##gff-version 3
##sequence-region Gordonia_phage_Hotorobo 1 76972
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	1	1974	283.0	+	0	ID=Gordonia_phage_Hotorobo_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Hotorobo_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	2092	3819	191.8	+	0	ID=Gordonia_phage_Hotorobo_CDS_0002;transl_table=11;phrog=113;top_hit=p68996 VI_00707;locus_tag=Gordonia_phage_Hotorobo_CDS_0002;function=head and packaging;product=portal protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	3806	6196	167.3	+	0	ID=Gordonia_phage_Hotorobo_CDS_0003;transl_table=11;phrog=9707;top_hit=NC_030944_p12;locus_tag=Gordonia_phage_Hotorobo_CDS_0003;function=tail;product=tail protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	6225	6530	3.0	+	0	ID=Gordonia_phage_Hotorobo_CDS_0004;transl_table=11;phrog=6679;top_hit=NC_016166_p6;locus_tag=Gordonia_phage_Hotorobo_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	6545	7780	193.8	+	0	ID=Gordonia_phage_Hotorobo_CDS_0005;transl_table=11;phrog=976;top_hit=p230060 VI_03561;locus_tag=Gordonia_phage_Hotorobo_CDS_0005;function=head and packaging;product=head maturation protease
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	7817	8287	85.1	+	0	ID=Gordonia_phage_Hotorobo_CDS_0006;transl_table=11;phrog=5455;top_hit=NC_030915_p14;locus_tag=Gordonia_phage_Hotorobo_CDS_0006;function=head and packaging;product=head decoration
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	8318	9499	239.9	+	0	ID=Gordonia_phage_Hotorobo_CDS_0007;transl_table=11;phrog=29;top_hit=p33806 VI_03880;locus_tag=Gordonia_phage_Hotorobo_CDS_0007;function=head and packaging;product=major head protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	9518	9712	26.6	+	0	ID=Gordonia_phage_Hotorobo_CDS_0008;transl_table=11;phrog=7074;top_hit=NC_030924_p16;locus_tag=Gordonia_phage_Hotorobo_CDS_0008;function=connector;product=head-tail connector protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	9785	10102	46.8	+	0	ID=Gordonia_phage_Hotorobo_CDS_0009;transl_table=11;phrog=6879;top_hit=MG757152_p19;locus_tag=Gordonia_phage_Hotorobo_CDS_0009;function=connector;product=head-tail connector protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	10110	10628	27.0	+	0	ID=Gordonia_phage_Hotorobo_CDS_0010;transl_table=11;phrog=195;top_hit=p126863 VI_01011;locus_tag=Gordonia_phage_Hotorobo_CDS_0010;function=connector;product=head-tail adaptor
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	10616	11113	30.5	+	0	ID=Gordonia_phage_Hotorobo_CDS_0011;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Hotorobo_CDS_0011;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	11110	11595	25.3	+	0	ID=Gordonia_phage_Hotorobo_CDS_0012;transl_table=11;phrog=5299;top_hit=KU963258_p21;locus_tag=Gordonia_phage_Hotorobo_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	11609	11950	52.2	+	0	ID=Gordonia_phage_Hotorobo_CDS_0013;transl_table=11;phrog=8128;top_hit=MG770211_p22;locus_tag=Gordonia_phage_Hotorobo_CDS_0013;function=connector;product=neck protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	11954	12973	200.1	+	0	ID=Gordonia_phage_Hotorobo_CDS_0014;transl_table=11;phrog=290;top_hit=NC_020479_p22;locus_tag=Gordonia_phage_Hotorobo_CDS_0014;function=tail;product=minor tail protein
Gordonia_phage_Hotorobo	tRNAscan-SE_2.0.12	tRNA	13050	13123	72.8	+	.	ID=Gordonia_phage_Hotorobo_tRNA_0001;transl_table=11;trna=tRNA-Asn(GTT);isotype=Asn;anticodon=GTT;locus_tag=Gordonia_phage_Hotorobo_tRNA_0001
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	13164	13757	121.6	+	0	ID=Gordonia_phage_Hotorobo_CDS_0015;transl_table=11;phrog=3096;top_hit=NC_030915_p23;locus_tag=Gordonia_phage_Hotorobo_CDS_0015;function=tail;product=tail assembly chaperone
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	14138	24121	1223.6	+	0	ID=Gordonia_phage_Hotorobo_CDS_0016;transl_table=11;phrog=5448;top_hit=NC_030924_p25;locus_tag=Gordonia_phage_Hotorobo_CDS_0016;function=tail;product=tail length tape measure protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	24118	26649	306.6	+	0	ID=Gordonia_phage_Hotorobo_CDS_0017;transl_table=11;phrog=5287;top_hit=NC_030924_p26;locus_tag=Gordonia_phage_Hotorobo_CDS_0017;function=tail;product=minor tail protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	26649	28877	141.7	+	0	ID=Gordonia_phage_Hotorobo_CDS_0018;transl_table=11;phrog=1887;top_hit=NC_022766_p29;locus_tag=Gordonia_phage_Hotorobo_CDS_0018;function=tail;product=tail protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	28877	30874	131.3	+	0	ID=Gordonia_phage_Hotorobo_CDS_0019;transl_table=11;phrog=4978;top_hit=NC_031074_p36;locus_tag=Gordonia_phage_Hotorobo_CDS_0019;function=tail;product=tail protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	30899	31144	18.7	+	0	ID=Gordonia_phage_Hotorobo_CDS_0020;transl_table=11;phrog=8373;top_hit=NC_030924_p29;locus_tag=Gordonia_phage_Hotorobo_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	31195	31662	92.8	+	0	ID=Gordonia_phage_Hotorobo_CDS_0021;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Hotorobo_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	31740	32063	55.5	+	0	ID=Gordonia_phage_Hotorobo_CDS_0022;transl_table=11;phrog=6901;top_hit=MH025889_p34;locus_tag=Gordonia_phage_Hotorobo_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	32060	32692	53.5	+	0	ID=Gordonia_phage_Hotorobo_CDS_0023;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Hotorobo_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	32689	33525	105.6	+	0	ID=Gordonia_phage_Hotorobo_CDS_0024;transl_table=11;phrog=6985;top_hit=NC_030905_p35;locus_tag=Gordonia_phage_Hotorobo_CDS_0024;function=lysis;product=endolysin
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	33642	33872	4.3	-	0	ID=Gordonia_phage_Hotorobo_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Hotorobo_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	33963	34514	24.3	+	0	ID=Gordonia_phage_Hotorobo_CDS_0026;transl_table=11;phrog=2344;top_hit=NC_016166_p30;locus_tag=Gordonia_phage_Hotorobo_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	34507	34839	23.4	+	0	ID=Gordonia_phage_Hotorobo_CDS_0027;transl_table=11;phrog=2525;top_hit=NC_030905_p38;locus_tag=Gordonia_phage_Hotorobo_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	34836	35075	10.7	-	0	ID=Gordonia_phage_Hotorobo_CDS_0028;transl_table=11;phrog=10322;top_hit=NC_030905_p39;locus_tag=Gordonia_phage_Hotorobo_CDS_0028;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	35078	36319	159.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0029;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Hotorobo_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	36459	36929	15.7	-	0	ID=Gordonia_phage_Hotorobo_CDS_0030;transl_table=11;phrog=6890;top_hit=NC_030905_p42;locus_tag=Gordonia_phage_Hotorobo_CDS_0030;function=DNA, RNA and nucleotide metabolism;product=endonuclease
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	37084	37179	7.4	-	0	ID=Gordonia_phage_Hotorobo_CDS_0031;transl_table=11;phrog=14929;top_hit=NC_030924_p42;locus_tag=Gordonia_phage_Hotorobo_CDS_0031;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	37179	37358	5.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0032;transl_table=11;phrog=10268;top_hit=NC_030905_p44;locus_tag=Gordonia_phage_Hotorobo_CDS_0032;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	37333	38055	97.3	-	0	ID=Gordonia_phage_Hotorobo_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Hotorobo_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	38148	38426	85.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0034;transl_table=11;phrog=8142;top_hit=MG770214_p46;locus_tag=Gordonia_phage_Hotorobo_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	38428	38655	36.3	-	0	ID=Gordonia_phage_Hotorobo_CDS_0035;transl_table=11;phrog=1673;top_hit=MG770214_p47;locus_tag=Gordonia_phage_Hotorobo_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	38655	39512	124.6	-	0	ID=Gordonia_phage_Hotorobo_CDS_0036;transl_table=11;phrog=102;top_hit=MG770214_p48;locus_tag=Gordonia_phage_Hotorobo_CDS_0036;function=lysis;product=endolysin
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	39509	40030	85.9	-	0	ID=Gordonia_phage_Hotorobo_CDS_0037;transl_table=11;phrog=3301;top_hit=p56841 VI_04609;locus_tag=Gordonia_phage_Hotorobo_CDS_0037;function=other;product=pyrophosphatase
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	40033	40197	6.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0038;transl_table=11;phrog=4938;top_hit=MG757152_p52;locus_tag=Gordonia_phage_Hotorobo_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	40197	40760	60.4	-	0	ID=Gordonia_phage_Hotorobo_CDS_0039;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Hotorobo_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	40862	41224	54.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0040;transl_table=11;phrog=355;top_hit=KY250482_p69;locus_tag=Gordonia_phage_Hotorobo_CDS_0040;function=DNA, RNA and nucleotide metabolism;product=nucleoside 2-deoxyribosyltransferase
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	41224	42357	124.9	-	0	ID=Gordonia_phage_Hotorobo_CDS_0041;transl_table=11;phrog=947;top_hit=KX670787_p105;locus_tag=Gordonia_phage_Hotorobo_CDS_0041;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase processivity factor
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	42358	42984	112.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0042;transl_table=11;phrog=192;top_hit=NC_026597_p76;locus_tag=Gordonia_phage_Hotorobo_CDS_0042;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase exonuclease subunit
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	42981	43175	19.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0043;transl_table=11;phrog=6401;top_hit=MG757155_p60;locus_tag=Gordonia_phage_Hotorobo_CDS_0043;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	43440	43724	34.4	-	0	ID=Gordonia_phage_Hotorobo_CDS_0044;transl_table=11;phrog=10671;top_hit=MG757155_p61;locus_tag=Gordonia_phage_Hotorobo_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	43721	45280	219.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0045;transl_table=11;phrog=29996;top_hit=p435648 VI_04262;locus_tag=Gordonia_phage_Hotorobo_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	45222	45521	9.4	-	0	ID=Gordonia_phage_Hotorobo_CDS_0046;transl_table=11;phrog=8951;top_hit=MG757155_p63;locus_tag=Gordonia_phage_Hotorobo_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	45512	46180	113.7	-	0	ID=Gordonia_phage_Hotorobo_CDS_0047;transl_table=11;phrog=7649;top_hit=NC_028865_p53;locus_tag=Gordonia_phage_Hotorobo_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	46298	47425	158.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0048;transl_table=11;phrog=5686;top_hit=NC_031109_p63;locus_tag=Gordonia_phage_Hotorobo_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	47530	47853	25.3	-	0	ID=Gordonia_phage_Hotorobo_CDS_0049;transl_table=11;phrog=6746;top_hit=NC_016166_p53;locus_tag=Gordonia_phage_Hotorobo_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	47850	48203	59.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0050;transl_table=11;phrog=7044;top_hit=MG099940_p68;locus_tag=Gordonia_phage_Hotorobo_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	48200	48478	7.6	-	0	ID=Gordonia_phage_Hotorobo_CDS_0051;transl_table=11;phrog=9303;top_hit=MG099940_p69;locus_tag=Gordonia_phage_Hotorobo_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	48459	48662	29.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0052;transl_table=11;phrog=19336;top_hit=MG757152_p68;locus_tag=Gordonia_phage_Hotorobo_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	48662	48796	14.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0053;transl_table=11;phrog=8296;top_hit=NC_030905_p63;locus_tag=Gordonia_phage_Hotorobo_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	48793	49419	59.9	-	0	ID=Gordonia_phage_Hotorobo_CDS_0054;transl_table=11;phrog=6622;top_hit=NC_030905_p64;locus_tag=Gordonia_phage_Hotorobo_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	49432	49989	32.5	-	0	ID=Gordonia_phage_Hotorobo_CDS_0055;transl_table=11;phrog=6792;top_hit=NC_030905_p65;locus_tag=Gordonia_phage_Hotorobo_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	49934	50197	10.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0056;transl_table=11;phrog=6495;top_hit=NC_030905_p66;locus_tag=Gordonia_phage_Hotorobo_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	50209	51441	55.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0057;transl_table=11;phrog=10570;top_hit=MG770211_p69;locus_tag=Gordonia_phage_Hotorobo_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	51499	51669	27.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0058;transl_table=11;phrog=11430;top_hit=MG757155_p74;locus_tag=Gordonia_phage_Hotorobo_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	51666	51911	11.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0059;transl_table=11;phrog=7963;top_hit=MG099940_p76;locus_tag=Gordonia_phage_Hotorobo_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	51976	52704	74.7	-	0	ID=Gordonia_phage_Hotorobo_CDS_0060;transl_table=11;phrog=5406;top_hit=NC_029074_p77;locus_tag=Gordonia_phage_Hotorobo_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	52714	52857	11.4	-	0	ID=Gordonia_phage_Hotorobo_CDS_0061;transl_table=11;phrog=10275;top_hit=MG099940_p78;locus_tag=Gordonia_phage_Hotorobo_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	52857	53279	71.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0062;transl_table=11;phrog=7690;top_hit=NC_028865_p70;locus_tag=Gordonia_phage_Hotorobo_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	53326	53667	55.4	-	0	ID=Gordonia_phage_Hotorobo_CDS_0063;transl_table=11;phrog=5392;top_hit=NC_031112_p11;locus_tag=Gordonia_phage_Hotorobo_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	53817	54245	82.8	-	0	ID=Gordonia_phage_Hotorobo_CDS_0064;transl_table=11;phrog=6646;top_hit=NC_030924_p76;locus_tag=Gordonia_phage_Hotorobo_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	54368	54931	104.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0065;transl_table=11;phrog=1342;top_hit=NC_030924_p77;locus_tag=Gordonia_phage_Hotorobo_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	54938	55159	31.5	-	0	ID=Gordonia_phage_Hotorobo_CDS_0066;transl_table=11;phrog=9086;top_hit=NC_030924_p78;locus_tag=Gordonia_phage_Hotorobo_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	55160	55411	18.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0067;transl_table=11;phrog=17060;top_hit=NC_030924_p79;locus_tag=Gordonia_phage_Hotorobo_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	55411	55692	36.7	-	0	ID=Gordonia_phage_Hotorobo_CDS_0068;transl_table=11;phrog=27402;top_hit=NC_030924_p80;locus_tag=Gordonia_phage_Hotorobo_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	55695	55982	50.9	-	0	ID=Gordonia_phage_Hotorobo_CDS_0069;transl_table=11;phrog=10697;top_hit=NC_031229_p82;locus_tag=Gordonia_phage_Hotorobo_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	55983	56489	-5.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0070;transl_table=11;phrog=9508;top_hit=MG099940_p85;locus_tag=Gordonia_phage_Hotorobo_CDS_0070;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	56486	56773	39.3	-	0	ID=Gordonia_phage_Hotorobo_CDS_0071;transl_table=11;phrog=4480;top_hit=NC_030906_p65;locus_tag=Gordonia_phage_Hotorobo_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	56777	57121	56.9	-	0	ID=Gordonia_phage_Hotorobo_CDS_0072;transl_table=11;phrog=12545;top_hit=MG099940_p87;locus_tag=Gordonia_phage_Hotorobo_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	57121	57357	21.3	-	0	ID=Gordonia_phage_Hotorobo_CDS_0073;transl_table=11;phrog=10140;top_hit=MG770211_p85;locus_tag=Gordonia_phage_Hotorobo_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	57357	57776	33.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0074;transl_table=11;phrog=19874;top_hit=MG770211_p86;locus_tag=Gordonia_phage_Hotorobo_CDS_0074;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	57779	58078	19.6	-	0	ID=Gordonia_phage_Hotorobo_CDS_0075;transl_table=11;phrog=21492;top_hit=MG770211_p87;locus_tag=Gordonia_phage_Hotorobo_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	58090	60003	269.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0076;transl_table=11;phrog=5298;top_hit=NC_028668_p87;locus_tag=Gordonia_phage_Hotorobo_CDS_0076;function=moron, auxiliary metabolic gene and host takeover;product=cobalamin biosynthesis protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	59994	61550	235.8	-	0	ID=Gordonia_phage_Hotorobo_CDS_0077;transl_table=11;phrog=5424;top_hit=MG757155_p90;locus_tag=Gordonia_phage_Hotorobo_CDS_0077;function=other;product=ATPase
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	61631	62287	110.6	-	0	ID=Gordonia_phage_Hotorobo_CDS_0078;transl_table=11;phrog=7008;top_hit=MG757155_p91;locus_tag=Gordonia_phage_Hotorobo_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	62278	62424	11.7	-	0	ID=Gordonia_phage_Hotorobo_CDS_0079;transl_table=11;phrog=13875;top_hit=MG757155_p92;locus_tag=Gordonia_phage_Hotorobo_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	62421	62645	32.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0080;transl_table=11;phrog=9936;top_hit=MG757155_p93;locus_tag=Gordonia_phage_Hotorobo_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	62633	63055	38.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0081;transl_table=11;phrog=7001;top_hit=MG757152_p95;locus_tag=Gordonia_phage_Hotorobo_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	63059	63970	113.0	-	0	ID=Gordonia_phage_Hotorobo_CDS_0082;transl_table=11;phrog=6032;top_hit=MG099940_p96;locus_tag=Gordonia_phage_Hotorobo_CDS_0082;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	63963	64307	40.8	-	0	ID=Gordonia_phage_Hotorobo_CDS_0083;transl_table=11;phrog=14841;top_hit=MG099940_p97;locus_tag=Gordonia_phage_Hotorobo_CDS_0083;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	64475	64648	9.7	-	0	ID=Gordonia_phage_Hotorobo_CDS_0084;transl_table=11;phrog=10234;top_hit=MG099940_p100;locus_tag=Gordonia_phage_Hotorobo_CDS_0084;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	64654	64758	11.7	-	0	ID=Gordonia_phage_Hotorobo_CDS_0085;transl_table=11;phrog=32031;top_hit=MG770214_p95;locus_tag=Gordonia_phage_Hotorobo_CDS_0085;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	64851	65822	192.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0086;transl_table=11;phrog=6708;top_hit=MG770211_p99;locus_tag=Gordonia_phage_Hotorobo_CDS_0086;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	65938	66228	21.3	-	0	ID=Gordonia_phage_Hotorobo_CDS_0087;transl_table=11;phrog=10550;top_hit=MG770211_p100;locus_tag=Gordonia_phage_Hotorobo_CDS_0087;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	66230	66514	38.8	-	0	ID=Gordonia_phage_Hotorobo_CDS_0088;transl_table=11;phrog=14330;top_hit=MG770211_p101;locus_tag=Gordonia_phage_Hotorobo_CDS_0088;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	66611	66763	14.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0089;transl_table=11;phrog=14408;top_hit=MG770211_p103;locus_tag=Gordonia_phage_Hotorobo_CDS_0089;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	66760	66924	4.5	-	0	ID=Gordonia_phage_Hotorobo_CDS_0090;transl_table=11;phrog=9304;top_hit=MG770214_p101;locus_tag=Gordonia_phage_Hotorobo_CDS_0090;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	67025	67378	53.2	-	0	ID=Gordonia_phage_Hotorobo_CDS_0091;transl_table=11;phrog=12137;top_hit=NC_031229_p106;locus_tag=Gordonia_phage_Hotorobo_CDS_0091;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	67436	67663	16.9	-	0	ID=Gordonia_phage_Hotorobo_CDS_0092;transl_table=11;phrog=22058;top_hit=NC_031229_p107;locus_tag=Gordonia_phage_Hotorobo_CDS_0092;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	67705	68109	28.4	-	0	ID=Gordonia_phage_Hotorobo_CDS_0093;transl_table=11;phrog=10038;top_hit=NC_031229_p108;locus_tag=Gordonia_phage_Hotorobo_CDS_0093;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	70729	71181	75.4	-	0	ID=Gordonia_phage_Hotorobo_CDS_0094;transl_table=11;phrog=9619;top_hit=NC_028966_p99;locus_tag=Gordonia_phage_Hotorobo_CDS_0094;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	71178	71441	24.5	-	0	ID=Gordonia_phage_Hotorobo_CDS_0095;transl_table=11;phrog=14575;top_hit=NC_031229_p2;locus_tag=Gordonia_phage_Hotorobo_CDS_0095;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	71438	71710	29.3	-	0	ID=Gordonia_phage_Hotorobo_CDS_0096;transl_table=11;phrog=7062;top_hit=NC_028865_p103;locus_tag=Gordonia_phage_Hotorobo_CDS_0096;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	71707	73974	260.5	-	0	ID=Gordonia_phage_Hotorobo_CDS_0097;transl_table=11;phrog=5311;top_hit=NC_030915_p1;locus_tag=Gordonia_phage_Hotorobo_CDS_0097;function=DNA, RNA and nucleotide metabolism;product=helicase
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	73971	74198	1.6	-	0	ID=Gordonia_phage_Hotorobo_CDS_0098;transl_table=11;phrog=7096;top_hit=NC_030905_p3;locus_tag=Gordonia_phage_Hotorobo_CDS_0098;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	74179	74322	4.6	-	0	ID=Gordonia_phage_Hotorobo_CDS_0099;transl_table=11;phrog=8352;top_hit=MG770214_p6;locus_tag=Gordonia_phage_Hotorobo_CDS_0099;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	74309	74503	0.1	-	0	ID=Gordonia_phage_Hotorobo_CDS_0100;transl_table=11;phrog=12599;top_hit=MG757152_p8;locus_tag=Gordonia_phage_Hotorobo_CDS_0100;function=unknown function;product=hypothetical protein
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	74490	75428	93.5	-	0	ID=Gordonia_phage_Hotorobo_CDS_0101;transl_table=11;phrog=5362;top_hit=NC_028668_p103;locus_tag=Gordonia_phage_Hotorobo_CDS_0101;function=DNA, RNA and nucleotide metabolism;product=DNA primase
Gordonia_phage_Hotorobo	Pyrodigal-gv_0.3.2	CDS	75577	76971	146.0	+	0	ID=Gordonia_phage_Hotorobo_CDS_0102;transl_table=11;phrog=6902;top_hit=MG770214_p8;locus_tag=Gordonia_phage_Hotorobo_CDS_0102;function=head and packaging;product=terminase small subunit
##FASTA
>Gordonia_phage_Hotorobo rotated=True rotated_gene=terL
ATGACTGATCCTGTCTTCGAAGAGATCATGTGGCTGAAGGACAATCCAGAGTTTCGCCTT
CGGCCAGCGAATATCCGTGAGTTCTGTGGACCCGGATACCTCAAGGAGCGTAACGTGCGC
CCCGGCATCATGGAAGCTTTGCTTGAGACATTCGGAGAGGAGGTGAACTCTTATGCGATT
AGCAATAAGCGCCGGGCTCTGCTTACTGGCGCTATTGGTATTGGCAAGTCTACTTATGCT
GCCATTGCCCTGAGCTACATGGTGCACTGGATCAAGTGCCTGAACAATCCGAAAGAGTTC
TACAACCTCTCGGACGATTCGGTGATTGGCTTCATGATGATGAGCACCACCGAGAAGCTC
GCACAGGAAGTCATCTTCCAGAAGGTTAAGAAGCGAATCCAGAACTCCGCGTGGTTCGAT
CGGTACGCACCACTGGCCGAGGAGAATAAGCGTCTGCAGAAGCAGATGCGATTCGAGGGC
GACATCTGGATCGTGCCTGGTTCGTCACTTGAGACCGCGTTCGAGGGCTACGACATTCTC
GGCGGGATCGTGGACGAGGGTGACTCGCACAACGTCACCGATCAGAAGGACTACGCCGAG
GCTGGCTACAACACGATCGAGTCTCGTATCGAATCTCGATTCACTGACTTCAAGACTGGA
CAGCATCGTGGCCTGATGATCTGTATTGGCCAGGCCAAGCGTAAGGGCGGGTTCATGCTC
CGCCACTACGACGAGTTCTCGAAGGACCCCGACTCGGTCGCCGTGCGTATGACCATCTGG
GAATCATTCGGTTGGCACAACTACACCAAAGACAAGAACGACATCGAACTGGGGAAGGAG
ACGGCCGAGCGCGATAGCTTCTACTACGACATCCAGAAGCGTGAGATGTACTCGAAGGAA
GCTGCGCAGCTCATCATGAACAAGAACCTCATTGAGGTTCCGGTCCAGTACAGAAAGAGC
TTTGAACGTGATCCGGTTAAAGCGCTCCGAGACCTTGCGGGAATACCTCCAGAGGTCGAC
GACCCATTCATCTCCCGCCCCGACTTCATTCTCGAGAACCAGAATCTCTGGCACGAGCGC
TACCCGGACTACACTACGCCTGTGGGTACCGAATCTCGACTCGATCGCATCGTTCTGCCT
GATTGGTTTCTGCCTGATAATCTGGGCGGGCCTTACCGTCGGGTCATTCATATTGACACG
GCTTACTCTCCAGACGGTGATGCTCTCGGGTTCGCGATGGCTCACGTCCCGGAGAAGGTC
GACCAGTACGGAGAAGAACGACCCGTCATAGTTTTCGACCTGCTGCTGCGGATCAAGGCT
ACGCCAGCCGTGGAGATTAACTTCGGAGAGATTCGCAAGTTCATCTACATGCTACGCGAT
GACTATGGGTTCGAGATCGACATGGTCACCATCGACGGCTTCAACTCGTTCGACTTCATT
CAGCAGTTGCGGAAGAACAAGATCAAGGCTGACTACCTGTCGGTGGACAAGGGCAAGGCG
CCGTACGAAGATGTTCGCGAGGTCATCAACGACAAGCGCTGCGAGATGCCGATGTACATG
GTGCACTACAAGCTCGGTGACACTGAGGTCGTGAACATCGCGTACAAGGAGCTGTCTGAG
GTTCAGGACACAGGCAAGAAGATCGACCACCCGAAGGACGGAAGCAAGGACATCGCTGAC
GCAATCACCGGGTGCGTGCACAACCTCGTGTCAAACACGAAGTACATTCGCGAGGCGCGC
ACGGTCGAGCGAAAGGGCGCGGCTGCTGCGAAGCAGAACATCGTCACCAGCGGTGAGGAC
TTCTTCGGCAGCGCGCCCGGCACCGACCCGATGAAGCAGTCCATCGAGGCGAACTCTCCT
ATATCATTCGAGGAGTTCACCAAGGCGCAGAACGGACTGGTCGGAGGTACGCTGAACCTC
GACATACTCATGAATGGCAACGGCCCGCCTGGGTTTGAAGATCGCATGTGGTGACGACGA
CCCCGCGTCTAGCGTAATGCTGGACACGGGGTCGCTTCGTACTGTAGTGTCCCCGGCTAA
CTTCAATGCAGCGCTTCGCATCAGTGCGATCCCCTGCCGACAGGAGACGAGATGAGTTCA
GGACTGCTTGGCCCCAATGGCCAGCCAATCGACAAGTATGTCGAGTTCGCGGGGAGGCCG
AAGAATCCCAAGCCGGTTGTTGGTGACGCTTACTCCGACTGGGGTGGGTTGAGCAAGGAC
TTCATGCATCTCCCTGGCGGCGGTGTGATCGGCTTCGATACGTCCAAGCTCGGCATCCGA
GACTTCCGGCGTATGCGTGAGCACTACCAGATCGGTTCGAGTCTTCACGTTCTGACATTC
ATGCTTCACCAGCTGGACTGGCGTGTCGAGTGTGACGATCCCAAGGTTGCCGAATGGTGC
ACCGTCAATCTCGAGATGATCTGGACTCGTCTCATACGAGCCATGTCCACTGCGTTCGCA
TTCGGATTCAGTGCGAACGCAGTAGAGTGGGAGAACGACACGAACGAGGGCAAGCTTCGG
CTTAACAAGATCAAGGACCTCGTTCCCGAAGAGTGTGAGGTTGCCTGGAAGTATGTTGAC
TCCGCGCTCAAGCCCGAGGGTCATGTCGCTGCTCCGAAGGTTCCGATCTTTGACGGCATC
TCCAAGCGAGGCACGTCGTACAAGATCGAGGTCACAAACAGTCTGTGGTATCCGCTGCTC
ATGGAGAACGGAAACTACAAGGGACGCCAGCTACTTCGGACTGCGTTTCAGCCGTGGTTC
TTCAGCACTCTCATTCACCTGTACCAGAACAAGTACTTCGAACGGTTCGGCGAGCCGGTT
CCCATTGGACGCGCGCCTTACAATGACAAGGTCACCAAGGATGGAAAGACCATCTATGGA
TACGACCTGATGGCAAGCATCCTCGGCAACATCCGTTCCCGCAGCGCGGTAGTCCTTCCC
AACAGCCGCAGCAAAGAGGGAATGAACGACCAGCCCGAGTACGACTACCAGGTCGAATAC
CTCGAGTCGCAGATGCGTGGTGCAGACTTCGAGCGCTACCTCACCCGCCTCGACGAGGAG
ATGTCCCTTGCACTCTTTACTCCCCTTCTGCTGCTGCGGACTGCAGATGCAGGTGGATTC
AACCAGGGGATTGCTCATACTCAAATGTACCTGTGGATGCTCAACGCAGTGGCGGGCGAC
ATGGCAGAGTATATCGACAAGTACGTTCTGCGGTACATGGCAATATACAACTTCGGACCG
AAGGCCAAACTCCCACGAATCCGCTTTCGGAAGCTAGGCACCGCTCAGCAGGAGACCCTG
CGCGCGATCGTGCAGGCGCTGATTCAGAAGGGGACAGTCAAGCCCGACGTGACGGAGCTG
GGGCAGCACATCGGCCTCACCCTCGAGGAAATTGAAGAGGTTACCGAGCCGGTCGAGGAC
CCGGACTTCCCGCCGAACGATCCCGACGACGACGATGAGAACGGCAATAAGGATGGTCGA
GTCGGCCGACCTGAGCGGCTGAAGGATCAGGACGGAATCAAGCCGGGGTCCACTACCAAG
CAGATTAGCTCTCGTATCGCGGATCAGATCAGGCGTGCATACAAGAAAAATGATTTGCTC
GAATGGCAACCGGCCCCTGGGTTCCGGCGCCAATTGACCGGGGAACTACAAGCAATGGGC
CATATGGACGCCCGGCGCGCGGCGTCCGTGTTCAACGATGCGTTGATCGGTACGCTCACC
GAAACAGCAAAGCTCGACTGGGATTCCGCTGATGATTTCATAGCTTACGCAGAAGGAATC
ATCAAAGCTGAAGGAGAGAAACTCTATGCCTCTGCCTGACATCACCGTTGACCCAACCGA
GTACGGTCGGGTTACCTTCACTGGACTCATCTCCATTCTCGACTCCATTTCCGATCCAGA
CGACGTGCCAGACAAGGCTGCCGTAACTGGTGCGATCATCTTCAAGCCCAGTGCTGGTGC
ACTGAAGTTTCTTGGCGCAAGCCCGGTGTTTACCCTGTTCCTATCGAATCGCGAGGTTCA
GCTCGTTGATGCCAAGGTTGACGAGCAGGGCAGGAAGTACGTCAAGCTGGAATCCAACTC
GGCTGCGGCCGTCCCCGAACAGTTCACCTGGACGGCGGTGTTCAGTCTTTCGTACAACGG
GGTAATGTTGAATATCCCGCCATGTACGTTTGCACTGATGCCAGGCCAGGAGCTCGATCT
GTCCACCGTGCTCAATTCGAGCGAGGTGACATACTACACTCCAATTCAGGTCTCGGCTGC
TGTTGCGGCACGCGAGGGTGCCGAGGTTGCTCGCGACGAAACGGTCACCATCAAGGAAGA
AGTCACCGAGGTAGCCGAAACTGTTGACGCAAAGATCGGCGCCATTCCGATCACTGCGCT
ACCGGAGGCAGAGTCGGATGCCCGATATTCCCCGCGCATTCCGACATACCAAGCTCAGCT
TCTCGGTAAGGCTATGAAGAAGTTGCGTCTCGGTCAGCCCGTCAAGATTGTGTGTCGTGG
CGACTCGACCACCTATGGTCACGACACGGTCTCTTCTGATAGGGTTCCCGCACCTGACGT
GACGCTTCCCGATGGAACGAAGCCGACATTCACCCGGTCGCCAGTTCCATTCCCGCAGGC
GATGCAGAACTTCTTGAACCAGACATACGGGGAGATTGTCACCGTAGAGAACCAGGGACA
CTCGGGGGACTGGGTTCAGCGAGGTATGACGCGGTGGCTCAACAACGTGAATGCCGACAT
CACAGTTATCAGCTACGGAATCAATGACGCTCTCGCCACCGGCGTGCCGGTCGAGATTCG
AGGAAACATCTCGTCGTACATCGAGGCGACAGAGAAGATGATTCTTCGAGACCTGGAATG
GGGGTCGGCCGTTGTACTCATGGCACCCATTCGCCAGCGTGGTCCACTCGGAAGCCCTGA
TGTTGACGCGTACCGGAACGCGCTGCGAGGACTCGCAGACTCCTACGGCCTTCCGCTTGT
GGATACAGAAGAGTTCCTGATCACCGCGCCCTGGGACTGCTGGTCTGATGGCAACCACTT
GAATACCAAGGGCAACGGAATCATGGGCGCACGACTTGCCGCTCTGTTTGTTGGCGAGGG
TCCGCTCAAGAAAAATGTGCTGGAGCCGGGCAGTAAGTTGCTCGGACGTCCGACCCTGGA
CAATGTCGTTCTGAGGGGTGCGGTACAGACAAACTCGTCAGGCTTCGGAACACCTCGCGA
CGAAGCCGCGATGGCTGCTGGCACGGCAGTGGGGTTCCAGGGCGGCGGCACCGCAGCCCT
GGATGGAGTGGCGACCTGGTCTTTCTACACAGAGTCTCCAGATGTGGTAATCATTCCGTG
GTCTTACATCAACGCTGGCGCTGGAGAGGCAGGCGCTCAGATTTCTTACGAGCTTGACTT
TGCTGTCGAGCAAGGTCAGAACTACCACGTTGATGTGGCTACTCCCGGCGAATCTGGAAA
TGGCTCTCTGGCTCCAAGTTACAAGTTCCATGGCCCAGTTGCCGCAGGTCAAGCTGCAAC
ATTTATCAACGATCCGGCAACCAGCCCGCTGGCAATTCGAGTGGCGACCCCAGGTTGGCA
TACGATCCGAGCTATATACCACCGCTCGGTAACAGCTTCTGTCGCTGTGACTCACATGAT
TGAAGCCTTTGCCTGGCGCACCTATCAGCAGATGCGCAAGCCGATTGACTTCACTCCGGT
GATTGCAGCGCTAGAGCCAGTGAACATTCGGGTGATGCCTAACCTGGACGAGTCTGCTGA
TATTCTCTCGACCAAGGTTCACTGGCCCACATTGGTTCAGGCATTGCATGTGAAGAACTG
GGCCAACCAGTACTACGGTGCCCCGATCATCAAGCTCACACTCAGGACATACGGGGTGGG
TGTTGTCCAGTACGCATTCTTGTGTACACTGCGCACCGACCTTCCCGGCGCGGACGTGGC
GCAGAGAGCTGTTGAAGGATACGGTGCAACCGAACCCTCGCAGGGCATTGCGTTTGTCCG
AAAGCTTGGAGCTGGGTTTGCAACAGTCTCCGCGGGGGCGCCACCCGAGACCGCAATAAG
CGGTCGCGAGCTTGCGTACATCTCGTACGAGGCCGCTACCCAGTCGCTTGTGTTCACCTG
GCGTACCGTTAACTCGGGAGACTCGACAGCAAAGAACATGAAGAAGAACTTCCTCATGAC
GTTCTCGCTGTTCTGATCTACAACCACAAACAGAAATTGGTGCCATGAAACCAGAGTCGA
GACACCCACTGAGGTGTACGTGCAGGACACAGCCGCTGTTGGCTTACTACGGCAGGAACA
ACCGGGGCCGAGCGTTCGTTCATGTAGCTTCATTCAAGAACAAGCGGCCGATCTCGCAGG
TGTACACGACTGCGCCTATATCAATCTGGTGCCCGTCGTGCGGGAAATGGTGGAACATCT
TCGTGAAGAACGAGAAGCTCACCGCGGAAGAACGGCAGAGTGCTCCCCCGGTTCCCGAGC
AAAAATCCAAATCGCGGGTATTGCTGGACAACCCGCCGGATGACCAGTAAGGTTTGGTGA
CATTATGACAACGGCCACGCTATCGCCCGCGCAGAGGCGGAACTGCGTCTTTGTCCGCAA
CCTCGGAGCGCCGACGAAGTCCTACACCAAGCAGGTGGACGACAAGTCGGGCAACGGCGG
AACGGTCGAGGCGCTCATTGTCGAAGGCAAGCCGATCTTCCGGAGCGGTACCTTCTCCGA
CAGCATGGGCATTGAGCACACGTGGGAAACGCTGCACATGAATCAGATGGTGGATCATGC
GTCGCTGCTTTCCAGTCGTGGCATCTTCGAAGACGTTCCGGTTCGCAAGGGCCATCCCGA
CTGGGGTGGCCTGTTCAGTGATCCGGTTCGGAACGCGATGGACGAGCTCATCGGATACAT
GGGCAACTTCCGTACCGAGGAGCGGGTCAATCCGGCAGACGGACAGACCTACACATACTT
GCTCGCAGACCTCGAGATTCTCCAAGAGGACGCGATCAAGAACATCAAGTCCGGTCTCTG
GCGGAATGTGTCCGCCGAGATCAGCACATACGTCACCAACGGTAATGCCGAGTACTGGCC
TGTCATGTATGGGGTGGCCTACGTAGACATCCCAGCTGTTGAGGGCCTCAAGGCTCAGCA
CTCCAAGGCGGCGAATCAATTCAGCATCATTCTGGAGGAAGACATGGGACCGACGCCCAA
CAACCCCAACCCGCCTGTTCCCAACGAACAGGGCGGCAGCGGGGATCAGAACAACAACGG
TGGTGCGAGCAACCACAGCGCACCGACCCCCACTCCGGCCCCGGCTGCTCCGGCATTCTC
GTTCAGCATCGGCGGCCAGCAGACCACCGACTTCTCCGCCGTGCAGGCTCACATCACCAA
CATCGAGACCGAGAACACTTCGCTGAAGCAGTTCAAGCGGGAGTCGGTCGAGGCCGGCCG
AGTCGCGTTCGTCAACGGTCTCGTCAAGGCGAACAAGATCTCCGCCGCCGACGAGGACAA
GTGGGTCGAGTACGCGAAGAAGCAGGACGACGCGGGCTTCGCGCAGTGGAAGGAGCTCAT
GGAGGGTGTGCCCGCAATGCCGGTCACCAACCCCCAGGGTGCCGGGTTCTCGCAGAGCCA
CGACCAGACCCAGCAGACCGACGCCAAGACCGAGCGCATCGACGTGCTCAAGTCCATCGT
GTCGGCACACAAGCTGGGCAACCGCATGACGACCGCCCAGATCATGGAGCAGCCCTCGTA
CAAGGAGCTGCTGCAGCTCGAGCCGTCCTTCACCCTCTAGGTTCGCGGCCACCCTCAACA
AGAAGGAAGAAACACAATGGCTGATTTCGTCAAGGGTCGCGAAGAGTACGCGGTCCACGG
CAAGCGCCAGATCCTCCGGCACGCTCACCCCGGCTCGTTCACGGTGGTCTCCAAGACCAT
CTCGCACGAGGCTTTCCCGGTGGCCGAGGACGCGGACGGCAACCCCGACTACGTGCTGCA
GGAGGGCGAGGTCCTCGTCAACCTGACCTCCGGCCCGCACGCGGGCAAGTGCGTTCCGTT
CCAGCTGGACCCGACGACGCCCTTCACCGACGGACGCTCGACCACCGCCAACCTGGTCGG
CGTCTGCAAGGACTACTTCGGCTGGGAGCTCTCCGAGCGCGATGTCGAGGCGGGCGTTCT
GGATCGGGGTCACCTGGTGCAGAACTGGTGCACCATCCGCGATGCAGATGGGAACCGGGT
CACCCTGACCAACACGGTAGCCGACGCGCTCCGTAGCAAGAAGAACCTCGACATCCTCTT
CTCGTAAGGAGACGAACAAGTGACCGCATCACTGGGCATGTTCAACAAGCCCCAGCCCAA
CGCCTACGGCGCGCAGCCGCTGGACAAGCTCATCCGCAAGGAGGTGGCGCTCGGCGTCAT
CAAGGAGATCGTCAAGCCTGAGGATCACCTCGGCCTGACCCTCTTCCCCTTCAAGGACGT
GCCGACCGACGACTACATCTTTTCGTATGTCAAGGGTCTGACCACCGGCCTGGCACCCGC
CATCGCCGAGTCGGCCGAATCGGAACTGGCCCAGAAGGACAGCGGCCTGGCCAACCAGGG
CCGTGCGTCGATCATCGACTGGCGCCTCAAGGACCACTACGACGCCGCCGACGTGCAGCG
TTTCCTGGACCTACAGCTCCTGGCCGAGGCCAACCAGTTCGGGCCGTACGGCCTGCCGAA
CACCCTGCTGGGTGACATCAACCAGCTGCCGCAGCGGATGCAGCGCGACACCGAAGAGCG
TCGTCGTCGCCTCGACAACCGAGCCGAGTGGCTCATCATGCAGTCGCTGTCCAACGGCGG
CATCGCTTACAACGACGGGAACATCAAGTTCTCCGTCGACTGGAAGCGTCCGGTTGACCA
GCAGGCGCAGGCCCCGTCCTCGGGCACCTACGCCTCGACCACCCACGATCCCATCGGGGA
CATCAACAAGATCAAGCGACTGATCTACAACCGCTACGGCGTCCTGATCACTCGCGCGAT
CTGCTCGAACAAGTTCCTGTTGAGCCTCATCAACTCGGACAAGTTCATCCTCCGTGCAGG
ACTGGGAACCGCAGCGAACTCGGGCATCGGTCAATCGGACATCCCCTACCTGATCAACGG
CTGGGGTCCGCAGGTTGCCATCGACATCGTCGAGCAGCAGACCGGCATCAAGTTCATCGA
GTACGATTCGGGCTACCGCAGCAAGCCAGACTTCGCTCAGGGGCCGGTGACCTTCAACCG
GTACCTGCCCGAGACGCGCGTCATCTTCATGCCGGACGACAACGCGATGGCCGAGTACGA
CTCCTCGGACATCGGCCTCGGCAAGATGCTGACCAGCCCGCACAGCATGGGCAACGGGTC
CGCAGGGTTCTACATGTGGGAGCAGGACACCACGGACCCCTGGGGCAAGAACGTCGGCAC
CGGGATCAAGATGTTCCCGCTGTTCCCGCACATGGAGCTCACGTACACAATGGACGTGAC
CCTCCCCGCCGATCTCTGATCGAAAGGAGTTAGCGACATGGCCTCGAAGAGCACCGTCGT
CGTGAAGAAGAAGGGCGCCCGAGGTGGCGTCAACCCCGGCACTGCGGGCACCGGGGCAGG
CCTCCTGCCCTACGGCGCGCAGACCGGTGGACAGTCCAGCGCCGATCCGGTCAAGTCGGT
GAAGGCAACGCAGGACAAGAACCGCCGGGCCATCGGGTACGGCGAGCGCTGACAGACTCT
ACGCCGACCGAGTGGCCTTCCCTAGCACTCGGTCGGCGTAGTCTCGCATCCGCAAAGGAG
AATCATGGCAGAGAACACCGAGGCTTCGGTCAAGGCCGAAGCCGACGACAACAAGCCGAT
CGGCCGTCCCGACTCGCCGAACGCCGAAGAGCCCGCCAACGAGGTAGACGCCATCGTCTA
CTCGGACGAGGAGCGCGAGGACTACGAGCGCTTCGGGGCAACCCCGCCGCCCGAGCATCC
GAACTTCGGAGCTACGTACTTCGACAGCAAGTCGGAGGACGAGGACTCGGACGAGGGAAA
GAAGAAGGAAGAGCCGAAGCAGTCCACGCCGTCGAGCCCGACTGCGCCGCCTGCTCCGCC
CGCTCCGAGCGCAAAGGCCTGATACAGAAATGCCGGCAAACCGCCCCGTGTACTGCACGA
CAGCGTCTATCCAGACTCACGTGCAGAATATCAAGCTGCCTCAGGGTGCTACCTGGGACA
GCTTGGCCGAGACCGCTTCCAACGAGGTGGACTCGAATCTCGGTGTGCGGTACGTCACTC
CATTTCAGGTCTCGCCCAGTGATCCAGCTCAGCGCGCCGCCGCCTTCTGGTTGCAGAACG
TAACCAGTATGATTGCGGCGGCGCGCCTGATGCTGTCGATCTCGGCGCCCGGTTCGCAAG
ACAACGCAAACAGCTACGGTCAGTACTTGCTGCAGAATGCAACGCGACTGATGAACGATG
TCATCAGCGGCAAGGTTGATCTCGCAGGAGTAGAAGAGATCGGAGCGAATGACTCCGTCA
TTCAGGGTCCGACGATTCTAAATGAAGACGCATTCTCTCAGGTCGATGTCTTCTATGACA
ACTTCGCACCAGAGGGAATCATGCCCGGCCTTCGGCCCCGCGAGAAGGGTACGCCGTGGC
CGAGATAGTTCTCGAGACGATCGTTGACGTAAGCCGTCCGACTCTCAGAATCAAAGCTTA
CCAGGACAGAGTAGAGGGCGCATCCCTTGCTGCATTCATGCAGGGATTCGCAGCCCCACT
CCTCCAGGACCGTGCACACGACCGCTTCGAGGGTGAAGGCGATTCGGCTTCGGGCAAGTG
GAAACCACTGCAGCCCTCGACCATCGCCCGCCGCGAGAAGGCCGGGCAGGTGCCCATCAA
GATCAACGACAGGACCGGCACCATGCGGGCCTGGGTGGAGAACGCGCAGGGCAGGATCAC
CGCCGTGAAGTATGCGGCAGTGCTTGAGTGGCCAGGCACTCCGTCCAACAGGACGGTCGG
CAAGAAGCTCAAGGTTGCGCAGATGGGCTTGCCCACTCCGTACACTCCACCTCGTCCTGT
TGTGGCAATTGAGGGCGAGGACTTGTTGACCATCCTTGTCGCAATGGAGAACTGGATTGG
AGCGGTGCCGTGATTGAGAGTCCTGGCGATACCTTCTTTCCGTACAATGCGATCGAGGCT
CTCGAGAATGGAACTCGAGCCTACATCGACCCGACGCTGACATTCGAGCGTCGCAGACTT
CTGGTGACGGACCCCAATGACACTGTTGGCATTGTTCCAATCAGTTGGAATCCGGCAGCA
GGAGAGATCGGAAGGGTTGAATCTTCGATCCAGCTTTACACGATCTACATTCAGACGTTG
ATCGTTGATCCTGACGAGGCGCGAGGACTGCAGACGCATTCCTACTTCGCTAAGCGCATG
AGGGAAATGCTTGTGCGCAACCCGGTCCTTCGTGTAGCGTTGGGGAAACTCGAGACGGTT
GACCCGGCGGGCGTGAAAGAAAAGACTTCAAACGTCACTGTTGGCGAGCAAGTCTTCCAC
AATCAGGAGACCGACGGTAACTGGCGGTACCTGAGTACGCTTGAGCTTCGGCTCGAAACC
CAGATCAGTAACTAGTAAGGGAGTTGTAATGGCTGAAGCGCCAACCCCCGAAGAGCTCGC
AGCCAAGCGCCGCGAGCTTCAGGAGCTGCGTCAGCAGAACGCTGACACGCAGTCCGGTCG
GGACCAGCAGGCTGCCGAGGAGCGCCGTCGTCGCGAGTACGAGGCGATCCAGGCAGACAT
CAACTACGAGCTCCAGGCCCAGGCGATCCTCGAAGGCAAGCCGCTGCCGGACTTCAACGA
GCCGCCCGCCAACGAGCCGCCGGACACTGCGAGCGTCCCGGCCAACACCGAGCAGACCCG
CACGCAGACGTCCTCGCCGACGCCGCCGCAGGTCAACCTCGGTGACGACGACAACAAGGA
AGGGGCGTAAGTCATGGGCGTCAGTTCACAGCAGGGCGTCTTCGGGCTGAAGACCCAGAC
CGCCCGAGGTGTCGCTGCCACCAACATCGGGACCACCGGCGTCGCGATGTATCGCACAGG
CGGCTCGATGACTCCGAACCGGGAACTCATGATTCCGGACGCCGAGATCGGCGGCGGTCG
CGACGTGCCCGACGCGCTGCTCGGACCCATCTCGTTCGGCGGCGACATCGAGTACTACAC
CCGATTCAACTCCATCGGCATCCTGTTGAAGGCCGCCCTCGGTGCCCCGGTCAGCGCAGC
GGGCACTGCCACCGGCACCAACGTGCACACCTTCACTCCGACGGATGCAACCACGCTTCC
GTTCCTGACGGTGTACGAGCGCATCGGTGCAGACCTCGAGCGTATCCTGTACACCGATGT
CGTGGTGAACACCCTGCACCTCGAGTCGGACGCCGACGGCTACCTCACCGGCACCGCAGG
TCTCATCGCCTGCCGTGGCCTGTTCGGCACCCCGGACGTGGACGTCTCGGACGTGCTCGA
CGAGACCACGATCACGGTCGGCACGAACATCCAGGTGCTCTACGACGGCGCGAACATCAA
GCCGAAGTCGTTCAGCATCGACATCAACAACAACTTCGAGGACGACGACTTCCGTCTCGG
CTCCTTCTACCTGGAGGACCTCACCCCGAAGCGCCGCGAGGTCAACGGTTCGCTCACGCT
GCGGCACGAGACCAAGGACCTCATGCGGCAGGCCCTGCTCGGCTCGTCCTCGGCCACCCT
GGCTGGCGGTCTCACCACCAAGAAGCCGATCGAGATTCAGATCGACACCTACGGTGAGAT
CGAGGGATCGGCTCCGGCCACCCCGTACTCGCTGAACCTGGAGTTCGGCAAGACGGTGTT
CGAGCCCTTCGGCTTCGAGCCCTCGGGCGATGACATCCTCGAGTCGGATGTCACCTTCCA
GGCGCTGCGCCCGGTCGCCACCGATCCGGTGATGACCGCGACCCTGACCAACGGTCTCGC
AGCCATCCCGTAAGCACCCCGGTTACCTCCTGGGGAAACCAGGCTCCCGCATCGAGACCG
GCGAACCTCTCGGTGCGGGAGCCTGTCCATGATCCATAGCTCAATTCGGCAGAGCGCCCG
ACTGTTAATCGGGTGGTTGTAGGTTCAAGTCCTACTGGGTCAGCGCAGTACAGATGTCAA
CTAAGACCAGTGAAAGGGTCACCATGACACACGCAGGAATCCCGACCGCCACGCAGGACA
CCAGCGACTTCGACGGTCGCCCCGAGGTGGAGCGCGCCAATGCAGCAGCCGTCGCCGCCG
GGGAGAAGATCGAGGAGAAGCAGTTCGTCGATTACTTCGCCGCGCCCCTTCCGCAGCGCT
GGTACCTGCCCGATGGCGTCCAGTACTTCGAGTTCCAGGAACTCCGCGAGGGCGGCAAGT
CGGCTTACGAGAAGCTGACCAACAAGGACATCCGCGTCCAGCGCTCCACCGGCGACGCGC
GCCTGTCGGTCGATCCGGCGATCCAGCGCCAGTCGCTGATCCGCCTGTCGGTCACCGATG
TGTACCTCCTGCAGAAGGACTCGGGCGGGCAGCCGCAGCCCATGCCCTTCAACAAGGAGC
GACCCGGCAAGTTCTGGGAGAACCTGTTCACGTTCTTCCCCGCCGCCCTCATCGACAAGC
TCCACCGCGAGATCGTCGACATCAACGCCTGGCTCGCCGCCGACGACGATGTCGATGCAC
TCAAGGAGGAGCGCGAGCGTCTCGACGAGCGCATCGCCAAGGCCGAAGAGGAGCAGGCAA
AAAAGCTCTCCTTGTAGAACAGGCCGCCGACTTCGTCAAGGGAAATCGGATAGCCAACCC
TCATCCCGCCCTGCTCATCTACGGCAGACTTGAGGCGATGAAGTGGTCGATCCCCTACAC
GCCAGGTGGGCTTGAGGATCAGAGCGTGATGCTGCTGAGATGCTTCGATGTCATTAACCG
CGTCAAGGCAGAGCACGAGCGACAAGAACAAAAGAAACGCGAACAGGAATCCAAGTCGAA
ACGACCCAACCCAAGGGGCGGGTCTCGACCAACGGGCCGTCGCAAGAAGTAACAACGAGG
GCGGTGCTTGCGGGCACCGCCCTCGTTGTGTATTATGATCAGCACTCAACGGGCACACGA
GGCCCATACTATTGGACCTCGAAGTCTGGAGTAAGCGTTGAACACGACTGCGGCGAATAT
CCTCGTCACCGCACAGGCCCGCCAGGCTCAGGCAGTTCTGGCTCGCGCACAGGCTGCGCT
TCGGGGTCTGCAGTCTACCGCGCAAGGTGCGAACGCTGCCCAGGCTACCGCCGCGAACGC
TGCTGCAAAGCAGATCGACGCGGCTGAGGCACGCAAGGCTTCGGCGGCTGCCAAGGCATC
TCTGGCAATTGAACAGGCGAATCTTCGCCAGATCAAATCTGAACAAGCGGCGTCTGTAGC
CGCGGCCAGATCGGCAGCCGCCATATCTCTCTCTCAAACAAAGGCGGCCGGTGCCGCCGA
AGCGTCAGCCGCCAAGCAGGCGGCAGCTGCAGCGAAGATGTCGGCGGCAATGGAGCTCTC
CGCCATGAAGCAGCAGGCTGCTATGGCGCAGCTCACGCTGGTCCAAATGCGTCAGCTCGC
GCAGATGGAAGCGGCCTCGGCTCGTCAGATCGCCGCCGACAACCGCGCCGCGATGTCCGC
AGCCAAGTCCGCTGCGCAGCAGGCTGCCGCACGCGAGTCGCTCACCATCGCTACACTCCG
TGCAGTCGCCCGCGAAGAGGCTGCATCGGCACGCAAGATCGCTGCCGATGCACGGGCTGC
ACTGCAGGCACAGGTGCTGGCGAATGCCGAGACCGGCAATCAGAATCGCGTAGTCACCGC
CCGCCTTCGCGCCGCAGCGCAGACCGCGTCTGCCAACGCAGCGAAGATCAACTCGGACAA
CGGCGCTGCCATCGCTGCCGAGGTTGCCGCCAACCGCGAGATGAGGGCAGCTCGCGAGGC
TTCGCTCGCCGACATGGATCGCGCCATGAAGGCGCAGGCTGCGAACGCACGCAAGGCGGC
ATCGGACGCGCAGGCTGCAGTTAACGCGCAGGCAAACGCGATCAAGGAAGCTGCGGCAAT
GTCTGTCGCCGACACCGCGCGCATCAAGAGTGCCGCAGTAGCCGCAGCCGAGAACGCACG
CAAGATTGCATCAGACGCCGCCGTGGCAAACACGGCGGCTATGACCGCTGGACGCGAGTC
GGTTGCGAACGCGCAGGCCGCTGCATCCGCCCGCATCGGCGCGCAGCAGAAGGTTGTCGC
TGACGCACAGGCCAACGCCTCGCGAATGAATGCAGCAGCCGTTGCCGCCGCCGAGGCTTC
GAAGATCGCTGCCGCCGAGGCGCGCGCCGCCGCCGCAGCCGAGAAGGCTGCTATCCAGAT
CACCGCCGCCAAGCAGCGCGAGATCGCAGCGAACTCCGCAGCCACCGCGTCCAACCGCTC
CTGGTCGGCGAGCATGACGGCTTCTGGTTCTCGTATGCAGTGGATCGGTCGACAGCTGTC
GCAGAACTTCACGGCACCGATGCTGCTCGCTACGGGCATTGGTGTCAAGTTCGGGCTGGA
CATGGAGAAGTCCATGACCCGGCTCGAGAAGGTGTACGCCGACCAGGCGCTCATCCGCGA
GGCGGAAGCCAAGGGGATCAACCTCGTCAAGAATGAGACCGAGGCTCTCGAGAAGGCGTT
CATTGCACTCTCGAACAAGTACGGCGTACAGGCCGACGAGGTTGCGAACGTCGCTGCCGA
GTGGGCTGCGGCTGGCGCATCGGGCAAGGCGCTGGCAACCCAGACTGACCTGACAATGAA
GACGATGGTCCTTGGTGAGATGGATGCCGAGGAAGCCACCAAGGCTCTCATTGCAATTCA
GGCACAGTGGGGCGCTGTTACTGAGACCAACCTGGATCAGCAGAACAAACTCTCTCTCGG
CACCTCTGGTCTAGCCAACGACCAGCTCAGCCTTACCTCGATTCTCCGACAGCTCAACGC
AGTGGAGAACGAGACCGGCACCACGATGAACGACCTCGTCGTTGCGTTCTCTCGCGCATC
GGGTGTCGCTCGAAGTGCCGGCCTTGATACGGCCCACCTTGCTGCCGCCGTTGCTGCACT
CGTTCCCGCCGCAGGCAGTGCGGCCGAAGCCGGTAACGCACTCAAGACAATCATCAGCCG
TACTCTGACGCCTACTCGTGAGGCTTCTCAGATCATGGAGCTGATGCAGATACAGACCCA
AAAGGCTGCATGGCAGAGCATGAATGCTGGCCAGCGCCTCGAGGAGCTGGCCAAGCGGTT
CGGCACACTGACCGGAGCGCAGAAGGCGCAGGTTGCTGCATCTCTCGGTTCGCGCTACCA
GGTTAACAAGCTCGAGGTTCTGTTCTCCTCGATTGCAAACAAGGCCGGTTACTACCACAA
GGCTTTGGAGAAGCTCGCCAACGAAGCCGACGTGGTGAAGATCGCTGAGGACGAGCTCAA
CACCGTCCTCGAGTCGCAGCCTCAGATGCTCAAGCAGGCTGGCGTCATCATTCAGAATAG
TCTCATGAAGACTATGGTTCCGCTGATTCCGGTTGTCATTCAGCTAACCCAGTGGATCGG
CAAGGCCTTTGATGCCTTCGCCAACCTGCCGACCGGCGTGCGAACCACCCTCATTGGACT
TGGACTGTTCCTTGCGACGGTCGGTCCCATCATCATCTTCCTGGGAATCTTCAAGCTGGC
ACTCGGCCAGCTCACCCCAGTGTTCTTGATGCTCGCTCGGGCCCTGCTGTTCCCGGTCAC
AATCTTTGGCAAGTTCGGCGCATTGCTGCTGAAGCCGATCATGAGTCTCGCGAAGCTGCG
CGGTGCACTTGTACTGACTGCGCGCGCGTTTGCTCTGATCCCAGCTGCAGCCGTGCTCAT
GACGCGGATCGTTTCGTTCGCTCTCATGGGAATGCAGGCCACAGTCGTAGTCGGCATGGC
GGGCCTGCGTGCGTCCTGGACTGCGGCCTGGGTCGCAATGGTCGCCGTGCAGACTGTGTC
TGGCGTTGCAATGACCACGACCCAGAAGGTCATGTTCATGGTGATGCTCACCGCACAGAA
GGTGTGGGCTGGAGCGTCGCTACTTATTCAGCGCGCGTGGGCTACTGCCAGTGTTGCAGT
ACATGCAGCCTGGGGTGCGGCCGCAGCGATGGTCACTGCGGTCGGACAGGCTATCATGCT
TGCCCGCCAGCGCGCCTGGGCGGCGGCATGGCTTGCGATAACTGTCGGGTGGGCCACCGC
TAGCCTCCTGCTTCAGAAGACCTGGGCCGCAGCTTCGATCCTGCTGTCCGGCGTTTACTG
GAAGCGCATGTTCGCGATCTTCGCGGCGGGCAACAAGGGCCTGCTAGCGATCCTTGCAGC
TGGCGGCAAGGCAATCGTCGCGCTATTCTCCTCGCCCTGGGCGATTGCTATTGCAATTGT
CATCGGACTCATCGTCATGTTCCGCGAGCAGATTGCTCAGGCGTGGAACAACGTCGTCAA
TTACTTCAGGAACATTCCGAAGGAAACTTCGGCAGCCCTGTCGCCGCTGACAAACATCTT
CGTTCGGGCGCGCAACGCTGTTGTTGGTGCGTTCAACTCCCTGCCCGAGGGTGTCAAGGG
TGCGCTTCTCAAGGTGGTTGCGATCGTTCGCGCAGCCGCCATGAAGGTGTACGAACTCTT
TAGCTACCTCAACCCGTTCGCACATCACTCGCCTTCGCTGGTGGAGAATGTCACGAACGG
CATGGCTGTCGTCAACGCCCAGTTCGCCAACGCCTCGCGCAACGCGCAGACCCACATCGG
CAAGCTGCACAAGTCGATCAAGCAGCTGCAGGGCTTGTCTGCCCCGATGACTGCGCAGAA
CGACAAGGCGAAGGACGACGAGTTCCGTCAGACTGCAACCAAGGCTGGCGCAGCGGGATC
GCTGCCTGCGTACGACGCGCTCAATGCTGATGTCAAGGCAGCGAAGAGCTACATGGATCA
GCTCAACAAGTCCATGGAAGCTCATGAGGCGCAGCTGAAGAACATCAAGGCTGGCGTCGA
GGCATACGACGCTGCTATCGAGCAGATGAACTCCGCTCTCGAGGTCACCAAGGCTATCCA
GTCGGACGTGAACCGCGCCCTGGATGGAGCCAAGGCTCGGTTCGACCGATACTCCAACGC
GCAGATCAAGGGTACGCGCGCCGCTGAAGATGCCATCTTCGATAACGAGATGGCACAGAA
GCGGCTGCAGCTACAGATCGCGAAGATGGAAGAAGAGGCTGGCACTGTTGATAGTGTCAC
CGACTCGTACTCAAAGCTGCAGGGCGAGATCGAATCGCTGACTGCCAAGCAGACTGAACT
TCGCAAGGCTGGCGCAGGGTCGGACGTACTCGGCACGTACGACAAGATGATTGCCGACCT
GAAGAGTCAGCAGTCGGGACTGATGACCGGCGGTACCGACAGTCCAGCCGGTAAGATAGC
TGCACTCAACACATCGCTTCAGGCTCTGCAGAAGCAAGCGGACATCATGGACCTCGAGAA
GTCCTTGAAGTTCGATTCACTCAATCGGAAGATTGAGCAGTTCAGCAGCAATGTTGAAGA
GATGCCGTACGGTCAGATCATGTCCGGCATGGACTCTTCGCGCACCTCGATCAACGCATT
GCAGTACTCGTACGACCAGCTCGATATGGTCATGGCGGGGCAGCAGGCTCGCATCGACGC
CACCCAGGCCCAGCGTGACGCACTGCAGCAGACCTACGACTCAGAGGCTAAGCGACTCGA
GACCGTTCGTGCTAAGTACGAAGAGGTAGAGCAGGCCGTTCGCAGCGGCGAGGAAGCTCT
CGAATCATTCTCGTCGGCATCCGAAGAGGTTGTGCGACGCCAGGAAGAAGCTGCCCGCGC
CGCGGAAGAGGCAAGCAAGAAGCTCAAGAAGAAGAAGGGCGGCGGCGCTGGTAGCGGGGA
CGAGCTCGCCCCTGGCGCTCAGAACTTCATCGACGGCGCGGCGGGAGACTTTGAGACCTT
CGGTGGCACTGACACGATCGGTCGCGAGGGTGCTGGCCTGGATCAGTCTTCACAGATCGA
CGAGTTCACCAAGGGGTTGACCGACGACCTCGAGAAGCAGCTCGGTGGGCTCAACCCGTT
CTCGGGACTGAAGAACGCTTGGAACCGAACCGTTGACTGGTTCAAGGGCATGATGCCTGG
GTTCGGCGACATCTTCAAGAACGTCGGCAATGGTATCGGTTCTGCATTCTCGTCCGACAA
GAACGAGAACGTCAAGCGCTTCGGTGACGCTGTCTCTAACTCGGTCGAGTCACTGAAGAA
TGTGTGGGAGTGGATCAAGAAGGCTGGTTCCATAATTGGAAACCTCTTCGGTCCTGACCT
TCAGTCGACGCTTCAGGGGCTTGGTGACGGGTTCAAGACCGTCATGGACAAGGTCAGTGG
CCCCCTGTCGGAACTCGGCAAGGTTGCCATTCCGTTCCTGACGACAGCATTCCAGCACCT
GTCTCCAGTTATTGGCGTGTTCCTCGTCGCACTTGAAATGGTCTGGGAAGTCATCAACGG
AGCGATCGGCCCAGTGTTCAGCTGGCTCGGTGACCTGATTGGCGCGATCATTCGCGTCAT
CACTGGCGTAGTCAAGATACTCATGGGCGCCATGAAGGTGATCCAGGGCGTCATCATGGT
GGTCATCGGTATCGTCAAGGGTGTCATCGGACTGTTGACCGGCCAGGGCTTGTCCGGGTT
TGACATGTTCGGCGACGGTATCAAGAAGATCTTCGGTGGGTTCGGAGACATGCTCGGCGG
TATCGTCGACATCGTCAAGGGCATCTTCATCGCGATCTGGAGTACAATCAAGAACGCTGT
CAAGCTGATCTGGAATGTAGTCTGGGGTCTCGTCAAGGGGATCATCGACTTCTTCACCAC
GCTCTGGGATGTCCTCGTCGGTCACTCGATCGTGCCAGATACTATCAACTCGATCATTGA
CTGGTTCAAGGAACTGCCCGGCAAGCTGCCCGGCATGGTGTGGGGTCTCATCACCTCGCT
CATCGGCTTCTTCCTGAAGCTGCCGATCATGATTGGCCAGGCGCTACTCAAGCTCGGCGG
ATTCCTGCTCGGAGCGTTCACGTCTGCAATGGCGTGGCTCCTGCCGAAGCTCCCAGGGTT
CATCTGGAATATCGTCAAGTTCTTTGCGACCCTGCCGTTCAAGATCATCGGCGCACTCAT
CGGGTTCGGCGCGAAGCTTCTCGGCTGGCTCGGGCAGGCCATCGCCTGGCTGGTGCCCCA
GCTCCCAGGCATAGTCTGGGACATCATCACCTTCTTCGCAACGCTCCCGTTCAAGATCAT
TGGAGCACTGCTCGGATTCGGTGCGAAGCTGTTCGAGTGGGCTAAGAACGCATTCATCTG
GCTCGCACAGAACCTGCCTGGTGTGATCGGCAACGTAATCAGCTTCTTCGCTGGCCTGCC
AGGGAAGCTGATCGGTGCACTTCTTGGACTCGGCGCGAAGCTGTTCGAGTGGGCGAAGAA
TGGGTTCATCTGGCTAGCCCAGAACCTGCCGAATGCCATCGGCGCCGTACTCGACTTCGC
CAAGGAGTTCCCCGGTCGAGTCATCCGAGGGTTTGGCAAGTGGGGTTCCTTCATCTGGGA
GTGGATGAAGAAGGGCTGGGACTTCCTGGTCAACGAGATGCCAGGTATTGTCGCTGGATT
CCTGAAGTGGATCGGCGGCATTCCCGGAATGCTGCTCGGCAAGCTCGGTGATGGCGCCAA
GGTGTTGTACGACTACGGCAAGGACATGATCCAGGGCCTGATGAATGGCACCGCGGGTCT
GCTCAAGAAGCTCGGCGACTGGTTCCTCGATAAGATTCCCGGCTGGATCAAGACGCCGTT
CAAGAAGGCGCTCGGCATTGCGTCGCCGTCGAAGGTGTTCGCTGGCTACGGCGTGAATAT
CGGCGAAGGCCTCGTCAAGGGTATCGGCAGTATGCAGGGTCAGGTCGAGTCTGCCTCGGT
TGCGATGGCTGCCGCTGCCGACAAGGGCGAAGTCGGAGGCATGGCTATCTCGGCCGTTGC
TGACACTTCATCGGTGGGTGGCTCCGTGTCCGCACTAGGGGACGCCGTTGCAGCATCCGG
CCCGGTGGCGGTCGATACGGCGGCATCCCCGGACGCCGACATCCAACCGATGCTCGACGC
AGCCGAAGCAGCGTTCGACGCTTTCGATGCATCCATGAAGACGAAGATGGCAGCCTTCAC
TGCTGCAGTGACAGTTATGTTTGCTGCAATGGCGACGGGCGTGCTGTCGTCCCTCGATCA
GGTAACCATCGGAAGCGGCACCTCGTTCGCGGCGATGCAGGCCACTGTGGTCGGCATTGT
CACAGCGATGGTATCGGCAGTGCAGGCGCAGCTTGCGCTACTCATCTCGCAGGTCAACAC
CTTCGGACTAAACCTGACCGCGGCCTGGGCGGGCGCATGGAATGCATGGAAGAGCGAGAC
TACCACCGGAGTTGACCACACGCTGACCGAGTGGCAACGCATGGCTGACGGTATGCGTTC
GGTTGTAGACAACTCGCTTACTCCGATGTTCGCTGACATCGGAGAGATGCTAACTGCGTT
CGAGGGTGCGACCGTAACCACAGTCACCAACGTCGGCACCACTTGGGATGGCATCAAGGA
AAAGACTGCAGCGCCTGCGCGCTTCGTTATCAATGACGTTTATAACGAGGGTCTGCGCGG
AGCGTGGAACAAGTTCAACGAGTTCCTCGGTATTGAAGCGCTACCCGAGTACACCGCTAA
GTTCGCAGAGGGTGGTCCCGTCTGGGGTCCGGGTACTGGAACCTCGGATAGTGTCAATGC
GAAGTTGTCGCGAGGCGAGCACGTCATCACCGCAAAGGAAGTCCAGAAGGCGGGCGGGCA
CAGAGCCGTCGAGGCTACCCGACGCTACTGGGCAAGTGGTGGACATAAGCGCACCGAGGC
TGCGTTTGCTCAGGGCGGAGCTGTTGGCGAGAAGGTAGACTCGTACGCACAGGGAGGCGG
AGTACGCGGCAAACTTCCGGTTACCGGACACGCTGGCGCACAGGCTATCACCACCCCCAT
CCAGAGGGCGATGTGGGATGCAGTCAAGACTGCGTTCCCCAACGTTGACCTGCTGTCGGG
CACTCGCTACGCCGAGGTTGGTTCAGGGTTCGACTACCACATGCAGGGGATGGCGCTCGA
CTTGAGTCCGATTCCTCAGGTGGCGCGTTGGATCTGGGAGATGAACAAGAAGAATCCGGT
AACGGAGCTTATCTTCTGGCCTCTCGGTGGGCACCCGAACAACATCAACGACGGAGTCCC
CTTCGACTACGGCGCTGGTACGAACTCTGAGCACATGGACCACGTCCACTGGGCCATGCA
CCGCATGGTGGACAACGAGGGCAAGATCGTCTCTATGGCGGGCGCTAGTGGTGGACCTCG
CCCGGTTGACTACGTCAAAATGATCCGCGAGGAGTTCGACTCCTTCAAGAAGACTTACAC
CGAGAAGGACCCCAAGTTCGCGGGCGGTATCGGCAAGTGGGTGCCCAAGTCTATCGACAA
GGGCATGGAGGCATTCAAGTTCCTCGAGCCCAAGGCGGCTGCACTCAACTCGTCGTACAG
CAGCGGCAGCCAGGGGAACATTCCTTACGACCTGAGTGCGGGCGTTGAGCAGTGGCGCAA
GCTGGCCACCGAGATGCTCATCATGCAGGGCGAGTCGGTCACCTATGTTGACCGACTCCT
CATGCAGATGCAGTCGGAGTCGAGCGGTAATCCGAACGCGATCAACCTGGTTGACTCGAA
TGCAGCCAAGGGTACGCCGTCAAAGGGCCTCATGCAGGTCATTGACCCGACGTTCCAGAC
CTGGCGCGACCCGCGTCTGCCTAACAACATCTGGGATCCTGCTGCTAATATCGCCGCCTC
GATCCGCTACACCAGAGGCGAGTACGGCACGCTGGGGGCCTGGCAGGGGGTCGGCTATGA
CTCGGGCGGCATCCTGCCTCCGGGGTTCACGGTCGCCAATAACCAGACGGGTGGACCTGA
GGCCATCCTCACGGCGGCACAATGGAGCGCTATGTTCGACATCGCTTCGAAGCCTCCGCT
GGACGAGGATACAATTCAGGGTGCGGTCGAGGCTGCCAACATAGCGACGGGTAACACTGA
CGACGCGACCACTGCAGCAATTATCAAGGGTATGGATGTCTGGTCTGCAGCGTGGACCCC
AGAGATGGTAGACTCCACCGACAAGGCTACCGAAGCCTCGGAGAAGGTCGCCGAGGCTGC
AGACAAGCAGAGCTCCAGTACGGTGCTACTGAGCAAGAGCCTCGGCAAGTACGACGCTCA
GATTGCATCGCTGTCCAAGGTGCTCACCGCGTTCTCGAACAGTGCGCAGCAGTCGGTGAA
GGTCACGGTCAACGTCACCAACGGTACGGCGACCACTGGCAATACCTCGACTGTCGGCAC
CAACGAGAAGGGTGAGCAGACTATCACAGTTGAGCAGCCGACCTTCGAGCAGTGGGCGCC
CACCCTGAACGCGCTGGCAGACTTCTTCGACACGCTGCCGTACGCGGAGCGGGACTGGCA
GGCCGACAATCCGGTCGCTGGCGAGACGGAGCAGCAGCGCAAGATGCGTCTCGCACAGAA
CAACCTGACCAACTTTGCAAAGGGTGGGTACAATGTTCTGCGCGACATGGGTCCGGTGGT
TATGCGCCACACTGCAATCATCGGCACCGCAGTCGAACGCCTGGTAAAGGAAGATGGACC
GGCCTGGAGTGCGGCGCTGGCAGCTATCGCGTCGAACAACCCAGCGGGTTACGCTGTTGC
CGTGATGCTAGTACTGAAGGAAGTGGCAACCTTGCTACCCTTGATCCTAGCTGCCATCAT
GGACATTGTGCCCGCGTTGATCCGTGCTATCGTTAGGTTCCTCACCCAGTTCATGCCGGA
TTCAGTGTTCGCCTATGCGGACATGGCAGCTGCCGAAGCTGCAGTTACCGAGCAGCAGGC
TGGTGGAGCGGTCGCGATGGGCCAGGGTCAGCGGTACCCGACTGATGCAATGTCAACTAC
GAGTGGCAACGAAAGTATCACATTGAACATGTACGGAGACTTGGTCATGCCGAACGTCAG
CGATGGCAGCGATGCAAACGACTTTGTCGAGCAGCTCAAGCTGTTGGCGGCGGGCTCATG
AGTCGCATCATCCATCGGCCGAACCAGGCCGTAGACTACGGCACGGTCGAGACGAACGGC
TCTGGAAACGTACTCGGCGACAACAACAATAACACTCGGAAGCAGTATTACGAGGACTCG
GGCAGTATCCTGCTGTACCCGACCTTCGATCCGACTGTCATCCCGCCGGGCCGGGAGATC
ATCGCAGTGCGCGAAGGTCACCGGCACGAGCAGGGTGGGTCGCTGATCGCACTGCACAAC
GGCTGGGTCATGGGGTTCCTGCGCATCTCCAACCAGCGGTTGGCTAACTCGCGAGGCTAC
AAGCAGGACGGGTACAGTACCACAGCTCGTGCCGTCGAAGGTCCGGCGATCTACAACTCG
GCCTTCAAGCCCTGGGCGGCGTCCGACATCAACAAGATGACCACCGATGTTGGCGCAGCC
ACTGGCGAGTTCGGGCCGAACAAGAAGAAGCTGTGGTGCATCGCCACCGAGGCGTATATC
GTTCTCGTACTGAACGATGATGTCGCAGTGCCGACGATCAACTACCCAGCGAACAACGCA
ACCATTGCCACCAGCTCGGTGGACTTCAAGGGCAACGTCACAGTCACTCAGGAAGAGCAG
CCTGTTGCCTGCGTGTTCCAGGTCAGTCGGTCGTCGAGTTTCGATGACGACACCGTGGAC
ACCTTCGTTGGTGGACTGGTGCAGACCGCAGGCCAGACGAGCAACTACGACTCGATCGTA
GGCAGGGACTCGTACACAAACCTCGGTCCCGGCAAGTGGTACATACGAGTCAAGGGCAAG
GACTACCGTGGAGTAGAGTCGGCGTGGGGTGCAACGACTTCGTTCACCATCACTCACGCT
GCGCTGCCTGCTCCACAGATGACCAACCCTGCTGACGACGCTGTTCGCAACACTCCGTAC
GGATACCGCGAGGCGAACATTCCGAGCACGCCGCCGGGTGAGCGCTACGTTGGCATCGAG
TGGCAGTTCTGTCAGGCGTCCGACTTTACCGGCACGATCGTGTCGTGGAAGAACAATAAG
GTCGGACGCTACAACGCAGGCGTGATCGGATACTTCTCCGACCCTGATCCCGAGGTACAG
CCGGGACAGAACGGTGACAAGGTATCGACCGACGACCCGGATCAGTACCTGAAGCAGGGC
ACTTGGTACGCGCGTGCCAGGTGTGTTGACGTGTGGAACCAGGTCGGCGCCTGGTCTACG
GTCATTGACTTCACTGTCTCGCATCCTCCGGTTGTGAACGAGCCCTGGCCCAGCGGTGGC
GCAGGCTTCGATGATGACGCGTTCCCTGTGCGCTGGCAGTTCGGCGACGCATGGAAGGGT
GATACTCAGAGCGCCTACCGCGTGATCGTTCGCGACCCCTCGAACACCACGGTCATTCAC
GACACCGGCAAGGTTGAAAGCCCCTTCAATAACGTGAAGGTGGTCATCCCCGACAACTGG
AAAGAGCAGACGCTCAACCTGTCTATCCAGCTGTGGGATCGAGATGGCGTTGCCAGTCCT
GTGTGGACCGGCACCTTCCGCCACTCGACCGCGCCCGTCATCACGCTGCCGTATCCAGCT
CCCGACGAAGTCGTGATAACCGGCCAGCCGAACCTGACCTGGTCGGCGGTCTACGCCCCC
GGTCAGTCTCAGAAGTCTTACCACATCGCTTTCATCCGACGTGATACTGGAGTTGTCGAG
TGGAAGACAACCACGCATCAGCTGTCGACGAGCAACTTCTGGAACGCGCCTTCTGTTGTA
CTCAAGAATGTCTCGGCGTACCAGTTGGCGCTGACGATCACAGACACGCAGGACTTGTAC
ACTACCCTGCTGCGGAACTTTAGCACGGACTATGTTCGGCCTCCGATGATCTACTGCTCG
GCGTACATCAGCAACTACGAGGAGGATGGCTACGTTCAGATACTGTGGCCAGCTACCGAA
GTTGCTCCGCAGTTCGTTGAGTTCCGTTTGTATCGGCGCAACGTAGACATCCCTGGTTCC
GAGTGGGAGCAGATCGGCACGGTCACCGACCCCGAGGTGTGGGAGTTCCACGATTGGAGC
AGCTCGGGCCACTACCGCTACCAGTACTCGATCACGCAGGTGGTCATGCTGTACGGCGCG
CTCGTCGAATCTCTGCCGGATGAGTATGGCGAGATACTCCAGATTCAGTCGAGCCACTAC
TGGTTGATCGCTCCGGACAACGAATCGCTCAATACCAAGCTGTACCACATCACTGACGAC
AAGTACGTTCGTAAGATCGAGAAGAGTCGGCACACTATCATCGGTGGCGGCGAACGATTC
AACTTCGGTAAGCCCATCGGCATTGAGGGTACGCTGTCGGGTCAGATCAAGGGCGGCTCG
CCGGTGACCGTGCGTCAGGCTCGCGAGCGAATCGAGCGTATGCAGCTGGAGATGAAGTAC
TGCTACCTCCGCGACCCCTTCGGTAACTTCACCAAGATTGTGATTGACGACGTATCGGTC
GGTCGCATTGCAGGTGTTGGCACCTCTGAGTTCGTTGACATCGAGATTCCTTACATCGAG
GTGAAGTGATGCCGCAGCCACCTCGGGAAGATATTCAGCGGGCATTTGTTGCGCCTACAG
TTCAGGTCATTCGACGTATCGAGATCTATGAAGAGGATGGTACGACACCCTGGAAGCAGG
AGCTCTGGGATGACATACTTATCAACGGTACAGTGAGTCTCGACTACAACCGTGACGAGC
GCCGCGCACTGGATTGTGAGCTCGACAACTCCTATGGCGACCTCGATCCGCAGCACGGTG
GGCTGTGGTACGACAAGCGATTCAAGCTGTTCTACGGCATAGAGCTCGACCAGGATGACC
GTGGGGTTCGGGCGGTGATTGTTGAGGAGTACCTCGCTCCCGGCCAGGCGGCGGCATTGA
AGCAGCACCTGTCAGCGCATGGGATCAGCGAGGTTCACTTCCTGCCTTCGGCCACTGACT
ATGCGCACGTTCAAGATTACGACGTGATCGTCGCCATCTCTTCGACGAGCCTGCAGAAAC
TTTCCCTACTTAATCAGTGTTACAGCAAGGGTAAAGGAATTGTTACCTTTGCTAATGACC
AGACATCCGCGTCGATGCCGTCTATGATAGGTAGTGCGGGCGCGGCAACGGTCCTCGCTG
GCCAACAGCTTGCCTATGCTCCAATCAACGGGGCATCCGACCTATCCGTGGGGTGGGACG
GTTGGAGTTCGAGTGACGATTCAGAGAACCTGGTCACATGGGGTGGCAAGGGGTTCGAGG
ATTTCAACCTTGGATTCCCAGGGGCAGGCGGGGCTGGCGCAACTATTGTGCAGATTCCCG
ATGGCCCTTTCGGGAATACCACAAAGGTGTATAACACTCCCTCGGTGGGGGCTTACGTGT
CGAGCCCGGCACTGTTCACCTACAACGGACTCTCGAGTGACACATTTTACTTTGAGGCGT
GGGTAAGGAAGACGACACCTGGGGTCACCGGCGGCATTGCGCTTGTCCGCAGGACGACAG
AGCCTGGCGGTGCGAACCCGAACTACTCTGCTATCGGCATGAACCTGAGTGCTATGGTTC
AGAATCAGTGGTACAAGTTGTCGGGTACTGTGTCGATGAGTGCAACACGCACAGTCCTGA
ACCCTTATGTTCAGGTGGGGAACAACGTTCCGGCGGGCGAGATCATTCAATGGGATGACG
TTTTCGTGAAGAAGATTGATCCCGAGGATTCGTACCGTAAGATTCTGTCACCGGCCGCAG
GGGCGCAGACCGTCGCAACACTGAGCGATAGCGTCAACGGAGACTCGGTGGGAGCTGTGT
CAAGGGTTGGGTCGGTGGGCCAGCGCTGGGTCCACACTGTCGCGTCGGACTTCACGGCAC
CCACCCTGGCTGGAGACTACGAGAGCTTCGGTCGCTACGTTTCACGCATCGTGTCGTGGG
CCTCATCGTATGAGGCGCTCGATTACTGGGAGATTCAGCTCGGCGAGTTCATGGCCGACT
CTATCTCACTCGGAGGTTCCTATGCAACGGTCTCGATCTCAGGGCGCGATCTCACTAAGC
TGTGTCAGCAGTCGAAGTTTGTAGCCTCGACTACGTTCACCAAGAACACACCTATCGAGA
GCGTCGTCAAGACCGTCGCAACGAACGCAGGGATTTCCAAGTTCAAACTGCCGATCACCG
GCAAAGTCCTAGACAAGGATATGACTTGGGAGCGAGACACTGCTCGCTGGGATGTGATTC
GTGATGTATCAAACTCAAACAGCTACGAGGTCTTCTTCGATAATGAAGGCTATCTTGTTA
TGCGTGAGTTCCGTGATCCACTCACCACTCCGGCCACTCTTGAGCTTAGCGTTGGCGTGG
GAGGTAATCTCATATCTCGTGGCGGGAAGACCTCCGACGCAAATCTTTTCAATCACATTG
TTGTTGTTGGCGAATCTTCTGATTCATCGACTCCACCTGTCTACGCAGAGGCAATTAATA
CTGCAGCGACTTCGCCAACCAGTGTGCAAGAGATTGGCGACCGGGTCTCCATAATCACAT
CGAGCCTGGTTACCAGCATCGCGAAAGCCCAAGAGTACGCCAATGCACTCCTCGCCGTGT
CGGCGCTGGAGGAGTTCGAGCTCTCCTTTGAGTCGACCCTTCTTCCGTGGATTGAGGTCG
GCGACATAGTCGAGATGAAAAATTCTGATGATCGTTACTGGGGACCAGACCGTTACTTGA
TGACAAGTCTGACGTTCCCGCTTGACCTGAATCCCATGTCAGGTGCAGGTAAGAGAACGG
AAAAGGTGGAGGGGTAGTGGCTACAGGATTTGGCGACTGGGGTAACAGCGTCAAGGTTCA
TAGTGTACTGCGTGAGATTGCCCGGAAGGAAGTGGAGCGACTCCGTCCTGCGCCACGCCT
CGCTGAGGTTGTGAGCATTGACCATGATGAAAAGAAAGTCATGGTCAAGTTCATTGGCGA
GACAAACGTGGTGCCTGTGCCTTACACTTCCACCGCACCTGCGAATGTGGGTCAGTGGGT
TCGTATCGGTGGCACGACTCACGATCGCTATGTCGAAGATGTCATCGGCACTACGCTCAC
CGAGGCTCGGCTGGAGACGGCGGAGAGTCGAATCGGCTCGCTCATGGAGAGCGTCGTAGG
TGAGGGCTGGGAAGACGAGGACGACGGCGAGCCCGGTACGTTCACTGGGATCATCAGCCA
GTACTTCGGCGGCATCGAGGAGAATGCAACCGAGGCCCTCGGACTGGCCGGCCAGGCGGA
CACCAAGGCTGGTCAGGCTCAGACGACAGCAGAGAACGCACAGACCACGGCGAGCAATGC
GCAGACTACAGCTGACAATGCGAACACTACCGCAGGCCAGGCGCAGCAGACTGCTAGTGA
TGCCAGTGCGGCTGTCGGTGGCGCAGTCACCGCAGCCGAGGACGCCGACGAGAAGGCAAC
CCTCGCGCAGCAGATAGCCCAGCACATCACCGACAATATCAATGCGCTCGGTGAAGGCGT
TGCGGCTGGTACCGCAGGTGTTGCGAAGGTCTTCGATACGATCGCTGGCATCTTCACGAC
AGCAAGCGAAGCGCAGCAGAAAGCGGTAGATGCACAGACCGCACTGCAAAACCTGATTAA
CCAGAACGAAGGCGCGGCGGCAGGCGGTAGGTCTGGGCAGGACAACTTCGACCGCCCGAA
CTCATCTACCCTTGGTTCAGGATGGGTTTCTACTGCATACGGAAACATCCGTGCAGGTAT
CGACGCGAACGGTCGAGTAAACTTTCCGTTCGCCACTAACCCCAGCGGTGATGTGGGTGG
TCTCATCTACCACCAGTGGGCTGGGGAGACTTCGGTTGGCGACTACTTCCAGAGTACGAT
TGTTTTCGGAACTGCATTCAGTGGTAACGGCAGTCCGTTGGCGTATCTGTTCAATCGTTG
GGACGGACTGTTCGGCACAGACAACGGCGTCAACACCACTCCTCTGAACTGTTGGGCAGT
GCGTATCACACGCACAGGTGGTCTCACGCTCTACCGAGTTGTCAATGGAGTGATGACCTC
GGTGGGTACAGGTGACGTAGCAAACATCAAATCAGGTGATGCCATCTCCCTCCGCTGCGG
ATCGCTCGCTGGCCCCGGCAACATCTCGGTCGTGGTCAACGGTCAGGTCGAGATAGCTTA
CCCAGACCCTGGCACAGGGATGATCGGTGCGAACTACCGCAAGCATGGGTTCTCGGGCTT
CGCGGAGAACCAAGGCTTCCTCGGCTGGCAGCAGCCTGCGAGTGTCGCATCGTACAACTG
GTCAGACATTCCCGGCGGAAACATCGTGCTCGGCAAGGGATTCCGCTTCGGTAGAACTAC
GGTTGCCAACCTTACTCAGGTGGTAAACGCACAGGTGCCGACGACCACATTCCAGACTGC
AGTTTACAGCGAGTCGTGCAAACCACTCGCCGGCTCTACGCTCAATGCTGCACGCGGCGA
GTTCGCCATCCCCTACGAGGGGTGGTGGGACTTTGAGTTCGGTTTCTATGGCTACACAGT
CAGCCTCTCGTCTGGTGCGTCTACAGTTCTGGAGCCGGTACTCTACAACGGGCAGGGCGC
ACTCTCGACAACCATCCCCATGCGCATGTCGAAGATTACCAACGGCGGCAGCACTGCAGC
ACGCACACAGATACAAGAGGTTGCCAAGTTCAGGAAGTACTGCCTTGTAGGCGAGCGTGT
AGCTCCCGGCTGGGGTGCGACACGTCTCGACTACATGACCGCAGATGCAGGTGGACACAC
CTGTTACTTCAATGGAGTTCTACTATCACCTTAGGAGTGTGAAGTGATCGAACAGAAAAT
GGTTTACTTCGATAGCCTGCCGGGTGTGGCGATTCGCCTGACGCGTGGGCACGAAGAGTT
CGGAGATGACTTCATCACCGCCGAAGCCTTCGACGAGAACATGAACCTCATCCCCGGAGG
TGGTGGCGGATTCCGTGGACCTTCACCCCAGCCGCCGGTGATCGTGGAGCAGGAGCCAGA
GCCCGAGTCCCCAGAGGTGGCACCCGAGGAGGTAATGTACGCCAGCGAAGAGGGTAATGC
TTGACCTGTGGTACTAACGCCTGCTATCATGAGCAGATCTTACCAGGAGGTAGTATGACC
AACAACTTGCCACAGGCTCCCGGTTCGGTGCCGGTTGCCCCGCCGAACATCTTCAACGCT
CGCTCGAAGAACGACTTCATCGCGCTGCTGTACTACTTCATTCCGCTCACGATGGGCATT
CTCGTTCTGTACGGAGCGCTCGACAACAACACCGCGCTCTTCTGGGGCGGTGCAGTAACC
TCGCTGATCCAGCTGGTGTTCCAGTACACCCGCACCGAGGAGTTCGCAAGACGCGCGATC
TACCTGGTGCTGAACCTCGTGAACGCCGGACTCCTGATCTACGTCGCGGGCTGGAGCCCG
CAGCATCTCGAGAACCTGATGCCCCTGCTGTCCCTCATCCTGGGCGGCAGCGCCGCAGGT
ATCGCCAGCCAGAACGTGAACACCTCCGGTGACGGCACTGTCGTCCGCGTGGTCGAGGGT
TCAGTGGTCGACGAGCCCCCGAACGCCTCCGGACTGTACTAGTCAAGAGGTACCGAACAA
TCGCGGATCAGGTCCCCTCCCTGATCCGCGATTGTTCTATCAACAGCTAGGACAAAGACA
TGATCGTCTATCACAGAAACAACTACAAGCCGGACTCGTACCCCGAGACCGAGGATCACG
TTCGCCAGCACATCTCGTCGGTAGCCAGCGAGACGGATGATCCGCGAGAGTTCTACGACG
ATGTCGAGATCGAGACCAGCGAGCTCGACGGCGGTGGCATACGTGTCTACGGACAGCTCG
ACCGCGATCCTGCCTGCGACTACAGCGTGCCGGATGACTTCGAGATGCCCGACGAGTCCC
AATACCAACAGGGCTTCGGCGTTCGCGAGATGACTCCGGTCGAACTCGAACAGCACTTGA
TCGAGAAGGAGAACCGCAAGTGAACGGAGTCGCAATCGTCGGCGCCATCGCGCGCAGGTT
TGTCGAGCTTGGCGGCAAGTCCGTCTACACGCGGGGCTGGGAAGGTCGAGGTAACGGTCA
GTCGCCCGCATACAAGGGCCTCGTTATTCACCACACTGCCGGAGGTCGCAATGTCAACAT
CGACCAGATCCTCATCGACGGACGCTGGGACCTTCCCGGTCCGCTTTGCAACTTCTGCAT
CATGTATGACGGAGACCTTGGCGTCATCGCTGCGAACCCTGCGAACCACGCTGGTGCGAG
CGGCGGCTGGGATACTGCGCCGCTTCCGCGAACGGGGCTCTTCAATCGGGAAGTCCTGGG
TTGCGAAGTTCAGTACCCCGGCGTCGAGCCGATGGCCCAGGTTCAGTACGAGTCGGCCAA
GCGCCTCTCCGTTGCAACGATGGAGGTGCTCGGTCGCCCCGGCCAGTTCGACCGGGTGAA
GTTTCACCAGGGCACATCCATTGAAGGAAAGTGGGATCCTGGTTACGCAAACGGCAAGAC
CTACGGCATCACCCAGTTCCGCAATGATTGCCGAGGTATGCGTCAGGGCGAAGACGAGAA
CAGCGCAGACTGGCTTGACAACCAGCGTCAGCTGTTCGGGTACCCGCAATGACCACGCGC
TACCACCCCCTGAAGAAAGGGTACGTGGTAACCAGTCCGTTCGGTTGGCGCGCGTGGGAC
AACGCAGTGCATTACGGAATCGACTTCGGAGCCTCTAACGGTACCGCCGCCGGATGGGAC
GTGTATGCCATACAGGCTGGCACGGTGTTGCATTCGGGCGCAGCGATCGGCTACGGTGGC
CCGGACCCGGCAGGCTGGATCGTGGTTGATTCGGACAACTCGCAGGGCAGTGGCGTGTTC
GAGTACGGCCACATTATTCGCGAGAGCTGGGTCAGGCCAGGAGCCAGGGTCTCTGCCGGA
CAGAAGATCGGTCGGGTCAACGGGTCGAAGCTGACCAACGGTAATGTTGACCCTCATCTC
CATGTCTCGTACATGCCCTACGAGTACAACCCGAGCAAGAAGAAGGACTTCGCTCCGCTG
CTGCGGGACGCGAGGTACGCGGGCACCGCGCCCGCTCCAGCGCCAGCTCCCAAGCCGGTG
CCGAACGAAGGAGGAACCGTGAGTCATGCATCGGATGTTCGCATCCAGCTCCGAGGACCA
GGCGACAACGGGTGGACCGGCCTGGCTCCACAGCCCGACGAACAGGGCAACCGTTTCAGC
ATCTTCAAGGGCAAGAACGTCACCGCCCAGACGGTGGTTGAGGGCCTCGCGACCGTGATC
TTCGAGCTCACCTATCGACTGCCCAAGGCAGGCCGGGGCTTCGACGATTACAGCAAGCGC
AAGGGCGACACCGTCCTCGGCCTGGCCGGAAATGCGGCTGCCATCGCCGCCGAGAACCAG
GTGATCCTCAAAGACATCCAGCGCAAGCTCGACGCGCAGGGGTAGGGAATGGCCAGGGGG
GTTGGGCCATTCAAGAAAGTCCCGGAGGCCCGCGACAAGGTAGACGCCATGCGGGTCTTT
CTCGTGATCGAGGCCTACGCACTTTGCCTGTTCGCTACCTACTACGGTCTACTGACATTC
TGGTTTAGCGATAGCCTGTGGCCTCCAGGCAGGAGTGCCTCGTCAGTGCCGGGAGCCCCA
GAGTCCTGGGGAGTTGCGGTAATCATTATCGCTGTGCTTACCATGATCGCTTCTTCGCGG
AGGTTGAGGTGGTCTAAGTACGTGTCATGGACAATGAGAACGATGTGTATGGTGTGGGGA
ACTTTCTCCATCACGTTCTTCATTGACATCATGAATGGAGCGCCACCAACAGCTTACCCG
CCAATGGGATCGTACCTCCTCCTGGCAGTGGTGTGCGCTAACAGAGCAAGCCTGGAGGAT
CAATGGAGAGAATGAAGCGCGCCATACGTGCTGGCGCAGGTACATTTCGCAAGACAATAC
GAGCTGTATTTGGTCACACGAGGATCGTTGCTTCAGGCTCATACCCGCTGTATAGACTCA
TCTGTATCGCGGGAGTCATATCCGCCATACTCACCTTCGCATACAGGACTTGGCCTGCGT
CGTTCACAGAGACGACAGACGGCAACATGGTTGCCGGGATACTGTTCGCTTCGATGCAGC
TGATCGGATGCTTGTCGGTACTCATCGGCATGTACTTCCATGCGGACACTGATCCGCTAC
CATCGAAGGTGCAGACGTCACTCGCGATCGAGCGATTCGGAACCTGGCTTCTGATTCCAG
TGATCGCAGTGTACACATACGGGGTAATCAAGTCCAACGGTGGACCACCTACCACATGGG
CAACGCTCGCCCTGTTTGCCTTCGGTGTATATCTAGTGCTCCGGTCCATCGAGATCAAGG
GAGCGCTTGAGGAGGTGCAGCGTCCAATTGAACAGTGCAATGGACACGACTGCAAGGAGC
TGAGGAGTGAATGACATCATCACTTTGCTGCTTGGCGGGGGGCTTGCCGCGAGTGTCATC
GAAGCAATCAAGTTCGTTACAACACGCAGACAGGTAAAGCGCAAGGATGAGGCCGCATCC
CAGAACGAGGAGGCCTCAGCTCAGGCCACAATCGGTGGGGCGTGGAAAGATCTTTGGCAG
ACCAATGATCAGTGGAACCAGCAGCTGAACGGTTTGCTGCAGAAGGAAAGGGAGAAGGGC
GAGCTGTACGTGGACATCATCCAGGCAGCAGCCGACCTTCTCCCTCCCGATAAAGCTGAT
CCGATACTCGATCGGATGTACGCGGTGCGTCGGACCTAGTATTCAGAATCCAGTTGATGG
CGAGGCCGGGGGGTATCGTCTCGAACGAGCGGGCCACGGCGGCTGAAGTCGTGGCCCGCT
TCTTCTGTGCACGGCTTCTCGGTACCCTCGATTCGGCCACAGTGGCTGCAATACTTCTTC
ATAACTGTCACCCCCAATGCCCGGTTAAGGAACGTGCCAAGGACGAACATGCCTCCAATG
ATGCAGGCATAGAGTACGACGGTGTACCAGTTCATTACTACTCCTTGATGAGCCGTTGCA
CAATTTTTGGCTTGGGCTCGCCGATGCTCTCCTGGACGGACGATCGTAGCCTGGACTTCT
GGGCTGCGTTCAGGGCGTTGCCATTCAAGAGCTTGTCGATTTCACTGTTGTTGATCTTAC
CGAGTGAAGCGAAGAGGTTATCCCCGATGATCTCTCGCACCGTCGCTGGATCGTAAGACT
TCCGGCGAGACGACTTAAACACGACGTGGTAGTCATCCGTATCGTATTCGATCTCGTCGT
TCTCCATTGCATCTTCGAGCAGCTTTTCCATCACTTCTTCGATGGCATACTTGATGGCCT
TCTGGGCTCCCTCAAGTTCCATGTACCGCTTCGCCATCTCGTTACGGTCGCCAGCCAGAG
CCATGACCCCGCCCGCCTGTACGTTCTTTGTGAGAACGGGGCACGTAGCTTTCACTACGC
AGAACTGGCATTCCGAATTGAGCGTACGCTTGCCGGGGGCCGGCTCGGCAATGATACGCT
CGGCCACCTTGCGAACATACTTCCAAGTGGCGACGTTGTCGTCGCGGGTGAACTTCACCT
CGACGGGATCGTATCGGAGCTGATCGAAGCACACCCAGACCTCGTCTGGGTTGAGCTCGA
ACCCCAGCTCTTTCGCGATCTCAGCCTTGGCCAGCATGATGGCCAGCCCGTACAGTCGAC
CCTGCGCCTTCTGTCGCAGACCCTGTGGCGTGAGATGCTGACGCCAAGTCTTGTAGTCCA
CCACGCGGACGATGGTCTTACCGTTCTCTTCGAACATATCGAGGCGGTCGAAGATGAAGG
TGTACGGTACCTCTCCGATGGAGGTCTTGATTGTGACCCGAATCTTGCGCTCGACCATGA
GCACCTGAACCTTGTCGAGGTCGGTGCGCCCGAACCAGCGTTCAAGCATCTCAATTCCGT
CGTTGTACAGGTCATCCTTGGAATCCGGAATGCGCATGAACTGCTTCATGAACTCTTGCT
TGAAGTAAGCAACGAGTACATTCCAGTCTAGTTCTTCGCGGGTCTTGCTGATGAACACCT
CATCGACAATCCGCTCGAGTGAATCGTGCACGGCGGTGCCCAGCTTAGCTGGGTCCGAGC
TACCCCCTGGGCTCGGCGTACGTTCAACCATCTCGGCGTGGTACCTGAAGGTGCAACCCT
CGAACACCTGGATGGAGGATGCCGAGATAGTTCTGAGTTCCACTACTTGCTTCCCCTCTT
CGTGGTAATGCCGCCCCATATGCCATCGGTCGAACCAGTGCGCTCGCGATAGTCGAGGCA
CTCGAGCTTAACGGGGCAGCTCATGCAAATCTTCTTCGCGCGATTAGCGCGGGCCGCTTG
TCCCCGGCCAGGGAAGAACGCGTCTGGGTCGTGATACCCTACACAGAGGGCGCGTCGGGT
CCACTCTTCGGGGACGAGACTGAAGGAGGCTTCGGGGGCGTCGGCTGTTCCGGCGTCGAA
CTCTTCTCCTTCTCCACAGTCGCAGAGCTCTCCGGTTCTGTCGGGTCGAAGAGCGAGGGC
TGCGCAGATGCCGTTGCACCTAAAGGGCGGCGCCCCCCGGACATCTCCAGCTCGAATGCG
GTCTTGGGTTCCTCGCCGTTGAGCAAGTCATCGGCGTCAGCTTGCGCATCGGCCTTCGCC
TTCTGCTCCGACTGGAATGCCGTCTGCTGGAGGTGCTGCTCGAAGGCGGTCTGTGTCGGG
GCCTTGGCTCGGAAGTCCTGGAATCCTTCCTGATCCATGCCACCTCGTACCGGGTGCAAC
TCGTTGGGACCAGCGGGCATTTTGAACTGCGGTTCAGTCACTGCGTTCTCCTTGTAGGTG
GTGCTAGGCGTGTGCCGATACGTTAGCATACCGGCGCGGGATCAACCCACGAATGCGGCG
CGGCGCTCCACGATGTCCCAGAAATACTCTTGCATGAGGGCGCCGAGCATTACTTGGGCT
CGCTTCTCCGGTGAGGTCCACCAGTGCTTACGATGCTTGCTTCGCTTGAACATTACTTCA
CCTTTACTTCCAGGCGCTGACTGCTAGGCCGACACAGATCGCAGCGACCAGCATCAGCAC
ACTCAGCTTGAGAACCACGCCCCACGTCAACCAGTCCATTACAGCCTCCCCATCTTTCTT
AGTCGTTCGATCTCGAACACGCCGAGCTGTTTCCAGCCCGACATGCGCTTCCAGTGCGAG
CCGCAGACGGGGCACTGAACTACAGTACCCTCATTCTCGGTCTCGCGTGCCATGACTACC
TTGTCACAGCACTCACGCAAAGTCGGCGAACATGTCATCGCCTTCTTCCTCCAGCTTCTT
AGCGGACTCGAGGAAGTTGCGCTCGTCTAGCTCAATCGCAACGGCATTGCGACCACAGTT
GCGAGCGGCTCGCACGAGGCTTCCTGACCCACCGAAGGGGTCCACGAGGAACGCACCCTC
CCGGGTGGAATGCTTGATAAGAGTCTCCAGCAAAGCCGGTGGCTTCTCGTGCGGATGAAT
GAGCTCATTCGGCCGGAGCTGCGAGAAATGCAGTACACCGTTGCGCCGCTTGGCGTAGCG
AGGCGCACGACCCTTCTTGAAGAAGATGATGAACTCATGACCCTGTCCCCATGATTCAAG
ATCGCCCATTCCAGGGCCATCCTTCTCCCATACCAGGACAGCCTTGCGAACAAAGCCGAA
CTGCGCACAGAACTCGTCGAGCATGACCAGCCAGTCCGAGAGGACCTGGTACGCAGTGAA
GACGTAGAGGTCGCAGTCGGGCTTGGTCTTGGTGAGCAGGACCGACATGACCTCCTTGAA
CACCTTGATTGCGATCTCGGGGGACTCGTCATTGGCGATCTTGCGTGCATACTTCTTGCC
GCCCTCCGTGACGGCCATGTTGGAGAGGTTGTCTACCCCAAAGGGTGGGTCAGTGATGAT
GCAATCCACCGACTCTTCCTTGAAGCGCTGGCACATCTCGACGGAATCGCCGTGCCAGAT
CTGATGAATCTTCATATCACCTTCTCGTTATAAGTGGTATGTGCCGGCCTTGCCCCTACC
GGATCGTGTGTACCCTCAACTTCCACTTTACACACCGCCCAGCGCGATTAGTCGTCGATC
TCGATCTCTTCGTCTTCTTCGATCTCGAGCTCGACGAGCTTGAACTCGGCGACCTGTCCA
CCGAGGTAGTCGGTGAGCGACTCGGTGATCTCCGGACCTTCGCTGTCGAGGAAGTCCTCG
AGCGTAGCGGTCGCGACCTCCACCTTCTGGTCGGTGGTCAGCTCGTCGGTGTCCTCGATG
TCGTTCTCGGCCATGAGGTCCTCGAGCAGGTCGTCATCGAGGGTGATGGCGCCTTCTTCG
ACCTTGATCTTCAGGGTGACAATCATTTCAGTTACCTCCTGTGTTGGTTGCGATCTCGTC
AACAGACAAGACCTTTACGGTGACATCGCCACCGAAGTTGTAGATGACATCTTCGAGCGC
CACTTCGCCAGCCTCGAACATGTCGAGGTCGTACTTGACGGCCTCTTCCGGGGTTGTGAT
CGGAGTCTCCGAGCACTTGTAATGGTCGAGGTCGATCTTCGGCTCGTCGATCTCGACAAT
CAGGTTGATCTTCACTAGAGCTCCTTGGGTTCCATGTCTGCGAGCTTGCGTGCGATGTCG
TTGGCGATCCACTCGGGGACCGTTACGCCGTCCACCTTGTACTTGCCGTACGAAGTGTGC
ACGTTGCTCGTTATGTACTTGATCCCCCGGTCAATAGTGCGCTTGAGCTTGGACCTGAAT
CGCAGGTAGCCGCCCAAGCCTTTGTATCCGTACTCGTCGCGAATCTTCTTCTGGAAGCTC
GCACTGTTGAGAACGGACAGCGAGTACCCAACCCAGCCGAGCACGTCACCAACCCAGAAC
TTGTTGGTGAACACGCTGATCTCCTGGAACAGGTCCAGGCCTGGGTCCGAGCTGGCGATG
ATGTCGCCCGGTGCGCAGAACTGGAACACCCGCCCGCGTGCCCAGCGCCAGTCTCCGCGC
TCCCCGGTGATACCCTGCCCGCCAGGGTCCGGGCCGACGACCTTGTCGTTGTGGTTGCGG
CGCGGGTCCGAGATGCCGTAGTAGGCGACGAGGTTGTTGTCGAGCTCGGGGTCCGGGTGA
CTGTCCAGAACCCACTCCATGAACACGTCTCCGCCGATTGTGGCACCTTGCGAGTATCCC
ACGATGAAGACTGGGACATTCGGCGGGATGGCCCTGAGCATCTTGCGCAGGTTTGTCACG
CCCTTGTGAACCGAGCTCTCGTAGCTCGCCTTGTCGCCGTATCCCGAGGTGTACGGCACA
GACCAGTGCGTGATTGCCCACTTGTGGTCCGTCTCCATGAGGCGACCGAGCGCGGAGCTG
ATCAGCTTGGTCATCCCGGTAGGCGGCAATGGGCTCGGAGCGTCATGCGTCTCTGAAGTG
CCGGGCACCAGGATCAGATACGCCTCTCTCATGCGATCTTGCCGTGCTTGAAGGGGCGCG
ACTGGTTATAGCGGAGCTTGTAGATCACCGCTTCCGCCAGTGAGGCGTTGGCACCGGAGC
GCTGGAGCTCCTCGGCCGAGTCTCCGAGGCGGATGATGATGTCTGCGAACTCGGAGAAGA
TGCCTTCGGCCTTGCGGATGGTGCCATCGGAGTTGTACGGGTCGGGATGACGAGCCTCAT
CCTTCTTGACGCCGACCTTCTTGTCATTGAACCAAAGCGGCGGCTCGTTCTCGCGCCATG
ATTCGAGGCCTTCGCTGACCTCGGAGTGGAGTAGTGCGGTGACCAGGCCGAAGTTGCGGG
GCTCGCCGTTTTCCTCGTGGAAGCCGTGGGCATCGGTCGCTGTCCAGCAGCAGGCCTGAA
TCAGGTCCAGCGCTGTGGCGATCAGCGACTCGCCCTCGGTGGTCAGCTGCCCCGTCTGGT
GGTTGTACAGATGGTCGACGGGCTGACCTGCCAAGAACGCCTCGGCCTGATCATGGGTGG
GGTATGTCATTCTTACTTCTCCTTAATCACAACGTGTCCGTTGATCCTGTTGAGGTATCT
CTTCTGCCCCTTGTAGATGCCGTGCATTACGTCACCCTCGGGAGCCAGTAGCCACCGATG
CAGAAACTCGAAGCGTTGCAAGAACATTCCAAGTCGATCGCGCTTCGAGTACGGCATCAG
GGCTCCCACTCGTTGTTGGCGATTTCTCCACCGCCGAGCTCATTCTTCAGCATGGCTTCC
CATGCCTCCTGTCCCTCCGGGGAGAACAGTTCTTCGATCGGACAGATCGCTGTTTCCTTC
GGACGGAAGCCTTCGATGCTGTGGCGTATCTCAATCACCACATAGGGCCAAGTCGTAATC
TCTTGCGACGACACCAGGCGCGACATGTTTTGGATGACCGCGCGGTCGTTGGGCAGGAAC
ACCCCCTGCAGGGCGTCCTCCGTTCCCTTTTGCATGTTGGTCACATCGGCCCAATTGCGG
GTTACAGTTTTCGAGCGCGTCTCGTATTGAGTACGCTGTCGGCTAAACGAGTACCGAATT
GAGTAGTACGGACCCGGCAGACTTTCCGCACCGCCCTCGAGTAGCTCCGCAACCAGCGCG
TCCTGGTAGGACTTGAGGGTTTTGTTCGGTGTCACCTTAGGCCAGGGCTTGCGACCCTTG
GTGATGACCTGAACATCTCCCATTGCCCACGGCTCAGGGTTGAGATTCAGTGCCGCTGCC
ACGATGTTCGGGTATCCCACTGTTCACCTCCTTCTCCGCAAGGAATCTTGCATATCCCTG
CGGGTACTCGTCGGGCATATTCAGGGCGATCTCTCGAACGCGTTGCTCAAACTCATCTTC
ATTAGACACGAGTGTCTCCGTACTGTGTGCGCACGAGCTTAAAGGTCTCGTTGATCTTCC
ATACACGCATGTGCAGAAAGACTGCGATGTCGAGTTCCATCTTCGCCCCCCGCGAAGCAC
CCCAGCCAGGCATGAGGACGAGGTCGGTGCACTCCAGCATGGCCTTGAGATCGGCGCGAA
CGTAGTCCTGGTAGGGCAGATCGCCGGGTTCGCCGGGAAGTGTGCGCGCAACCTCTGCTG
GGCTGACCACATCGTAGCCCTGATTGCGCAGTTCCTTGGCGAACAGGTCAAACTTGGCGA
AGTTGTGCCCTTCAATGCCGGTCATCGGACCTGCGATGTAGAACTTCCGCAGCAATTCAA
CCATTACTTGTCGCCCCTGTCTTTCGGAATGTCAACGCGAGGCATAACGCACGCCTCGAA
CCCCTCTTCTGCCGTGAACTTGACCATCGACGTGGTCTTAGAGGGGTTGTAATGCAGTGT
GATTGTCTTGCCTGGCGCCTTGGAGACGACATCGGTGAAGGTCTCGAGTGAGAACAGATA
CTTCACCGGATCATGAGTCGATTCAACCTCAAGCATCAGGGACTCTTCGATCTCCTCGGC
AGAGTCGCGGTCCTTGATTGCGAGTGTCAGCATGTCTCCGGCGATCCACACGTCTAGTGC
GATCTGCCGATCAGACGAGCCGATCTTCGACACCCTAGATAGTACACCGACGATAGTTTC
TTTGTCAAACGAACACGAGTCCTCGTGCGGTTTGTCCATCATTCGACTGACCGGGTCGAA
CTTCTCCTCGAACAACGAGCACTTGATGTAGATGTCCTCAGTCGGAGCGATGACGAGGTT
CGGACCGAGCACTCCGACCTCGCACTCCTCGATAGAGCGCAGGATCGGGCCTATGAGGTG
ATAAGGAATCACTACATTGTTGCGTCCGTCTGCAAACTTGTAGTCGTTCGGCACCCGCAT
GGCGACCTTGCCGTTCGAGGAGCACAGGTACTCCTCGGCCATGTAGAGGCCGGCCCTGGG
CGGAAGGCCGTCATTGTTCACTCCCCACCCGATCAGTTCCATTCGAGCCCCGAGACCCTT
TGTTGGGTACATTCCGTCAGGATCGAACATGAACTCCTCGCGACTCGGGTAGTCGCCACC
CCTGAGGAAGGGTGTGCTAGCCCTCATGCGTCCGCTTGTGATGCGGAGCTTGCCGCCCTC
GTCAATGAACTTGGACTTGCCCGACAGCGGAAGTGCAGTCACGATGCCATGAGTCGAGAT
CGAGGACACCCGCCAGGTGACCGGGGCTTCGCACTCGATGGAGAGGGGGTAGAGGAACTC
GGTGTAGTACAGCGAGCCGTTGGTTGTCCTCAGGGTTACGTACTCATCGACCGGATTGGC
GTCGATAACGAACCCCTTGAACAGATCGAAGTCACGACCACGAGTCGGGGCCACGATATT
CGCACGCTTGAAGGCATCCGCAAGCGTTGCGTTGTTGAACTCGATTGTGGTTCCCACTCA
GGCTCCCGTCAGGTCAGCGCACGCAGCCGCTGGGCCGGTGATCCACTTCTCTATGCGGCG
CTCCATGTCGATGGAGTGCATGAGATCCTCGAGCGCGCGGTGTGTTGCCTTGTCGGGCGG
GCTGACGTACTTCGTAGGATCGGTGTCGATCTTCTTCCACAGCTCAGGACGCGTTGCCTT
GAGTCGCTCCATGTCCGAGCTCGAGTCGACCACCCGGTAGTGGAAATACTCGTTGAGCTT
GGGCATCTTCTGCTCGAGGAACTTGCGATCGAAGTGCACCGAGCTACCCCACACCGGCAG
GCCCTTGATCTGGAACCCGCTGATAGCATCGAGGATGCGTGTCTCGATCTCCTCGTACTC
GCGGGTCGGGAGTTTGCGCTCCATGAACCCGCGCAGCTTGGGGAACAGTCCATTCTTGTT
GTGCATCTCACGCACAGGCTTGACGAAGCTGTTGTCGGCTAGGCGCTGGACGACCTGCGG
GGTATAGAGAATGCCCGACAGAGTCTTGCCTTCGACCGGCGTCCAGGTCGTTGTGTCCAC
CACCACGATGGCGAACTCGATGATCTCCTCTGTGACCGGGTTCAGGCCGGTGGTCTCGAG
GTCGATGAATACTGCATTACTCATTGGGTCTCCTTCTCTCGGCTGACGATGTAGTTGTGC
ACGTCCTGGCGTGGGATCAGGTACCCCTTGCCCGGACGGTGGGCGTTCGGGAACTTCCCC
GCCTTCACCAACTCCCGAACGTGGTTGACTGTCACCAGCAGGATCGCCGCCACCTGGTCG
GTCGTCAGGTTGTCGTTCTCTGGCGCGATGTTCACGGTCACTTCTTTCGTAGTATCTGTC
TATCAAGACAGATTCCTTGATGTCGCTCTCGGCAAGGACTTCTACTTGATCCACACAGTT
CTCGCATATGGATCGAGTTCGTATCTGAGACGGCGCATTCCTGTAGTGCCTGTCATACTC
GATCCAGTATGTGAACTGAAACACACCTGCATGATACTCGATACGAGCTGGGGTTATCTC
CGCGTACCGATCACGCGGAAACTTGCAACCCCTGCGTTTCCACGCGCAGCCCGCAGCCCT
CATGCCCCCGCATGAACTCGCTGCATGATGGCATTGAGGTCCTTCTGTAGCGAATCGACC
ACCCTGGCGGTGGCCTTGTGAACCTCGTAGGCCGATAGTGCCTCATCCAGCTTCACCTTC
GATTTACTCTCCTTGGAGACCTTGGTGACATTGTCCTTGGAGGCCGCCATCTGCGCGCGG
CTGTCTACAGCCAGGTCCATGAGGCGCTGCTCGAAGAGGTCGAGCACCCGCTTGTTGCGG
TCCTCGAACAGCTTTCCTACATTGACCAGTACGGTACGAATCACAGTGTGCCCTCCAATG
CGTCGTTGAGCTTCTCCATGAAGCTCGCGTCCACGGAGCCCTTAGCTCCATTGCGGATGA
TGGTATCGAACGAGAACTCTTTGTCTTTGATGATCTGTTCGACGCGGTACTCGGCGGAGT
TCTTCACCATGTAGTCGAACACTTGAATCGAAGGATGATGCTCCGATCCAACCCTGCGCA
TACGACCGACACACTGGTCGTTCAGGCCGGGACTGAACTCCTTGCCGATGAACTGCCCGT
GATTAGCAGCAGTCATATTCAAGCCCACACCCATAGCCTTGATGATCCCAATGATGACTC
CCGGCTCCTTGTCCGCCGTCCAGTCCTTCACCACCTGCTGCCGCTTGTCCTTGTTTACCT
TGCCGTGAATCTGGTAGACGGGCGTGCCGGGTCGAGCCTCTTCGAGACGCCGCATGTAAG
CGGTGATGATCGGCATGAACTGGGTGAACACAATGAGCTTGTGTCCGTTGTCCAGTATCT
CGCACGCATCCTCGATGGCAAGGTCTAGCTTAGGTGACTCGTCCCAGTCAGGGAGCAGCG
TGCATGTAGATGCACAGATCTGGCGCAGCCGCAGCTGTCTAACCATCGGCCACTCGAGCG
CCTCATCCTGTTCGTCGGTGAACGAGGGCACGTACTTCTGTAGCTTGTGTTCAGTGGCCA
GGTAGTTGTACATCTCACGCGGCTTGTCTACCAGCGACACCATGCGCTTAATGATCTGTA
CCTCAGGCAGGTCGATAACGTTGTCGATCTCACGACGCAGCATGACCTGCGACAGACGCG
CTGCCAGCTGTCGTTCATTCTTGACTGCCGTCACCTGCTTGCCATTAAACCCACCGAGCA
CACAGTACTTCGCCTTGAAGCCTGCGAACGTGCCCCATTGACCGGGGGTCACCCAGTCGA
GTAGGGTCCACAGGTCGTCCACCTGGTTGGTCATCGGCGTCCCACTCATTGCGAGGCGAC
GACCGGAGGCCAGCTGGCTGATGTTCTTGTACGCGTTGGTCTCGCGGTTCTTGATGATGT
GAGCTTCGTCGGCCACGAGGTAGTCGATGTTCAGCGAGTTGAGCTGCTGAATGTGATCTT
CGAGCGCCTCGTAATTGATGACCAGAATCTTGTGGTTGTCAATGCGCTTGAACTCCTCGA
TCTGCTTGAAGCGATCAATGAGTGTGCCGGTCGCCACGCAGTAGTCGAGCTTAGTGAACT
TCACGATCTCATCGGCCCAGTTCATACGCAAGGAAGCTGGCACGACAGCGATCATAACGC
ACCGCTTCTCGGGGTCTTTCTTTACCGACGACCAGATGTGCATTCCGAAGGTGAACAGCG
CCTGGATTGTCTTGCCGAGACCCATCTCGTCGCCGAGGATCGCGCCCTTCTTGTTCTTCA
GCCACCGGACGCCCTCCTCCTGGTAGGGCTTGAGTTCGATCTCGGGACGAATCCAGTAGT
CAAGGGAGCCTCGGCTGCGTGGGCCAGTAACGCCGGCAATCTTATTCTGCTGCTCGGCTA
AGCCCGCGCTCAAGGGTACTGACGAAGGGCGTTCGTTCACCGTTGTCACTGAGGATCTCC
CACTTGATTGGAACTGATTCACCGAGATCGTTGGTGCCTTCGATGAACTCAATGCGACAG
TCAGGGAAGTGCCGCTCGACCCAGTCGATGTAGGCGATTGCTTCACTAACTGTTCGGGGG
ACAGAAGTGTTCCAGACTTCGGACAGACCTGCCTCACGATAGCGGTAGGCCTTGTAGGTA
CGGTGTACGTCCTCTTCTTTCGGAACAAACTTCACCCCCATTTCATCTTGTTCTGGCATC
CCTTGCACCCCCCGTCGCGGTCGATGTGCTCTCGCATGTCCGCGATCGAGGCGTATGGCT
TGCCGCATTTGCTGCACATCAGCGGTTGCTTGCCGGTCTTTATCCCGACCACACCGTGAT
TGAAGTTGTAGGTCTGAGTCTCCTGCGCAGGCGGAACCGACTTCAGCTTCGGCTGCGGTT
CGGGAAGATCGGCAATGTCGCTCTCGAAGAACTCTCCCTCGAGTGGACCAGCATACTCGA
TGTCCTCGGTCTCCAACTCCGGCTCGGCCTCGGGCAGCTCGTCGATCGCCTTGGTTATCT
TGTCGAAGACGTGGTCGCCGGGCTTGTCGTCGTCTCCACCCAGGCCGAGGGCCGCCTCGT
AAGTCTGCCCGTCCACCATGCGGCCTCGCCGGTACACCCGCGCGCCGACGATGATGCCCT
GAAGTTTGAAGGCGTACGCCATCTGCCCGAGCTCGCCGATCAGCTCGTGCAGGAAATCCA
TCTGGTCATCGGTGAGCTCGTCGATGAACGACGTGAAGGCTGCGAGGTCAGCGTTGTGAC
TCTCTTCCTTCTTGCGCGCGTTCTCTTCGTACTGCTTCTGTTGGAACTTCTGGAATTGCA
ATGCTTGCCGGAACTCTTCGGGCAGGTCTTCGTCGGGCATGTGTTGTTCCTTCCTGTAGG
CACCATAGTAAGGGGGCTGCAACCACAGTAGCAGCCCCCTTACTATCCTGGCCCTTCTGA
TCGACGGGTGATTGGCACCCTAGCAGGGGAAGCTCGATCAGAAGGGGGGTTCTTCGTCCT
CGTCGATCTGCACAGTGCCTGCGGCAGGTGCGGTGTTCGACAGAGGCTTGACCTTGCCCT
TGGTGGAGATGACCTGCTCCTCGGCAGGCGGTGAGGGCGGGGTCGGCTCGGGCGTCGGCT
CCGGCTGGACCCGAGTCTGCGCTTGCGGCGGTGCCGGTTGCGCTGGCTGCGGGGTGGGAG
TCGGTGTCGGTTCCGGCTGCGGAGTCGGCGTCGGCTCCTCCGGCACCACGTCAGCGTCGA
TGACGTTGCCCTCGATGTCGCCGTCCGGGACGGTGGCAGCAGCCTTCGCGGCAGCTGCTT
CCTTGTCCTCGTCATCCCTCGGCATCGGGTACTGCAGCAGGAATCCCTGCGCCGACTTGA
AGGAATCGAAGTAGTCCTGGTAGGACTCGGGGTTGGTCTTGGCGACCTTGGTGAAGATCG
GCGTGCAGAACTTCACCATGCCACGCTTGTTCACGTCGAGCGTGAGCTTGGTTGCGACCG
TGAAGATCGGAGTCTTCTTGGAGGCGAACGGCGTGACGTACTGACGAGCCGGCTTGATAC
CCGACCGGCGGATGGTGAACAGGGCGGGCACCCAGACCTCGGGGTCCTCCGGGTCCTGGT
ACAGGAGGGGGAAGGTCCACTCCTCGGAGCACCAGGGCTTCTTGCCCGACGGGTCGGTGT
TCCACTCCTTGAAGTGGCAGTCCTTGCACCCGATGCTGGGCATCGTGAGCAGGTTCTGTT
CCGGCCCGACGAACAGAGGCGATGCATCGTCCGGCCCGTAGACGTCCTGAGCTTCCCAGG
GGAACTGCTTGCTCGTGGGCAGCTCGGTATCCATGTTCGGAAAGCCGTTGCGCATGTCGG
GCGACTTGCAAAGCGGCGGGTCTTGGTCATCGCCGTCGCTCATCTCGCCCCACATGATGC
GAGACTTGTGCAGGCCGAGGAGGATCACGGTGAGCTCGTTGAAGAGCTCGTCGGTCTGAC
TGTTCTTGAATGCCGCCTCGGGATGGTCGATCGAGAGGCGGGGCATCGTCAGGTCGTTGG
TATCGAAGTCCTCGAGGCCGGTCTCCATACCGTCCCAAGACACGACATCGGTACCAGTCG
TCTGACTGGGCTGCAAAGAAGTCATGTAGGTAGACTCATTTCTTTGTTGTCTTGCAGGTT
CATCGGTTCGCTGTTTTACTATCGGTATTCCTACCGATCTCTACACATTACTACATATGC
GGATCGTTGTCAACCGAATCTTTGCGGACGTTTCTTTGCCATCAATCGCGCGTTGCGCTG
CTCGCTAAACCTGATCCCCTTCGTCTTGAGCCAGAGCTTGAAGTCCGTTTCCGACACGCG
CCAGATAGGCTTCTCGTCCGGGGCTGATATGTTGACGACCCTGATCCTGCCCTTCATCGA
GCCGGTCGATCGGCCGGCGAAGTACAGGACACGTTCCTCGAGGTACGACCGAGAACAGTC
CAGCATCAGGGCCACCTGCTGCACCGTGTAGAAGAACTCCCGAGCCGGGAAGTGCACCTC
GGAGGTCATGATGTCCTCTTGGAACGAGCTCATCGGATTATCGCGGACTGGTCGGCGGTA
CGAATCGGAGTCCAGTTCCGCGAGCGCACCTCGTCCATGATTCCACCGCTGCGCGTGACA
CCGAACATGAGCGCATTGCAGTACGACTTGATCTGTTCCGCCACCCAGGGGTTGACGAGT
ATGGCGTAGGCACCGTGCCCGGTCTCGCGGAGCCCCTTGTTGTGAATGGCGTTCAGCTCG
ACCATCATGTCGATGATCTCCTGCGGCGCACCGTGTGCAACCGAGTGCGACTCGAAGCGG
ACGTACACGTACTTGCAGTCACCGAAGGTCTCGGTGCCGGACCAGACCACATTGTCAGGC
GGCTGGGGAATGGTGAGTGTCATTTCTTGGTTACCTCCTCGTAGGTATTGCGAGCCTTGT
TCACAGATGAGGTGAACGCGTACGAAGGATCACGCGGAGTCTTTCCGATCAGCCACTGAA
ACGGCTCGATTGAGCCTACGAACAGAACCTTCAGTGATTCGATCGCCTGCTCTGGTGTAT
CAAACGAGCCTGGTGATTCGGCCTGTCCGTTTCCTCTGGCGTCGTTGACCCTCCAGTACC
AGCGGTGTGCCGCAGGACGGCTATGAGTACCGCCTCGCTCAATCCGTATCTGCCTCATGT
CGAATCACCTCCCCCTCTCCATCGTCGTTCCACTCAATCTCGAGGACCGAGCCATCATCG
AGTGTTGTCTTGCCATCGACGAGCAGGTCGAGCTCGTGACCGAAGACCTTCTCCTGGAAG
GCCGGGTCCTTGACAGTCTCGGCCATCGCCTCGAACATGCCAGCCATATCCATGCCATCC
ATCAGCGCCCAGTCCTCTTCCGCTTGGCTCGAGCCTTGCGCTTCTTCTTGAAGAACCGTT
CGGCCCGCTGCTCGGTCTTGCGGTCCTCCTTCTCGATCTTCTTGATGTACTCGTCGTAGT
CGCCATCGAAGCTCATCGTGACTTCGCCTTTCGTCGGAGGGCTTCGAGACCATCGCGCAT
ACCCTCGACGGTGTAGTGCTGGAAGTACAAGGGCTTGCGGTGAATCTTGGCGTAGCCGAT
GGTCTCCCAGCGATTGAACACTGCGCCGATAGCTCCGGTGCTCGGTGGGTTGTCCGGGTT
GATCAGCAGTGCGATCGCTTGCGGCGTCATGAGCTCGTCGAACTCGCCCATCATGGCTCG
ATGACACACGGCCTGCACTTCGGATTCCAGCTGTCCACGTTGGCGCTGCCCGGTCGGCGT
ACCGGTGTAGACGGGTGCCAATTCCAATAGGCCAGGAGCCGATTCGCTCGGACGTTCGCG
GGGCACGCGTGTCGGTGCACCCCCCGCCAATGAAGCACCCTCGAGTTCGACTGTGGGCGT
CAGATACTCGGACATGTCCGGGTACTGATACGGCACGTAGTTGGGGTTCTCGTGGAGCCT
TCGCTCCGTGTTTGCCATCTTGTACATGCGATCGAACTTGGCATGACACTCACACTTGCA
CAGCTCGTGCGCGGTGCACACCTTCATCGGCTTGCCGGACGGACTGACCGGCGCAGTGCC
TTCGCAGTGGCCGATGCCACAGAAGCCTGTCTTGTACATCAAGCCTCCTTTCTAATCGTC
ATCCTCTGGAGAGTCGGCGAACCCGGTGTCTTCGTCCAGGTCTTGGCTAACGGTGGTCTG
GTACACGACAGGTGCGTGTGACTTGGATACTACCTCGGGGTGCGGACCCTCCCATCGCTC
GTCAAGGTAAGCGTACTCGGCAGACCATCGCTCACCTTCCCGCTTCCACAGCACAGCCGG
GTCACGGAAGGATCGCGAGTAGTCAGCTTCACCACTCTCGAGCGCCCGCATTGCGTGCTC
ATCTCTGATTGCGCAGGTGCGATACGCGTGTGCGAAGGCAAGATCGAACACACCCTTCAG
TGCGGTGAGCTCATCGACACGTAGCCCGGTCAGCTCCAGTGTTGTCTTGCCGAACTGATT
GCCAACCTCGATCTTCACATCGGGTCCGGGCTCCACTCCGCCAGGCTCGGGGAAGAGCTT
CATCACCGCCTGGGTGGTGAAGACCTTCGTCCAAGCCCGCCGAGTCTGGCCGAACACGCC
AGGCGCGTGACCCTTACGCTTGATCAAGTCGCTCTTCTTTTTCCCTGGCCCTCGCTGCAG
CGGCGGCATTGCGCATCCTTTCTGCGCGTGAGACATCGCGCGGGTAGTTGTAGTCAGGGT
CTTTGCCGAGGCAGGAATCGCACAGCCAGTCGACCACCCTCGACCTGAACACGGTCGTGG
CATTGCCGATGCCTGCGAACAGAACCTTCTTACTCGAGAGCTGATCTCTCGGAAGGTCTT
TGCCGCAGCGGGTGCAGGCGTAAATCGGTTCGGGCATGATCTCTCTTTCTACCAGGGTTG
AGGTACTGAACCAGGGAAGTTCGGGGGCTCCATTTCCAGGCACACCCGACAGACTCCCAT
CGTGGACAGCAGGGCACGGTCGCTACTGGCTGTGTCGAGTGCGGAGTAGCTGACGTTACA
CTTGCTGCAATCGTACTCGAAGCCAATGCCCAGGTCGATCACTCCGTCCAGGGCGGCGAG
GTAGCCCCTGACCAGGAGGTCGGAGGTTACCCAGAAGTCCAGGGGGAACTCCCCGATGTT
GAGCGTGATCGTATCAACAACCCGGATGGGAGCGGATGGAGGCTTGGGATCTTCGAACGT
AGGGCGACACAGTGCAATGATCTTGCACCTCTTGTTGTCCCAGTTGATCTTGGCACGGAA
GCGCGCATACCCTGTTGCGGTGTTGCCGTAGATGTCTCGGCCGGAAGTCACGGGCCAATC
GAAGAAGCACTCGCTGGCAATCATCCCCTTGATTGCCAGGTTGGACATCGGCACCCACTC
GACTCCATTCTGAAGAAGATCACAGGAGAATACGGGCACACTCGCTGCGTGCCCGAACGC
GCGAGGGTACATATCTGCGATGAACTTCTTGTTGATCCCAGTATGCATCACCCTACTCAG
ACCCATGATGCACTGGGGCCTGCCGTTGGTGGTGGTTAGTGTTATGCCACCAGAATAGAC
AGAAGTTTCTTGACGATGACGCTCGACGGGTCCGCTGCCCAGCTCTTCCCTCACCGCAAT
CGTGGTGCCGGTGTCAGGTGCATGATTCTTCATGAAGTCCACGAGCATGGGGATAGCTCC
AGACGCTTCGTGGTGCTCGCGCACGTCGTAGAGTGGCTCCTCAAGACGGGCTATCGCTTT
CTTCAGTCCATCTATCGACATGTTCGTCACCTCCTTCGATGTGTGCTGCGACCAGTCCTC
CTGATAGGGGAGGGGAGAGACAGTCACTGAACCGTCTCTGCTCACCGCTGTCGAGTAGCC
CTGCCATGTTGAGATTTTGTATTGCTCGTAGCTCCGCAATGGGTCGACCCCCGCGACGAC
GGGAGCGCCTTGAGGCGGGCCTGCTATTAGCGGACCAGAGGTCGGACCCCATCTCCTCGG
CTGCTGGTTCCGGTTGTCCGCCTTCTTCTTGCGGGACTTCTTCTTTTGTTTCTCCCCCTC
TAGCAGGCGCTCCCTTTCCTGCTGCCTTTGTTGCGCGCTTTCTTGGAGCTGCTTTCTTCG
CCTTCGGCTTGGCGACCCCATCGCATTCACAGGGTGCCGCCTCGCAGAACATGCATAGCT
CCGGGCCTTTCTTTGCCATCACTCAACCGGCTTGATGAGTGCTACGTTCTTCCCGTCGAT
TCGCTTGAAGTCTCCGGTGGGCTCGAATACCTCGTTGTTCTCTGCGTCCACCAGATACAC
CGGCTCGGTTCCCGAGCGATGCTTGCAGGCGAGCTTGACCAGCTCCTCCTTGAAGTCGAA
CAGTCTCATGCTGGCCCTCCCATCTGCATAGTGTGGTACCCAGCGGCGTACCCAGCCAGG
CCGACGGCCTCGGCGTGAGTGCCGCCGATCAGTGTCGATCGGTACTGCTCTGAGCTCTCG
AACGGAGACGACAGTCGCAGCGAGATCATCATGCAAGCGATCACCTGCGACTCATCGCCA
GCCCCGGCTGCCACGAGGTATTCGTGCACCGCTTCTTGCACCTTGTGTTCGTACTCTTCC
AGGTTACTCAAGTGTATGACCTCCTTCAAGTTGATAAGCGAATGGTACCATACGCGGTAC
TAGTTTGTCAAATCGTCAGAGCTTGCTGATCTCGTGGTCGTACTGCTCCTGCGAGATCTT
CAGCATACCCATGATCGGGCCGGCTGGAATGCCCTTGCCGTGCATGTTGATCAGGTGCTG
GCGCTCGTCATCGTTGAGCGCCTTGAACTTGCCGGTCTTGGGGTCCGACGCAGGTGAGCT
GGCCTTGGGCTGCGGTCGCGCCGACTTGATCTCCCTGGACGGAGGAGGCATCGGGTTGTA
CCCCTGACACCCTGGCGTATCCATGAAGTCAATCTCGCCGGTGTTCATGCGGTATCGCTT
GAGGGACCACTTGCTCACCTCGCCGACGTTCGCGAAATGCGGGACGCTCGTCATCTGAAT
TGCGATGGCAAGCCCCATTGCCTGACCTTGGAGTTTGAAGTAACCCTCGAGTTCCTCGGC
GGTCATCTCGTCGTTCTTGAACCGGGGTCGCTGCTCCATGATACCCTTGGTCACACGGTC
CAGCTCGTCCCACATCTTCTCCAAGATGCTCGGTCCTCTTGCCACTAGCCTGCCCTCCTC
GCCTATTGTGTACACCGGACCGAGGTACGGGCACTGATCGTTGTCGTGATGACGCTTCTT
CTCTGTGCGAGCGCCTTCCTTGCTGCGGTGGTAGGTCATCCACCGACAACCAGGAGCACC
ACACTCGAACGTCCAGTCGAGGTGGTGCTCATGGTCTGGCTGGTTCAGTGTCGGATATAC
CTCCGGCCAGGTGGGGTACGTCACTGTCCTCCTTTACCAGATCTCGTCGATGATCTCTTC
CTCATCCGGCGTGAGCGGGACGCTCAGGTCACCCCAGTACTCGGAGTGCCTGAGCATCTC
GCACTCGAACTCCCACTCCTCTTCGGTAAGAGGGTAGTAGTAGTCAGGCCCCAGCATCAG
ATGCAGTAGGTGAACTCGCCGCCACTGCCGCCGATGTCGCTGGACTCGCTGACCATCCGC
CCGTTCTGGTAGATCGCGCAGTAGATCTTACCCGGCTTGAATGACTCGATGCTCGCCGAG
AGCCCACCGAACCCGCCGTCAGCGGCGACGGTGTAGTCCCAGGTCGCGCACTTCCAGCCG
GGGATCGAGGTGCTGCCGATGATGTCGACGTGATCGGTCTCGTCGTTGCCGTACTGGTTC
GTGCGCTCGAGGACCACCGGGTTGGTGCGTGCCTCGGTGCAGGTGACGATGCGGATGCTG
TCCCACTCGTCGACGATGACTGCCTCGGCGGGCGCGCCGACGAGGGATGCTCCGGCCAGG
GCGCCCACGAGGGCACCGGCGGTTACGAGATGTGTCTTCATGTTCTTCAGGATGCTCATT
GTGTACCTTCTTTCAGTTGGTGTGGATCAGTACCGGGGTGAGGTGTCAGTCTTCGGCCGG
CTCTTCGGCCGGCTCTTCGGCCGGCTCTTCGGCCGGCTCTTCGGCCTCGGGCTCGTCGAA
GTAGGTCGGTGCTTCGTAGGTGTACTCGGGTCCGTCGAAGGGCAAGTCACCCATGTTGAT
CGGCTCGCTGTTCGCGCCGCCTCCGATCTGATCGCCGTTGGTCGAGACGATCGGCGGCGG
GCAGGGTGCGTTGCCGGTGGGAGTGACGATGGTGCAGCCGACGGTGACCTGTGCGGGAGC
GGGGTGCGGGCTGGCGACGGCTGCTGCGGGTGCGCCGAGTGCGAGAGCGAATGCCGACGC
GAGTGCTGCCTTCTGGAAGATGTTCATGTGGTACTCCTTTGTTCGGTGGATGAGATAGAA
CTGGTACTACTAGGTGGCGAAACTAAGCCCGAGCCGTGATCCATACGGCTCGGGCTTGGT
TGCCCTGACACTGACTCACGAGTTTACCAATTGGGAGTGACTCGCAAGTACTGTGGTCAG
CCTTGGGCTGACTCTTCCTTGGCCTTGGCCTCGTCCTTGTTGGCGGGCGGGTCCGCATGG
AAGTGAGACAGCGGAGTGTGGTCGATGCTGTCGTGGAAGCCGAGTGCCTCTTCCGGAGCC
ATCGCGTTGATGTCTGCGAGAGCGTAGCCGTGGCGGTCCACGAGGTGACGCTTGACCGAG
TCGAGGTTGACGAGGTTGAGGCGGCGCGCCTTCATGTCCACCTCCGCCTCGGGTGCGATG
CGGATGTCTGCGATCTGCTCGGCAGGCACGAGGGTCAGGGACGAGCGTCCCTTCTCCTTG
AAGGCGATCGCCTGCGGCGAGGCCGAGGCGACGGTGCCGATGACCGCTTCCTCTGCGCCG
ACGGTGAGAAGTTCGACACGCTTGTCTGCGTAGTCGGCGAGCGCGAGCTCGGTTGCTGCG
GTCATTGTGTCCTCCTATGTAGCGTTTCCGGTGGTCAGGGCGGTGGTCCGCCGTACCCGT
TCATAGTACCACGGGCACGGCGGCACCCGCAACCCCGAAAACCCCACATCTTTCGGGGGC
GCGTTCTCTAGACGCCGCGCAGGACCTCGAGAGTCTTGAGGCCTTCGAGCCCCATGAACT
TCACGAGCTCAGCCCACGGCATGGGCGCGATCGTACGCCTGCCCGCAGAGACGTACCACA
TCTGCCGGAACTGGTAGATGTTCAGGTACGGACTGTCCGGGTTCTGGGTCACGTACTCCT
CGGCGATACCGACGGCGACGAAGTCGTAGAGCTTCCCGGACTTGTCCTTGGAGTAGCGCT
TGCTGAAGGCGACGACCGGGGTCTGGCCGGCTGTGTTGGGCTTCGGCTCGCGGGAGAGCA
TCTCTCGAGTCAGCGCTTCCTGTGCCATCTCGGCATTGCGCTGGTGCTCCTCGACCCGAG
CCTCGGCGTAGCGGAGGGAGTCGAGTGACGAAGCCAGCAGGTTGGCGAGCTGTCCGATGC
TCATACCGTCGCCGGTGGTGTTCATGCCCACCTCGGCGGCAGCCATCTGCGCCTTCTCCT
CCTGGGCGGTACGCTTCGCCTTGCACTTGGCACGCTCGTGCGAGGTTGCGGGGTGCTTGC
AGTCCTTGTGACTCATTCGTTTGGTTGCCATGTGTGGTTACCTCCTTGGTCGTTCGGCCT
GGAGTCTGATCTTCAAACCCAGGTATTCACTCGACGGGAGCTCCTCATACTTGCCCGTCT
CGTCGTTCTTCTTCTCGATGATCGTGAAGATGTAGCGGTCATCTATCTCAATCATCGCAC
GCACAGCATCTTCAAGCTCCGGCCAGGTGTTCGGGGTCACGAGCTTGTAGGGAGTGTGCG
TGATAGCGCAGCGGTACATCTAGAGCTCCTCCTGCTCAAGGAACTCACGACAGTTGCAGA
AGTACTGTGAACAGTAGTGGTCGACGCCTTCGTCTTCACTGTGATCCTGCTTGAGGTGAC
CACAGATACAGATCTTCGCTCCATTGGCGACGACCCTGTCGAAGATCTCACGAAGCTCTG
GAGGAAATCTTGTACCGAGTGGGTGATCGACGAGCTTCTGGTATTCCTCCTTCGTAACCC
CACGGTACTCGGCATCCCAGTCCTCGGCCATTAGAAGTTCCGATCCAGCGAGTCGATGTA
CTCCTGCGCGTCCATCTCGCCAGGATCAATGCGACGAGCGGCTTGCAGAAGCGCTGTCAC
CACGTTGTCGAGATCCATGTCCACTCGGTGAGCCTCGCCATCGAGAGTGTTAATCATCGA
GCCGGCGAAGTCGTTGGACCACTCGATCGACACGATTCTGTCGAGTGCTATGACCACGAC
AGCCTTGCGGTGGCGTGCCGTTGCCTGCGCCACTCGGTTCGGCCGGTACTCGGGGAACCT
GATGAACTGCATGGTCACTCCTTCTTCTCGTCCTCGTCGAGGGTCATGGTATACCTCGGC
TCCTCCGAGGGAGGATCGGGGATGACGGTCTCGCCCCTGTTGTGGCCCTCGGGGCGCAGG
GCGTCCACCATCTCCTGCATTCGCTTACTCCTGGTCTCGGCGTCCTCGAGTGCGCGAACG
CTGGCGAGTGCGCTGGCGCCGAGTGAGATGAACTCGTCGGGCTGGATGTCCTTCTTGCTG
GTGAACAGCTCGACCCGGAACTCGTCGTCGTTGTCGTCTTCTATCTCGAACGTAATGCGC
ATTCAGGTGCCCTCGATTCGTCTTGTCTGGTTGCGGTACTCGGGTGGTGGCAGCACTCTG
TGTGCTATGTCCTCGTTACGTGGTGGCCAGGGCTTTATGCCTGGCCCAGTGATCGGCCCG
TTGATCGGATAGCTTCCGACTAATACTGCTTTCTTTCTCTGCTTGGCGAGTATCCTCCTG
CCCCGCTTGTTCCTGCCTTGCTCTGTGTTCACCCGCCTGAGCCATTGCCCCTCGGACTCG
TCGTACCATCGACCGATCTCCTTTGGCCCCACCCAGATGGTGTGCTCTGGGAGGCGATGG
CCTCGCCTTCTGTTGCACAGCATGTGGGTTGGCCTTAGGTTTGCCTTGGAGTCTGTGCCG
CCGAGAAACTTTGGAATGTAATGGTCCGCATTGAAGTACCAGTACCCCTTGGTAAGCGTG
TAGTCGATTTCTTCACCGCATATCCAGCACGGTGGCTGAAGGATACGACACTCTCGCTTG
AAGCTCCTGATGGGCCGGGGATCGGTCACCCGAACCCGCCAGACTCCATCACCTTCAGTC
GAACCTTGCCACGCTGTGCGCGGTCGAGTCCGCCCTTGATGTGGTACCCCTTGGGATAGG
TGTAGGTGCGGTTCTTGATGTAACCAGTGCGGCGCTCGACCAGCGCCCGGCGACGCAGCC
CACACCGCAGGCATCCGAGTGTTTCCCAGTACCCCTCGGCATTGAAGATGATGTCGCCAA
CTGCGTCCCAGGCGTGGCCGTAGATGCGGCAGCGTGCGTGGTCATCGTCGAGGTTGACCT
TACCTATCTTCATGCATCACCTCCATTTCTTTTCGGGCTCGTCCCACACCTTGACACCCG
AGTCAGGGTGATCGAGGTATGTATCGAGTCGTTCGTGGTAGTCGTACTCGGCGGTGACCA
CCTGCCCCTGGTTGAGTACTACCAGTCCGGCGTTGCCGTGAGGGGTGGGCGGGAACAGGT
GGGCGATGCGCAGCTCGCCGATCTCGCAGCTGTCTACATCAGCGCCGTCGAGGACGATCT
CGTAATCGTCAGGCACATCGGCAAGCGCAGCCTTCATCTCGCCAACCGAAGCGGACCACT
TGTTCGACCACTTCATGTTCTCTGGGTCATTGCCTACCGGCTCGGGCATGAACATTCCCA
TCAGTCCTCCTCCTTTGTCTCGGCGTTGTAGAAGCCATACCCATACCCGCTTGTGTATGC
ATCCCAGGCGTCCACCTGCCGTCCGCCTCGGTGGTACACCTTGCCAGCCTTGCGGGCGTA
GGCTTCGATCGTTGAGAGGGCTCGAAACTTCTCGAAGTTGCAGTACCCACATCCTCCCTC
CAGGCAGGTTGCGTCCGGGTTGGGCCAACAGATACGGCGTGCGACAATCTTCGACATCAG
TCCTCCTCCTTCAGGGGCCTGAGTCCACCGAGTGCTAGCCGCAACTTCTCTGGCGTGACA
CCTTCGGGTGACTCAAGCATCTTCATGTATGCATCTGGGTACTTCTCGTACAGGCGCTCG
TGTAGCGCCACGTCCTCAAGACTCTCAACCTCCCACTTAGGTTCGGGATTCAGCCCACCG
AGTGCCCATCGAACCTTTGCAGGATCGAGACCCTCGGGTGACTCGAGCATCTTCATGTAC
GAGGTGGGGTCCAAGTTCCATAGCCTGACCTGGTCGGCCACCTCCTCCTCGGAGTACTGA
CTACCAGCTGGTCGCGGCAAGGGCTTGGGTTTGCGAGCGGCGTACACTCTCCATGCCACG
GTGGCAATGAACACTGCGATCCACAGGGGAATGATGACGTACCACTCAAGCACCATAGCT
ACCCCCTGACTGTAGTGATCTGCTCCACCTTGAAACCCGAGTGTCGGGCGATCACTCCGT
ACACCCAGCGGGCTGCGCCATCGCTACCGCCACCCGGATCAGCGGCGAAGCGATAGATGC
TGCCGATGCCTCGAGAGATACCGGGCGAGACGCTGAGGATCACGTCACAGTCCCAACCAC
CCTGTGGGTTCTCGATGATCTTCGCTGTGTAATCACCGACCTCCAGGACGTGCATGGGAG
CGGTGTGGTTGACCACCTGCCACTCGCCTTGAACGCTGAGTACTACCTTCGTGCTCATGT
TGATCCCCTTTACTTCAGTCGCTTGCCCAGGTGCTGCACTACCTTGCGGTAGTCCTCCGG
CCCGTCCACCTGGCAGGTGTCGAAGCCGTGCTCACGAGGGGTGTCTACCCCCATCCCTAC
TGCCATCAGTGTGATGTTGTTCTTGTTGCAGTACGCGATCTCCGACTTGAGAACACGGAG
CTCCTCGGTGTAGTTCGAGGCGGGCATCGCACCATCTGTGTAGTACATGAGGATGCGATC
GGTTGCACGCAAGGTCTCGAGTCGCTTGCGGTAGAACTGCAGCGTGTGTCCGTCCAGGTT
GCCCGACGAGGAGTCGATCATCCGCAGCGCGTTCACCTGCTCCTTGCCCCAGGGCTCGTC
GCCCATCTTGATCTTGTATAGGGCGGGTCTGTCCTGGTAGTTGGTGCCATACTCCGAGGT
GTGTGCCCACACTTCGAACTTGATACCGAGCCGGCTCAGTACGTCAGCCATTGCCATGAC
TGCGAACTTCTCCTCGACGATGGTGTGCCCACCTGTCGAGCCGGAGATGTCCATTCCGAT
CACGACTGCGTAGTCCTTCTTATCAGGCGTGATCCGCTTGGCGAACAGCCTGTCGTCACC
GAAGGGCACACGCTTGGCGAGTGTCTTGCCCGACACTCGCCCGCTCCGCTGGTTGCGGAT
GCGCTGGCTGCGTGCGTTGTCGCCGAAGGTGACACGTGCCTGCGTCAGTGCGGGGGTGAG
GTTGCGCTCGTCGGATTTGAACGACGCTGCACTGAGCGGTCGGCTGTACCCGCCTCCGTA
AGCATTGCCCCTTAGTCGCTCGTGGATAACGGGCGAGCCGATGTTCTCGGGCACATGATC
GAGGTGCTTGAGTGATTCGAGTGCATCCTTCACGTCCTCCGGACGCAGCCCCTGCATACC
ACCAGCACTGTCGCCCGAGCCGCCGATGTGCTTGCTGCCCTCGAACTCCTCGTCGGACTC
GTCCGGCCCCTTCATGTGGATGCCGTGACCGAAGATCGCCTTGAGCAATTCCTGGATTGC
CTTGAGCAGCTCGGTCAGCTCCTCGTCGGTGTCAGGCTTGGCGAGGTACCCAGCCTTGCG
GAACACCATGAGTGCGTTGGCTGCGAACGCGAAGGTCTCGACCGTGTCGATTGCCTCGCA
CGAGCCTTCGATGATGGTGCGTACCTGCTTGGTGTCGATGACTTCGAGGAGTTCCTCTTT
GAAGTATCCCTCAAGCTCATCGACTGTGAACCGTGATGCGAACAGGTATGCCATGCACAA
CTGCTGGTCATCTTCCATGTCGATGTAGTGCTTGGTCTCGCCGGTCTCGATCTTGGTCAC
GCCGTTGATCAGGTAGCTCAAAGACAGTGCATCGAACACATCCTGCTCGGACGGATCAAA
GTTCATCCGCGCTGTATCACAGCGCATGTCCTCGCCAATGAGCATGAGTGCCGACAGCCA
GGGGTCGCGTGCGTTGTTGACAGCCGAGACCATCGTCGAGCCTGTTCGGTATATCCCGTT
GTTGATTGCCGCAGCCGTGTCCGTGTCGAGGTCATGGACGTACCCCCTGCGTCGGGCGAC
GACATCGAACGCTCGAGCCTTATCGTACTCGTCAAACGATCCGTGCACGATGTGCCCGAT
CTCGTGGTTGAGTACCTCCATCACCTCCTCCTGGGTGGCGCACGCGGGACACACAGACAT
GCCGTCTGCCCTGCTGTTGCACATTCCATTGTGCCGCTGCACCAGGCCCAGCTTGACGGG
CGGCTCGATCCAGATGGTCTTGCCGTCCGTCAAGCTGTTCGGTCCCGCCTCGAGCTTGAG
GTTGGGGTTGCCTGACACCTTGCGTGCGTGGCTGCGCAGTGCAGGGATCATGCGCTTGAA
CTTGCGAACCGCTGCCTCGGCCTGCTTCTTGCGAGCCAAGTCCTGTGCTTCAGTCAAATC
CACACCTTACCCTTCACGTTCTGGCTCACGACGTTGCCGACCATCGACTTCGTCTCGGGC
TCGAGGTAGTCGAGCACCGCCAGGTTGTACGCCTTCTCGATCGGGAACCAGGCGGTTGCT
CGTGCGACCTTGATCTGGTTGCGGATGCCCCAGGTCAGCGGCACCTCGTCGTTGTTGCTC
ATCTCGCGGATGGTTGCGGCGATGCTCATGATCGAGTCGAGCACCTGCCTGGGGATGTCG
TACCCGTCGAGCTTGCAGCGCTCCTCGATGATCTGTCGTTCGAGCTGCTCGGGTGGCATG
TCCACGAAGATGTGCATGAGGCGTGACCCGTCAGCGTCACCGATGACCTGCGCGCCGACG
TTGCGATGGTCCCAGGCAGGGTTCATAGCCATGCCCAGGAAGCAGAACTGGTTGCGCGGC
ACCGCCTCGCCCTCGTTCGCGTCGTTGATCAGCTGCTTACTGTTGTCCGTGAGTGGACGA
ATGAACTGCCACACCTCGGGCGGACCTGTGTTGGGCTCGTCGAGTACCACCACGTTCGGC
TTCTTCCAGGCAGCCACGATGCGCCCGTCCTTGAACACGGTCTCGTTGTCCTCAAAGAAC
ATCTTGCCGGCCAGGTCGTCCTTCTCTGACTCGCCGGTGATCGAGATGCGCTCGAAAGGA
ATCTGCATGAGCCATGCCATGTACCGGAAGAACTCCGTCTTGCCTGTGCCTGCCTTGCCG
TGCAGTGCCGGGGTCTCGTCGAGCATCAGCCACAGTGCGGCGACTGTGAACGTCAGCCCC
ATGTGGTCGATGTAAGTCTCGGGATGTTCCTGGTCACCAGTCGCAGGGATCTTGGCCTGC
TCCTCCGGCGAGAAGATCTCACGCTTGAACACCGGCAGGTACACCTCGCGTCCGTCCTGT
GTGATCTTACGCCACGCTCGGATGCCCGCCTTGTCCTGCGCAGGACTGACCGGCTTGTCA
GTGGGGTAGGTGCTCGGCTCGATGCTCGTGTCCACCGAGTCCTTGTTCCACAGCTTCGAG
CCACCAGGCACGTCGTGCGGGGTGAGGTACTTGGCCAGGCCGGGGTCGAGCGTGATCGAG
GACAGCATCGCTTCACGGTGCTGCTCCACGTCGGTGACCTCGCCACGCTTGGCTTCGCTG
CAGCCGCGTGCGATGTCCGCTGCCCGCATGTCCGGGATCAGCTTGCCAAAGAAGGCACAC
GCTCCCATCGGGATGCCTAACTTGTTCGACACGGCGACAGGAGCGATGTAGAAGTAGCAG
GCCTTGCAGGTCTTGGCGATGCCACTCGATGCGACAGGTCCGCTGGGTGTGCCCACTCCG
ATAGTCGGAGCGATGATGACCTCGCTCGTGTTCTTGCTGTGCATCGAGCAGGTGCTGCCA
ACCTCGGTCATCCGATCGAGGATCTGGCTGGAGGTCATGGACTGCGTGCCAATAAGTATG
CCTCGGGCTCGGCAGGTCATCAGCGATGTGGGCTTGCCGTAGATGCTGGTCTGCTGTGCT
GCGTCAGCAGCCTCGACGAGGTGGGGACAGGTTCCGCATGATCTTGTCATGTGTTGGTGC
ACTCCTTACGGTAGTGAGAATGTGTTGGTCAGCTGCACGGTGGTGATACTACCATGTTTG
ACAGCTATTGTCAAATGTTTTCTTGTTCGCGGTTCCTCTGCTGCTCGTAGTTGCGCTTGC
GCTCGTGCCGTCCGCACATCGGCACAACTCGCTTCGGGTTCACCTGCACCAGCGGGCAAC
CCGTCTCGATCTCGGCGTGGTCAATGTCCATGATCTGCTCGCCGGCCTCGACGAACTGCT
CGGCGACCTCACGCACACACTCAACACACTTGCGTGAGGGGTGCACGAGCATGTAGCTGA
ACTTCTTCTCGGCTGCGTAGATCGGGTTCGGCAAGATCTCATACGGGTACGAGCCCTGGT
AGGCGGCGAGCTTCTTGAGTATGCCCTTCACCCGACTGATCTTGACGTAGTAGTCTTGCC
ACACCGCCTCACCCTCACTCGACACGAGTCCAGCCACGGTGACCGGGAACACTGGCTCGC
GGTCCTCGGTGTGCATTGATCCGTTGAACAGGCAAGCACACTCGGTGGTGTCCTCGTCGT
CCCAGGTGTCATTGAAGATTGACTGCAACCAGTGGTAGTGGGTGATGGTGTAGTCGCCGA
CGTTGACCTCGGTAAAGGTCGGCTCAACTGGCATGTCCATCACCATGATCTCGAGCCGAG
GTGGGTTGACGTAGTCGCCGGACAGCGCCGGGTCATACACCTCCGCAGCGGTGACACTCA
GTCCCATACCTCTTCATCCTCCTCCTTGTCGGTGCACTGGTTGCCACGGCGGTCGATGTG
GTTGCCCTCGTGTCCGTCCTCGAGCTTGCACACCGAGGCGTAGGGCCAGATGCCTGGGTT
CCACTCCCTGCCGCAGGTGCTCATCCCGACATCGCCTCCCGTACCACCTCGACCTTGCCC
TCGCGTACGAGGTGGAACCAGGTCACGTCACGCCTGTCGTTGTCGGTCGGCTGCGTGCAG
GGCTTGCCTGCCCGAGCGAAGCACGCCTCGCACTCGAAGTTGAGCGGCGTGATCTCGGTG
CCGTCGGGCATGGTGTACTTCTTCACCGTCTTGTGTAGCGTCACTGTTCCTCCTACTTGA
GACATGGGTTGCCGTCCTCCTTGTACCTGTCCAGCTTTGAGTTGGCATCGCCAATCGCAA
CCCAGGCATTGTTCATCTGGTTCTGAACACTACTCATCTTGCCTTGAAGTTCCTTGATCT
TGAATGGGTCTTGCGTAAAGACATTCACCTGCATCTCGTCAAGCATCTGCTTCATGCGAC
CCTTCGCAAGCGACAGCTCCCACTGTCCATCGACTAGGTTGTCGACCTCCTCAAGGTACC
ACTTGCATTCCTCGCTAGCCTTGCGAGGTACTTCCACCTCCACTTGCTCAGTAACGTACA
CCTGCGTCGGCTGTTGGGGGTCGTTGTCCATGACTGCACTGGAGGACTCGGCCACCCAGA
TAGCACCTATCATGGACGCACCGAGTACAAACCCCAGTAGCTTCTGCTTGTTCATAGCTC
AGTCTCGGGACGCAGCTCCGGGTGTCCACGCTCCGAAGTTGTTGTCGACGTACTCGACCA
CGTCGTGACGACGAGTGATGCACTCGGAGCCGAGCCTGTAGTACCGTGACTTGTCATCGG
TCAGCTCCCTTCCGCAGTTCACACACTCCTTGAAGCGCTCGCCATACCTATCAGCGCACC
CGCCCTTGTCCATCATGACCTGCACCAACAGGTCGGCGACCACTGATCCGTGCACCTCGT
TGCGCCCGGTCACCATGCCCGAGGCATAGAACCTCTGCAGCTCGAGCCAGTCATCGCTGG
ACTTGTAGCGCAGGTCACGGAACTTGTCCGCCTCCCTGGACGGGTCACCGCCGGACACGG
TACGAGTGGCCAGCTTGAGGAACACTGTCTGCTTGCCATCGTCCGAGGTCACCGCATACC
TGCCGTCAGGTATCATGCGCAGTACGTTCATGTCCAGCTTGTCGGTGACAGGTTGCGCTG
GCTGCGGCGCGCCCGAGCCGATCGCACCTGTATAGTCCCGGTCCTCCTCGGCCACGTTGC
CCAGCACCTTGAGCTCGGCGATGACCTGGCTGGCTTCCAGCATGGTGGAGATCGGCGGGT
CCACGCGTGCGAACTTCTCGTCACACAGCGAAGCGATGAAGCCTCGCTGCTTGGCAGAGG
GGCTGAAGTTCGAGCGCTTGTCACCGGGGTTGGTCGGACCAGCGCTCACGATGCGCTGGC
GTACCTTCGTACCTGCTGCGGGCGTCGGTGCCACGCTACCCTGTAGCGCGAGCTTCGCCG
CCCAGGTTTCCAGCGTGTCAATGCTGATCAGCACCGAGGACAGGGCTGCCGTGTGCCGCT
TCTGTTCGGCGATCACTTCCTTCTTGAGCGCCTCGATCTGGTTCTGCACCGAGGTGTACG
GATCAGTCATGCCGCACCTCAGTGATCGAAGCGGAGCCAATTGCCTGCCCGTCGTGGTCG
ACCACCTCGAACTCGCAGAAGCTGTCTGTCTCGAGGACCAGCTTGAGTCCCACGTTGTCG
CCGAGCCGGACCATCAGGTGGTCGAGCAGCGCACGCTTGGCCTTGCGGTAGTCGTGATGT
CCGCTCGTCATGAAGTCATGCATGTTGTTGGAACCAGCGTGCTCCCGACTGGTCGCTTCA
CCACACCACGTCGGTGACACGTGCAACGCTAGAGCGTCGGGCTCCGTGCCAGCGGGGGCG
CAGCGATCGGCGTCGGTGCCGTCGGTCGGTTCGGGTTGGTCGTTCATTAGGCGCACTCCT
TACGGTAGTGAGATGTGTGTAGTTGTTCGGTTACTCGTCGTCGGCTGCCACGTCCGCGTG
CTCATCGCACAAGTACGCCTGCTCGTGATCGCACCAGTCGAAGATGGGATGCACCAGCTC
TCCACAGCTGTTGCATCTTGGGAAGGCGGTCACGCTAGTCCTCCGTTGTGTCTCGCTTTC
GGATACCGAGCAGACGCTCGTGCCTGATGTCGGACACGCGGCGCGACTCGATCTCGACTC
GGTCCCGGTCCGAGTGCAGCTCGGCCTGCAATGCGGCGAGCTCCTCGTCGGAGAGCTTGT
TGAGCTGCCGCGTTGTACGCGGCTCCATCATGCTCACCCGCGTGACCCGAGGAACTTCAC
GAGGCTGACACGCTTGGTCAGGTTGACCCGGTACTTGGTGACGGGCTTGCGCTTCGGATG
ATTGTAGCTGATGGTCATGGTGCTACCCCTTTCGGTGGTGTGGTGGAATGGAAACAGGCC
ACGTCACCCTCTCGAGTGACGTGGCCTGCGGTACTGCGGTGACCCGTAGGTCAGTTCTTC
GTGGCGCCCTTGGTCCCGGCCTCGTTTGTGCCGGGCGTGATGCCCTCGACGTTGCACTTG
GACGCGTCACCCTGCGGGAACAGGCGGGCCGACACTGCGCCCGAGCTGGGTGCGTCGTCA
CCGTACTCCTCCGAGCGGTGCTTCACGATCTCGGACACGGTCAGGAAGGTGCCCGACTCG
ACGCCCTCGAACGCGCTCGAGATGTGGTTGCCCACGTTGCGGCGAGTCCCGGTGAAGGGT
GCACGCGGCGCGCTGGTCCCGGTCCGGCGACCACCGATGCCCTTGCCATTGAACACCTTG
ACTGCGGCCGCTGCGATCGGCGACAGCTCCGGCTCCTCGCCACGCGTGGCTTCGTCGGCC
TCGCTCCAGTTGAGGTAGGCGACGGCCTGGTTGTACGCGGCGTCCACCGAGGGGACCTCG
TAGTCCTCGGCCTCGGCCGGGACACGGTCGGTCAGGAGCTGCAGCCCCAGCTCCAGGATG
GCGACGCGCTCGCCGAACGCCTCCTTCGGGTCGACCTTCGGGGCGCTGGCCTTCGGCGCA
GCCTTCGTGGTGCGCAGCTTCTCGCTGACCTCGTTGTACGAGACGGCCTTGATGTACTCA
CCGGCGGGCAGCGCGGCCTTCATCGACTCGTCGACGAAGTCCTTGGCGAGGTTCTTGTAC
TTGATGCCACCGGTCACGCCCCGGTAGGCCTCGGCGACCTTGTCGAGGTCGGCCTCGGAC
ACGGTGCCCGTGCTCGGGTCGGCGGCCTCGACGGCCTCGGTGACAACGGCCTTGAACTTC
TCGACGTTGGGCATGTGCTCGGCGTCGGCGGCAGCCTGCTTGGCTGCCTTGTCCACGTCG
CTCTCGGTGGCGGGCTTGGTCTCGGTGGTGGGTTCGGTCACGGTGTCCTCCTGGTTGGTC
TCGGTGGCGACGACGGTGCTGTCGTCGGTGGTGGTCTCGTCGAAGATGTCGGTGCGTGCC
ATGATGATTACCTCCTGGTTGGTCGGACCCGGCGGGTCCGTTGTGTTTTTCGTGATGGTT
CACCCTACCCTGGCGAGTAGGTGTAATGCAACTGCCTCGGTACTAGTTCGGTGTGATCTA
CGTCACACGGTCGTCGGTCACGTATGCCACCGTGTCACCCTCCCTCCATACAGCGAACGA
GAGCTTCAGCTCCTTGCCTAGTCGCGTCCACACCAGCTCCCGCGTCGTGTTCGGGTTGCA
CAGTCGAATCCACGCCTCGGTGCCACCCAGGGCGCCCGCGAGTGTCTCGTAGGTGTCCGA
CTGAATCAACCTGCCCGCGCGCCAGGTTGCCACGCGGTAGCGTCCGGTGGTCGGCCACTC
GTCCGGGACCAGGTAATCGGGCAATTTCGCCACGTTCGGCAGTGCCACGCTAGATCACCG
CCAACAGGTCGCCGATCGACGCCAGCTCACCATCGAGCTGCCACAGGATCACATTGTCAC
CCTGGAGCCAGGCGATCAGGTCACGCGTGTTGTCAAACCACGCGTACTGTTCACGGTCAC
CCTTGTTGGTTGTCCACGCCGACCACCCGGTACGCCAGCCGAACTCGTACCAGGTCAGTG
TCACGTCCTGGTCGGGACTGCCGTAGTCGCTGTTGCGACGCGCGAACGCGTAGGTGACGG
TCGCGGTCAGTTTCACGGTCGTTTCGGTAGACATTGTCAGTTCCCCTTCTTTGCACAGCA
GGCGTACACAATCACAGCGATGACGCACACCATGAACAGGTGCCCACCGTTGAAAACGAT
AATCGGCATGTCACAGCTCCCCTGGCATCTTCGCGTCGGGACCACACACGCCGTTGCCCA
TCGTGGCGCAGTCCCAGAACAGGTTGTCTTCGTAGATGGTCGGGTCGCCATTCTGGGTCA
GAATCGCGTACCACGTCGACAGCACCTCCCACACGGCGCTCATGCGTTGCCACGCTCGGC
GCTCGAGCGGACCCAGCCCACGATCGGCTGCACGCCTGTCGCCTGCATACGGTCGAGCTC
ACGCAGCTCCGACGCGCGTAGGCGTCGGCCACGGTGGAGCTGGTTGTTGGTACGGGTTGC
GTTGCGCTTGATTGTCTTTCCCATTGTGCTGCCCTTTCGGTGCTGGTTTGGTCGAGCCGG
GTGACTCCCACGGTCACACGTGGCATGGTGCCACGTGTGCCGGTGGTACATCCGGGTCAG
TCGGTCAGAAAGCCTGCCGATCGCCCACGTAGTAGGTAACCCACGACTGCTGCCCGTCGG
TCGCGTTCTGGTTGTGCGTCCAATCGCGGTCCTGGTCGGACTGCACGATGCCCTCGGCGT
CAATCCACACACGCGCGGACTGGATCTCGAACTCGGCGTTTCGATACAACTCCATCACGA
TGCACCGACCGTCACCGACCTTGAGGTCGTCGATGTACCCATGATTGACCGCTTCCAGTT
CCCAGCCCACGTTTGTCATGTATTCCAAACATGCGACCACGCGGTCGGTCTGCGGCTCGG
TACGCGTTTCCGCGAACGCGTCGATGACCAGTTCCTTCTTGGCATTAATATCGAACATTG
TGCAACCCTTTCGGTGCTGTTGGTTGGTAGTGCTAGGTGTGTGTTGAATGACGGTTCACA
ACTTGACGATGACGTACGATGCACCGTCGTCGCATACCACGCCCCAATGGACGATACGCG
TTTCTGGATCGACTTCACGTTCGATACCCGTGATGCCAACGGACTCACGCTCGCAGTCGT
CCATCACGATGTCTAGCGCGTCGTCTAGCGTCGGGACGGGACGGGACTCAAACGGCTGCC
CGTCGGCGTCGGCGGGCGGGTAGTACGTCACGGTGTAGTTCACAATCGTGCCTTTCGTGG
GTTGGTTCGGGTTGGTTGGTGGGATTAGCGTGCGCGACGACGTGCCAGTTTCGCGGCCGC
TTTTTCACGTTTCGCGGCGGCGGTTTCACGCGCGATACGTTGCGGCGACTTGGTGTCGAC
GGTCCGGACCGGGACGGTGGTCAACTTCGGCGCGCGGAATTGTGTGTTATTCAATTCTTT
CATTTCACGATCCGCGTAGTATTCGCGCCAATTGGTGTCGGGGTCGTAGCAATCAAGTTT
TCCATCCACGTGCCAATTGTTCTCGTTTGCGGCTTCGCGGATATTGGCGTCCATTTGGTT
CAATTCGGCGCCGGTATGGCCGAGATTCTTCGATAGTGCCGTGCCACGTGTAGCCGTTAG
TGACTTTCGTTCGGTCACGCGCACATCGTGCATGATGCCGTAGCCGCGACCGGTGATGTT
GTGTTTCATATCTTTCCCCTAATGTGTAAGAATTGTGCCACGCTAGCTATTCGTAATTCT
TTTACGAATTACTAGCGCGAAACAATTCGGTTAATGGATCTAATCGAATTGTATCGCTAA
TTTGTCTGATTCATTAGTTCGCATTTAATGGTACTAGCGTTATTCCCATTAACCTAACAA
TTCAGACACAACGTAATGTAGTCGTTCGCGATTACCGGGACATGTCTACCGATAGTTGTC
GCTATCCCCTACGCTACGTTTCATTTTTCGCACCATATCCGCGTGACCGCTAACCACATC
TAACATGGTTGGTCATCCAATTTTTCGGACGCCCGCGTGCGATTGTCTAGACCACCGCTA
ACCCGTAGGTGCGCTAGTGGTACTAGTTGTTAGTGGCCGCTAGCGGTGGCGCGTCCCGGA
CCGGGCGACCGCGCGTCGCCCCGACCGGGACGACCACCGAACTAACTAACGACTAACACC
GACTACGTTACGGGTCGTGGTACTAGTTGTCTATAATCAAATCGTTATGATCGGAAGTCG
GAAAAACCTTGACATAGTGGTACTAGTTGGTGTATCACGCCTGCATCGCGGTATAGAAAC
GTAGCGGCTTTTGTACCAGCGGTTGTACCAACCCGGCGGCCGGCCTCCCCAACAAAGATG
TGATTCATTATGGCAAAGATTAACCATAGTGAATCTAGGGTTTGAGATAGCAAAGAATTT
GCTAGGGTAAAGATTCTTTGTAATACTGAATGTTCTTTGTGATAGTGCATTTAATTCAGT
GTAGTGAACTTAATTGTAGATAATGAATGTTCTTTGTGATACTGAATGTTTTTTGTGATA
GTGCATTTAATTGTGGATACTGAATGTTCTTTGTGATAGTGAACTTAATTGTAGATACTG
AATGTTCTTTGTGATAGTGCATTAGATGTAGGATAGCAAAGAATAGGTAAGCCTTACCTA
TGTGTAGGGTGCATATGTACTAGGGCATGTAGTGCTACAATGACTGGTACAATGACTGAT
AGTTGAATGGTGCAACTAATAATATGCGGGCATGTTAGGTAAGGCTAACCTTAGTTGGTA
CAATGGTTGGTACAAAGTAGACATGTGTCTAGCCATCCGTCCAGGTGGTACAACGCATGG
TACAAAGACGAGAATCGTGGGAGTGTACACCATGAATCGCGATGCGCCTAATCGCGAGTC
CCACAATGTGGGAATAGAACGTGTTCATCGCATGTTACCGAACGAGTCGTGTAACGCGGA
AACGTCGTGGTCGGCGTGGTACTAGCGGGTTACCGGACCGGTCTGTAACGAACGCTAGCG
GCCGAAAATTGGGTTAGTGGTACTAGGTCTACCAAACGGGGGTTCAGCGCGTCTACGGGC
GTTCTAGGGGCCAGAGCACACGAAGACGTTTTTGTCAAATCGGCGAGAAAACCCTAAACG
TTGGGTTTAGGGTTGACATCGTCGGAATTGTGTGCATAGGGCGGAAAGGTTAGCCTCACC
TAAATATGCTATAGCGAAGTCGTGGTGCACCAGCGCGAATTGTTGGCGATGTCGAAAGAT
CGACTTTAGGATAGTGGATGTGTGGTCATGCGGCGTAGTGCATCTTTATTCAGACCACGC
CCGTGTTCAGTTGAGAATTGCAACGACTTTTGTTGCGCGTTGCATCTGATAACGTTGCAA
GTCGCAACTAAATCGACGCCGACCAGAGCAAGGGAAGGCTAACCTAACTTTGCCAGCGTG
AATGTGGGATGCAACTTTGGAAAGGGTGTGTGCTAGCGTGAAGCTCTCGTGCATCTTTAT
TCAGACCACGCCCGTGTTCAGTTGAGAATTGCAACGACTTTTGTTGCGCGTTGCATCTGA
TAACGTTGCAAGTCGCAACTAAATCGACGCCGACCAGAGCAAGGGAAGGCTAACCTAACT
TTGCCAGCGTGAATGTGGGATGCAACTTTGGAAAGGGTGTGTGCTAGCGTGAAGCTCTCT
GCTCCGTTTTGCGCCGATAGCAAAATTAAACTTTACTAGGTAGTACCACCATCGAAGATT
TAATTCCCAGTGAATGCACCAAGAACGTGTATGTTCCGGCCATTACATTGCCAGCCAGGA
AAACAATAAGATGATAATACATAAGACGAACATATGTTCGATCAAGGAAAGTAAGGAATG
TATTAGGAATGTTTTTATAGTGTTTGACCTGCGGTTTTACCAATACATTCATACTATCCA
AACATTCCTGCGATATTTTCCCGGCATCTGTCTTACGTGTAAGGCAGTTCACCCGCTTCC
TTGCTAGTACCACCGGGGCACCCCCGCGTCTGATGATCGTTCAGATACGTTCGGGTGAAA
AACGCTAGGAATGTTTGGAAGGTTTTCAAAAACACGTCCTGACCTGCGGTTTAAACATTC
CCAAAACGTTCCTGGGGCTAGGAATGTTTAGGAATGTTTTCGGCGTTTCCGCAGGTCGCG
GTGTCTGACCACCTCCTCCTGGCCGGCGCTCCTGGTACCACCGGGGGGTCGGGCCAGGCG
TAACCAGAAAACTGTAACCACCGATTTATGGTTTATGGTTTTACGAGTTGTGCACAAAGC
AAACCACCCGCGCCGGATAGTACCGACGCGGGTGGTTTGCTTGAGGGGCTAGTGCTTGGG
TATGAACAGCTTGCTGCCGCCTCGTTTCAGGGCCGCGGGGTAGCTCAAACCCTCGCCAGT
GAAGATCTGCTCGAGGGACGCGGGCTGGCCGGCCTCATCTGACATGACATGCTCGACCAC
CCAGCTCAACGCCTTGGCTGCACCGGCGGTCTCGCTAACCCCGACCGCGATCTGCGATTG
CTTCGTCGGGTCGGTCTCGAGCTGGAGCTTGACCGTGAGCTGCTGGTAGATGTGATGGAA
GTACTCGCTGCCGTTGACGATCAGCTTGACGAGCTGCTGGATCGACTCGAGCATCTCCTC
CTGGGCTGGCGTGTTGATCTCGGCGCTGATCAGCGCGACCGCGCCTTCGATCTCCTTGTA
GTGCCAGTCGTCGGTTGCGCCGTTCTCGGCAAGTTGAATCAGGCGGTCCAGCGCTTCGCC
TGCGGTTGCGAACTCGCTCACGGTCGGAGCTCCTTTACCTTGTTGTCGAGCTCCTCGTAG
AGGTCTCGGAGTAGCTTGCGGCCGTTGTCGAGGTGTGCGTAGGCTGCGCCTGCGGTGATC
CGCAGCCAGTCGTTGTCGTTGATCTCGGGATACACTCGCAACCGCTCGCTTGCGTCCCGG
AGGTCAATGACCTTGGAGTACAGCTTGCGCACTTCGGTCGCCGCGGTGCGCAGTCGGGCT
AACTCCTGGTATATCTCTTCTTGTGTGGTCTGTTCGCTCACGCTACCTCTGTTCCCTTCT
TGAGTGACTCTTGGTATTCGGCCAACCTCTGCTCGAGGTATGCGTCGCGGATCGGGTTCG
AGGCCTTCATGTTCTTGTTCTGGCTTCTGATTCGATCCCGGTGCTGCTTGAGGCATAGTG
GCCCCTTGCACCCGTCCGCGTACCCGATTGGTCGGCCATGCTTGTGTGCAGCGATATTCG
GGCTGGCGAGCTCGGCATCCACCTGAGCCTTCAGCTTCGCGATGTACTCTTCGATGGTGT
CGCCGCTCATTTTGCCTGATCCTTCTTGTTCTTGGTGATCCCTGTGACTGTTGCGACCCC
TTGCTTGAGCTGCCGCATCGCAGCCACCTCGGGATCAAAGTAACGTGGTTTCTTGGGTCC
TCTCGTGTTGGCCCCCATTGCCGACTGAACTTCGCCCCTCTCGATAAGAGACTCTAGGCG
CCGACCAATCTCGACACTGTCCCACCCCCTGGTTTTGAGTTTGTCCTGAATTGTGCCGAA
GGTAACGTAGCCCTTGCTCTCGGTAAAGGTCTTGATGACCTTCTTGAGTGCCTCGTCGAT
CTCGTTACCCAGTGTGAGTATCGTTTTCTCTCCGGTCACCGTGGTGGCCCGGTTGAGATA
CTCCATTACCCACATGGCAGAGGTAATGTCCTCTGACATGACCTTGTCCGCTCGACGGTT
GACCGCGAACAGGGTAGACAATTTATAAAGCTTCAGGTCAAACCGGGACTTGAGATCGTC
GCCGATCTTCCAGGTCTCGACTACCTGATAGCATTGGCGCATCAAGTCCCGAGCCGAGTG
GTCCACATCAAGGAAAACCAGCTTGCGAACAGACTTGCCTTGCGGGTCCACTTTGCCCAT
GTAGTACGCAGCAACGTCAGTGTAGAGCTCCTGACAGTGCGACGTGTTCTTCATCTTGTC
ATCGAAGGGGTCGCCGACCGGGGGCTTGTTTCCGGTGACTACTTCGAATCGAGCGAGCAG
ACCATTACCGATATTGCCTCGGCCAATCAGCTGCGGAAGCGCCTTGGGCTGCACGCCAGC
ACTGAAGACCATGTTCGGATTGATCGCGATAGTTACACCGCCAGACCTCGAGCCAGCCTG
GATAGCTCCGTCAAGTGCTGAGTTGTTGTCCATCTCCTGAAAGATTCCGACCAGGGAGCT
TCCTGTGACTGCGCCCTTGCCCATGAACCTGGACAACTCGTCAACCTCAAGGTCAGCCAT
GACGTCCATGACCTTGTACTTAACCCCGGCCTCGATCTCTTCGCTCAAGCTCTCAAGCAA
GAACTCGCCGGACCCAGGCTCGATCAAGCGCTTGACTCCGGTGTGAGTCCCGTACGGGCG
CCCGCTGGGCGGAACAGGCTTCCACTCGTAAACGATGTGGTCAAGTATCTCATCCATCGG
CCTGCGTGACTGTGACTTGCCAGCACCGGTGGCACCGACAAACAGTACTGATAGTGTGGT
CTTGAATGGGCGACCAACCCTTCCCCGGAGATAGGGGCCTGCCGACAGGGAGAGCAACTG
CAGGCCCCGGAAGAGGCTATACTCTTTTGGTACGCTCATGTCCTCGACCACCTTCATGTA
CTCGTACAGGGGTGTACCCTCGGGTATGTTGTCAAAGATGTTCTCAATCTCGGGTAGCTT
ATCTCCCGTATCTGTCGGTACCTCGATGGAAGTTACGAGTGCGGACGGTTCGTCGACCTC
TTTGTCGCTGGCCGGCGATACCCCTAGACTGGCCGGACGGGTGTCGGTGGATGCAGGTGG
CTCATCTTTAACGGAGTCGGCTCCAAACTCCTTACGGCTAAAAGATGTCGGGCCCATCTG
TGGCAGGTCGTCATCCAATGCCGCGAGGCTGAAGCCTAGCTGATCTGCAACCTCCTGTGC
CGAGACGGGCTTTGAGGTGATCTCCTCGACCGCCTGCTCGACCTGACTGACGTAAGACTC
GCCATACTCTTCAAGCTCCCGCTGCTGGGTCTCGGGAGACTTGCCGATGTACACCTTGCC
CTGGCGAACGAACTGCCAGCCGCACATCTCCTCGAGGGTGATCTGCTTGGCCTTGGCGAA
CTCTTTGCCCTTCGCTGCCTGACCATAGGGCAGTCCGTGTGCAGCTGCCACCATGTCGAT
GATCCCGCCGCCGTTGTCGCACTGGCCATAGCAGACCCATGTGTTCTTGACGGTGTTGAT
GCAGGCGGCCTCGGTGTTCGAGTTGTCATGATCCGCCGAAGGGCAGAACACGAGTATCTC
ATTCTTGCCGCCCGAGCGCTTGGTGTCGACCTTGCGGCCGGTCAGGCGTTCGTAGACATC
GCGAACTTTGAGGCGCTTGAGTGCTTCGTCCTCTTCGTTCTGACGCTCGGCCTTCTCCTT
GCGCCAGTCGTGCTCGTCGTCCCAGACTTCAGGAGCGGCCTCGGCGAACTCGGATGGAAC
CTCGGCGTCAGACTCGACAGTCTCCAGCTGTGACTTGGCTGCCGCCTCGGCTTCTTCCCT
TGCCACCTTCTCCTTGAGCATCTCAAGGATCGGGTTTGGCTTCTTGTCACTCATGCGTAC
TCCAGTCGGCTGATCTTGATGCGACCTTCTGGTACGCCGAGCGCCAACGAGGCGGCCCGC
GTTGCGGTCATGGTGACATTGCTCTTGTGGTAGCAGCCGGTCGCGACCAGCATTCCACGA
TTGTCGTAGCAGTGTATGACGAAGCCATCGAGATCGCGCTGAGCTCTGACGCGAATCTCG
ATACGGTTGCCTCGGAACTTATCCCTGCGATTCGGCAATTGCCTCGGCCTCCTCTCGGGT
CCGAACGACACCCAGCTCTCGCCGATAGGCGAGGACCCGCTCCTTGGTCGGAATGACCTC
GTCGGCTGGAGTCACGGTGACTTCGTCTTCAGGATTCGACATGTCCACACTTTCTGCAGG
GGCTGGGATTTCTGTCGGGAAAGAGTACGATGGAAGCGTAACCATCCAGTGAGAGACTCT
GCGCAAATGCGTTGAGTCGTGCGCCAACCTCGGTAACCTTCTCGAGGTCAGGGCTTGCGT
ACAGCAGGATCACCGCAGGGTCACGCTCTTCACTCGATGCCATAAGGGTCCTCACTCGGG
TCAACGAAGGGGTTACCGGTCTCGAGTAGTACGACCGGCGAAGGATGCGGCTTGAGCTCT
CGGGTAGCCAGCCGTTGGTCGATGAAGAACGTGGGGTCTTTCTTGTGCTTGAGATTGACA
CCCAGGGGTAGACGGCAAAGGTTGCCGAGGTCCTTGTCCTTCATGGAAGCCTGCTTGGGG
AATATCTCCACGGTCAGGTTCTGGTAGTTGTAGTACGGATCGGTCTCCGCGTGCTTGAAG
AAGTTATCGCCGTGCACGGCTTCGAAGCCTGCGTTCTGCGATATGAGCTTGCCAGCAAAC
TCGAGTGTCATGAGCGCGGCGGCGCGGGCCACCTTTGCGTCGATGGGTTCCGGGAAGAAC
GCGTAGACGTGGCAGCCCTTGTTGCCAGAGTAGGCAGCAGCCGACTCCAGCTGAAGATGA
TTCTGGATCGCCGACGTGAGGAAGTCGCACATCGAGCGCATCTGGTACTTGAGCCAGGGG
CGCGCAGGACTGCGTCGGTCTTGCCATGCGGACCTGGGATGAAGCGGATGTACACGTTCC
GCTACGACTTTGTCGAAGTCGGCATCGGTGGTCTGCGCGAGAACCTCGTCGGGTAGGTCA
ACCCAGGTTCCGTGCCCGCGTTCACAGCAGGGCGGCAGGGGCTGATCTTTCTTGCGCTTG
TTGCAGTAGCCGGTGTCGAGGTCAATGTCGAACACGATCAGCTTGGTGAGTCCATCCGCG
TCGCAGGTGTAGTGGCCGAAGGTCTGCTCCCCGGTGACATGTGACACGAGGTCGCCCATC
TTCCAGGGCTCGCGCACCGGACGGTATCCACCGTCGGCAACCTGTACGGCCTTGACGTCC
TTGCGTTGGATGAATCTCTTGGCGAGTAGTTTGGCGAGCGTGGCATCTCTTGCATCTACC
TCGGGCAAGGTATCACTCCTTTCCACAGGTGTCCCGGTGTGTCCGGGGCACGGTGTGCAC
CGTATCACATCATGCTAACAATTGTCAAACACACGCCTGAGCTGCGCGTTTGCCCGGTAT
GCGGGCGCGCGCAGGTCTAGATGGTACTATCGGTCCATGCCGAAACTGCACCAGGGGAGA
CGCTACGATCTGTGGTGGCAGAACCCATTCAAGTATTACGAACACTTGAAAGACTCTGGA
GAGTCGCAGGTTCTCTTCGATCACTCCCTGCTTCACAAGTACAAGGTCAACCCCCGCGAG
TTCATGCTCCAACACTTTCGTGGAATGTCGTGGCGGTGCTACATTGTCAACGAAGACTGC
GCTACATTGATTGACAGTACATGCGGACCCGAACAGACCCTCGGCTCCTGGGCGGTGTGG
GATGCACAGAAGCACGACCTCGGAGAACTCAAGGAGCTCATGGAGGTTCCGTGGAAAGAT
CGTCCGATCTCTGAGCACGCGGACTGGTACGAGATTCCCCACCCCGCACAGCAGCACAGG
GTGTTCATCAAGAACATGATCTCGGGCAAACAGGATGAGCTCTGGAAGAAGCGTCGCCAG
CGTTTGACGAAGATTCAGCGACTCTACCCCGAGTGCGAGATGTTCATTAAGCCCAAGCAC
TTTGGTATGGGCCTCGCATTCGGAGCTGGGTTCAGTGCGTCGTGCCTCGACCCGTATCAG
TTCAGGTGGATCGAGCGCGGCAAGATCGTTCTGCCTAACGGTCGCAACGTACACCTTGAG
AGGGTAGACGAGTTCGCTCGAGAGATAGAACACCTCGGCTTTGATCCGTACGAGGTGCGT
TACGATCAGGATGTCGGATTGCTTTACTGCATCGCGGCGATCCGCTACGCTGCGCATCAT
TGGGACGACCCGACCGGACCTTTCTACAGGAAGAACAATTACCTTGACGGTCCGGACTTC
AAGAACCCTGACATGTATGCGCAGATGCCATCGTACGACAGGGTGGTTCGACCGCTCGAC
AAGATCAAACCAACCGACCAGATTCTATGCGACTCGTGTTCGCTGTGGCGTCTGTGTCCA
GCCTACCGCGCCGAGGAGGTGTGTGGATTGCCTAGCTCAGAAACTAGCCGACTCGCCAAG
CTGGCATTGTCTCGTAACGCTGACGACGTTGTCGAGATGCTTGCATCTGTTCTCAGTAAG
CAGGCCGAGCGTGCCGAGAACGCTATCGACGAGGAAGAGGCGACCGGCAAGGCCAACCCG
CAGGTTGACAAGATGCTCAACAACGTGTTCAAGAACGGCACAACACTCGCCAAGCTCCGC
AACCCCGCGCTTGGTCGGCCAGCGGTGCAGGTCAACATCGGCGCGGCTGCACAGCAGGCG
CAGGCTGTCGAGGCGGCTGATCCCCGCGCACTCGCAATGACGGTCATCACAGACCTCGAA
CAGCGAGGCGTGCCGCGCGAGGAGATCACCCAGGAGATGATCGAGGCCCACATGCAGGAG
CACTACGCGCCGAAGCAAATCGAGTCCAGCGTGGTTGACGCGGAGGTATCGG