
GCAGCGCATTCCCGACCGGGCTGCGCTGCGCCGCCGGCTGATCGAGGCCGGCGTCGCGTG
ATCGCGCAGCAGCAACTCGACCGGCTCGACGCGATCGTCGCCGCGGGTATCGCCGCCGGG
AACGTCGACGTCGTCGAACGGGCACTCGACGCGCAGGCGCGGCTGCTGTGTCTGCCCCGG
TAGGCCGTCGTCGCGCCGAACACCAGCAGTTACTGCGTGAGGCCGAACGTGGCATCGACG
CCGCCGTGCTCGCCGCTATCGCTGAGTGGCTGACCGCGGTGCGGTTCGCGCTCGTCGACG
AGCTGGTGCCGCGCCGCATCACCGCTGACGGTGAGTTCGCCGTCGACGCCGCTGTGCAGC
GCACGTGGGGCGTGTGGCAGGACCAGCTCGAAAACAATGTGCTGCCGACGATCTCAGTCG
CATTCGGCGACGCGTTCCAACAGGTGCGGCGCGCCGACCCGCAAGGCGCGTTCGCGCACC
AGCAGCGGTACCTAGAGACCGTGTCTGATCGGCTGCGTATCTGGCCGGCCGGGGCGTTCG
AGGACATTCGGCCGGAACTGCTCGAATCGCTGTCGGACGCCGTCACGATCGACGAGATGA
CCGAGCGTGTCGGCCGAGTGCTGAACATCGACGCGAAGTCGCGGAAGCTGCGGGCGCAGA
TCAACGACGTCGAGGCGCAGCTCGCCGACCCCGACCTCGACCCGGCTGACCGGCCGGCGC
TCACACAGTGGCGGCGCGATCTGTGGGAACAACACGATGAGTCGCTGAACGAGTGGCAGT
GGAAGGCGCGCAGGATCGCGCGGACGGAGTCGCACGGCGCGGTGTCGGCGGGGCAGCTCG
CGGCGGCGCGTGTGGTGGAGCAGCAGACCGGGCTGCGCATGTGGAAGCGGTGGCTGTCGA
CCGAGGACACCCGCACCCGGGCGTCGCATCGCGTCGCCGACGGGCAGACGTGCCCGCTCG
ACGAGCCGTTCCGGGTGGGCGGGTTCCTGCTGCAGCACCCCGCCGATTCGATCTCGGTGG
CGCCGCATGAGGTCATAAATTGCAGGTGCACGATGCTGATCTACGACGACGACGAGCTGC
AGGACGAGTTCGACGACCAGGGCGGTAAGGGGCCGGTCGACGCTGGGTCGGTGCGGATCG
GCCCGGACGACCCGGACGCCGCCGACGCTGCGATTCTGCAGGTCGCCGAACGCGAGGACC
GGGTAACTCCGCAGGTCGGGCTGCGCGGCGAGGATGCGGGGCAGTCGCTGCCGGCGCAGC
CACTCGACGTCGAGGTGACTGACGAGCGCACCCCGATCCCGGTGCCCGACCTCGAAACGG
CGACCGACGCGCGGCTGGCCGACTACCTGATCCGCACCGACGAACGTGACGGCGACCCGA
CGCTGCGCGACGACGTCGACGCCGAACTGTCACGCCGGCGTGAGGCCGAACAGTTCGAGG
TGCAGTACGGGCAACCGGAGTACGCCGACGACGTCATCGAGGTCGATGACGACGGCGCGT
GGCTCGATGACCCGCGGTGGGCCGACGACACACCCGACGAACCGGATCCGGAGTACGACC
CCGACCTGACGTTCGACGAGTGGGCCGATGAGCCGGACGACGCGCGTATCCCCGGCGACG
CTGTGCCGGCCGACCAGCCGGTCATCCCCGAACCGCTCGACTACGCCGAGGGCGACCCGG
AGTGGGAGGCGCTGAACGAAGAGTGGGAGTGGCTACGGGGCGCGCTACACGAAACGCTCG
CCGAGGGCAGCACCGACTACGACCTCGACGACCTGATCGAGTACACCGCGACGTTGGAGG
CTGCGCGCGCCGACCTCATCGCGAAGGCTGCGACCGTGCCCGACCGCGCACCCGACCCGG
AGCCTGCCCGCGGTGGGTGGCTCGACGACGCCGACGACGAGTTCGAGCGACTGTACGGCG
GCCGGCAGGACACCGCCGAGGACCAGCGGCGCCGCGACCTCATGGAACGCGCCGACGCGC
TCGCCGAAGAACGCGGCATACCGTACGAGCAGGCGCTCGGCGAGCTACAGGGACTCGACC
CCGACCAGGTGCGGCGGCGTGAGTTCGTCGCCGAGGGAAAGCGGCAGGGTCTGGTGTCGA
CCTCGTATTCGGCGATGCTCGACGAGGCGCACAATAATCTGTCGTTCGACATGCTGCTGC
TGTGTGAGGCGGCGACCAACGGGCAGACACTGAAACCGCACTCACGCGACAGCGGGTTCG
CCGCCGACATGCTGTGGAAGGTGAACGACAACACCGCGCGCAAACACATGTCCGACGAGG
CGGCGCTGTGGTTCGACGAGAACGGCCGGATCACCAAGGCCGATCTGAACGCGATGATCG
AGGACGGGCGGTGGGCGTTCGACGCCGACTCGCTGCTCGCGCTGTATCAGACGTGGCCGG
GCCGCCGGCTCGGTGGAGACTATCTAGCATGACCGCACACGACCGCATGTCCGAGCAGCC
GCTGCCGACGCACGAGGACACGCAGACCGCGTACCGGGACGGGATGCACGCCGAGCCGGG
CACGCCGAACCCGTACGCCGGTCTGCGCGTGCTCGCGTCGGTGTGGGCTGCGGGCCGTGA
CTGGTCTCGGCGCCGGCAGTTCGCCGATCTGCAGGCACGCGAGGCGGCACGTCGCCGGAA
CGCTTGACTGTAGCCTCGCGACAGGGCTACAGTTTGCGGCATGACCGCACAGCTTGAAGT
TCCCAACCACTTCCACGATTACGAGTACTGCCACACCTGTGAGGCAGCGATCGCCGATGC
CGATGCCCGCGAACAGTGGGAGGCCATGCAGCCGGCCGAGCGCATCGCGATCCGTTGGAC
CAACGCCGGCGTGCGACTGGCGATGGGATTTGGCGCACCTCGACCCGGTCTCGCCACCTA
CGGCGCGGCGCTGCCGTTCTGACCGACCACCCCGACGGCCCGACCTCACGCGAGGTCGGG
CCGCTTTCGTGTGCCGGTCGGTCATACTCAGGGGAGGCCACCACACGACGAGCAGAGGAA
TCGGGCACGTGGGAAAGAACATCGGCGCCGCGCTGAACGCGGCGAACATCGTCTACGACC
GCGCAGACTTCGCTGACCCGAAGCTCGACCGGCTGACCCCGATCCAGGTCACCAAGGATG
GCCGCGTGTACGGACACCTCGCCGGCTGGAAGTCCGAACACATCGGCCGGCCGGGCGTGA
AACCACCGCGCGGCACCGACTACCGCTACTTTCACCAGGGCGTCGTGCCGACCACCGACG
GCGACCTCGCGGTCGGGCACCTCACACTCGGCACCGGGCACGCCGCCGCCGGGAACATCA
ACGCCGCCGCAGCACACTACGACGACACCGGGTCGCAGGTCGCGCAGGTGCGGGTCGGTG
AGGACGCGCACGGCATCTGGTTCGCCGGCCGCACATCGCCGACCACCGATGACCTGCAGC
GGCAGACGCTGCGCCGGTCGTCTCTGTCGGGTGACTGGCGCAAAGTGCAGGGACAGTACG
AGCTGGTCGCCGCGCTCGCCGTTAACGTGCCCGGGTTCCCGATCCCGCGAACCGATCTGC
TCGTCGCGTCCGGCGCTGACGACGGCATGCTCGTCGCGGCCGGCATGGTGCGCAACGGGC
CGATCACGTACGAGGAAGTGCAGGCGCTCGTCGCGTCGGCGGGCCGCGCCGCGCAGGCCG
CGGTCGACCGGGCGATCCGCCGTGAACGTCTGCGGCAGCGGACACAGCCGCTGGTCGACG
AGATCGTCGCGTCGGCGCGGGTGGAGAAGCGTCGGGAGCTGACGGCGTCGGCGGCGAAGA
TGCGACGTCAGCAGGCCGGCGAACAGTACCTGTCCATCCTCGCGGCTGGTGTCGACACGT
CGGGCCGGATGCCGCCGGCGCTGCACCGGTACTGGACGAAGGGCGCCGGACTCGCGCGGT
GGGCCGGGACGGGCACCCCGTTCCGGTCGCTGGTGTCGGCGCTGCGGTCGGAGATCCCCG
ACATGTCGCCGGCGCACCTGAACGGGTTGGCCGCGAACCTGTATCACGACGTGTTCAAGC
AGTGGCCGGGCCGTAAGTCGTCGAAGGGTGGCGCGCTGACGGCGTCGGCGATGCCGCCGA
CCCCTGGCGATGCGCAGGCGATGCTCGACGACCCCGAGGTGCAGGCTGTGCTCGCCGCGC
TGCCGGTGCCCGGCACGGCACCCGAGGTCGTGCCGGAGCCGGTCGCCGAGGCAGAGGCGG
AAACCGAGCCGCGCACCGACGGCATGATCGCGCTGCTACCGGCGATCACCGATACGCAGC
TCATGCTCGTCGAGGGCGGCGACCCGGATCCGCATCTGACCCTCGTGTATCTGCCCGACG
TCGTGTCGCTCGACGACATCAGCCGCAACTCGATCCTGTCGACGGTGACCCGTATCGCCG
AGGCGCGGCAGCCGATCGTCGGTGACTTGTTCGCGCGCGCCGAGTTCAACGCCGGCGACG
ACGTGAAGGACCAGTGCGCGGTATGGCTGGTGAACGGCGTCGACGTCGGCCGGCTGCACG
ACGATCTGCGGGCCGCGCTCGGTGACCGGGTGCCGCCGTCGGAGTACGGGGCGTTCGTGC
CGCACATCACCGCCGGGTACAACATGGCCGCCGACCGTCTGCCCGTCGGCGAGTCGGTCA
CGTTCGACCGGGTGCGCGTGTCGTTCGCCGGCGAGAACGTCGATATACCGCTCGGCGCGG
TGGCCGACGACGAGGCGCTGCTCGGCGAGGTGCAGACCGACGCCGCCGACGTACCCGAGT
TCGGTGACCCCGAGGCGTGGGAAGCAGTGCAGGCTGCGGGCGACCGTCGGAAGGTGAAGA
CGCAGGCCGGCGCCGACAAGTACGGCGTGAGCATCGGCGACGTCATCGGCCGCGGTATCG
ACGACGCCGTCGACGGCGCGAACAGTGCAGTCGACAAGGCGCAGGCCGACGCCGCGAACC
TCGGCCGGTCGGTCGCCGAGGCGCTGTTCGGGAAGCGTCCGGCGCCGAAGGATGACCAGC
CCGAGCAGCCGACACCACCGCCGGCACCGGCACCGGCACCCGAGCCGTCGAAGCGTGCTG
CGCCGCAGGCCGCGCCGGCGCAGATCGTGGAGGCGCCGACGCCGTCACGGAAACCGCGGG
CGTACGACCCCAACGACCCGACCCCTGTGCAGAACCATGCGGGCGAAACCGAGTCGGGCA
CCGCATCCGACGTCGACGTGCGCGTGACGTCGGACGTCGAGCCACGGATGGACGTCGGCG
CGGGCACCGATCATCCGATGGCCGAGGACGAGTCGCCGCTGACCGGCGCGGAGGGCGGCG
AACTCGTCGAGTACAGCGACGGCGTCGCCACCTATTCCGACGGCACACAAACCGACGGCA
CGGTGTGGACGCGGTCGCCGGTGCTGCCCGGTATGGGATACGACGGCGAGACGATGCTCG
AAGACCAGGCGCCGTTGAAGGGCGCCGAGGGCGGCGAGCTGGTGTCGTTCGACGGCGACC
GCGGCGTCGCGGTCTACAGCGACGGCACCGAGACAGACGGCAAACAGTGGACAAAGACAG
GGGCAGTCATGGCATCAGCAGCATGGTCGGCGATCACCGCCGCAGCAGGACGGCGAGGGC
GCATCACCGCGGCCGGCGTCGGCAAGTTCGACGAGTTGAAGCACAAGCGGGACGCGCGCG
GCAAGTTCGCGCGCAAGTCGGTCGGCGAGCTGACCGAGATCCGCGCCGAGAAAATGAGCA
TCGCACGCAGCCCGTCACAGCCGATGGAGACGCGACTCGAAGCGAAAGCCGAGGCCGAGG
CGGCTGGCGAAGTGATCGCCGAAAAGGGCGGCGGGAACGCGCCGATCGCGTCGCGGCCGG
CGACCAGTTCGGAGGCGTCGCCGAAACCGATGGACCCGGAGTCGTCGGGTATCGACCCCG
ACGGCAGCCGCGCGTCGGACTCCCGCGCGTTGCGTGAACTGTCGGAGGCGCAGGACGCGC
GCAAGCGGCAGGAGCCGGTCAAGCAGGGCGGCCGTGGGCAGTCACCTGAGGCGGCGATGG
AGCAGGCAATCGCGGAAGGTCGGCCGACTGCGGGAGAGGGAAACTCGACGCCGCGGCCAC
TCGCGACGGGTGAGCTGCCCGAGCCGCCGGACTGGTCGCAGGTCGACGCCGAACCGGTCG
TCGGCGCCACGGACACCATCGCGCTACGTCGGCAGCTCGACGCGCTGAGCACGCCGTCGC
CGAACGGCGATTCGTGGGAACGGTACGAGACCGGCACCGAGGCGTTGTTCCTGCGTGACG
CGCAGGAGTCGCTGGCCGGGCAAGGGTTGCGGCTGACCCGCGACGACCAGGGATACCTGC
AGGTGTGGCGTGAGGATGAGCTGACCGCGTCGGCGTCGCCGGCGTGGCAGGCGATCGCCG
CCGCTGCTGGACGTCGTCGCTGATCATGGGTTGGCTCGTGTTCGGGCCGGCGTTCATCGT
GGTCCGGATCGTCAAGATCATCGAGGACGCGACGTCGCCGGCCCGACGCCGAGAACTGAT
CCGGCAGCAGACACGCGACGAGGTCGCGGCCGCCGAGCAACGATGGAGACGACAGCATGG
GATGCAACTGCAGGCGCCGCGGGATCACCGTGTTCGAGGTGACGAAACGCGACGGCACGG
TCGCTCGGTTCCTGACCGAGGCCGAGGCGAAAGAGAACGCCGACGTCGCCGCTGGTGATG
TGTGGCGCAAGGTTACGCGCTGACCTGTACCGGCTGCGCTACCCTTAGGCGCTAGGTGGG
TTTGCATCGCTGGCTAGGGGCCGGAGTACCCAACGGGATACGGCACTCTAATCACGGAAG
GTAATCCCCAGCGATGAAGGTAACTCTCGAATCCCTGATCGAGGCAGCGCAGGCGACCGA
CTCGAACGGTAAGACGCTGCCGGCGTCGGATCGTCAGAACAAGATCACCGAGCTACTGCA
GGACGCTGACCGCGCCGACGTCGAGGCGGTGCTGAACGAGTCGATCGAGAAGTACCGGGA
CTTGGACGCGTCCGACCCGCAGGACGACGCCGAGCTGTTCGGTCTCGAACTGCTCGTCGA
CGCGATGACGTCGGCGCGTGGTCTGCAGCAGAAGTTCGCCGAGGCTGACGCCGCGAAGGC
TCAGCAGCGCGCCGAGCTGGCTGCCCGTGTCGACGAGCTGACCGCCGACGTCGAGCCGGG
CGCGGCCGCCGACGAACCGGCCGTCGAGACCGGTGAGGCCACCGGCGACCCCGCGGTCGT
CGACGGCGACACCAGCGGCACCACCGGTGACCCAGCGGTCACCACCGACGATCCGAACGA
GGGCGGCAGCACCGAGTCGGCAGAGACCACAGAAGGAGCCGGCGACATGGTCGCAGCCTC
GGGCAAGCGTTCCCACTTCAGCGTCGGCGCCGTCGCTGCCCGCAAGCCGGGCACGGTGCG
GGCACCCGACGACAAGTCTGCCGAGGCTGAGCTGCGTGCCGGTGTGACGATCACCGCGTC
GTCCGGTGTGCGCGGCCACACCACCGGGCAAGAACTCGACGGCATCAAGGGACTCGCCAC
CGCTGCTGCTGCGACGGTGCGTGGTCTGCCGACGAAGGGTGTGCGGGCACACGCCAAGGC
CGACGTCGCGTCGCTCGCGATCGCCTACCCCGACGAGCTGGTCGCGTCGGCTGAACGCGA
CTTCGGTTCGATCATGCGCAACGCGGTCGACGAGTCTCGTCTGCCCGGCGATTCGATCGT
CGCGGCCGGCGGCTGGTGCGCACCGTCGGAGACGCTGTACGAGATCCCCGGCAGCCTGAC
CGACGCGAACGCCGGTCTGATCAATCTGCCCGAGGTGCAGGTGCACCGTGGCGGGCTGCG
GTTCCGCCGGCAGATCGACTTCGGCACCATCTATGCGGGCGGCATGGCCGGCCGTGTGAT
GACCGAAGCGATGTCGGAGTCGGCCGACCCCGAGGACTACACGAAGGTCTTTTACCGGGT
TGACTGCCCCGAGTTCGACGAGGTCCGCGCCGACGCCGTGTACACCGGCGCATCGGCCGG
CATCCTGCAGAATCACGCCTACCCCGAAGAGGTCGAGGCGCAGATCGCCGAGCTGGTCGC
GGCGCACTCGCACCGCATCAACGAGATCAGCCTCGAACGCATGGAGGCGATTTTCTCGGG
CGCCGGACACAATCAGGTGAACTTCACCTCGACGTTCGGGCCGTCGACCGTGGGCGCATC
GCTGAACGCGATCGAGTGGGTGATCACCAACGAGCGCACTCGGCTGCGCGCGTCGGAGTC
GATGCGGTTCAAGGTCGCGATCCCGCAGTGGTACAAGACCGTGTTCCGCGCCGACTACGC
ACTGCGCACCGGCGTCGACAACGCGCTCGACGTGTCCGACGCGCAGATCGACACGTGGTT
CTCGCAGCGTGGCGCGTCGGTCGACTGGACGTACGACTGGCAGGATGCGCTGTCGCTCGG
CTCGGCCGGCGTCGGTGGCGCCACCACGGCGAACACCCTGCCGACCAGCGTCAAGGTGAT
GGTCTGGCCGGAGGGCACGATCGTCCGCGGTCGCGGCGACATCATCAACATGGAAGCGAT
CTACGACTCGGCCGGTCTGGAAACGAACGACTTCCTGCGGCTGTTCATGGAGGAGCAGTT
GGTCGTCGTGTGGCGCGCGTACCGCGGGTCGTTGCTGACGCTGCCGCTGTCCGCTTCGGG
CGCGACCGGCGCGGCACGCAACCTGGAGAACAACGGAAAGATCATCGTCGCCACGCCGTG
ACGGTCTGACAACAGAACATCGGATACCGAGTAGGGCACCCGTAGCGACCCGCAGTCGTG
CGGGTGCCCTACTCGTCTCACTAGGAGAGGACCGGGTCGGATATGGCGACCATGCTCACC
AACGCGCGGCTGTTCGTCGAGACGCAGCGGCGACTCACCCCACCGAAGTACGGGCTGTTC
TCGGCGGCCGCGCTGACCGAAGGCGAAACGCATGTGTTCGCCGGCGGCGTCGAGTATTTC
CTGCCGATCGACCCGACGGCGGTCGGACATACGGCGCTCGAATGTCTCGACGAGGGCACC
GCGATGGGCCGCGACATTCCCCGCGGGTTGCCCGCCGGTGTCGGCGACCCGTTCGAGGTC
TATGCCGGCGCGCAGTGCGACATCACCGGCACCAGTGAGGCCGAGCTGCGGCAGCGGGCG
GTCGACACGCTGCAGGCCGGTGAGATGCAGGCCGTCGAGCGCCGCATCTGGCGGGACGAG
AACCCGGCGATCATGGACGCGGCGAACACGGTCGAGGTCGTCGACGTCGCCGCGCCGCTC
GCGTTGGCGCTCGGCCGGCTCGAACACTGGCTGTACACCGACTATGCGTCGGCTGGTGTG
CTGCACCTGCCGCGGTTCCTCGGTGCGCTCGCCGACAGCCTCGATCTCGTGCAGGCTGAC
GGGACGATGCTGCGTACGAAACTCGGCACGCCGGTCGTGTTCGGCGATTACCCGAACGTG
GGGCCGGATGGGAACGCGCCGACCGCTGGCAGTGTGTGGATCGCGGCGACCGGTGACCTG
CTGGTGCGGCGTACGTCGGTCGATGCGCTGACCGACAAGTCGCAGTCGTGGTTCGACCCG
ACGACGAACAACGCGACCGCGATCGTGGTGCGCGACTATCTGGTGACGTTCGACGAGGTG
GCCGGCGCCGCGCTCGTCGACCTGCCGTAACGGAGAGGATCTGTCATGCCAACTGTGCTT
GTGAAAGACGGCGACAACCCAAGTGAAGTGGCTGCCGCGTTGTTACGTGCTGCTCGCCCG
GACACGTGGCGGGTGCGGAAGGTGACCGCGGGGCGCCGCCCGGCGTTCGAGGTGCCCGAC
GACGTGTACGAGGCGTTCGCCGCCGAGCACGGTCTCGACGTCGAGGACGGCGGCGCCAAC
GGTGACACGCCGACGCCGCCGCTGGTGTCCGGTGAACCGGTCATCGAGACCGGCGACGAG
CTGCCACACGAGCCGCCCGCCGACGGCGAGGTCGGTGAGGGCCGCGTCGACGACCCCGCC
GGCGAACCTGACTGGTCCGCGCTCGGCGAGGCGCCCGACCGCAACGATCGCACCGACGAT
TGGCGCGAGTTCCTGCGGCCGGTGCTCGGCGACGACGTCGACACGCTGAACCGTACGGCG
CTGATCGAAGCGTACGACGGTCGCGACGCGTAACCACGCGTCGACGCTGCAGCGGGATAC
ACTCGCTGACAGCAGATATTGCTGCTGGCTAGGGGCCGGGCGGTTACACGAGCACACCCC
AAGAGAGGCAGCAGCACATGGCAAACAAGGTCTGGCCGTCCGTCCGGGCGAAGATCATGC
GACTCACTCGGCTCGACGAGTGCGGCGCCCCGGTCACCGGTCCGAAGTCGTCACTCGTCA
CCGATGGTCTGATCTCGGTCGACATCAGTGCCGAGTACGAGGACGGCACGGAGAACGCAC
CGAAGAACGGTAACGACAAGTTCTGTTTCATCGAGACCATGCCCGACGAGTTCAAGTACT
TCACTCTGGGCATCGCGTTCTGCGGCGTCGACCCCGAGGCGTGGGAGATCATCACCGGTA
ACCCGATCTACGAGGACGCCGCCGGCAACGCCGTCGGTATCAAGTTCGGTCGGTACTCGG
AAGAGATCGAAACGGCGTTCGCGCTCGAAGTGTGGTCGGACGTGCCCGGCACGGCGTGCG
GTGCGGGCGGCAAGCGGTACGGCTACCACCTGTGGCCGTACATCGGTTCGGGCCGTCTCG
ACGAGCTGACGCTGAACAACGAGACCGCCGAGTTCACCCTCGGCAACGCGAAGACCAAGG
ACGGCAACCAGTGGGAGTCCGGCGGTTACGACGTTGTGCTCGACGGTGCGACGCCGGCCG
TCGCCGGGCCGCTGGTCGACCCGCTCACCCCGGAGGATCACTACCTGCCGATCACCACGC
AGGTTGCGCCGCCGACCGCGACTGCGGGGGCTGTGGCGTACCCCCCGGTGTGACGCCGCC
GATCGGTAACGATCTGGTCGTCGGCAACGGGTTCCGACTCTGAAACGCGCGGCGAGGACA
CCCTCGCCGCGCGTTTCGCGTTTCACCACCACCACGAAGAGAGGCCGCCGTCATGGCGTA
CAACCGACCGAACATCGTCTCGGGCGTGACCCGGGCGACGAAAGCATTCTTCGACAATCT
GCTCGACGGCATCGACGAGGGCATCGCCGGCGACGGCACGGTCGAACTCGGCTACGCCGG
GTCGTCGGCGCAGCAGGTCGTCACGTCCGGCGACCCGACCGCGCTCGACGGGTGCTCGAT
CACGTTCGCCACGACCGACCGGCCGGCGCTCGTCGTGGCGCGTATCCCTCTGCTGTACGC
CGGCGGCGACGTCACCGGTGTCATCGAGATCAGTGACGGCACGAACGTCCGGTCGTCTGT
GATGACGGTGCGCGGGAACTACGGGTGCGGCGAGGTCGCAATGCGGGTGCCCGCCGGCAC
GGCGTCGCGCACGTACACGATGCGGGCGTGGCGGGCGGTGGGTTCGGCGAACTTGGAGAT
CACCCCGGAGAACCCGCCGTCGGTGCGGTCGATCCAGGCGATCGAGGTCTGACGGTGGCT
GCACTGAGACAGCGTGTCGCCGTGCCCGGCATGGGCGACGAGGTCGTCACGGTCGCGGCG
CCGCGCCGGTGGCGGGCCGACGGGTCTCGGGTGGCGCTGGTTCTCGCCGAGGGATACACG
AACGACCCGCTCGTCATGTATCGGCCGGCGCAGTTGCAGCCGGTTGTCGAGGCGGTCACC
GCGGCCGGGTTCCTCGTCGTGAACGCGCAGCTCGGCGTGAACGCGTTCGGCAACGCGACG
TCACAGCAGCGGATCGACGCGCTCGTCGAGTTCGCCCGGTCGGAGTATGGCGCAGATCCG
GATCGGGTCGCGCTCGCCGGGTTCAGCATGGGCGCGATGAACGTGCTGTCGTGGGCCGGC
ACCACCGACGACGAGGTCGCGCTCGTGCACGTGTGGTGCCCGGCGACCGATCAGGCGTGG
ATGAACGCGCAGCCGTCGTGGGCGCCGGCGCTCGACACCGCGTACGACGGCGAGTGGACG
ACGGCCGACCTCGCAGGCCACGACCCGCTCACCCTCGCGCAGGCCGGCGCGTACGTCGAT
GTGCCGTTGCGGGTCGAGTACGCGACCGACGATGCGACCATCCCGGCGGCGCGTGTGGAG
GCGTTCGCCGCTGCCGCCGGTGTCACTGCCCGCGATCTCGGGGCGGGCGGCCACGACTAC
TTGCAGACACGGAAACCGTCGTCGGTGCAGGCGCTCGTCGACGGGCTGCGCGGCGTGTAG
CCTGACAGGGCGTCATTGTGTGAAGGTTCGTCGAGGGTCGCAGCTCGGGTTCTTTCCGGT
AACGAGAAACGCCGTTTCGCTGGTCGGCTGCCAGTGGGGCGGCGTTTTCTCGTGAGACCA
TCGACGCATGGATGACATCGACTGGCCGCTCGACATACCCGACGACAGTACGGCCGTGTG
GGCTGCAGCGTCCGCTGACGCGAAGGCGCAGGCGTCCTCGTGGGCGATCAGTGTGCTGTG
GGCGTTGTCGGGCCGCACGTTCGGCACGGTCGCCGAGCACGTCCGGCCGACGCCGCGACC
GCCGGTCACCGGCTCGACGTATGCGGGCACACTGTCGTCGACGTATCCCGGGCGTCGGGT
CGCACCACCGCTGACGACCGGCTACGACCCGGGCGCCGGTCGTGGCTGCCGCATCGCCGG
TGTGCGGCTGTATCTGCCCGGCCCGATCGCCGAGATCACCGAGATCCGCATCGACGCCGA
CGTGCTGCCCGACGTCGCGTACCGGATCATCGACGGACAGTATGTGCGGCGCGTCGACGG
CGAACACTGGCCGCTGCGGCAGAACCTGAACGCCGACGACGGCACCCCGGGCGCATGGTC
GGTGACGTACCGGCGTGGTGTGCCGGTACCGGCTGCGGGCCGGCTGGCCGCCGGTGTGCT
CGCCGTCGAGTACCTGAACGACCGCGAGGGCCGCGCGTGCCGACTACCGCGCGGTGTGAC
GAGCGCATCCCGACAGGGTCTGTCGATCGAGGTCGACGCGCGCGCGTACTTCACCGAGGG
CATGACCGGCGTCGACGAGGTCGACCAGTGGCTACTGACGGTCAACCCGCACCGCATCGG
CAGGCCGGCGCAGATCATCGGTGGCCGGCAGGCAGTGCGGCGGTCGCTGCCATGATGGGT
TGCTCGCCGTACGCGATCGCGCGGCTGCTCGTCGAACGCGCCGAGCACGAACTGCAGACC
GCGCGCGCGGACGTGCCGGATCGGGTGGCTGTGGTGCCGGACCGGCCGCCGGGCGAGTTC
TGCGCGCAGTTGTGGGCAGCAGTCATCTCGTACGCGCCGAAGCCGGCACGTACGCCGTCG
ACGGTCAAGTCGTGCGCGGCCGAGTGGCGGGTGCAGATCACGCTCGGCGTGTACCGCTGC
GACCCGTCGATCAACCCGTCGCACCCCGAGCAGGCACCCGACCCGGTCCGGCTCGACTCG
GCGGCACGCGACCAGCTCGACGACGCCGAGGCGCTGCGCCGGGCGATCCTGCACGCCGAC
TGGGCGTTGCTCGACGTCGACCCGGAGCAGGTGCAGGTCGGGCCGATGCGTGTCGTCGGC
CGGTCCGGTGGCGCGTTTGGTGTCGAGCACGACGTCGTCGTCGATACTGAACTCGGGCGG
TTCACCGATGCGGCTGTACCGATGCTGCCGACCGACCCGCGGAAGGACACACCATGAGCG
AGTCACAGGTCACGATCAAAGCGGCGCAGTCGTTCGGCGGCATGCGGGCCGGCGAGGTAG
TGACGGTCACCCGTACCGCGTACATCGACGGGCTGATCAAGCGGGAACGGGTGACGGTCG
TCGACGACGCCGAGGGCGAGCAGCGGACACTGCCGGCGACTGCGGCGGATCGTCCGGGCG
AACCGATCACCGCGGGCGGGTTCCTGATCGGCGATCAGGCCGAGTCGGGGCCGCCGAAGC
GTAACGCCGAAACCGGCGAGTGGGCCGAATACATGGCTGCGCGGTTCCCGGACTACGACC
CGACCGACAAGTCGCGCACCGAACTGCAGGCCGACTACGACGAGCTGGTGCCGGCCGATG
ACGGTCCGTCTGAATAGGCAGGTCATCGCCGCCGAGCAGTCACGCCTCGGCATGGAGTGG
GGCCGACGGGTCGGCCGGCGCGTGCGGAACGCTGCGCGCCGGCGGGCACCGGTCGACGAG
GGCACGCTACGCAACTCGATCGAGTACGTCGTCGACGTGCGCGGCACCCGCACACACGTC
ACGATCGGATCGCCGCTGCCGTATGCCCGATACATTCACGAGGGCACCGGCATCTACGGG
CCGAAGGGCACACCGATCGTGCCGGTCACCCGGCAGGCGTTGAAGTTTCAAGTCAAAGGC
GCGTCCGGTCGGCGGCGCGGCGGCGACGCGAAATGGGTATTCGCGAAGTCGGTGCGCGGT
ATCAAACCGAACCCGTTCCTCGTCGATGCGCTCGTCGACGTCATGGGATCGCTCACTCAG
CGGTTACGCTGACGATTGCCACCCGTACCCGACTGCTAGGAGCAGCATCACATGGCAACC
AAGACCAAGGCGCCGGCCGCGAACGCATCTGTCCACACCTGGCGCAAGTTCATCGCCGAG
CAGTACCCCGACGTCCCCGACGAGGACATCGAGCAGATGACCCGACCGGACATGCGTGAC
CTGCACAAGCTGCGTACCGAAGAGGCGACCACGAAGTCGACCACCGAACAGTCCGAGTTC
GAGGCGCCGAGCCTTGACGACGTCCCCGAAGAACTGCGGTTCTCGACCGACACCGGCGAG
GACCGGGAGATCGAGAAAATCCCGTTCGCGATGGACGGGATCCCGTTCTGGCTGTTCCGG
CCGTCCGACGCCGCGATGACGCTGTACATGGGCGAACTGCTGTCCGACGACGTGCGGGTG
CGTACCAACTCGATGGTTCGCATCGTGCAGCAGTGCGTCGACCCGTCCGCGCTCATGTAC
CTGCAGGAGCGGATCACCGACCGGGCGAACAACTTCGACGACGGGCTGTACGGCCGGGTC
GTCGCCGCGGTGCTCGAAGAGTGGGGCGACGCGACCGCGTCTGCCAAGTTCCGGCAGGCG
CAGGAGAACGAGGCGCAGAACCGGCAGCAGCGTCGCGCGGCTGCCCGGGCAAGCCGTAAG
AAGTAGGGCCGCCGGTGGCTCTGCCGCCGCCGTGGGGCGATGTGCCGTCGGGCTTCGCGC
TCGACGGCACATTCATCGGTACGGCGATCCCGGAGACGCGCCGGCTGGTGCCGACGCTGC
TCGTCGACGAGAAGTCGAACACCGGTGGCTTGTACATCGTTGGCACGTTCTGTTCGGCCG
ACGCGTGGGGCCGTCTGCTCGCTGCGCTCGTCGAACCTCACTCGGCGATCACTCTCGACA
CGCTGCAGATCATGGCCGACCGCATCGTCGAAACGCACCTCGGGATACCGCGGTGGACGG
TCGAACGTCTGTGGCAGCAGGCCGCGGGCGCGTGGATGCTCGTCGACGGCGAGTTCACCA
TGCGTGGTATCGACCTATTCGAGCTGCCGGCGCAGCGGGCGACGAACGCCGTCTATGCGC
TGCTGCGTGGGTGGCGGTCGCGGGGCAACGAAGACGAGCTGCGGTCGTGGCAGAGGAAAC
TCGAACAGCCGCCGCTGCGCGAGATCCAGCGGTGGAAGCGTGACGACGTGCCCGTCGAGT
CGGCGTCGGTCGACGACATGCAGCAGCACATGGCCGATCTGAAAGCCGGCCGGATCGGCT
CGCGGTCACCGGCTGCGGGCTGAGCAGACGATACCCTGAGACTCGACACGAACCCGACCG
CACTCGGGCGTCGCCGGCAGAGTTGTCGGCGGCCGACGAGGTGAGGCGGGCAGCGTGACA
GCAGGCGGCGGGCAGTGGGCCGAGGCCGAGGTCGGCGTAACCCTGAACTGGGACAACGTC
GAGGGCGAGTTGCGGGAGCGACTTGAACGGTCGTCGGCGCAGGCTGCGCAGGTTGTGCGC
CGCAACTGGGCGAAGCTGGAACGCTCGACCCGACAGTCGTTCGACCGCATGGCGTCGGCG
TTCGCGCGGGCGATGCGCAAGGTCGAAACGGACGGCGAGAAACACGCGTCGGCGGTGGCG
CGGTCATGGTCGGTGGCGCTGACCCGCATGGTCGCGCGTACCGACGTCGCGGTCGGCAAG
ATCAAAGCTGCGCTCGCCGAGATCCCCAACGACATACCGGTGCGTATCGCGGTCTCTCAC
ATCGGCATGCAGACCGCGGAGATCCGGCGTCTGTCAACGGCGCTGACGCGTCTGCAGCAG
GTCGGCGACGTCACCAGCACGGTGTCGATTGTGACGGCCGGAGCGTCGGCCGACGACCTG
CGCAACCTGGCGTCGGCGCTGCGCCGAGTGTCCAAGTTCGAGTCGATGTCTTTGGTCATC
GACGCGAAGGTGAACGGTCTCGCCGAGGTCGAACGGTTGGCGGCCGCGCTGCGGGCACTG
CCGCGACGGACGAACGTCGACGTCAACGCGAACACATCGGCGATCTCGAAGATCACGAAG
GCGCTCAGCGGCAAAGGGCTGCTCGGCGGGCTGCTCGGTATCGCCGGCGGGTTCGCGTCG
GCGGGCGCGACGATGCTCAAATGGACGGCGATCGCCGGTGGCGCGACGGTCGTCATCGCC
GGGATGCTGCCTGCGTTGTCTGCGCTCGGTGCTGCGCTCGGGGCCGGGCTGTTCGGCGCC
GCGGTGGCCGGCGCGGGGGCGTTCGCCGCTGGTCTGACCGCGATCGCCGGTGTCGTCGCG
ACGGTCAAGACGGCGACCCTCGGCGTCGGCGAGGCGATCAAAAACGCGTTCGACCCGGCG
AACGCCGAGAAGTTCGCCGAGGCAATGGCGAAGCTGTCACCGCAGGCGCGGGCGTTCGTG
CTCGCCTTCCAAACCCTCGGCAAACAGTTCAAAGAGATTGTGCAGCAACCAGTTCAGGAT
GCGTTCTTTGCTGGTCTGGCACCGCAGATCGCGGGGCTGCAAACGAAGCTGGTGCCGCTG
CGGAACATGATGCTGAACGTCGCGGACGGGTTCAACGAGGGCGCGAAGTCGGCGCTCGGG
TTTATCAACTCGGCGACCGGCACACGCGTCGTCGGTGACCTGCTGCGCGAGGCCGGGAAC
ATGGGCGCCAACCTCGGCACCGCGCTCGGTAACCTCGTGCCCGGTATCGCCGCGATCGGT
GCCGGCGCGTCGCAGGTCTTCGGGCCGATGACCAACGGTATCGGCGGCGCGGCACGCGAA
CTATCGAACATGCTCGTCGCCGCGCAGCAGTCCGGCCGCATGGGCGAGTTCTTCCGCGAC
GCGATCGACCTGGCGAAGCAACTGTGGTTCGTGATCCAGCAGGTCGGCGGGATCATCTCG
GCTGTGTTCTCGGCGGCGGCCGCCGCGGGTGACGGTGTGCTCGGCGGGTTGGCCGAGAAG
CTGCAGACGATCAACGCCTACCTGTCGGCCGGTGAGGGCCGCGACGCGCTGATCCAGTTC
TTCACCGCGATGCAGTCGGCGGTCGCGACGGTCCTGCCGATCGTGATGCAACTCGCGACG
ATCATCGGGACGACGGTCGCGCCGGCGCTCGCCGGTCTCATCGTGCAGATCGGGCCGTCA
ATCTCGGGTCTCGTCGACATGCTCGGGCAGGGCATGGCGAACCTCGCGCCGGCAATGCAG
CCACTCGGTGCTGCGATCTCGGCGATCGCGACGGCGATCGGACCGGTGCTGCCGGTCCTC
GGCACGCTGCTCGCGACGTTCGCGCAGCTCGCCGGGCCGATCATCGGGGCGCTCGCGCAG
GCACTCGGGCCGGTCCTCGTCACGGTCGGGCAGGCGCTGATCTCGATCCTGCAGGCACTC
ATGCCGGCAGTCGAGCCGGTCTCGCAACTGTTCGTCGCGCTCGGGCCGGTCATCGGGCAG
CTCGCAACGGTGCTCGCCGGTGCGCTGATCGGCGCGCTGAACACTGCTGTGCCTGTGTTC
GTCATGCTCGTCAACGCGGCAACGTCACTCATGCCGGTCGTCGTCGGACTGCTGCAGATG
CTCGCACCGCTCGCGCCAGTGATCGGCGGGATCGCTGCGGCGGTCGGCATCCTCGTGATC
GGGTTCAAGGCGTTCCGCATGGTGCAGACGATCATCACCGCGGTTCGTACGGCGTGGATG
CTGCTGTCGCTGGCGTTCACGCTGTCGCCGATCGGCATGATCATTACCGGCATCGTCGCG
CTCGTCGCCGCGCTCGCACTGTTTTTCACGAAGACCGAACTCGGGCGGCAAATATGGCAG
TCCGTCATGGGTGCACTGAAAGCGACGTGGGACGTTGTGTGGCCGGCACTGAAAGCCGGG
TTCGACGCGATCGGCGCGGCGGCAATGTGGTTGTGGAACAACGCGATAAAACCGGCGTTC
GGGTTCATCCAGGCAATCTTCGGTGTCCTGTGGGGCGCGGTAAAGGTCTATTTCACGATC
TGGTCGACGCTGTTCAAGATCGCCGGCGCTGTCGTGATGTGGTTGTGGACCAACGCAATA
CAGCCGGCGTTCGGGTTTATCGGCGGGCTGATCGGGTCGGTGTGGAACGGCGTGATACGG
CCGATCTTCGACCTGTTCATGGCCGGGCTGCGCGCGGTCGGCGACGCCGCATTGTGGTTG
TGGAATAACGCGATCAAGCCTGCGTGGGATCTGATACAGGGTGCGATCGAAAAGGTGTGG
AATTTCGTTAAACCGATCTTCGGGAAGATCGGCGACGCGTTCCGCACAATGGGCGACATC
GCGTCGCGGATCGGCTCTGCGATCAAGGATGCGTTTTCCGGTGTCGTCGACGTGATCAAG
GCGCCGATTCACGCTATCGGCCGTCTGCTCGCCGCGCTGCCCGACTCGATCCTCGGCGTC
GACATTCCCGGTGTCGGCGCGATCAAGTCGTTCGGGCAGACGATGCAGGGGCTGCGTGAC
GGCGGGCCGGTGCGCATGCAACTGCAGTCGTTCGCCAACGGGTCGCACGGACCGATCCGC
GGGCCGGGCACGACGACGTCCGATTCGATCCTCGCGCGGCTGTCTCGCGGCGAGTATGTG
CTGCCGGCGCGCTCGGTCAACGCGTCGACGCTGCCGTGGATCGAGGCGCTGCGCGCAGGG
TGGGTGCCGCCGGCCGGTCTGCTCGGCGCGCTGCCCGCGTTCCGTGAGGGCGGCGCTGTC
GGCCGTGAACCGTACGGGCTGCCCGTCGGGTCGTCGGTCTCGTACGGCGACAACGATGGT
CTGTTTCCGCAGTGGGTGCGGGACATCGAGAAGCGGTTCGGTGTGCAGGCGTCGACGTAT
GCCGGGCACCAGGAGAAGTCCGGGAAGAACAAGGGCATTGACTGGTCGGGTCCGGTCCCG
AACATGCAGCGGCTGGCCGAGTATTTCGCCTCGATCAAGGGTGACCTCGAACAGGTCATA
TGGATGAACCCGAACACCGGGCAGAAGATCGGCGTCGCCGACGGGCAGATGGTCGGGCCG
GGCACGTCGCAGCCCGGCTACTACTCGGCCGACTGGTCGGGTCACACCGACCACGTCCAC
ACCCGGCAGTCTTACTCACTCGGTGGGACGCCGTCGACGCAGAAGGGTATCGGCACCCCG
GGCAGCACGGCGTCGACGTCGGGTCTCGGAGCCACGTCGACGCCGATCGGGTCCGGGCTG
GGCGCGTCGTCGTCGAGCGGTTCCTCGTCGTCCGGGTCGTCGGGCGGCGCGCAGTGGGGC
AACTCGGGTGGCAGCTCGAAGTTCAACACCGCCGACGAGGCCGACAAGGGCGGCGTGATC
CCGGTGTGGGTCGAGAACTGGCCGGCGCTCATGGGTGGCGGTGGCGGCGGTGGGTCGTCG
TCGACGTCGCTCGGCGGGACGACCGACCCGGCGCTCGGGTTGACGGGCACCCCGGCGGCG
TCGACCGCGACCGAGGATACGATTCCGCTCAAGAAGAACCCGGACGGCACGTACTCGTCG
ACGGACCCGGCGTGGGATCACCTGATCAAACGCGAGTCGGGCGGCCGCGCTGATCGCAAA
CAGGAGATCGTCGACGCGAACAGCGGCGGCAACGAGGCGTCCGGGCTGTTCCAAATCGCG
AAGGGCACGTGGGCGGGCAACGGTGGTTTGAAGTTCGCGCCGACCGCGGGGCAGGCCACA
CCCGAGGAGCAGGCGATCGTCGCTGCGCGCATCTTCGACAAGTCCGGCGGGCAGCCGTGG
GGCGCCGGACTCGCGGGCCGCGAGGACGAGGCGAAGCTGCGGGCCGGCATCGTGCGTAAG
GGTTCGCCGCTGCCCGGCGCTGCACCCGCGCCCGCTCCGGCACCGACCGAGGCGAACCCG
ATGCCGGTGTCGGTGACGAACACACCCGAGGTCACCCCGACGACCGACCCCGCGGGGGCG
CCGGCGAACGCGCCGAAGCGGCCGGAAATGGCGGCGATCACCCTCGGCGGCGGCCCGGTG
TCCGGGCAGCTCGGCGGCGCCGCCAAATCGGCGATCGCGTACGGCGTCGATACGACGCTG
TTCGACAACCCGGGCGCGCTCGGCAAGTTCGACAACTCGAAAGCGAAGACGACCCTCGGC
GCCCGGGCTGGTGACGTGGCGAACTCGGCGATCTCGGGGCAGCTCGGCGCGGCGCTCGGC
ATTTTCGGTCTCGACGTGCAGCCGCCGGTCGTCGAGGCGATCGGGCAGTACATGACCGAT
AACCCGCTGACGGGGCCGCCGAAAGACGGCGAACCGGTGACGCAGAAAAACCTCGTCGAC
CTCGTGTCCGATCTGGCGCGTCAGGCGTGGGAGGCCGGCAGCGTGAACGTGGTCGTGCAA
GGCAACGCCGACGGCGACGATGTGGCGAATAAGGTCGACAACGGGCGTCGTCGCAGGATG
CGCCGCTACATGAAGCCGGGGCCGTCGTGAGAGGACAACACCAGTGACCGCACCATGCCT
ACCCGAGGGTTCGCCGGTATCGAATATCCGGCTCGTCGGTTGCGACGGCGGGCAGACGTT
CCACCTGTACGGTGACCGCGCCGGCGAGGAAGGCGTCGAGCTGGCGTGGGACGGACTCGA
AGAACTGTACGAACCGCCGGTGCGGGTCATCGAACGCACCCCGATCCGCATGGACGGCGG
CGTGTTGCGGGCAGTGAAGACGGCGATCATGGAGCCGGTCGTGACGCTCGTCATCCACGG
CAGCCACGTCAACCCGTTCGGCATCGTCGACGGCGCGATCCGCGAGGCACTGTCGTTCGA
GCTGGACCCGTACTACGAGAACTCGACACTCGCCCGCATCGAGTGGGAAACGACCGAGTC
GACACGGTTCATCGAGGTAGTGCTCACCGCCGGCACGAAGTACGACGCCGAGCACGTGCC
CGGCGACAGTAAGCGTCGCAACTGGTGGACGTGGGAACTGCACCTGAAAGCGTATATGCC
GTTCTGGCAGGAAGACGACGTCACGATCCCGGTGCAGTTCGACGAGGACGGCACGCAGAC
CGCGGTCATCTCGAACCCGTCGGGCGTCGACATGGAGCACAAGTACGTCGGCACCGCGGC
GACGTACACGCTGCCCGACAACACGTGGTCGGGGCCGCCGTGGAAGCGTGAGCCGGGCGG
CATGTTCCCGAACCGGAAACTCACCTACCCCGACATCGACCCCGTCGAGAACGTCGGTAT
CACCGTCGACTACTCTCCCGGCGAGATCCCGGTGCGCGACGCGTTCGATCACAACATGGT
CGCGCAGATGCCGTCGCCGGGCGACTACCCGAAGAACCCGATACCGCGGTTCTGCCAACC
CGTCGAGATCGAAGTGTCAGCGACGAACGTGCCACCCGAGGGCGCGGTACTGATGATTCA
CCAGGTGCGCAGGTTCCGCCGCGCGTGGGGACGGGTCTAGGGCATGGGCGCGTTCGCGAC
GAAAGAAGCCAAGGCGTACGTGCAGGCGCGGGCGGCGCGGGCGGCGTCGGTCGCCGGGCT
GGACTCGGCCGACCTGCTCGAACGCTGTAACGCGATCTGGGAGGCCACGAAGTCGGCGCA
GCGTGACGAGGCACGTATTCGCCGCGAGGTGCCGATCATGCGTCTGTGGGACGCCGAGTG
GCTGCTGCAGCACGTCGTCGGCAACCCGATCGAGTACGAGTTCGAGTGGATCGACAACGA
CGCCGGCGCCGGCATGGTCGTCGTGCTCGCCGAGGATCCGCTCGGGCAGTGGGCGCTCGA
CTTCGAGGGCCGCGACCTACGCGAAGAGGGCGTGAACGTCCACATCACCGCCGACTATGT
CGGCGCCCGCTGGGGCGGCCGCATGGAAGATGTGTCGTCGGAGCTGACGTCGACCGGCGA
CGAGATCGTGACGATCACGTTCATGCACGACATCGAAAACTTGAAGTGGATCGAGTGTTT
CCCGTCGCCGTTCCTGCCGGCGATTACGCAGTTCAAGGCGTGGATGCTGCTGGGGCCGGT
CAACTGGTGCGCGCTGACCACCCTGCACGTGAACCTCATGCGGGACGAAACGCCGCTGAC
GCTGCCCGACGACCCGCTCGACCCGTCGGAATACCTCGAAGGGTTCGACGTCGACAACTG
GCAGATCGCGGTCAACCCGATCAGTTTCATTGACGCGATGAACTCGGGCGTCGTGTGGGG
CCTGCCGATCATCCGCATGAAGTATTGGTACGACGCGTTCATCGCGATGATCGAGGACGC
CGAGCTGTCGATACAGGCCGACCGGTGGCTCGAAGGTGACGACCTGCCGTACCCCGGGGC
GGATCCGCGCAACGGCCAACTGATCATTTCGCTCGCCGACAAGTCGGGTCGGTTCAACTC
GGGCACCAGCCACGGCGGCAACCTGTTCGGTGGGCTGGTCAACACGATCGACCAGTTCAC
CGAGGACTTTCTCGACACGACACGGTCTGTGATCACCGGGCAGCCGATGCCCAACGAGTA
CATGCGCATCGGGTACAAGTCGACGAACAAGGCGCTGCCGTATGTGGTGCTGCGCCCGGG
CGTCACGCCGGGTGTGATCAGTGCGAAGTTCACCCGCACCCCGGAGAAGACGGCGAAGAT
CATCACCGGCGGCAAGTCTGCCCCGGGCGTCAACGAGGGCATAGGGGCGCTGATCCAGGC
GATCGGCGACATTGTGGGCGATAACATTTCGTTCGCCGGATACGGTGTCGGATCTATCGG
CGGCGCGATCGACACATTGCTGCGGCCGATCTACGAGCACACGATCCTCGCGTGGACCGA
CACGAAGTCGTTCCCGCGTGCGCAGAAACTCGGCTGGTCCCGGTACGTCGAGTTTTTCCA
AGAAGGCGCCGACCAGGCGTACACGCTGAACTCGCTGATGGTGATCCGCACCGGACTGTG
GGCCACCCGCCGGTGGTCGTCGCACGAGGTGAAGATCGTCGACTCGTGTCCGTGGATGCT
CGGCGACAACGGTGTCGGGCACATGTGGGTCGGTGACCGCATCGCCTCGACGAGGCCGCG
TGACCAGTCGGGCATCGTGTTCGTCGAGCGGATCAAGAAGGTTGTGCTCGGCGCGTCGGA
GGAAGAGTTCCACCCTGAGTGGACGATTACGATCGGCTCGGACGCGAAGAACCGCGACCC
GTTCGAGGAAGGTCTCGAACGTATCCGCAGTCTGACCAGTGGGCTGCACGACGTAGGGAT
CATCTGATGGGCCGCAAGCCGTCACGTAAACGTCAGGACCGGGGGCCGCGCCGGCCGAAG
ATCACGGCGCCGGAGTTCCCGACATTCGACAACTGCGACCCCGACGACCCCGACAACTTC
GCTGTGCCGGCGCTCGTCGGGCTGCCCGGCATGACGGGGGCGCCGCTGCCGATGATGGTG
AAAATGCTTCGCAAGGTGTCACGCCGATTGTGGGACTGCGGATTCCGGTATCACCCCGAA
CTGCGCACCATCCGGTACAAGAAGCCGCTCGTCGGTGACCCGAACTGGCTGCAGAACCCA
GGGACGTGGGTGCCGATCGACGAGCCGGACGACGTCGAGCGCAAGGCGAAGACGCTCACC
CCGGAGCAGAAGGCGGCGATCCGTAAACGGTTCCACCTCGACGACGAGGACCGGCCCGAC
CCGGTCATCCCGCACGAGGACGGCAAGGTGCCGTATCTGACCGCTGACGGCCGAACGATC
CTCGTCACGCCGGCGCAGGCTGCCCGGTATGCGGCGGCGAAGCGGGACGCGAAACGTGCA
CGCAGACAGGACGAACGCCGATGACCGCACCGAATCTGGGGCCGGGTTCCCTCGCCGACT
ATGACGACGTCGCGAACGCTGTCGGTATCGCTGCGTCGCAGGGCCGCACCGCGCAGTCGT
GGATCGACGAGCAGGTCGGCCGGGTGGCCGGCGAGGTGAACGGCGTCGTCGGATGGATCG
TCGACGGACTCGAAACGGTCATTGAAAACATCGTCGACTTTATGACGACCGGCGAGACCC
GAAACCTGCAGTCGGCGGCCGCGTTCATCCACGACAAGATCAGCGATTTCGTGTTCGACG
TCATCGAGAACCTGCGTGATCTGTGGTTGGCGCTCACCTCGAACTACACCGGCGACGACG
AGTGGCTGCTGAACATTCAGTCGTGGCGTGACAGCCTGTTCGGGTGGGTCGACGACGTCG
CGGAGTTCATACAGAACCTGCTCGACGCGATCCTGCGTGGCATCCGCGGTATCCCCGTCG
TCGGTGGAACTATCGCCGACATCATCGGCGGCGTCGGTAAGGTCGCGTCGACGGCGACCG
AGGCGCAGCAGGTGTCGTCGTCGGCGATCTCGGTCGGGCAGACAACGATCATGAACATCG
CGACGAACCGGCCGCTGTGGGAGTCGCCGGACCCGACCGCCGATACGTCGTTGAACTGGG
GCGACACCGCGGTATCGACGGGCGCGGCGCGGTCGGTGCAGACGACGACATCGACGATCG
CGCGGATCACGAAGATACGGTGCCGCGAAGACCAGGTGAAAAACACCATCACGTTCTGTG
CGTTCGCGTCGTCGACGCCGACGCTGTACGTCGACCTGTTCAAGCTCGACCCGGACACCG
GTATCTGGTCGCTGCTGTTCTCGTCGCCGAACATCGGCGCGCAGGTCGGTGTGACGATGC
AGCACATCACGTACGAGTTCTCGCCGACCGGGCTGCCGGTGTCGTCTGGCGATGTGTACG
CGCTGCAGTTCCGCAGCAGCGGCGCGACGGTGACGTTCCTATCGAAGACGTTGGAACTCG
CGCCGATCCCCGGGATCATCCCGGGCGCGATCGGCGGGTCACGCAACCCGACGTCGGACC
CGGCGCCGGCGACGATCTCGACTGCGCTGATGGAAAGCTACAACGACGGCAACACCCTGT
ATGCCGGTCTCGGCTCGAACTTCGGGCAGCTCGCGATCCCCCGCTCGTACTATGTGTCGT
TCGACAACTACTCGTGGCAGAACTGGGTGCGCAACGATGTCGGCGGGCAGCTCGCGATCG
AGGATGGGTACGTGGTGCGCACCGGCACCAGCGACGGTCACCAGGCCGCCGTGTACGGGT
CGCAGACGCTCACCGACAAACAGGCCGTGCAGTTCACCGTGCGGGAGTCGAAGACGCAGC
CGACGCTGCTGTACATGTCGTCGGGGCCGACGCCGGGCCCGGCGAATAACGTGGCGTTTC
TCGGCGTCACGAGCGTCGGTATCGGTCTCGGTTACGGGACCACGATGCAGTCGGAGATCA
ACCCGGGCAGTAGCGACTGGCGCACCGGTGCCGGCACGTACCGCGCCGAGTACAACCCTG
CCGACAACACGTTCCGGGCGTACAAGTGGGACGGCGACGAGTTCATCGAGATCCTGTCGT
GGGTCGATTCGTCGAACCGCATCCTGCACGGCGCGGGCCGCCGCTATGCCGGCGCCGCGA
TCTACCGGGCACTGTTCCTGCCCGGCTCGTCGTTCGACAATTTCGTACTAGAGGACTGGT
GACCGACCATGCAGACTCACGCCAAGCATCCCGCCGACGTCCGCGATCTGACGTTCGGGT
TCACCAAGTTCCTCGGCCGCACCGGCGACTCGATCGCGTCGGCGTCGTTCACCGCTGACC
CGGGTCTGACGCTCGGGTCGAACACGCACACGCTCGGCGTTGCGACGGTGCGTGTGTCCG
GCGGCGCGGTCGACACGGACTATCGGGTGACGTGCTCGGTGACGACGTCGTCGGGGCAGA
TCGTGAACCGGTCTGTGATCGTGCAGGTGCGCGACCTGTGATCGTCGGGCGGCTGTACAT
CGAGGTGCCGGCGGATGACTTCGCCGACACCGATGTGCGGGTCGCCGACATGGTCGTCGA
CGTCGCCGCCGACGACTTCGCCGACTCCGATGTGCGCGTGTCGTCGATGATGGTCGACGT
GCCCGGCGACGCGTTCGGTCCGTCGATCGCCGAGCAACTGTATCCGGCGCTCACGCTGTT
CCCCGCCGACGATCTGTACCCGACCGGACCACCCGACTAGGAGACCTGCCGTGGCATATG
CAGCGCAGACGTGGCTGAACAAGCCGGCGACGACGACGCCGATCTCGGCTGCCCGTCTGA
ATCACATGGAGTCGGGTATCTCGGGGGCGCACACGATCGCCGAGGGCGCGGTGGCGGCGC
TCGCCGGGAAGGCCGACCTCGACGGGAACGGGCGGCTACGCGCCGACCAGGTGCCCGACA
TCGCGATTGTCGACTACCTCGGGTCGGTCGCGTCGCAGGCGGCGATGCTCGCGCTCGTCG
GGCAGAAGGGCGATTGGGCGATCCGGTCGGACCTCGGCACGGTGTGGATCATCACCGGTT
CGACGCCGACGAACCTGTCGTCGTGGACGCAGACGGCGTATCCGGCGTCGCCGGTCGCGT
CGGTCGCTGGGAAGGTCGGCGCCGTCGAGCTGGTGAAGGGTGACGTGGGACTCGGCGCGG
TCGACAACACCGCGGACTCGGCGAAGTCGGTGGCGTCGGCGGCGAAGTGGACGACGACCC
GCACGATCCGTACGAACCTCGGGTCGACGGCGACGTCGAACATCGACGGCACTGCGAACG
TCACCCCGGGCGTGACGGGCACCCTGCCGATCGGTAACGGCGGCACCGGCAGTACGACCG
CGGCCGGTGCGCAGACGGCGCTCGGTCTCGACCCGCTGTTCGCTGCGAAGGCCAACGCGG
CGGACGTGTCGACGGCGCTCGCCGCGAAGGCGAACACGACCGACGTGCAGGCGGCGATCG
ACCTGCTGCTGCCGCGCCGGTCGGGCGCGAACGTCGTCTACGTCAACGGCGCCGACGGCA
ACCCGTCGGGGCAGAACTACACCTCGGCGGCCACGAACTTCACGATGGTCTACCGCAACG
GGGCGGGCACGTTTTCCATCGGACAGCCGACGGACAACGCGCACCCCGCGACGAAGCTGT
ACGTCGACGACGCTGTCGCGGCCGCGCAACGCGCGATCGTCAACGCGCAGCCCGCCGGGT
ACACACTCGCGCTCACCGACGCCGGCAAGGCAATCGAAGTGACGTCGGCGTCGGCGGTCG
CGGTCACGGTGCCGCCCGACTCGGCGGTCGCGTTCCCGGTCGGCACGATCATCGAGATCG
CGCAGACCGGCGCGGGGCAGGTGTCGGTCGCGGCCGGGTCGGGCGTCACGCTGCGCACCG
CGGCGTCACTCGCAGCCCGGGTGCAGTGGTCGACGATCACGCTGCGCAAGCGGGCGGCGA
ACGACTGGATCGTGGCGGGTGACCTGTCGTGATTCCGGGCGTACGGCACCGGGCGACGCG
ACGCCGCGGTGGCGGCGTGTCTCTCGGGTTCGTGCAGGCCGTCGGTGTCGCCGGATCGAA
TCAGGCGCCGTCGGTGAATCTCACCTCGGCCGGCGGGTCGGCGTCGAAGTTCATCATCGG
CACGACGTCGAACTCGTACGGCGGTCTCGGTGTCACGATGGACGGTGTCGCGCTCACCCC
GTACGGGTTTGTGTCCGCGACCCGCATCCATCAGCTGTTCGTTGTGGACGCTGGTGCTGG
CGAGCACACGTTCGTTGTCGACGGCGGCGGCTCGTGGGAAACGATGATCGTCGCCGAATA
CCAAGGCGTTACGTCGGTCGGACCGTACACGTCGAAGGTATCCAGCTCGCAGCTCGCGAC
CCACACCCCGGACGGCGCCGGTTCGCTGGCCGTCGCGCTCGTCGCTGGTGTCGCCGCATC
GTCTGCGACACCGAACTACGTGGGCACCCCGAGGTACCGGCAGATCGGTGCGGGCAGCAA
CAACCAGTCGATCGCGCTCGTCGAGTCGCCGACTGCACCGCTCGGCATAAACTCGTCCGG
CTCGGCCATGTCCGTCGGCTGCGTCTGGCTGAGCTAGTAGCGGGTTACCCTGTAGGCGAC
AGAGTCGCGGGCTAGGTGCCGGGCGCAGCCACCAGACAAAAGGCGACCCCACGATGGCAC
CCCGGTTCATGCCGCTACAAGCCGGCACGCACGTCACCAGCCCGTTCGGGCCGCGCGACG
GCGGCTTTCATGGCGGCACAGACTTCGGCAAGGTCGGCGGATCGGCCGGCCTGCCCGTCT
ACGCATGCCAATCCGGGACCGTCATCCACGCCGGCGCCGCGACCGGATACGGCGGCCCGG
ACCCCGCCGGGTGGCTGGTCATCGACTCCGACGACGAGCAGGGCGCCGGGTGCGTCGAGT
ACGGGCACATCATCCGCGAGGTCGCCAAGGGCGCGACGGTTCGCGCGGGGCAGCGTATCG
GCCGGATCAACCCTGACCGCCACACGAACGCAGGCGTCGCACCGCACCTGCACCTGACGG
TGTGGGCGCGCGAGTACGGCGGCACCCGCATCGACCCCGTGCCGTGGCTGCGCGGCAGCC
CGCACCCCGGCACCCCGACCACACCACCCGCACCCTCACCGAGCACCCCGGAGGTACCTG
CCATGTCTGTCGGATACGGCGTCACCCGCACCATCCTCGCCGGCACGGACGGCCCGCGCC
GATCGCACGACTACATCGGACTGCACACGCAGGAAGGCGGCCGCGGCGACGCGATCGGTC
TCGCCGAGTTCTGCAAGCGCGCGGGCGTGTCCTACAACGACGCCGTGGACGACGTCGAAA
CAGTGCGCATGGTGCCGCCCCGCAACGCGCCGTGGGCTGCGGTGCAGGCCAACGCGCGCG
GCTACCACATCGTGTTCGCCGGCAGCTACGTCGCGTGGTCGCGGTCGCGGTGGCTATCCA
AGGATGCATCCGACGGACTCGACGAAGACGCGATGCTCACCCGCGGCGCCCGCTGCGCGG
CCGCAGCGTCGCAGGATCTCAACATCCCCGCAGTGTGGGTCGGCAACAACGGTGCGACCG
GGTGGCCGCAGGCACGCGGCATCTGCGGTCACAAAGACTTCGGCGCCCGCGGCGGCGGCC
ACACCGACCCCTATCCGAACTTCCCGATCGACGAGTTCATGCGACGGGTGCACGCGTTCC
TGTCGCCGCCGTCGCCGAACCTCATCGACGCCGAGGCGAAGGTCGCGGCCCGGTGGATCG
GGAAACGCATCACCGGCGCCGACACCCCGACCCGCACCGACGACGAGACGCCGCTGTTCC
GGGACGGCAAGAAGATCGGCGCGTTCGCACGGTTCGACAACGGGCACGTGTACTGGCGCA
ACGGGGCGTCAATGGCCTACGCGATCCCCGGCGGAGGGCTGTTCGAGGCGTACGCGAAAC
GCGACTGGGAACGAGGGTTGGGGTTCCCGGTGCTGCGGCACGAGGTCGTCACCACCCCGG
GCGGGAAGACGGCCGGTGTGCAGTCGTTCGAGCGGGGCGTGTTGTTCACACCTGTGGGCG
GTCCTGTGGATGGATTCGTCGTGCACGGCGAGATCGGTAAACGGTACGCCGCGATGGACT
GGGAGCAGGGACCGCTGGGTCTGCCGACGTCCGACGAGGTCCGCGTCGATGGTTCCGACC
TGATCGAGCAACGGTTCGAGTTCGGGAAACTGACCTACGTTCCGACGGGCGTGCTCGTCG
AGCTGGTCACCACCTAGAAGAGAGGCACCACCATGACACACCGCGACCCACTGACCGGCG
TCGTCGCCGAATCACCGGCGGCCGGCAGCCCGTTCACGTTCGGCGGGTTCGTCGCCGACG
TCGCCGAGAAGACGAGTAAGACGTTCGCGCAGAACCTGCTGCTGTTCCTCACCCTCGGTG
TCAGCATCACCGCCGTGCCGTGGACGACCGCGCTGCAGGGCGCCACCATCGCCGCCGTGT
CGACCGCCGGACTGGCTGTCGTGCAGTCGGCGTGGACCGCGCCGAATCAGTACGTCGAGA
CGTTCGCCCGCGCCGGCCGCACATTCATCGCGACCGGCATCGGCGCGCTACCGGTCGTCT
CACCCGACCACGTGCTGACGTTCGCCGACGTGAACCTCGCAGAGTTGGCCGGCGTCGCCG
GCACCGCAGCCGCCGTCAGTCTCCTGACATCGGTCGCGTCGTGGAAGCTCGGCGCCGACA
AGGCATCACCGAGCCTCGTCCGGTGACGCTGCCGGAGCACGCCTCACTGCAGTCGGCGGC
GGGGCTGGTGAGGCTGCGTATCCAACTCGTCTACCCCGAGGTCGTGCTACTGCAGGCCGG
CATGTTCCTCACAATGATCTGGCGCGGACTCGACTACGCGATCCCACCGAACGATGCGCC
GGCGTCGCTGTCAGCGATCGAGCAGGCCGCCCCGTTCAACGTGTGGGGCGGGCTGTTCCT
GCTCGGCGGCACCGCGGGGCTGCTCGGGTTGCGGTGGGTGCGGTGGCCGCTGACAGTGTT
CGCGCACGGTCTCGCCGTCGCGCTGTACTTCGCGTTCGCGCTCGGGTCACTCGTCTCGAT
CATCGTGCGGGCCGGGCACCCGCCGACGCTGCTCGCGGCCGCATGGATCGCCGCGCTCAT
GGGGGCGGCGTTCATCACGGTAGGCGTCGTGTCGTGGGCGTGGCCGCAGTATCAGGCAGC
CGCGTGGGTCGGTGTCGCGATCGCCGCCGTCACATCCGTCGTCGTCATCGCATCGGCGTC
GGACGTGTACGGGTGGCGCACCGCGACCGGGTGGCTGTTCGTGCTGTGCGTCGGACATGC
TGTCATGGCGAGTGCGTCGTCGGACGCGTGGAAGGACTACACCGGCCGGGGGGCCGCAGA
GATACGTCGGCGGGGGCCGCAGAAAGAAGCGATCACCAGTGGACCCCAATAGCCTGCCCG
ACAACACCCCGGGCTGGATCGTGCTCGCCGCGTTCGTGCTCGTCGGGTTGAAGTACCTCG
GGCAGTTCCTCGCCGAGGCGTCGGAAACGTGGGCGAAGATCCTCGGGCCGCTCGGCCGGC
GGTGGCGGGCGCGTGGCGCGCGCCGTCAGGTCGAACGCGCCGAGACCGCCGGCGGGCAAC
TCGCATCCCTCGAATCTGACATGAAGTTCTACCGGGCGCGGGCGCACCGATTCGAGCGGC
GACACGGCCGGTTCCTCGAATGGTACGAGCAGGTCGACCAGCCGTTTCACGACGATCTAC
ACATCACCGCGGCCGAGTCGCGGCTACGGCTACCGGAGTGGCAGCGGCTGTCGGACTGGA
TGCGGGCGCACCCCGAGCAGATCGACCAGCCAACCAACGACGACAGGGTGGGCAGCAATG
ACTGAACCGATCTACGTGTTCACGTTCCGCGGTATCGGCGAACCGTTTACGGGGCCGACG
ATGCTCGACCTACTGCCGCTGCCCGAGGGTGCGCACCGTATCGAGGTGCCGTGGTGGGCA
TCGTACGGGCCGATACCGGACCCGTTCGGCCGGTCATTCCACGACAGCTTGGCCGCCGGC
ATGGCGCTCGGTGAGCGCATGATCCGCGACGTACTCGTCGAGCATCCGTTCGCGCGGGTC
GTGCTCGTCGGTTACTCGGGTGGCGCCGTGCTCGCCGGAGACCTCGCGGCGAAACTCGGC
GGGTCACTGATCGACGCGTGCATCCTGGTCGCCGACGCGAAGGCGCCCGGCACGTCGAGT
GTGTTCGGGATCGTGCGGCGCCGCGAAACCGGGCTGGCGACGTACTGGCTGTCGAACCCG
AACGACTGTATCTGCGCGTGCCCGAAGTACAACCCGCTGCGCATCATCGCCCGCACGACG
CCGTTCATCGCGTTGGACCGGCGTGCGTGGGGCGCGCAGGGCGCCGACGTGTGGCGGCAG
TTGTCGGACCCGAAGACGCGCCGCGACATGGCCGCCGAGATCGGGCCGCCGTGGTCGCCG
GTGACGTGGGCGCGGTGGGAGCGGGCGCTGCAGTTGGCTGACGGGTATCTGTCGCAGCGT
GAGCACGTGCAGTGGTACCGGCGGGCGGGCCGCATGGACGCCGCCGGGGCGTGGCTCACA
CGCACCCTCGCGACACCCTGAGTTTGCACACGCGGGCACGTTCTAGGCACATGGGGGCGC
AGTCGTGTTACGGTGGTCGGGCACTGTAACCGCACACACAGAAGGGGCCGCACCCCATGA
CTGACGCACCACTCACCAACCGACCCGCGCACGCCGTCGCCGACGACGAGTTCGACAGCG
ACCTGCAGCCGACCGACCACGTCACGCCGCTACTCGATGTCCACGACATGGACCGGCTCG
CCCGCATCCCCGGCGCACTCGCCGCGCTCGGCATCCTGCTCGACACGCTGCGCGCCGAGG
CGAACGTGAACGTATCCGCGGGCACCGTCGCCGTCACCGGCAACCGCACACCGATCGAAC
TGCAGCAGCGACTCGTGCAGCGGCAGCGGCAGTACGACGAGGGCCGCGACATCTATCAGC
GATACCTCGACCACGTCGACGCCGGCGACGACGAACAGGCCGCCACCATCGCGACCGTCA
GCAAATACCGGTGGCACTACTACCTCGGCCGCGAAGGCATCGAGCAGGTCGGCGGCGTCG
ACGTACCGGAGTTCACCGCATGACCATCATCGTCAATCCGTGGCCGGACGCGACCGTCAT
GCTGCAGGCGTTCGACGTCACCACCTACAGCGGCCGGATCGGGTGGCTGCAGCAACGTCG
CAACGGCATCGGCTCGTCGGAATGCTCGTCGGTGCTCGGGCTGAATCCGTGGCCGGACGC
GACCGCATGGCACGTGTGGATGGACAAGGTCGGACTACTGCCGCTCGACGACGGCCGCGA
CTCGGAGCAGATGGAGATCGGCCGCGAGGTCGAGGGCGCGATCGTTCGCATGGTCGCGCG
CCGTCTCGGCGTCCAGCACTTCGGGATACCGGCACTCGCCCGACTCGACCGCGGGTGGCA
GCGCAGCAACATCGACCGCGTGTTCGTCACCGACGATGGGCCGATCCCGTTCGAGGCGAA
GAACACGAGCGAGTACCTGCTGCACGAGTGGATCGACCAGGTGCCCGACCACGCCGAGCT
GCAGATTCTGCACACCCTCGCCGTCAACGACGCGCCGTACGGGTACGTCGGCGGCATGGT
CGGCGGCCGGCGCATCGTGCACCAGCGCATCGACCGCAACGAAGACCTGTTGCGCCACAT
CACCGAGGTCGAGTCGGCGTTGTGGGATCGGGTGCTCGGCTACCGGGCGGCGATCGCGGC
CGGCGCGGATCCCGACGAGGCGCGCGAAGAGTTCGAGCCGACCGTCACCGAACGCGACAC
CGTCGACAGCATCGTCGGCGCCGCACCGCGCCGCGACGTCGACGAGATCGTGCTCACCGA
CGAACAGGCCGAGCGGGCACGTGCACTCGTCGAGCTGTACCGAGACGCGCAGGCCGACGA
GAAAGCGGCGATCTCGAACAAAGCCGACGCGCGTAACAAGCTGGTGCAGCTCGCGGCCGG
GCATACCCGCATGCTCGCCGAGGTCGGCACCGACGACGACGGCAAACCGGTACACGAAGT
CCTCGCGACCGTGCAGCGGGGCAACTTCGCGAAGGCGCGTTTCATCGAGGCGCACCAGGA
CATCGCCGACGTCACCATGAAGAAAATCGAAACGCTCGACGTCGACGCGTTGAAAGCCGA
GCACCCCGACCTGTACCGACAGTTTCAATCCCGCAGTATCCGCACACCGAAACGCAAGGA
GAACTGACCATGCCCGCACAGACACCCCGAAACGACCGCTACGTCGACCACCTGTCCGCG
CAGCAACTCGCCCGCGTCGAGGCACTGCACGTCTCGCGCGGCGTGCTGCAGCAGACCGGG
TTCATGTCGTCCAGTGCGGGCGCCGCACCCGACGGGCTGATCGACGTCGCCGAGTACATC
ATCGCCGGCGTCACCGAAACCATCCGCGACATGATCGCCGAGTCGCCGGTCGACGAGCCG
GACGTCGACGTCATCACCGACGAGCCGCCGTTCACATGACCGACACCGACCACTACGCCG
AAGCCGTGCGGCTACTCGCCGAGGCCGGCCGAACGCCGGCGGCGACTGTCAAACCGGTCG
ATGCGGCGTCGTTCTGGTCGAGAGTCGACCGCAGCGGCGACTGCTGGCTATGGCTCGGCT
ACGTCCGATCTGACGGGTACGGGCAGTGTTACACCCGCGACGGCAACCGTCTTGCGCACC
GTGTCGCGTACGTGCTCGACGGCCGTGACCTCGACCCCGACCTGACGCTCGACCATCTCT
GTCGACGCCGATCGTGCGTCAACCCGCAACACCTTGAACAGGTGACGGCAGAAGTGAACA
CGGCGCGGGGCGAGGCCGGCCTCGCGCGAGCGTCGCAGCAGCACGCAAAAACGAAGTGCC
CTGCTGGGCACGACTACGCGGGCGACAATCTGATCGTCGTCCCGCGGCCAAACCGGGCGG
GTCCAGAGAGACGCTGCCGGAAATGCACCCGCGCGACCGAACGCCGGTCACGCGAGCGAA
AGACAGGAGTGTGATCGTGGGCAAGAATCTGGCCGAGCGGGCAACCGCCGAAGTGCAGCA
GGGCGACGAGCAGAAACCGCCGACCCTGTTCAAGCAGATCGACAATATGCAGGTCGAGTT
TCAGCGTGCGATGCCGCAGGGCGCCGAGGCGCGGCAGCTCGTGCGTGACGCGCAGACCGC
GCTACGTCAGGTGAAAGATCTCGGCAAGTGCGAACCGTCGACTGTGCTCGGCGGACTGAT
GACGTGCGCGCAGCTCGGGCTGCGTCCCGGCGTCCTCGGGCAGGCGTACCTGCTGCCGTT
CTGGGACTCGAAAGATCGCGTGCACAAGGCGCAACTGATCATCGGGTACAAGGGTCTCCT
GTCACTCGTGTACCGGTCCGGCATGGTGGAGACCGTCGCCGCCCGCATCATCTACGAAAA
CGACGAGTGGCTGCTCGAATACGGACTCGGCGAGGACCGGCTGATCCACCGGCCGCCGGC
AGGGTTCGCTGACCGCGGCAAGCCGGTCGCGTACTACGCGATCGCCCGCATGAAGGGCGG
CGGCTACGCGATCACCGACCCGATGGGCGTAGAGGCGATGGAGGCGCACGCAAAGAAACA
CTCGAAGGCGTCGAGGTTCGGGCCGTGGAAAGACCACTTCGACCAGATGGCACTGAAAAC
GATGCTGCGGAAACTGTGCGCGACGCTGCCGCAGTCGACCACGATCGAGCAGGCGATCAT
GCACGATGGTGCGGTACGCGCTGACGCGTCGACAGCAGCCGTCGACCACACCCCCGAGTA
CGTCGACAGTGAGATCGTCGACGACGACGAGCCTGCAGACCAGCCGGGCGAAGCGGCACC
GCACGAGCAGCCCGGACGCGCGATCACTCCGCAGGAACAGATCGCGAACGGGCTGCAGTC
CGAAGGGATCACCGACCCCGACAACGTCGCGAAGTGGCTGCAGAACATACTCGGCGACCC
CAACGCACCCGAGACGCCGGCCGAACTCACCGACGACGAGGCCAATCAGATTCTCGACGC
GATCCGCGCGTCGAAGTAGTGAAGGGACCAGAACCCCATGACCGAACGCGGTAAGAAAGT
CACCAACGCCAACGGCACCGAACCCGGCACCGACGGGTCACTCGTGAAATACATGTTCTC
GGGTTCGCCGCAGGACATGTTCGAGTTCGCACCGCAGGCCGGCGAGGTACGCGTGATGAC
CGTCGTCGCCGAATGCACCCGCGACACCAGCCGCCGACTCACACACGACGGCAAACAGAT
GGTCGCGCCGTGGGCGATCCGCGAGGTCACCCTCGGACGGCCGACGACGCTGCGGGACGA
CGATGCGGATCCCAATCAGACCGCGATCGACGATCCCGACCAGACCGGCGACGACACCCC
ACCGGACGACGACACCGCGACCGCCGAGAAGGCCGCGATCGCCGCCGTCCCGGACCCGTT
CACTGTGGCGAAGGATGACGGCGCCGCCGAACAGTGACCGGCGCTGGCGGCTGCGGTACG
AGATACCCGGCACCGCAGCCGCCGGCACCCCGGTCACACCCCTCGGCACCAGCCTCACCG
ACCCCGACGAACACGTCGTCACCGTGCTCGGCCGCGTCTACACGCTGCCCGCGTACTGGC
TCGACGTCGACCCGACCGACAGTTGGACACCATGACCGAACCTGCAGCAGCACCCGCCGA
CCAGGGCGCACTGAACATCGACGACACCGCCGTATACCTCGGCCGCATCTCACGCCGACA
GGTCTACCGACTCATCGAGGCCGGGCACCTCGACCGCATCCACATCGGCCGCCGCGCCGT
CGTCACCCGCGCATCCTGCGACCGGTACCTCGCCTCGCTCGTCGACACACACAAGGCCGC
ACAGTGACGTGGTTCAAGGTCGACGATTCGTTCTACGACCACCCCAAGATCGCCAACCTC
GGCATGGCTGCGCGGGGGCTGTGGGTGACCGCCGGAAGCTACTGCAGCCGGCATCTCACA
GACGGACACGTCACCAAAAAACAGGTTCGGGCGTTCGGTGGGACACAGGTGCAGGTGCGC
GATCTGATCGCGAATCGTGTGTGGATCGTGTGCGAATCGCACAACGATTGCTATGTGTTT
CACGACTGGATCGACATGCAACCCACACGCGAATCGGAACTGGATCGGCGCGCAAAGCAA
GCCGAACGCAAACAGCGATCGCGCGGCCGGAAACCCGCAGACCAGCAGAAACAAGAAAAT
GTCACGCGTGACGACGGTGTGACTGTCACGCGTGACGACCACGTACCCCTCGCGCGCGTG
GCCGCGCGCGGGCGTAGACCCGACCCGACCCGACCCGTAACTACTAGTTCTCTCTCTGTC
TCACCTGAGCAGACGCGCGCGACCGAAAACGAGAGCGAACCCGGCACCGAAGTCGTCGCC
GTCGGCGGCACCCTCGTCGTTCTCGACGACGCACGACCCGACCCACGACGACGCATCGAG
ATCCCCGACGACTGGCAACCCAACGACATGCACCGCGCCCGATTCCCCAACGCCGACCAC
ACCGAGCAAGCCGACGCATTCCGCGACCACGCGATCTCAGTCGGCCGCATGTGCGCCGGC
CGCGCCGGATGGGACTCCGCGTTCATGAGCTGGCTACGCAAAGCACCCACCGCCCGACGC
TCAACCACCGACGACCGCATACGCGACGCACTCCGCGTCGGCGAGAAATACCGCGAACCC
GACGACGACCAACCCGACCAACCCGCGATCGACTACCGGAGATACCTGCAATGAACCGCA
AAGAGACCGCGCAGCTACTCGCCAAAATCGCCGCATTCGACCAACGCACCGTCGGCGACG
GCGACGTCCTCGCCTGGCACGAAGCGCTCTCAGACCTGCCCTACGACCTCGCAGCCCAAG
CCGTCAGCCACTGGCACGGCCACACCGAAACCACCCGCCGCATGATGCCCGCCAACGTCC
GACGCGTCGCCGACGACATGCGGCGCGGACTCGTCGAACGCGAACACTCCGCACGCGTCA
CCGGACACGAAACCGACGCAGCCCTACTCGCCCAAGCACGACGCGCCGCCGTCATGGTCT
GCACGTTCTGCGACGACGAAGGCTGGATCAACGGCCGACAACTCGGCGACGACGGCCAAA
CCCGAGAAACCGTCATCCGCTGCCAACACACCGACCACACCCTCCCCACCGGATTCATCC
CCGACCGAGAGTGAGCACACAACCACGCATAGCGTGTCCCGCCCTCTGGTGAGCACACAG
ACGGACGAAACCAGCAACCGGCGACCACTCAGCCGAAACGCAGAATCATCCGGCACAGAA
AAGCTCACAGCCGAAATGGACAGCCACCCCGCCAACCCGTAAACCCGACACCATGACCCA
ACCCAAACCACCACCCCACACCTGCCAATGCGGTACACGATGGGCCGGCCGCAACACCTG
CCACTGCAGCGGCTGCCACCGCACATTCACCGCACTCACACCATTCGACCGCCACCGCCG
AGGCGACGAATGCCTCAACCCCGCAACCCTCGGACTCGTCGAACACCAACGCGCCGGATA
CACCGCATGGGGCGCGCCCGGCGGCGACCACTACGACAACACCGACGACTAACCCGCACA
CCTCACCAGAGAGGCACCCCCATGACCGACCAGACCAACCCCCGCACACCCCGCGACATC
GCCCAACTACTCACAGCCACCATCCGCGAAGGCGCACGAGGCGGCGACCTCGCAGCAGTC
GGCGCCGCAGCCACAGCCGCCGCGATCCTCGACCTCGCCGACGCCATCCGCGAGACACGC
ACCGACGACGAGCCGGACAACACGCCGACACCACCCGAGAAGCTGCTGTGCCTCGCCGAG
GGCCACACACCGCGAGGCAACCGCGTCGTATGCGCCGAACCCGCCGGCCACCCCAGACAC
CACATCGCCGGCGGCTACCAGTGGTGGGACGACGGACGGCCGGCAACGTCGACGCTGCCG
GCCGGGTACGTGGCGAAGATGCCCGACGTCGTGCTGCACACCAGCGAGGGCGGCGACACC
GAACCGGTCACCAGCAGCGACCATCTGCTGCACGAGCACCTGCTCGTCAACCCGCCGACC
GAACGCCTCGGCGCGCTCGTCGACTCGGCGGCACGGTGGGCGCGTGTCACCGCCGGCAGC
GGACTATCGAACGTGCTCACAGCATGCGTCGAAGCGATCAACGACCTACACCGGCAGACC
GTCGAACAGCACTACAACACGATCGTGTCCGGGCACACCAGCGGCGACGAGGCACGCCGA
TGAACTGGCGCGCGGCTATCGTCGCCGCCGCACTCGTCGTCGCGTGCCTCGCGTTCGTGA
TGCTGCTCGGTGCTGGCCTGTTGTCGCGCGACGACCCCGAACAGGGTGGCCGCGGGATCA
TCGTGTTCGGGCTGCTGCTGATCGTGTCCGTCGCGGTCGCGGCCGGGCGCGCACAAATCG
CGCCGTGGCCGATCACAACGTGGGTCATCATTGACCCAAGCGGCCACGTCGCCGCCCACC
GCACAGCACGGAAAGGCCAGACAGCATGACCGACCAGATACCCGCACAACCGATCAACCT
CGATGACGCCGTCGCCGGCATCACCGCAGAGATGCGCACACAGCTACGCAACCTGATGCA
TGCGTTCGGCATCCCCTACACCGAGAACGTCGCAGCCGCGCCGGCACCGCACAACCTCGA
CTCGATGCGGCAGGCGTGGGGCGAGGGCTACTACGAAGGCCACGCGAACGGCAGACGCAA
ATACGACGGCGACCCCGGCAACCCGTACGGCAAGCTGCTCGACGACCGCCGCGAGTTCGT
GCGCGAGCAGGTCGACAACGGATACGGCGCGCTGGTCACCGACGACGGCGAGTTCGTGCT
CCACGAACGCAACGCCGAATGGGTCGACGCCGTGCTCGACGCACACGACGAATGGCGGTC
GCTGCAGCGGCGGGCCGACCAGCCATGTCGGGCCGCGCTGCACCGCGTCGACGCCGGCGA
CCCACCGGGAGGCGTGCCGTGCAGCCTCATCGTCGGGCACCCCGGCAAACACATCACTGA
ATCTGGGCGGGCATGGGCTGACCCCACCGACCAACAGATCCGGCATGTCGTCGACGTCGT
CGCTGGCGTACGCGCGAACGGCGGCACTGTCGAGATCGACGGTGTGCAGATCAGCAAGAT
CGACCCCGGTGGTCGCGAGTACGGCGTCGACAACGTGCGCGCCGAGCAAGCCGAGGTGCG
CGTCGCCGAACTCGACGGCGTGCTGCACCGGATCGCCGACATCGCCAACGTGAAACCTGG
CAGGGTGCCCGTCGAGGACGGACTCGATGACGTGCGTACCGTGCTCGTACGCGCCGGCTA
CGGCCGGCAGCCCGGCGGGTGGGTTCCGCCGTATAGTGCCGACGCCGCGCTCGGGAAAAT
CTGGCATGTCCTCACCGTGGGCACCCTCGGTCGCGACGGCCAGCGACTCAACGGCGTACG
CGACATTCTCGCCGATATGGGCTACCACGAGCACGTGCACACCAGGTTCGCCACCGCCGA
GCCTGACGCCGGCCCGATCTGCGGCGCCGTGCGCAGCGGCCACAACACCGAGATTGGGCA
CACGTGCACCCTCGACCCCGACCACGTCGGCGACCACCGCGACGGGGAGCACAGCACCAG
GTGGGCAGCCGAATGACCGGGCAGCAGGAGTGGACCGAGCACATCGTGCACGAGATCGAC
GTGCTCGCCCACGACGCGAAGCTCGGCACCGGGCACGAAGCGCACGACGGGTGGCGATTC
GAGCTGCACCAGCCGCGACCACACGAGGACCGGGCACCACATCGTGTGCTCACCTGCGGG
TGCGGCATTGTGCTCGTCAAGGCGCCGGTGAGCGGCGACACCAGCCGCTGCCGCGTCGTG
TTCCATCCGGTCGACGACCAGCCCGACGGCATGCCGGCGATCCCTCAGGTGCTCGGCGAG
TACCCGCACCGGTCGGCCGCCGTGACTGTCCTCGACGCCGCTCGGGCGCAGCAGACGCGG
CGCGGCACCTGGCGAATTGAGCCGGTGTGAGCAGCGGGCAGCGGCCGCGTCGCCGCGAGT
ACTTCCCCCGCATGAAAGTCCGCGGCCGGCACCGGCGACGACGGGCGCGCATCACCGTGT
ACGACAGCGAGTTCCGGGCCTTGTGGCCGCAGCCGAAACTCGACGGCCCGATCGAGTTGG
CATCGTTCCTCAACGGTATTGCCCAAACACTCAACGTGAGGAATGTCCGATGACTGACTA
TGCGATCGCTGAACGCACCGACATGTCGCAGACCATCATCGAGCGGCCGGCGTCGATCGG
TGAGATGCGGGCGCGGGTCGCCGAGCTGCGGGCGCAGCGACCGCCGGAGCCGCGCATCGT
CGGTCTGATCCGCCGGCCGAACTCGCCGATCTGGGAACTCGCCGAGACCTGACCCACCGT
TGACCGTAGCCTCGTCGTGAGGCTACGGTGACGGGGCAGTTCCCGCATTCCCCTACCGCA
CCAGGGAGACCCCATGACAGTCCATCCCAACGTGTTCGCCGACACGCAGAATCGGCTATG
CGTCCACTCGCCCCGGACGTCGCTCGACAAGGCGCCGTACGTGCTCGGAGCGTTCGACGA
GCGTGGGCATTTCATCGAGTACGAGCGGGTCGGCGAGATCCCTGACGGGTTCTACTGGGC
TGGTGCCGGCGCGCGAGACCTCACCGCCGAACGCCGACGCCGCATCGAGAAACGCGATAA
ACGCGCCGGACACACCGACGACCAGGCGTTCGACAGCCTGATCGCCGGTCTCGGCATCCT
CGCCGACGTCGTCGCCTCACTCACCAACCGGTACACCGCAGCATGCGAAGACCGCGACGA
GCAACGCGTCCGCGCCGAGGCCGCCGAGTACGACCTCGCCGAGCTGCGCCGCACGAAAGG
ATCACCCGCATGACCGTCGCACCGCACAGCGTTTCGCAGCTACTCGACCACTTCGCCCGC
GACGAACTGTCCAGCTCGGAGAAGTTCAGCCCGTTCCACGCCGAGATCCCCGAGGCTGTC
ATGCAGCGTCTGCACGCCGTCGTCGCGAAGGCGTACACACTCGGCTACGAGGACGGGTTC
GGTGTCGCCGGGTCGCAGGCGCAGTACGCGCGTGACCGCGACCACCTGCGCGCCGAGCAG
GAGAAGCGGCGCGCGAAAGCCGAATCGGTCGTCGACGACGCGCTCGACGAACTCAACCGA
TGACCGTCGTCCTCGGGATCGACCCGAGCCTCACGTCGACCGGACTCGCCCGCATCACCG
TCACACCGCCGACCGTCGCGGATCACCGCGGCGCCGACGACGTCACCATCACCACCGCAT
GCGTCGGCGAGGCCGGGCCGAAAGGCGCGACCGTCGAGCAACGCCGGGCACGCATCCAAC
GCGCACGACGCAGCATCCTGCGGGCCGCGACCGGCGCCGACCTCGCCGTCATCGAGGTGC
CGTTCTACAACCGGCAGACCACACAGGCCGGACTCATGGACCGGTCGTGGTTGTGGGGCA
GCGTCGTCGACGGGCTGCACATGCTCGGCGTGCCGGTCGTGCACGTCGCCGCGAAGCAAC
GCGCGAAGTTCGCCACCGACAACGGCAACTCGGATAAGGCGCAGGTCGCCGAGGCGATCG
GCCGGCTGTGGTCGCAGGTACTCGTCGAGAACGGGCGGCACCGGCAACTCCGCAACGACG
ACGAATACGACGCGCTCGTGTGCGCAACGATCGGCATCGTCAAAGCACACCCCCGGGTGC
GGCTACCCATACGTGTCCTCGAACACCACCTGCAGATCGTCGCCGGTCTGGACTGGCAGT
CGTGGGACACCTCAGAGCAAGGCATCACATGGTGAACACAACCGTCATCACTGTCCGACC
GTTGCAGCGGCCGCTACGCGCGATCCGTTGGGACGGCGACTACCGCAGCGGCGTCGACAT
CGCGCGGGCACTGAATGGCCGGGTGATCGTGTGGCCGGTCCCGAAGGGCTACGGACACTC
GATGCGCCGCGACTACGAACATGACCGCAGCACCGGCGCGGTTTTCAACCACGCCGCGGC
GTTCCTCGTCGTGTACCGGCACGGCGCCGACAACGATCCGCAACGCGTCGACGCCGGCAC
ATGGTTTGTGTGGGACGACGACGAGGTGAAGATCATCGAGGGTGACGACGAGTTCGACGG
GCAGTACATCGTCGACGACGAAGACGCAGCCCCGCGATGACCGACGACCCTGCCCGCAAG
ACGGCCGACGCGATCGCCGCGCGGCTGACCGAAAGCATCCTCGCCCGCTACCAAGGAGAC
CAGCCGCACATGACGAAGCAAGCCGACCCGAACGGCCGCTCACCGATCGGCCCGCCGATG
CCACCTAACCTCGCCGACGTGAAGCCGCCGCTGCACGTGCAGGCGATGCTCGACACCGCG
CGCGCCGAGGGGCGCGCTGACGCGCTCGCCGAACAGCTGTGCGATCTGTCCCTCGACCGT
ATGGCGCTGGTCGACCGGCTCGTCGACCGGGAACGGGAAGCGGGCAACACGATTGCGCAA
CTGATCGACGAGCGGTCCCACTTCGCGACCGATGCGGCGAACGCTCGAATGCTGCTCGAC
TCGGCGACAGCGAAGGTCGCCGAGCTGCAGGCCGAGCAGGACGGCGACCCGCGGGCGCAG
GTTCTGCAAACGATCTGGGACACGGCGACGAACGCGATCACCGAGATCGGCGGCCGCAAC
CTGACCGCCGGCGACCTCGTCACCGACCGCGTGTCGCTGCTCGCCGAACGCGCGATCGAA
CTACACCTGGCCGCCAATCGGCACGCCGCCGAAGTCGACCAGGTCCGCGACCTGGCGATC
GACACGCTCGTCGAGCACCACGAAGACGTCAACGGCGCCGACGCACCCCCGGCGGCGATG
CCCCAGAACATCGTCGACTTGGTCGGGGCGCTGCGGTCGACGCTGCGCCACACCCGCGAC
CGCATGCAGCAACTGCAGTCGGCGAACGACGCACTGCAGCAGACAGTGAACGGCCGGCAC
ACCGTCGTCGACGGAGACGTGCGGTCGCACGCCGAGCCGGCGCCAATGGGCAACCTCGTG
TCGACTGTCGTCGCCGACCTGCAGGCCGCCGCTATCGCGTCGGAGCCGAACGGCGCGTCG
GGTGGGTTCGACGTCGGTGCACCGTACGAGCAGACCGCCGAGGCGGCGCCGCTGCCCGCC
GACGTTGCGAAAGATGCGGCCGCGACCGGCGGTGAGTCGGCGGCGACGCCGTGCGCGAAC
TGTGGGCACACCCGCGCGGCGCACGACCCCGGCGCGTACTGGAACGCCGATCAGCGTGCG
GTTCACAGCTCGTGTAAGCCGCCGTGCCCGTGCAGCGGCTACTGCACGCCGTACGAGGCG
ATCGTGCAGAAGGATGAGTGACGACGACGAGGTGCTGTCGGGCGAGCTGGTGCCGGCCGA
CGAGGCCGAGCGCAGCGACGTCGTCGACCTGGCGGCGGCGCTACGCGCGTCGTTCAAACG
GCCGGACGTCGAGCCGCCGATCGTGCGGCCCGGCGACCCGCGCTGCGACGCCGAGACGCG
CGTCGACGGCCGATGGGAGGGCACCACGATCGGCCGCGTGAAGCTGACCGTGCGCGCGCA
GTGCGACCTGCCACCCGACCACGACGGGCAGCACCGGGTGACGATGCCCGACAGGGTCAC
CGAATACCGCTGGTAGGCCGACACGAACGGCGGGTACGCGATGAACGCGTACCCGCCGTT
GTCGTGGGTGGGCGGTCGTGCAGCTAACGGCACCCCGACGTCGATTCCGGTTACTTGGCT
CGCCCCGCGATGGAGTGCTAACACCGCTGAGCATCGTGCTTGCCCCGCGCCTCATGTGGA
ACGCGAGTACACGACCAACCCACCGAACAGCCTAGTGCGTAGACGCCACCAACGCGTTAC
TGTAGCCTCGTAATGAGGCTATAAGCCTCGTATCCCGCACACCCCTGAAAGGCCACACCA
TGACCGAACCCGTCTTGTGGGTCATCCGCTACAGCATCGAACCGATCGACCCGAACAACA
CCAGCGGCGTCCCCGAGCTGTCCGTGATGCGTGTCCTCGACCCGATGAACGCCGACCCCG
ACGAACAGCACGAGGTGATCGTCGGGCCGTCGACCGCGACCGGCGCACTGCTGATCGACC
CCACCGACGCCGGCAGCCTCGCGATCCTCGGCACCGCGCAGCTCGTACCGAACGTCGACC
CGGTGCGGCCGGTGCTGCTGCTGCAGGCGACGCAGGTATCGGCGACGCCGGCGAAGCAGT
GGCCGCTGCACTTCGCGAACCTCGACCCCGACGACCCGGGCGCCGGTGTGTGCGCGCACG
TCAACACCGAAACGCCGGGCGTCATGGTCGCGTTCATCGAGGGGCACATGCTCGGCGACG
CCGTGCTCACCGTCGAAGACCTGCTGGGAGGGCCGACCGGTGGCGAGTGACGACATACGC
AACTACGACCCCGACACCGGCATGCGGTACCGGTGGGAGATGCCCGACAGCGAACGCGGG
TTCGTCGTCGAGATCGACAACGACGACACCGGCCCGATCCTGTGTGGCTGCCTGTGTGGT
CCCGGCTACTCCCGGCCGGCGCCGTTCCTGTATCCCGACGAGGCGCGGTGGTTGGCCGAG
CACATGCCCGAAATGCTGGCCGCGATCGAGGCGTACGAGCTGCAGGCGGGCGGGGCGTCG
TCGTGAAGATCGTGGAACTGACACCGGTCGACGACTACGGCGACATGTGGGTCGACGGGC
ATATCGCGTTCCCGCTCGACCAGATCACCGCAGTCGTGACCGTGACCGTCGGCGAGAAGA
CGTCGACCGAAGTGTACGCAGGCGCCACCCGGCAACGGGTCGCCGAATCGTACGACGTGG
TGCTGTCGCGGATCGGGGCGCAGCGATGATCGTCGAAGTGCTCGTCGAGCACCAGCGGCA
CGCCAACGATCCCGCACCCGCCGGCATGCTGCGTGTGTGCTGCCGCTGCGGCTGGTCCCG
CGTGTACCTCGAACGGGGCAGCGGCTACCAACTGTGGGCCGAGCACGTCGCGCAGGTCAT
CGAGGGAAGGCTGCAGAAGTGAACGTGTACGAGTTCGAGGGCGGCCGGTTCCGCAACGAC
CCCGAGTTCGAGACGTGGCGCGAGGACATCGCCGAACGCCGCGCGAACGACCCCGGCCCG
CCGGTCGACGACTTCGACACCAATCCGTGGATGAACGACTGAGAGAGTGAGGGCACCGCA
CATGCCGAACAACCGATACCGAATCCCGCTGCGACCAGCCGCGCCGGGCGTCGACACCGC
GCACGAGCCGAACGCCGAGATCCGCGTCGACTACGACGCCGACACCGACGCGCTGACCGT
GCAGCCGCTGGGCTGCGCGGTCCCGCTGCGCAACCTCGACGACCTCGACAGGTACGTCGA
CGCGCTCGTCGTCACTGTGGCGCGGATACACGCCGACCGCAACGCGAACCGCCCGCGGTA
CGTGAGCACGACGTCGGCCGAGTGCAAGCAGGGCTGCGGTCGGCTCGTGCACGTCGCCGT
CGGGTTCGAGAAGTGGGCCGAATGCGACCGCTGCGCCGGACTGGAAGACGAGGTGCGCGG
TGGCTGACGTACTCGCGTGGTGCGTGGTCGTCGGCGCGGCGCTGGTCGTCGGATGGAAGG
CGTCGCAGACCGCGCGCACCACCCCGACCGCCGGCGTCCCGGCACGCAGCACGGCGTGGC
TCGACGACGACCCGTTCATCGGTGGCGACGGCCGGCCGCGGCTGCCGCAGCCCGACGGCA
CGTGGGCGCCGCCACCATGACCGGCAAGCTCGGTACGGCGTGCCCGAAGTGCGGGAAGCC
GGTACTCGCCGCGAAGGGCGGCCGGCACCTGTCGTGCTCGCCGGTGTGCACGTCGTGTCA
CCTGCCGATCGCAGGTGACGACGCCAACCAGCGCGGCCCGCGGCACGCCGACTGTGAGAA
GAAACGACGATGACCGACCCCGCGAAGATGAAAGTGTGGCGCATCGTCACCGGCCAAACC
CGCCGGCTGCAGGTCGACGTGACCGCGCTCGGCGCCGCGTATCTGACCGCCGACCCCGAC
ACGACACGCGCGCTCGAAGACGCGATCGACCCGACCGTTTTGGAAGCGTGCGCGTGGGTG
ACGCTGCACGGCCCGGCCGAACAACAGGGCAGCGGATACCGCTTACGATAGCCTCACAAC
GAGGCTACAATTCCGAATGCACCAACCCACCGAGAGGACCCGCACATGTCCGAAGTAGTG
AACTACTCTGCCCGACTCGACGAGATGGACACCGGCACCGTGATCCGCAACGGCGAGGGC
GGCACGACCTGCCATTTCGTCAAACAGGATGACGGCCGTTGGTATCCGTCCGACGTCGCC
GGCGCGCGGGTGCACCTGCCGACCACATCGAGCGTGATGGGACATCTGCCGTCGCGTGTG
TTCCTGCCCGCCGTGGTCGTCGACGCCGCCGAGATCACCGTGCAGCTCGCCGCCAACGTC
ATCGCCGAGCAGTTCGGCGACGACGACGTGTACGACCACACCGACGAGACCGGCCACGCA
GTCGCCGAACGCATCGCCCGCCGGCTGTCCGCCGCCAAGCTGCTCGCCAACTAGGAGACC
CCGCACCATGACGAACCTCGACCAGCCCGAACCGGACCCCACACGCACCGTCACCGACGA
CATGCTGATGCAGGTGTACCTGTCCGGCATGATCTCTGGTGCCGCGACGCTCGGCGTGCA
CAGCGGCATTCCGCCGGCAATCGCCGAGATGGTCGGCCGCGACCTCGCCGACAAGATCAC
CGGCGACCCCGCCGCGTACGCGCAGCTCGCCGAGCAGGTGCGACTGTGGGCCGACAACCC
CGGCAAGCCGAAACAGTCCGTGATCATCACCGCATGCACAGGACCGCGCGAGGCACCGCA
GTGACGGCCGGCAGCGACCTCGTCGTCGTCAGCTCGACCGCGATCGCGCGAGTGCGGGAT
GCCGCCGAGCACGCCGTCGTGCTGCACCCGCGACTCGCCCGCGACGACGGCACGACGAGG
CTGTCCGTCGAGTTCTGGAACGGCGCCACCGTGGCCGGCCGGTATGTCGACGTGCCGGCC
GACTTCGACGAGGAACTGACCGCGCACACCGAGCGGGCGCTCGTCGCCGACATCTACACC
GAGCAAACCGGCCGCGTCGTGTCCGGCACGTGGAACATCGAGCTGCCCGACCACACCGAA
CGGGAACTGCGATGACGGCGACGCCGCTGTGGTGGCGGCTGCTCAACCCGATTCGTACGC
TGCGGCCGCCGACCGCCGGCTCGAAGTCCGAGGTCGTGATCAACCCGTTCGGGCAGCCGT
CGGTCCCGATCTACGTCAACGACGATTGGGAGGAAACGGCGCAGCGCCGGCGGATCGGTG
TCAGCGATGGGCTGCGCCGGCAGATCATCGAGCTGGTGCCCGGGCCGCCCGGTGACGACG
ACTGGCTCGTGTTCCTCGGCAACCCGACCCGGCTGTGGGTGCGCACGTTCCGGCCGCCGA
CGGTCGGGTCGTGGCTCCCGCACCCGCCGCAGATCGAGGTCGGCGAGATCGAGGACCGCG
CCGGCATCCCGATCAGGCGAGCGCACCGGCGTTCGTAGCCGCGTGACGAGGCTACAATCA
GGTGAACCGTCCGCACACGAAGAGAGATAATCGAATGTCAGAACAACCGCTGAACATCGC
CGCGTTCGCCAAGCTCGCCGGCGTCAAATACGAGTCGATGCGCAAGTACCACCAGCGCGC
CACGCAACGCCGCAAAGAGATCGCCGAGGGGAAAACCGACCGGCCCGTCGCCGACTGGAT
GCCACCACCGCCCGACATCACCGTCGGCCGTACCCCGCTGTGGTTCCCCGAGACCGCGCG
CAAGTGGGTCGAATCCCGGCCGTCGCGCGGCGCCGAGGAAACGCTGAGCACGCAGTGACG
GCGTTCGGCCGGCACTCCCGCACGAGTGCCGGCCGAGCTGCCCGAAGGGGCACCGTTCCT
GTCACGTCGGGGGGACCAGGACGGGAACGCAGCGACCAGAACACCGCGTTCGATGTCGAG
TGTAGAACACCCCGGCTCGCATAATGGTCTGGTAAGACCCCCGCACACGAGAGGCCGGAC
ACCATGCCGAGAGGTAAGTCGAAACGCAACGACGCCGCGAACGCGCTACGCCGCGGCGAA
ATGGTCGATCTGTGGATCCGCGGCAACACCTATGCGCAGATCGGCGAACTGTTCGGCATC
GACAAGTCGGCCGTGATCCGGCAGGTACGCCGCGAACTGCAGATACGGGCGCAGGACCGC
GCCGACCTCGCCGACCAGGCACTCGAAATGCAGTTGGCTCGCATCGAGCGGCTACTGCAA
ACGCACATGAAGATCGGCACCGACGAATCGAACCCGCTCGCCGCGGCCCGGTCGGCGCGA
ATCGCGCTCGATGCGATCGACCGCCTGAACCGTCTGCTCGGTATCGACCAGCCGCAACGA
CACGAGGTCACCGTCACCACCGTCGACGCTGTCGACCGCGAGATCGCCCGACTCACTGCG
AAACTCACCGGCCACGCCGAAGAGAACGGCATCGACGTCAGCGACCTGACGGCGCTGCAG
CAGATCGCCGCGCAAGCCGAGGCGTAGACCG