##gff-version 3
##sequence-region Mycobacterium_phage_Kloppinator 1 68480
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	1	2748	398.7	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0001;transl_table=11;phrog=906;top_hit=p30025 VI_00108;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0001;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase/primase
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	2825	3115	60.5	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0002;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	3112	3480	12.5	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0003;transl_table=11;phrog=549;top_hit=NC_031102_p36;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0003;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	3477	3581	3.0	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0004;transl_table=11;phrog=4530;top_hit=KX576643_p54;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0004;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	3578	3793	19.4	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0005;transl_table=11;phrog=1495;top_hit=MG925348_p55;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0005;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	3926	5629	258.8	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0006;transl_table=11;phrog=16;top_hit=NC_027402_p36;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0006;function=DNA, RNA and nucleotide metabolism;product=DNA helicase
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	5632	7035	211.8	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0007;transl_table=11;phrog=466;top_hit=NC_009799_p39;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0007;function=DNA, RNA and nucleotide metabolism;product=exonuclease
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	7093	7713	114.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0008;transl_table=11;phrog=870;top_hit=MG925348_p51;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0008;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	7815	9170	228.0	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0009;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0009;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	9180	10469	168.9	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0010;transl_table=11;phrog=880;top_hit=NC_008202_p27;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0010;function=lysis;product=endolysin
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	10594	10875	45.9	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0011;transl_table=11;phrog=9402;top_hit=EU676000_p45;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0011;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	10994	11554	108.4	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0012;transl_table=11;phrog=636;top_hit=NC_008198_p41;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0012;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	11657	12082	45.6	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0013;transl_table=11;phrog=955;top_hit=JN699010_p46;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0013;function=DNA, RNA and nucleotide metabolism;product=HTH DNA binding protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	12079	12294	25.7	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0014;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0014;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	12291	12584	10.0	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0015;transl_table=11;phrog=1563;top_hit=JN699010_p44;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0015;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	12586	12804	13.4	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0016;transl_table=11;phrog=1619;top_hit=KX578071_p42;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0016;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	12786	13907	188.3	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0017;transl_table=11;phrog=1304;top_hit=KX578071_p41;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0017;function=tail;product=minor tail protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	13907	14314	63.2	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0018;transl_table=11;phrog=892;top_hit=KX578071_p40;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0018;function=tail;product=tail fiber protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	14354	14665	38.3	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0019;transl_table=11;phrog=941;top_hit=JF704095_p40;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0019;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	14665	15033	34.2	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0020;transl_table=11;phrog=915;top_hit=NC_008195_p36;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0020;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	15067	15690	84.0	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0021;transl_table=11;phrog=282;top_hit=NC_008195_p35;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0021;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	15687	16286	61.0	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0022;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	16283	16930	71.3	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0023;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0023;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	16930	17316	55.9	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0024;transl_table=11;phrog=948;top_hit=NC_023603_p29;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0024;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	17325	17714	56.7	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0025;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	17745	18905	156.4	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0026;transl_table=11;phrog=416;top_hit=MG812490_p33;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0026;function=tail;product=minor tail protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	18908	20254	194.0	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0027;transl_table=11;phrog=17035;top_hit=NC_028779_p22;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0027;function=tail;product=minor tail protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	20258	22513	342.7	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0028;transl_table=11;phrog=746;top_hit=MH051265_p31;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0028;function=tail;product=minor tail protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	22510	23622	157.2	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0029;transl_table=11;phrog=837;top_hit=p63180 VI_04142;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0029;function=tail;product=minor tail protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	23619	25052	173.3	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0030;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0030;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	25062	31040	998.5	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0031;transl_table=11;phrog=934;top_hit=MG962363_p27;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0031;function=tail;product=tail length tape measure protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	31160	31501	72.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0032;transl_table=11;phrog=1556;top_hit=JF937109_p27;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0032;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	31563	32126	110.1	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0033;transl_table=11;phrog=1118;top_hit=MF919503_p26;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0033;function=tail;product=tail assembly chaperone
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	32177	32599	19.3	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0034;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	32604	32933	69.3	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0035;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	32949	33467	35.7	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0036;transl_table=11;phrog=810;top_hit=p18132 VI_04129;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0036;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	33467	34204	95.7	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0037;transl_table=11;phrog=783;top_hit=KU530220_p23;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0037;function=connector;product=head-tail adaptor
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	34314	34577	39.6	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0038;transl_table=11;phrog=1624;top_hit=MG925348_p21;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0038;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	34633	35409	98.8	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0039;transl_table=11;phrog=1279;top_hit=KX657794_p39;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0039;function=moron, auxiliary metabolic gene and host takeover;product=queuine tRNA-ribosyltransferase
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	35487	35717	34.3	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0040;transl_table=11;phrog=922;top_hit=KP027208_p19;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0040;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	35778	36578	123.1	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0041;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0041;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	36666	37280	59.9	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0042;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	37277	37576	29.8	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0043;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0043;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	37635	38024	73.5	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0044;transl_table=11;phrog=23108;top_hit=NC_025463_p37;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0044;function=tail;product=tail length tape measure protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	38024	38878	136.8	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0045;transl_table=11;phrog=970;top_hit=KX578071_p13;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0045;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	38890	39693	127.0	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0046;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0046;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	39793	41538	293.2	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0047;transl_table=11;phrog=777;top_hit=p18121 VI_04129;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0047;function=head and packaging;product=major head protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	41652	41789	8.6	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0048;transl_table=11;phrog=1789;top_hit=KX578071_p10;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0048;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	42362	44935	329.1	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0049;transl_table=11;phrog=859;top_hit=p63158 VI_04142;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0049;function=head and packaging;product=portal protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	44935	46728	288.1	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0050;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0050;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	46884	47330	58.9	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0051;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0051;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	47377	47931	59.2	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0052;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0052;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	48078	48215	16.4	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0053;transl_table=11;phrog=1575;top_hit=MG925348_p5;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0053;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	48283	48645	11.8	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0054;transl_table=11;phrog=1570;top_hit=MG925348_p4;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0054;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	48642	48857	31.0	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0055;transl_table=11;phrog=1549;top_hit=MG925348_p3;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0055;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	48942	50729	242.5	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0056;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0056;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	50726	51292	75.7	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0057;transl_table=11;phrog=800;top_hit=KU356689_p12;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0057;function=head and packaging;product=terminase small subunit
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	51402	51599	25.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0058;transl_table=11;phrog=2029;top_hit=KX592589_p101;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0058;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	51664	52002	73.0	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0059;transl_table=11;phrog=1557;top_hit=KX592589_p100;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0059;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	52005	52406	52.3	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0060;transl_table=11;phrog=1332;top_hit=GQ303264_p95;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0060;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	52459	52695	50.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0061;transl_table=11;phrog=1413;top_hit=KX683293_p98;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0061;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	52692	52871	20.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0062;transl_table=11;phrog=1406;top_hit=NC_028968_p93;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0062;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	52868	53599	93.6	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0063;transl_table=11;phrog=1010;top_hit=KX683293_p96;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0063;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	53763	54119	70.2	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0064;transl_table=11;phrog=1612;top_hit=KX683293_p95;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0064;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	54158	54403	24.9	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0065;transl_table=11;phrog=2026;top_hit=KX683293_p94;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0065;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	54400	54675	4.9	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0066;transl_table=11;phrog=1628;top_hit=KT364588_p94;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0066;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	54743	54940	27.3	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0067;transl_table=11;phrog=1318;top_hit=KR997932_p23;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0067;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	54972	55274	59.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0068;transl_table=11;phrog=1537;top_hit=KT364588_p92;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0068;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	55394	55615	49.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0069;transl_table=11;phrog=1552;top_hit=KT364588_p91;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0069;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	55612	55797	14.4	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0070;transl_table=11;phrog=1598;top_hit=MH051264_p90;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0070;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	55791	56015	15.8	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0071;transl_table=11;phrog=1634;top_hit=MH051264_p89;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0071;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	56012	56209	-3.4	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0072;transl_table=11;phrog=1895;top_hit=MH051264_p88;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0072;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	56206	56466	31.3	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0073;transl_table=11;phrog=1878;top_hit=MH051264_p87;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0073;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	56478	56657	28.8	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0074;transl_table=11;phrog=1602;top_hit=MH051264_p86;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0074;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	56654	56764	2.5	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0075;transl_table=11;phrog=2540;top_hit=KX683293_p84;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0075;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	56761	57063	3.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0076;transl_table=11;phrog=960;top_hit=NC_023701_p77;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0076;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	57107	57493	54.7	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0077;transl_table=11;phrog=1734;top_hit=JX649098_p86;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0077;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	57486	57716	42.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0078;transl_table=11;phrog=1611;top_hit=GQ303264_p79;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0078;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	57716	57856	13.5	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0079;transl_table=11;phrog=2098;top_hit=MF668276_p78;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0079;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	57853	58116	-1.3	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0080;transl_table=11;phrog=1593;top_hit=MF668276_p77;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0080;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	58171	58314	25.0	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0081;transl_table=11;phrog=1306;top_hit=KR080205_p74;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0081;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	58351	58770	44.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0082;transl_table=11;phrog=1643;top_hit=GQ303264_p76;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0082;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	58851	59060	32.4	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0083;transl_table=11;phrog=1610;top_hit=GQ303264_p75;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0083;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	59430	60032	51.7	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0084;transl_table=11;phrog=25770;top_hit=p403578 VI_04104;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0084;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	60034	60465	36.9	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0085;transl_table=11;phrog=1596;top_hit=KM347890_p74;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0085;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	60582	60980	68.0	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0086;transl_table=11;phrog=1606;top_hit=MG962375_p70;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0086;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	60977	61570	48.8	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0087;transl_table=11;phrog=1031;top_hit=JF704104_p68;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0087;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	61551	62249	99.1	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0088;transl_table=11;phrog=645;top_hit=MF185725_p2;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0088;function=DNA, RNA and nucleotide metabolism;product=Rnase E
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	62310	62486	25.5	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0089;transl_table=11;phrog=1572;top_hit=NC_028803_p69;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0089;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	62803	63570	123.1	-	0	ID=Mycobacterium_phage_Kloppinator_CDS_0090;transl_table=11;phrog=996;top_hit=NC_011044_p60;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0090;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	64038	64397	26.0	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0091;transl_table=11;phrog=982;top_hit=NC_028801_p64;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0091;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	64510	64866	56.7	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0092;transl_table=11;phrog=1148;top_hit=NC_011044_p58;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0092;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	64866	65018	9.9	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0093;transl_table=11;phrog=1751;top_hit=KX620786_p61;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0093;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	65111	65569	66.1	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0094;transl_table=11;phrog=993;top_hit=NC_023741_p56;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0094;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	65566	67425	306.0	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0095;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0095;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	67410	68030	72.4	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0096;transl_table=11;phrog=1597;top_hit=MF919523_p58;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0096;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Kloppinator	Pyrodigal-gv_0.3.2	CDS	68027	68362	32.6	+	0	ID=Mycobacterium_phage_Kloppinator_CDS_0097;transl_table=11;phrog=6993;top_hit=KX702319_p58;locus_tag=Mycobacterium_phage_Kloppinator_CDS_0097;function=unknown function;product=hypothetical protein
##FASTA
>Mycobacterium_phage_Kloppinator rotated=True rotated_gene=repA
GTGCTCGGATCAACCCCCATCACCGCCATCCTCGGCGCTGGCATCGACAACCGTGACCCC
GAGGCGGTGCGCGCGTTCGTGCGTCAGGCCGCCGATATCGGGCTGTCGATCATGTTCATC
GCGCCCGATTCCAAGGCACCCGTCGACCTGCGCACCCCGCAGAAGAAGAAAGCCGACGAC
AAGGCTGCGCAGGAAGCCGCGCGTGAGGCGGGTAGACGGGACTGGGCGCGAGTCAAATCG
CCAGCCGGTCTTACGCTGGCCACCTCAGACAAGGCAGTGCTCGACCGCTATTTGAAGCGG
TACTTGACCCTGTACGCCGAGCGGTACCCCGAGGGTGTGCCGGTCAACGTCGCCGTCGAG
GTCGGCGGCTCGGCGCTGGTCGTGGTCGACTGCGACACCGCCGCCCAGCTACAGAGGTTC
TACGAGGCCGCACTGCCCGAGGACATTGGCATTGACGATGTGCCACCGCCCACCGTGGTG
ACGCCCGGCCATGCGGGCAAGGACGGCGACCTCGCCGATCAGAGCTCGTGGGCACACAGC
GACGGCGGCCATTTCTACTTCACCGTGCCCGACGAGATCCTCCCGACGCTGCCGCGCAAC
CTCGGCGCGATGACGTGGGGCGGCGAGGACGGTTTCGCAGTCCTGTGGGACAAGCGCTAT
GTGCTCATCCCGCCGTCGACCCGCCCCGAGGGTGCCTACGAGGTCGTCGGTCGCGACTAC
CCGATCACCGACGCACCGTGGCTACTCGACGCGATCCGTGAGGCCGCCGCGCGCCGGGCC
GAGCGCACCGAGCGTGCGCACCACGACGGCGAGGACGGTGAGCTCAGCGAGGCCATCGAC
GGGTGGGCCGAGGCCACCCCGTGGTCAGCGATCCTTGAGCCGCTCGGTTGGACCCCCGCA
CCGCGCGCCGATGCGTGTGGATGCCCGGTCTGGACCGCACCCGGTGTCCACGCCTCGCCC
AAGAGCGCCACCGCACACGACACGGGCTGCGCACTGGGCCGCTACACCGAGGTCAACGCA
CCGCTGCACATCTGGACTGACAACCCCGGCGAGCCGTTTGAGGCGTGGATCTCCGACAAG
GGCACCAAGACCCTCAGCAAGTTGCAAGCCGTCGCGCTCATCGACTACGAGGGCAACATC
GGCAAGGCGATGGACGAGATCGGGTTGACGCCGGATCTGGCAGTCGAGGTCGACCCCGAC
ATCGCACCCAAGCAGGTCGACCCCGATCATGCGATGACCGGAGACGGAGATTTCGAGCTG
CCCGCCGCGCCCGAACCTGAGACGACCTCGACGCCCGACGAGCCACCGTTCTGCCCGGTG
TGCGACACCGAGTCCGGTGCGTTCGTGGTCGACGCCGACGGCGACATGTGGCACATGCCC
GAGGGCGGCAGCGAGGGAGACGAGCACCTCGCCGAGCCCGCGCCCGCCACCTACGCGCAC
GACGCCTCGTGCAACACCGCGCACACCGCCGGTCCTGAGCCGTGCCCGACGCCGACGAGC
TACGCCGACGACCTCAGCGATCTGCCTGCCGATTTCGGCAAGGCCGAGCCCGCCGACGAA
CCATCGCCGTACGCCGCCGCCGACCCCGAGCAGACCGACCCCGATGTCTACGACAGTCCG
CACAGCGGTGTGCCGCGCATCGCCCCGTTTTCGCATTGGCGCGACATGCCGCCGCCCGAG
TACGTCATCGAGGGTCTGCTTGAGCACGGTGGTCTGACCTCGATCATCGGGCCGCCCGGC
ATCGGTAAGTCGTCGGTGGTGCTCGACATGGCCTGCCACATCGCGGTGGGCAAGCGGTGG
CAGGGCCGCCGCACCCTCAAGACCAAGGTGCTGTATCTGCCCGGTGAGGGTCTCGCCGGT
GCCGTGCAACGGTTGCGCGCGTGGGAGGCCAACCACGATGTCGACCTCGGCAACGATCTG
ATGCTCGGCGACTCGATCATCCTGATCAAGGCCAGCAACGAGGCATGGGGTGACCTCGCC
GCGTACATCGCCCGGCACGAGATCGGACTCGTAGTCTTCGATACGTTCGCGCGTCAGTCG
TCGGGTCTTGAAGAGAACAGCGCCACCGATGTCGGTGTCGCGGTCCGGCGCTACGACAAG
CTGCGCGAACTCACCGGCGCTGGTGTGTGCGTCGTGCACCACACGAGTAAGGCACACACC
GATCAGGGTCGAGGTTCGTCGGCGCTCAACGGTGCCCTCGACAGCGAGCTCGTGGTGCGG
GCGGCGACGTGGGACACCGAGTCGGCGATGATCGATGGCCGCCTGCCGGGCCGCCCGATG
GAAGTCATGACCACCAAGCAGAAGAACGCCGAGGCACTCGAGGAAGCCATCGCGCTGATG
ATGGTCAGCTACGAGGACGAGGACGCCGGGATCAAGGCCCCGCTGATCACCGGCCCCAAC
GGCAGCGTCGACCCGATGCAGGGAGAAATCGTGCTCGCTCGACCTCGCCCCGAGGCTGTC
ATCGAGACCGCCGTGCGCATCCGTCAGTTCGTCAACGATCTGCCGACACAGGGTGCCACG
CGCGCGGAAATCCTCACCGCCGTGCAGGCCGACGCGTATGCCCGCAGCCGTCGGGACAGC
GCCGCATACTGGAAGCTGCACATTCAACGTGCGGTGGATATGGGTCTGCGGTTCAACCTC
ATTGAGACGCTCACCGGCACCGCCTCGGGCAGCCGCTACATCCCCGGTCAGGTCGGGATC
GAGCAGGCTCGCACGTTGGCTGCCGCCGAGGTGATCGACGGGGACTAGTTGACTTACCCG
ACACATGCGGGTAAGTTCATCACCAGCAGCACCAACCACCAACAACCACAAAGGAGACCA
ACCAATGAAGACCCTGATCATCGCGGCTGCTGCCGCGCTCGGTGTGGCGCTCGCGCCTGC
CGGGATCGCCGACGCCGCGCCCAAGATGTGCGACAACCACGGTTTCGGCAAGGGCCAGAT
CTACAAGCACGCGTGTGCGTCCGGCAACGGCGGCTCGGCGGTGTGGGTGACCGTCTACAA
CGAGGACGGCACCCCCAAGAAAGTCATGACCGAGGACGGTCTCAAGACCGTCAAGCGCTG
CGATATCCGTTGCGGCGGCGGTCGTCACCACGGCGAAACCACCGACCCGTGGTGAGCCGC
CGTCTCAAGGCCGCACTGGCTGCCGTCATCGCGACGGCAGCCGGTGCCCTGGCCACCGCG
CCCGCCGCCTCAGCGGAAGAGATCGCCGGTTGCAAGACCGAACTGTGGATCTTGTGGGGA
TCGAACACCCGCACCCTGTGCGACACGCCGCGCCGGGCCGATGGATCGTGGACGCGCTAC
CGCGAGTTCTGGTCACCGAGCTACTACAAGTCGTTCACGTGCACGACCTATGGCGGGCGG
TACTACGCGTCCACCTCGTGCGATGGCGGATATGTGGTGCCTCGACGCAGCAAGGGCATC
GAGGTTTACCCGGTCACCGACGCCACGGTGCTCCACGACGAGCCGGGGTGGCTCGGATGA
CCGCCGTCGACCTCGACACCGCCCGGCAACTCGTCGGCGATGGTGTGCCGAGCACGGGCG
CACTGCCCGCCTCGTGGTGGATCAAGGCGGGTGCGTCGTGACCGACATTTACGTGGTCAT
CGACGGGTCTCGCGTTGTCGGCGCGAGCACCAAGTTGCAGGGTGCCGAGCTCATGCGCGC
GAATTACGCACGGGCAGCTCGCAAGTTCTGGCTCGCACACGGCACCCGTCCAGAGGAACA
GGCCGACACCGCCGAGCGCCAGACATACGACCGCACGAGGATCGAGAACACCGAACTCAC
CGACGACGGGTAGACAATCCCGAACAGTTCGGGTAAGTTCTGATGGACCGGCTGACCTGA
GTGAAACCCAAGCCCGCTCAGGTCAGCCGGTCACCACACCAACACCACACCAGCAACACA
CCAACACCACACGAAAGCACCGCACATGACATCACCAGCGCCTCGGGAATTGCGCCCGTA
CCAGCGCGAGGCAGTCGAGGCCATCGAGTCTCACTGGTCGCAAGGCGTGACCCGCGTGGG
TGTCGTTCTCCCCACCGGCACCGGCAAGTCGACGGTCATCGGTCGCACTGCCGTCAACGG
ATACCAGAACCGCGAGCCCGTCCTCATGGTCGCTCACCGTGGTGAGCTCATCGACCAGAT
GGCGGGCACCATTTTCGAGGTCGACCCCTCGATCCCGCGCAGCCACGTCGGCATCGTGCG
CGCCGAAATGGATGACCACAGCGCGCCCATCGTGGTCGCGACCTTGCAGACGTTGGCCAC
CGCGCACCGCCGCGAGGCTGTCGGTTTCCGTCGCCGCATCCTCTGGGACGAGGTGCATCA
CGCCGGGGCCGAGGGTTTCCACACGACGTTCACAGAGCTCGGCGGATACACCGACGCACT
GTTCGCAGGATTCACCGCCACGATGCGTCGCGACGACAAGGGCAAAAGCCCGGTCGGCCT
CGGCGACGTGATCGAGAAAGTCGTCTACGAGAAAGACATTCTCTGGGCCATCGACTCTGG
CTACCTCGTGCGCCCGCGCGGTCTGACCGTCCGCATCAAGAACCTCAACGCCCTCGATGA
CGTGCGCACCGTCGCCGGTGACTTTCAGCAGTCCGACCTCGCCGAGGTCATGGAAGCCGC
CACCGAGTACGTGGTCGACGCGATCAAGCTGCACGCCGCCGACCGCCGCCCCATCATCTT
CGCTGCGTCGGTCGACGCCGCCCACCACATCGCCGACGCACTGACCGCCGCCGATTTCCC
CGCCGTCGCCGTCACCGGCTCGATGAGCTACGCCGAGCGCCAGCCCGTATACGAGGCGTA
CCGCAACGGCACCGCCAAGGCACTGGTCACTGTGCAGGTGCTCACCGAGGGTGCCGATTT
CCCGATGTGCGACTGCGTCGTGCTGGCCCGGCCCACCCGCAGCCGCAACCTGTACTCGCA
GATGATCGGTCGCGCGCTGCGTCTGTACGACGGCAAGCAGGATGCCCTCGTGCTCGACCT
CGCCGGGTCATCGCGCTCGATGAAACTCGTCAACCTCACACAACTCGTGCCGGGTGTCGA
CGCCGCCGAGGTCACCGAGGACGGGTCTGTCATCGAGATCGAGCCCGACGACGAGCTGCC
CGGCGAGGGCAGCGACCCGACACCCAAGATCGTTCGGCAGGGTCCGGTCGAGATGGTCGT
GATTGATCTGCTGTCCGGCAGCGATGTGACGTGGTGCGAGACCACCCTCGGTGTCCCGTT
CATCCCGTTGATGGATGACGAGATCGTGTTCGTGTGGCCCAAGGACGGGTACCGCCCGCT
CGACGCCAATGCCACGTCGTGGGCGGTGGCCACCATGAGCACCAAGACCGGGCGCGGCGG
ATGGGTATCGGGGTCCGGTGCGGTCGGTGTCGCCGAGCCGGATTACATCGGGCTCGAGGC
TGCCTGCGAGGCCGCCGAGGCATGGATCGTCAACAGCGGCAAGCGGCTGCCGAGCAAGAA
AGACTCGTGGCGGCGAAAGCAGCCCGCCACGGCCAAGCAGATTGCTTTCGCGCGGGGCCT
CGGCATTGTCGGTGCCGACGCCATGACCAAGGCCGAGCTCAGCGACGAGATCTCGACGGT
GAAAATCAGCCGCCGCCTCGACCGCAACATCACAAGGATCGAGGCGTAACCGTGGTGAGC
GTGGCACGGCAGTTCCCCGCGTGGCGGCAGCCAGACGGCTCGGTGTGGTTTCGGCCCGCC
GACGGCGACGGCTGGACCGCCGACCCCGAGCAGGCGCACGCCGACTACCGCGTCGTGATC
GCGCCGGACGGTTCGGTGCTCACGTGGGACGGCGACCCCGATGCCCCGCAGACCGGCCCC
ACAGCCCCGCAGACGCACGAAACCCAACAACCACGACAGGAGACAGCCACCATGACGGCA
ATCGATGAGAATGGCGATTTCTACCCCCGGCACACCGAGTGGATGCGCTATCCGCTGCCG
CCCGAGCCGCCGCGCCCGCCGTCGAAATACAACGGTCGGCACCAGTACATGTTGCCGCAC
CCCGAGACGGGCCGACTGACCTCGTACCCGCGCGCCACCACGGTGGCCAAGACACTCGAA
GACACCACCGGGCTGGCCAAGTGGAACCGCCGCAACGTCGTCGGTGCCGTGCTCAACCTC
GTGCACCGCGAGATCACCGGCAAGGCCAACGAGCCGATGGGACCGGGCGGGGACTACACC
GCCGCCGCCCTGCTCGCCGAGTTGCGCGATGTCTACGCCAACCACACCAAGGTGGGCGAG
ATCGACCGGGTCATCGAGACCATCGACAACGTGACCGGCGGTGCCGAGGCACGCGAGTTC
GGCGAGTGCGTGCACGCGTGGCTGGAAGCGCTCGACCTCGGGATGGTGCTGCTGCGCGAT
CTACCCGACATGGTCCGGCCTCACGCGCTGGCCTACCGCCGGGTGCTCGCACACCGAGGT
CTGGTGGCGCTACCGGAGTACGTCGAACGCACCGTGCTCAATGACCTCGGCGAGGAAGCG
ACAGCGGGCAAGATCGACCGAATTTTCCAGATCGTCTCGACCGGAGAGCTCGTCCTCGGC
GATGTCAAGACCACCAAGGTCGACAGCATGCAGTATTCGTGGCTCGCGTTCGCAGTCCAG
ATCGGCGGGGTGTACTCGTGGGCACCGCACGTGCTCAACGCTACCGGTGACGGTTGGGAA
CGTATGCCCAAGCTCATCGGCATCCCGCACCCCGACGACGAGACTGACGACGAGCGCGAC
CCGTTCGCCATCCTCGTGCACGTGCCGAGCGATCACCCCGAGAAAGCCTCGGCGATCACG
ATTGATGCGGTGTGGGGTGCCGAGGCGCTCATCGAATCCTCGACCACCCGCCGTATGCGC
AGCCGGGCCAAGACCGAGGTGCCCCGGCACGTCGTGCCCGCACCGACCAAGCAGTCCGTG
CGCTACGCCGAGGCCCGCCTCGCTCTGACCGCTATCGAGTCAGCCGAGGACGGCGAGCGG
GTCTACACCGAATATCAGGATGTCTGGGACGACACCCTCACTGACTTTGCGACCACGGTT
GCAAAGCTGCTCTGAGACCTCAGAGCAGTCCACAACACCACCATCACCACAAACACAAAG
GAGATCACCACCATGGCCGGTAGCCCGTTTTCAGGCAAGGGTGGCGCTGCCACCGCCGCT
GCGCCCGCCCCGAGCAAGGGCAAGGTCGACCCCGCCGACCTCCCCGACGTGACCAATGTC
GGTGAGGACAAGCCCGTTGGGTCCGACCCGTACGCCGCCGCCGATCCCACCGGGGTCAGC
GGCTACAAGCCCGCGTTCTTCCTCGGGCAGTTGGTGCTCATGCACCCCACCGAGTACGGC
ACGATGGCCACCGTGCACGACAAGGACGGCAAAGAATCCGAGTTCGTGCGGTTCGACATC
ATCCCGCTCACTGTGCCCGAGCCGGGAACGCCGAACGCACAGACCGCTGTTCGGCTGGAC
AACGGCAACTTCGGTTTCCTCAACCGGGACGGCGAGGTCGAGGAATGCGAGCCGTATGAG
GTCGGCGAGCGTCTTGACGACATCATGGTGTTCAACAAGGCGCTCGCGCGTGAGGGCAAA
AAGGCCCTCGACCGTGGCATCGCGTGGGTGCTGGGACGGATCGTCAAGGGTGTCAAGAAG
CCGAATCAGTCGGCACCGTTCATCCTCGTTGCGGGCAGCGAGGATGACAAGGCGCTCTAC
CAGCAGTGGCGGCAGTCGCTCGCCAAGGCGTAACGCCCTGTAACGCAGTCGAGGCCGGTG
TCCCACCCCAAAGGACACCGGCCTCGCTGTTGGGTACCAACAACCACGAAGGGACCGCCG
CGCACACTATACCGCTATGCGGGCAGCTCTCGCCCTACCCAATCTCGGACGTGCTGCACG
GCGAGACCGATATAGGTCTGACCGGGCCATACCTCGCGGATGTGGTACTCGATGTGCGGG
CGTGTGCCAGCGAACAGGAATTTCATTCCGAGGATGGCCGCCTGAGCCGCCGCCGCCGGT
CCGGTGAGCGCACCGCCGGTGCCCGGCCCGCCGACGCCTGCGATGAGACCGGGCAGCGCC
GAGGTGAACAACGGAAGTAGCAGCGGGATGGCCGCAAGCGGGTTGGCCAGCAGCGCCGCC
GGGTTGGCCATGCCGCCGCCGAGCAGTCCCCCGAGGCCGCCGCCGAGAAGACCCCCGAGC
AGACCGCCGCCGCCGGTCGCTGGTCCGACGCCGCCGAGGCCGAGCAGCCCGAAAATGCCC
GCGTCCTGTGCGATCTCCAGAATGTGCGGCAGCATGGCCGCCGCCGTGTTCAGGAAGTCG
TTGAGGGCCAGCGTCGTGACCATGTCGTAGACGGTCTCCATGATGTCGCCGGTGCCGCCC
TCGACGGGTACGGGGATCGACCCATACATATCCTCGGGGTCGCACAGATAGCACGCCCTC
GGGCCGAGCTGCGCGTAGATGTCGGTGGCGAGCCTGTTGCTCGCGATTCCGACGCCGGGC
GCGGCGGTGCCGCCGTAGAACGCACCGCCGAGCGGGCGGGCCGGTGGGCCGATGTGGAAC
GAGCACACGTAGTTGTCGCGGAACGCCGCGAGCTCGCCGCCCGGCGAGAAGAGCGCGGTG
AGCAGCTTGGCCACCACGATCTCACCGAGGCTGTAGCCGCCGAGCACGAACTTGCGCGAG
GGGTTTGCCTTGATCCACGCCGCGCCGGACCGGTAGCCGATATCGATGGCCTGGCGTGCG
CTCGGCAGGTTCGGCGCACCCGGCGGCAGCCCGCCCATCGAGGCGGGGAACTCGGGGTTG
ATTTCCTCGACCATCGGGCCGACCTGCTGGCAGACCTGGCTCACGTAATCCTGACCGATG
ATGCCGCCGGTGCCTCGGAACACCAGCGCCGCCGCCCGGTTGGCCGGTACCGGCGGTGGT
GCCGGGGCGGTCTGCTCGGGCAGGATGCCGAGCTGTTTCTTGGTGGCCCAGTCGAGCACA
CCATCGGTGTTCATCACGGGGCCGGGTTTCTTGCCCTCGTGGATCTCGGCATTACGCCGC
TGCTGGAACGTGCGCAGCGCCGTGCCGAACTCGGCGGTGTAGACGTTCGACGTTTCGGTC
TTGAACGCCGCGCCGTAGCTGAACACCTTGAGCTTGGCCTTGGCCTGAGCGACGGTCACG
GCGACATCGCCGACATTCTGCGGCGGCTGCCATGCGGTGGGCTGTGTCATGCGGATCTCC
TACGGTTTGAGGGCGGCTGCGGTGTTGGGGCCAACGATGCCGTCGGCGATGAGCAGGCTG
CGACGCTGGAACTCCCGCACCGCGAGCTCGGTGAGCGGGCCGAAATCGCCATCGATTTCG
AGGTGACCCGCGTAGGACCGATACGCCGCCTTGAGCCGCCGCTGCACGCGCCGGACACGG
TCAGCATCGTTGCGCGGGTTGCCTCGGTAGAGCATCCAATCGCCGTACTGATCGGGCTTG
GTGCCCGGCACGGTGACCGGCGGCGGTGTCGGCAGCGGCGGCAGCTCGGTGCCCGCGAGG
AATTGGCTCACGCGTCGCATGAGCTCGTCGCGCGGGAAATTGGGGCCGGGGTCGGTGTGG
CCACCGCCCCACGCGCCGAGGTCGACGTGTCCGCACACGCCGTCGAGGCCCCACGGCGGG
ATGTTGCGGCCACCGATCCATACCGGCGGGATGCCGTACTTGTCGCACCACCATGCGATG
ACGTGCGCGGTCTTGGTGAGCTGCAAGTCCTCGTTCTTGCCGTCGGACGTGTCGACATCG
AGCCATTTGTTGCGCGACCACGACGCGTAGCTACCAGCCATGCAGATGTGGAACGCGTAC
TTGTTCGCGCCCGCTGCTGCCCACGGTGCATCGCCCTCGGCGACGACCTTGAGCACCTCG
CGGTCATCGACCACGACGTGATACGAGACCTGGCTCGACTTCTGCGCGAGGTAGGCCGCG
AGGTCGCGCGCCGTACGACCGCCCTCTTGGGTGTGCACCACGATCCACCTGGGGTCGCCG
AGACCGCGCGGGTGGTAGCGGTTCGGCGACCACAGCTCGCCGGTGAACGGATCTGTCAGC
GTGGCCAATGTTCCTCCCTTGGGTGGTGCGGGTGCCGGGGCGGGGTCGCCGGGGTTGCGC
GCGTTGGCCAGCCACGGCTTGGGATCGATCTGCGACCCCTGCCGCCACACGGTGGGGTGC
ACCTCGAAGTGCAGATGTGGGCCGGTCGATTGACCGTTCGTGCCGACGTAGGCGATGAGC
TGCCCGGCCTCGACGCGCTGCCCTTGACGTAGTCCGGTGGCGAACGCGTCCCACATGTGT
CCGTAGACGGTCGTGCCGCCACCGTCGGCGGCGGGGTGGTCGATCACGATCCACTGCCCG
AAACCGTCGGCTCTGCCGATGTAGGCCACGGTGCCGCCCTGCGCAGCGTAGATCGGTGTG
CCGTCCTTGGCGGCGAAATCGAGGCCACGGTGCTGGCTGCCCCACCTCGGGCCGAAACCG
GACGACAGTGTGTAGGTGCCCGCGCGCATGGGCATGTACCTCGGCATACGTGTCACGGTA
GACGTGCCCGATGAACGTGTTGACAAATCCGACAAGGGCGGGTAACTTATCTCTTGTCAG
GCGGGATCGACCCGCCGAGGAAGGAGCCCCCCAATGAGCATCACATTCCAGCCCGGTCAG
CAGGTCGAGGTTTACTCCGGCGACAACGTGCTGCACCCCGAGACGCTGAAGCCTTTCTGG
TATCGCATGGTCGTCACAGCCGGACCCTTCGAGCTGAATACCGGCCACGAGGGGTACCGC
GTCCTCGGACCGGGGAAGCCGGGGCCGTCATTCGACCAGTATTGCAAGGCTGCGAACGGG
ATGCGTCCCGTCGCCGACGTCGATCCCGAGCTCGCTGCCCGGTACGACGCGTTCCGGAAT
TGGGTCGGCAAGTGATCCGGCTGGCACGCCGCGCAGGCTATTGGGTCTGCAAGCGGTGTT
GACAAGTCCGACAAGGGCGGGTAAGTTATTTCTTGTCAGGCGGGATCGACCCGCCGAGGA
AGGATTCAAGATCATGGCCACCCCGTTCGACACCATCGCCCCCGCCACAGCCTCTGACGC
CGCTATCGCGCTGCTGACGAAATTGATGATGGCCAAGGCCAAGGCCACCGGTGCCGACAC
CGCCGAGGCCGCCGTCAAGATCGCGCAGTGGATCGACCGCCACAACGACGCTGCAACCGT
CAGCGAGAACATCGACCGGCTCAAGGCCGAGGGTTACGCGCCCGAGCGTGAGATCGTCGC
CGGTGCCGACGAGGTGCCCGCCGGTCGCTACGCCATCGACACCACGATCCACGCGATCAA
CGACACCGCGTTCTACAAGGTCGACCGCCCCACCGAGGGACGTTGGGCCGGGTACGTGTT
CGTCAAGCAGATCGTCGGCGACGAGGAACGCCGCCTCAGCCAGAAGCAGGGCGGCACGAT
CCTGCGCCGCATCGCCGAGGCCGGTGCCGAGGCCGCGAGCGCACGCTACGGTCACGAGAT
CGGCGAGTGCGGTGTCTGCGGTCGGACCCTGACCAACGACGAGAGCCGCGAGCGCGGTAT
CGGCCCGATCTGCGCAGAGAAGATGGGCTGGTAATTGATCGACCGGCCCGCTCAGGCGGG
CCGGTACCGGCACCACCGGTATCGGCTCGCCGCACTGTTTCACCACCACCACAACAACCA
CAGGGAGACACATCACATGACCACCACCGAGACCGCCGTCGAGGCACCCGTCGAGGTCTA
CCCGCCGACCTACACCGAGGGCCTCGGCGAGCTCGTGCGCGCACACAGGATGTACCTCGG
CCTCAGCCAGCGCGACCTTGCCGCCCGGCTCGGCATGGACCGACGTGACTATCAGCACAT
CGAGACAGGACGTGATAAATGCCCTCCCGGTCTCATCAGCAAACTTGACGCGCTTAGCGA
TGAGTTCGCTAATCAGGTCGATAAGGTCATTGCCGAGGCAATTGCATCCGGTGGCATTAC
CATCGCTGTCAGCAACTCTGGCGAACCTCAAGACGAATGGGACCGCCTCGTTGCCGGACG
CGCCGCAATCGAGACCGATGCCGAGGCACCGATCACGCTTACCATTGTCGGGAAACAGAC
AACGGGGAGGTTTGCACGATGACTGATCAGACCCACGAGGCACCCCCGGTGCCTCGGTAC
CTCAGTCGAGACGAGGTCGCTAAGCGCCTCGGCATGAAATCCGTTCGCTCGCTGTCGGGC
ATCGAATTGCCGCCGCCCGATGTCGAGGTCGGCAAGCACAAGGGGTGGCTGCCCGAGACC
ATCGACGCGTGGCACGCCACGCGGCCCGGTCGCGGCTGGTGGGGCGGGCGGTGACCGTCC
AACGGACCCCGCACGGTGGTCACCACGACAAGGTGACCACCGCCGGGGCGGTGGGACTGT
TCATGTTGTTCATCAGCTATCTGCCGGACAACCCACACCCGATGTCGACCGCCCTCGTCG
GAGCTGTGTGCATCGGCATTGCCGTCCGGCTGCGATACCTCGGGCAGCTCGACCGGACCG
CCTACAGGCCGCCACAGCCGCCCGCACAGCACTACCCCGTCGGTGCCCGCCGCGAGAGAA
TCACCCACGAGCGCCGCACCCGTGAGCGGATCTGGTTCGACTGACATGCACCGGGCCAGC
AGCGTCGAGCTCTACGGTGGCCCATTAGACGGCGAGCGCCGCGTCGTACCTGACACGCAG
CACGAGCTCACCGTGTGGACGCCGATCTGCCCGCTGCCCGGCGAGAAACCGGGCCTCTAC
CGTAGCCAGCCGCACAAGTACGTGAGGCAGCGCGATGAGCCGTGGCTGTTCAGCTACGTG
CTCGATCAAGCAGCCTCGAGGTAGGCCAGACCCGGCGAGACCTTGCGCGATGTGTTGAGC
TCTTTAGCGCCCTGCATGATCATGGCCACCGAGCGGTTGTTGACGCCCTTGGCCGCAGTA
GCGCTGTTGTCCTCCCACACGCCCACGGTCTCGCCGTTTCTGGTGATCGAGTGAATGTCG
CCGAACTGTTCCAGCCGCAGCACATCGCCCGGCGAGTAGCTGGCCACCTGAGGCAGCACG
AGCGTGTTGTTGCCGCCGACGCGCCGCACGAGCGATACCTGAGAGTTCATGAACTGCATG
CCGACGCCGGTGGCACCGCTGCCGTTGTTCGCGTACCGCCGGAACACCTGAGTCGGGTAG
TCCGGCGCGCCGAGGTCGGCAACCTGCACCTCAAGGTAGCCGTCATCGCCGTCGAGCAAG
GTCTCATGACGCAGACGCGAGGTGTGCCGGTTGAGCGTGAGCAGGCCATCGGGAATGAGC
ATCTTGGCGATGTCGCCGAGCACACCGATGGTGTAGCAGATTCCCTCGTTGTCCCCGCCG
TGGGGCCGGAACTGTCCACACGTGATCGTGCCGATCACCTCGCCGAACGCGTCGACCACA
TAGTTGATCGGGTCGGCGAGGTTCCCGAGCGCGTCGGGGATCAGTCCGATGAGTCGCCCG
ATGTCGCCGATGATCGGGATGCTGCCGATGATCGAGACGATATCGAGCTCGCCCTTGAGC
CAGTCGGCGAGGATGCCGCCGAAGATCGGGATGCCGTTGATCAGTCCGATGAGACCATTG
GGCGCGGCGGTGCCGCCCCACACGCCGCAGTAGGCGGTGGCGAGATCTTGCCCGGTCTGC
GCAACGAGCTTGCCGAGACCGTTGATGTTGTCCTCAACGAAAGCCACGGTGTGACCGACG
ATGTTACCGAGACCGTCCCGTAGCACCCCGGTGACATCGGAGCACAGCGCCCCGAGGTCG
CCGCTGAGCAACTCGTTGAGCCACCGGTCCAGAATGTCGGTGAAATCGTCTCGGATCTTG
CCCTGCGACCACAGCAGGGTCTCACCGCGCCGGACTTGCTTGATCGGGGTGGTGCCGTGA
TAGATCGCCTTGTAGGGTGCCGCTGCACCGCGCCTGATCGTCGCCATCAGCTCAGGTAGT
AATCCGTGTTCGGGTCTTTTGTCGCCAGCGCGTTGTACTGCGCCACGGTCATGTAGACCT
GCTTGACCTCGACGGGGTTGCCCGAGGCATCCTCGGCGGTGACCACACCGATGCCGGTTT
TCTCTGAGGTGACCGCGCCTGCCGCGAGCGCTGGTGTCCCCACCGCCCCGTCATCGATGT
GCTGCGCCTTGACCGCGTCGTCATCGAGCTCGACCGACCCCACCGCGCCCGCGTCGATCT
TCTCGCGCGTGACCGCGTCATTGGCGATCTTGTCGGTCGTGACCTCGCCGGTCTCAAGGC
CCGGCGCGAGCGCCTCAATCTCGTCACGCACATCGGGGTCGAGGCGGTTACCTCGGGTGC
CTGAGGTTTCAAACAGGACAGCGGTGACGGCCATAGCACACAGGGTATCGCGACGGGAGG
CAAGTTCCCCGGCTCATCGCATCGGGTTGCTGAGGAACGCGTCGAACGATGCCTCGACTT
CCTCGTCCGAGAAACCGGGAGGTGGCGGGAAATAGCTCTCACCGTTGATCACCTTGGCGG
TGATGTCGGGCTTATAGAGCTTGTCGTAGTAGCGCGTGAGCTCGCTGCGCGCCTCGGTCT
GCGACTTGGCCTCAGACACCGACGCCTCGGCACCGAGCTGCTCGATGAGATCCAACACGA
CGTGCATCGATGGGCACGCCATGATGTTGGTGATGCCTTGGCCCAGAGCCTTGAGCCGCA
GTGCACGCCAATTGTGCGCGGCCATCAACGCGAGGTTGATGACCGCCGTGTAGGGCGGGC
ACTGCCCGCCGTCGCGATAGCTCGGCTCACACGTAGCACCGTGTCCTCGGGCAGCTCGGT
CTCAGGGTCCATCATCTTGGCCAGCAGAGTTTCGTACTCGCCGGGCGCGAGGTGGTTCTG
TATGAACACCGTGAGGTAGTCGAGGCGGGCGGCAGGCTTGACCTTGCTGTTGGCCGCCCC
GGCGAGCGCGGGGATAGCGTTGGGCAGCGGTTTACGCGCGTGCAGGACGCCGACACCCTC
GACATCGAGCTCTCGGTACGCCGCATTGGCCGGGGTGGGGAAATCGTCGGCATCCGACTC
GCAATCGTCGTAGCCGGGCGGTGGTTCGTACACTGGCACTCTCCCGAGTGAGGTGGGGAA
TTACCCCTACAGTACCGGGACCGCGAACAGATCGAGTTGCGTGGCACCCGAGTCGTAGCC
CGAGGTCGATCCCGACGCACCGCCGTCGATATTGGTGTTCTCCCAGAACTCTGAGACGAA
CTTGACCTCGACGCGCGCGGTGATCGATTCACCGGGGGCGAGGGTGAGCCACCCGGCCCG
CTCGGGCGCGAGCGGTATCGTCACCATCCCCTGTCGCTGCTCGATGACGCAGAATTGGGT
GCCGATGCCGAGGGTGCCGCCACGACCGATGTCGGCACCACAGCCCATCCGGCTCGACAC
CTCAAGCTTGCCGGGGTCGCTCGCGTGCTTCTGGTATCCGCTGGCCACCTGTAGGTAGGC
CCGCGAGCGTGCCTGTAGGGCCACGCGGCAGCCGCCGCGCGTGATCTTGCCGTAGACCGC
CTGAGGCACCGGGGTGTCATTGGTGTAGCTGACTTGCAGACCATGGATCAGCACGTTCTT
GTTGCCGCCGCCGGTCACCGCGTACGTGCCAGATCTGCCCGCAGCGCCGATGCTGCGCAC
GTGCCTCCACTGCATCCACGGCTGCGGCTCGATCCCGCCGTCGGCGGTCACGCGGAAGTG
ATCGGGGTCGATGCAATCGGGCGAGGTCATGACTCTCCTACCGGTCCGCCGAGCGCGACG
AGCCGTGTCCACCGCGCGTACGCCTCCCAGCGCGGCTCAAGCTCGCTCGGTGTGACCCAC
GTGCCGGGTGTCTGGACTGCCGCACGGTAGCGGAAGTGAAAAGACTGCTGTGGACGCACG
ATACCGAGGTCGACCCACGCCTGCTGATCGTCGCCGGTCAGGAAGAACCGCCCGAACTTG
ACCGCGTCGCGGGCCACCGAGGCGCGGTCGAGCTGCAACCGGCCACCGAAACTGTTGCGA
ATCGCGCTCGGGAAATCAGCCGAGGGTGCCCGGCCCACCCTGTGCGACCAAGCGTCATGG
ATCACCACGGTGGACGGATTCTGCGCGATGATGTCGCGTGGAGCGGTGTGCACGAGCACG
AACACCCGCACGCGGTCATCACTGTTGTTGAACCACGTGAGGTCGCCATCGATCATCGTG
ACGGGGTCCGGCGAGAGCTTTATCTCGCCGTCCTTGGTCGACTCAAGCATCTGCTCGGTG
AGCACACGCGGGAACCACCCGCGCGACGGGCCGAGACCGGCCACGGTGCTGAGCATGTAT
TCGCCAGTACACAGCTTGAGGCTCATCCCACGACCACCTTGCCCTGAGCCGGGTATGCGG
TGAGCTGCAACCGGCTGTATCCGGCCTCGGCGGCGTGCGTCGGCGCGTTCTTGTTGGCAT
TGTCCGACCACGGCGGCGGTGTCCACACGTAGGCCCTGTACCACATCGAGAACGTGTCGC
CGGGCGCGAGCACGTCCGGTATCCACTCTTCCGAGGTTGTGGTGCCCCACCAGTGCCGGA
ACACACCGGGCAGCGGCTCGGCAACGGTGTTGGTTTGAATGTCCCCGGCGCTGCCGGTCT
TGCCGTTGAACGTGTCCGACACATCGGGCTCAGCCGGATCGATGAGTGGATCGCCCTCGG
GGATCACGACCCACGACCAGCGGTCACGGAACTCGATAGCGTTGGGGTTCGACGTGACCC
ACCGCCGGTATCGGCGCGTAACCTCGACGCGCAACTGCTGCTCGACCGGGCTGTCATTGG
TCCACGCGAGACGCCCCTCGATGAGCTGCCGACCGGGCAGCGTGTCGCTGATGAGCAGCT
TGGTGGTGTCCCCCGCCGACGCGATGACGATGTCGCCGACATTGCGCACAACTGACCACC
GAGGCAGCCTCAGCTTGCCGTCGGGGCTGACGGCGAGGTTCTCGGACAGGCAGACGCGCG
GTGTCGACATCACTCGTCCGCGATGTGCCAGACGATGGGCGCGGACCACACGAGCCGGAA
CGCGCGCGTCTGAGGGTTGCCCGCGTTGGCGCTGCGGATGATGCCGACCATCTGCCGCGC
GAGCGCCTCGTCGGGGAAACCGTTGGTGATCGTGCGCCAATTGGCGTCGTCGGCGAGCAG
CACCGCAAGCAGACTCTCGTAGGAAGCCATGGCCTCGACGTAGATCCCATAAGCTTCCTG
GTAGGCCGCCCAGTTCTCAGGCGTGTCCTCGTCGGTGCCGGACCGGGGTGCCTCGGGCAG
GACGGGACGCTCGGGCATCACACTGCTGTCCTCGGGCGCGAACGCCTCCCATTGCACAGC
CCACTGTGAATCAGGGGTCGGTGTCGGTGCGGTCATGTTCTCCCTTACGCTGCGAGGCCG
GTGAAGCCGACTTGGAAGCCCGATAGCCGGATGATGTCGCCGGACACGCCGCCCTTGCTG
ACGGTGGCCTGCGCAGTCCACAGGCAGTTGCCGCCCGTTGGCCCGGCGGTGTCCCACAGT
GATCCGTGAGTGATCGTCTCGGTTGCGTTAAGCGTGATCTCTGGCGTGCCGGTGAGCAGC
ACCGTGCCGCCCGAGGCGGCGAGGAACGTGACCGCCACGCGTGCAGTCTGCGCACTCGCG
TTGTTCGCGCCCGCCGCGCCGGGGTCGCCGATGTGCCCCTTGAAGTAGATGACCGAGGGC
GGTGTGTACGCGACCCCGCGTAGTGCGTGATCGAGCAGCTTGTTCACCAAGTAGGCGGTA
GGTCCGACGGCCATGTGGTCGATCCTATCTGTCGAGGATGGCGGTCACTGGAATGCGCGC
GCCCATATCTGTCCGCGCCCACCGGCACCGCCCGCACCGCCCGGTAGGCCGAACGATCCT
GGGTTGGCCCCGTTGCCGCCGCCGCCGGGCACACCGCCCGCCGTCGCCGAGCCGCCCGAT
GACTTGCCGCCGACCGCCGAGATCCCGTTGTAGCTGAGGTCGGGGGCGTCCTGGCCACGC
TGCGTCGAGTAGTTCGGGCCGCCACCGCTGCCGCTGGCGAGGGTGGCCAGCGCGGTGGTG
GTGCACAGCGACGCCGTGCCCGGTGAGGGGTCGCTGACGATGTAGCCGCCCGACGATCCG
GCGCTGCCCGGCCCCACGTTCATGTAGAACATCGTGGTCGACCACGGGATGTCTACGCCG
CGCCTCAACAGGACGGTGCCGTACGACCCCGCATAGCCGCCACCGCCCGCGAGCAAAGGG
CCGCCGCCGCGTCCACCGCAGCCGCCGCCGAGGCAGACCACGGCGAGCCATTCTGCGTTG
CGCGGGAACGTCCACGATTGGATGTTGGTGGTGTTGGTGAACGTGACCGTGGTCGCTGTC
AACGGCGGGAAACCGATGGCGAGGCCGGACTGCACCGAGGTGGCCAGCGAGGTCGACAGG
ATCAGCGAGGCCACCCGCGCGAGCACCACCTGCTGTGTGCTCGTCGCGGTGCTGTTGAGC
GACAGCACGCCCTTTTTGGTGAGCGTAAGCAGTTGGGCCGCCGGGCTGTCCGTCGCCATG
GCCACGGTGACGACCTTGCCGAGGTCGAGGGCCTGCGTACTGATGCCCATGCTCGACAGC
GCGATGCCGAGCACCTTGGCCAGCGCGAGCGCCTGCGTCGGCAGCGCCACGCCGGACAGA
TTGAGCAGCGCGATTTTCTTGAGCGCGAGCGCTTGGGCGGGCGGGATCATGTTGGCGAAC
GAAATGCCCGCGATCTGTTGCAGCTCAAGGGATTGCGTCGAGGCGGCGAGGTTGGCCAGC
GCGAGCGACTTGAGCGCCTCAAGGGTCATGGTCTGCGCAGCGTCGCCGAGGTCGACCGCG
TCGAGGGTGAGCACCGCCCACCACCCGATCTCGCGGTCGACGGGAAGCTCTGGCGTGTCC
TTGAACCACCCGCGCGGTGTGACACGCGGGGTGATCTGCGGTGTGGGATTCCAGCCAAAC
GGCACGGCTACACCTCGTAGACGCGTACGTAAACGCGACCCTTGCCGCCCGCGCCGCCCG
CAAGGCCCACGATCAGCGAGCCGCCGCCCTCGCCGCCGCCGCCGGGGTCTTGACCGTCCT
CGCCCGCCGATGAGCTCGTGCCGCTCGACCCGCCGCGCCCGCCGGGATACGTGATCCCGT
TGAGCGTGACGTTAGGCGCGTTGCCGCCGTCCTGACCGCTCGCGTCGGCATTGTTGACCG
GCGCGGTGAGACCCACGGTTGTGCACGTGCTGACGCCGCCCGCTGCGCCGTTGCTGGCAC
CGCCCGCGCCGACGACGCCGGTGAGCGCCCCACTGACGGGGATATCGGTGCCGACGGTGA
GTGTTGCTGTCACCGGGGTGCCCGCGAGACCGCCTCGGCCCGCACCGCCGAACGTCGCAC
CGTTCTTGCCCGCGCGCCCGCCGGGGAACATGACAATGTCGATCTTGGTGCCCGCCACCG
CCCACGGCGGCGGTGTCCACGTCCACGCACCGGCGGTGGTGTAGACGCGTGTGATATCGC
GCTTGTAGGAGGTGTTGATGAAGTAGATGCGCGCATAGCCGTCACCGCCGCGCCCGCCGA
CGCCGCGCGAGGACGAGCTGCGGCCCTTGCCGCCACCGCCGCCGCCGCCGGGGCGCTGGC
CCGTGCCGGATTGGCTGCCGCCGTTGCCAGGCTTGAGGCCGCCCGGCAGGACTTGCATGG
CGGTGCCCGCCGGGTCAGCAGACAGCGCGTCCCATTTCTCGTTGTCGTTCTGTGGGTTGC
CGCTGTGCGAGTAGCTCACGCCCTCGGCACCGCCCGCCGCGCCGCCCATGGTGTTGTTGA
CGCCGCCCGCCGTGCCATTGGCCATCGGGACATACCATTGGCCCGATTGGCTGGCCACGC
CGCCGTTGGCTGACCCACCCCCGGCGGTGAGCACGATGCTGCCCGACGAGAAGATCGTCG
GGCCGCCGTTGTTGCGTGTGGTGTCCGATGTCGACTGCTCGCCGCCCGCGCCGATCTGCA
AGCTGAACGTCGGGCCGAGCTCGCTGATGGGGATGATGTGCTGCCCGATGACCGCACCGC
CGCCGCCGCCGGTGCCGCCACGGTTGGTGTATGTGCCCGCGCCGGACTGATTTTGCCCTG
CCAGACCCGAGGCACCGCCGCCGACGAGCTGCTCGATGACCAGCGCGGTGGCCCCTGCGG
GCACGAGCGCATCAGTGAGGTTGACATCCTCGTAGACGAGTGGGAACTCGACCTCGGGCC
ACACCTGCGTCGAGCCGATGTAGACCTTGCCCGCGTTGGGAGAAGCGCCCGCCATGATCT
TGCTGATCGGGGTGTTACCGATGTAGACGCCCACCGCTCACCCCTCGACCACGTAGATAC
CGTTCGGGCTCTTGGTCGGCAGTGCGTCGTACTGCGCCTGCGTGCCCTTCCACAAGATCA
AGTTTGTCAGGCCCGCGTTGGTGTACCCGGCCACCACACCCGATCCTGCCGACGAGCCGC
CATCGAGCATGGCCCACGTCGAGATCCGACCCGTCGCGTAGTTGTTGCCCTTTTCCAGTC
CGAGACCGCAGAAACGGTTGCTCGCGCCGATGACGGTGATCGGTGCCTCGTCGCTGTACT
CGTAGACCTTGTCGCCGTTGATCGACAGCGAGAAGTAGCGTGGATCAGCGATGGTGCCGC
CTTTGAACGATACCGACGACCCCGAGGTGAGAATGTCATCGGCGCTGATCGTCGGACCGA
TCTGTGTCATGGTGCCCGAGTTGCGCGAGTAGACCCTGACCTCGTCCCACCCGAGCCGTG
CGACGACCATGTTGTTGCCGGTGGCATCTGATCGTCCGATGAGATACACGTAGTTGGTCG
AGTCGAGACCGAAAATGCCGTGCGAGGGCACCGAGGGCAGAACAACTTGCACCTCGAAAA
GATCGGTCTGTAGCGGGCCGCCGTTGTAGAGATAGAACTCGCGCCCCGCCGCATCTGCCG
AGTTCCACGCCAGCACACCGTTGGTCAGGATGATGCTGCCCGCGCCGGTGTCACTGACCT
TGGTGAACATCGAGGGCGGTGACGCCGAGTTGGCGAACTCTCCGAAATCGACCACCTCGC
TGTTGGCTGCCGGGTCGAGATTGGCCACCTGAGACTGTAGGTTGACCACCGCTGCCGCCG
TACCGGCGGTGGCCCGCCGCAGGCCGGTGAGCTGCGCGATCATGTCGGCGAAACCGAAAC
CGCTGCCTATGAGATCGCCCGCGCCCGCGATGACCGAGTCGATGGCCTGCTGTAGCGCGT
TCTCGATGTTCGACGCGCCCGCAATGGCGGTGTTGACGACGCTGGCCGGAATGTTCATCA
GCGCGTTGAGCACGTCGGTGTTGCTGTGCCCGGTGCCGCTGCCGCCGAGAGCCTGCACGA
TGGCATCGCGGATACCCTGCCCAGCCTCGTTGAGCGCGGTGACCAGACCCGAGATCCGTT
CCTGCGCGATCATCGGGATGTTGGCGATGTTGCCGAGCTTGCTGGCGTCGAACAGTCCGT
TGAGCGGGTTGAGGTGCTGCAATCGCGTCACGACATCGGTGAGCTGCCCGATGTGATCGC
CGACGTTGAAACCGCCGAACACGTCGAGCAGGTCGAGAAAGTCATCGATCCGTGCTTGGA
TGCCCTGCCACAACGCATTGAGGCCCTCGACAAGGCCCGAGATATAGCTTTGCGGCATCG
TGCCGATCTTGAAGCACCCCGCGTCATCGAAGTGCACGACGCCCGCTGTCGCGCCGCTGG
TGACCGTCAACTCGACCACGACGTGCCGGGCCTCGTCGGGAACGTCCCAGTTCGTCACGC
TGAGCTTGGTCCACCCCGAGGCGGTGCCGGACACCGTCAATGAGTCGAGCGTGATCGGAC
CGGAGAAAACTGGCGAGCCGTCGTCGCGGTAGCACGAGATATCGAGCTTGATGGCCGCGC
CGCTGGCCACCAGTCCGGCCCAACGTGCGTACACCTCGACGTTGAGCCGGTCGTCCGGCC
CGACCTCGATGCTGTTGCTGTGGATCGTGTGGGTGGTGCCATCAGCGACGGTGTACGCGC
TGCCCGGTTTGTTCCGTCCTACGGTGTCGTCCCAGTCCCAATCGGGGAAACCGGAGAGCG
TTTCCTCGTAGTCGAACGATCCGTCGGTGAGCAAGTTCGGAGATATGGGCCGGATGTGCG
ACAGCGGCAGCAGCGGCAGCCTGCTGCTGGTGATCGGTGCGCCGAGCTCAAGCCGAAAGA
AATTGGCCAGCGCATTGAGCGCGTTGGTCGGCGACAGGATGCCGGTGAGCTTCTCATAGA
GCTGCGCCCACACCGAATCGTTGTCGCCGCCGCCCGCCTCGATCCCGTCGAGGGCCGCGT
CGAGGTCGTCCTTGGTGACGAACTTGGTCAGGCTGAGCGACTGCTCGACCACCTCGACGG
GCTGATCGCCGCCGAGCATGAGGGTCTGACCGGGACGTGATGCTTTGAGGTCGCCGGTGA
TCGGGTCGGTCGCGATGACCCATGGGCCGACGCGCACCGAGCGCGGATTCTCGAGTCGGC
GAATGCGCTCGTGGAATTGGCGGGCGAGCTCGCCGTCGGTTGTCGGTGCCCGCCCCGGCA
GCTCGACCGTCACAGCCGTTGACCTCCGAGAGTCATGTTCTGCTGCTTGCCGTTGGTCGC
GTCGAGCAACTCGATGTCGTCCTCCACAGTGCCCATAGTGACACGAACACTCACCGCGCC
CTGCCGACGCTCAACGTCGACACTCGTGAGCTCGAAAAGCTGCCGGACACCTCGCGCCTC
GATGATGAACCGCGCCGAGGGCATGAGGTCTTCCATCGACACGGGCGCGTTCGGATGTAG
CTCGGTGCCTCCGGTCAACTCGAGTCTGGTGTGTGGCCTGCCGGTGTGGTTGACGTACTG
CCGGGCCGCGCGGTTGACGTTGGACACCCCGAACATCGAGTCGAGGTTGACGATGGTCTG
TAGGTTCTTGCCGTGGTAGTCGACGCGCGCCCGCGCGGTGTTGCTGTCGGCGGCTCGCAC
CAGCACATCGTTGTAGGTCTGGCTGCCGTCGCGCACGAACTCGATGCCGTCGCCGAGAAA
GTCATGCTCGCCGAGCAGCGCGAGCGCCTTGGTGCTCACCGGCCCGATGATCGGGGTGCC
CGCCACCACGGTCCACCGCAGCCCCTGGCTATTCATGTCGCTCAACGTCTGGTCGAGCAT
CTGCTCGTCGGCGATGACCTGAAAGTCGTAGCGGCCACCCTCGGGGTCGACGCGCACGAT
GGGCCGCGTGTTGATGCCCTGCGCCTCGACCATGGCCGCCCACAGCTCACCGGCCACCGT
GGCGGGGTCGGCAGCGTCCCACCGCTTGGTGATCGGATTGCGGGTGCGGCTGAGGTATGC
AGAGTGATCCTTGGCGCTGATCGTCATGCCCTTGCGTGAGGCTCGGGCTTTATGGATCGG
GCCGGTCCACAGTGTGGTGCCGCTGTCAACGTCCCAGATCGTCACCGAGTGCGCCCACGG
CTCGATGTCACGCAGCCGGTCGTAGTCGGCAGTCGGCGGTATGACGATGTCGGCGGTGCC
CGCGTCGCGCAGCCTCAGGCCCCATGTGCACGAGGTGTACTGGCGAGGTGTGAATTGATC
GATGGTGATGCCGTTGTCGGTGTGGATCGTCACGCCCTGCTCGGCGGTGACGATCCGGTG
CGCCTCACCGCCCCGGTCGAGCACCCGCGTCGGCGCACTCATTCGTCACGATCCGTGAGC
GCGAGGTCGACCTCGAAAAGGGCGGTGCCGTCGGATACCACGACGAACTCCCAGCACAGC
GTGCGGTCGAGCTTGGCCGGTACCCATGGCGCGCCGCTCGGGGTGCCCACGATGTGCACG
GGCCGCCATTTGCGCCCCGCGTAGTAGACCCAGAAGCGGCCCGTGACGCCGTCGAGCACG
ACCTCGGCGGTGGCGGGCAGACCGTGGATCTGCACGGGGAAAAGCTCGTCGTCGCAGTCG
TCGCGAGCGTTACACCGCCGGAAGTATCCGTTGAGCGTGAGCGGTCGCGCGTCGGTGTTT
CGGATCGCGAGGCTGACCATGGTGGCGGTGCCGGTCTGCGGGCGCTCGGTGAGCGGGATC
TGCACCGCGTGTGTGGCCACCGCGCACACAGGCATGCAGCCGCCGCATACCGGCGGCGGG
GAGGACACCGCCTCGACACGCTCGACCTCGCAGCCTTGCGCGAACAACACCGGCATCGGC
GAGCAGTCGGCAGGCGGTTTGCACTCCGACGAGTGCACCCATTGGATCGGCTCGACCTCG
ACGGTGTCCCACTCGACGGGCAGCACCGTGGCGGGCCGATACGCATGCGGGATGAGCGCG
GTGAGCTCGAAGGTGACCCGGTAGAACGTCGCTTGGTTGTGCTGCCGTCCGCTCGCGTTG
ACTTGTCCGGTGATCTCAGGACCGGCGGTGAGGACCACACCGTGGCGATCACGCACGAGG
GTTGTCGGGTCGACTGCGCTGTCCTCGGGGTGGGCGGCGAGGTATCGCAGCACCGAGTCG
GTCCGGTCATTGGTCCTACGGAGTTGTGTGGTCAGCCAGTCGAGACCGTACGTCGCGCCC
GCGTTGGTGCACGCGACGAGCAGCACGTCGAACTGTATCCGCTGCGCGCCGTCGCGATGG
ATGCCCGCCGCGCCGCCGTCCCCGGCCATCTCGACCACCTCGCGCTGTGAGGTGGTCACG
TCGAGGCCCTTGACATCCATGACCCACACGCCCGCGAACTCTGCCGACTCGGGCACCCTC
GTCGTAAACCACGGGGCGAGCTCGGGCCGGTAGACATGATCGTTGAGGAAGGCGGGCAGG
CCGGTCCATGAGTCGTCGTACTCGATGGCGGTGCGGCAGCCGAAACACAGCGTGTTCGGT
GTCCAACAGTCGCCGACTACGGCGAGGCCCGGCCCGTAGAGCCGTGACCCGTCCGGCGGT
GTGGCCAGCAGCCGTCCGGCCCCGATGGGCACCGAGGTGGCGGGCAGCTCGGCGAGCAGC
CGGTCGTCATCGATAGGCGTGAGCGAGCAGTCGACATCGGCGGTCATGAGCCCGATGTCG
CGCGTAGGCACCTCGGCCCCGATGTGGGCGGCCACGCGGCTGCTGTTGGCGATCTCGACC
CCGTTGAGGGCGAAGTAGCCACGAAATGCCACGACCGTCTCCTAAGGCATGTGCTTGAGC
AGGCGGTTCTCGATCTGCTCGGCGGTCTCGGGGCCGCCACCGATCACTGTAATCGGCGCG
TGCACTGTGGTATTGCTGCCGCCGCCGAAACCGCCATTCTCGAGTGCCTTGACGAACCTC
GTGAACAGGTCGGTCTCGGTGGGGTTGAGCACGAGCTCAGGATCGTTGGTGGCCTTGAGC
ATGAGGCCCTCGCCGTGGGCGAGGCCGCCGTTGTCGAACGGGATGCCGGGGATCATCGTT
GCCGCCCCGCCGAACAGGGACGAGAACAAACCGGCGATGCCGCCGAGCAGGCCGCCGAGC
AGCGAACCGACGGGGTCGGTGAGGAACGCGAGCCCGTTGCCGCCGAACAGTCCCGTGGTC
AGGTCTGGCAGCAGCGACTTGAGCCCCTCGCCGACGACATCGATGAGTGTCTCGCTGATC
GCAAGCGCGAAGTCGGTACCGACCTCGGCGGCGATGTCGACGCCCGCCTGCCCCGCCGAG
CTGATGAGCGAGCTGACGATGCCGCCCGCGCCGGGTGCCTGAGAGTTGACCGCAGCGCCC
GCCGCCGACGCGCCCGCCTGAATGGCTGCGTTGGCCACCGCCTTGGCGATGGGCACGATC
ACCTTTTCGATGATGTACTTGATGAGCGCCTGAATCACGATCTTGAGGATGCGAATACGT
TCCTCGGCGGCGGTTTCCTCGCTCGACTGGCTGCGCTCGATGAGACCCGAGGTGTCGTTG
AGCAACCGGCCCTGCGCGTCGAACGCCTTGAACGCGTCCCCTCGGAACTGCCGGAAATCG
TCGGTCATTTCCATCAAGGTGTCACGCACCTCGATGTCGACACCGATGACCTTGAGCAGC
ACTCGGACGAGCAAGTTGACGATGGCCCCGATGATCGGCACCTGAGACACACCAAAGAAA
TCTGCGCCGACGGTGTCGTTGCCGATCACACCGCCGCCGGTGGCGAACCTCTTGAAACCG
CGCGACCGCATCGAGTCGATGGCGGCCATGCCGCCGAGCCTGGCGACATCGGAAGTGTTG
AGCACGTACTCGCCGGGCATGAGCAGCGCGGGCACCGAGTCCTTGCCGGGCGTGCCGCCG
GACACCGGGCCGCCGCTCGCCATGCCGAGCGCACCCGTGACGACACCGGCAGCGTTGCCG
CCGACATTGCCCGCGCCGGACTGATCGATGGGCAGCGACGACACCGCACTACCGACAGCG
TCGGCGATGGGCGGGGCCGCCGCCTGACCGAGGGCGGTGCCGATGGACGCTGAAACGCTG
TCCTTGAGCGTTTCGAGCGCGGACTGAACACCTGCCTTGACGACCGGCTCGAGTGCGCTG
TCGTTGAGCTTCTGGCTGACCTGCTCGATCACGTCGACCATCTGCTCGCGCATCGCCTGT
AGCTGTGCGTTGAGCGAGGTGAACGTGCGGTCGAGCAGCGCGCCGGTGTCGGAGAACAGT
CGACCGCTCGCGTCGTATCCGCGACCCTCGTTCTTTTCGAGCTCGCCCGCCGCGCCGCCC
GCGCGCGAGAAGTCGGCGACATCGAGGCCGAACGCCTTGGCCAGCGCGAGCGGGTTGCCC
TCTTTGACGAGCGTGTTGAGCGCCGCGTAGCTGCCGGGCTTGTTCCACGGCTCGTTGCCG
AGGCTCGCCACACCGCCCATGATGTCGCCGAGCACGTCGGTGCCCGCCTGACCGGCAGCG
CCGATACCGGCCCCGAAGATGTTCTTGAGACCGGGGATGCCGCCGCCCTGGCCGGGCCAG
TTGGTGACGTAGACCGGGGTGCCCTGGCCACCCACGCCGCCGCCCGGCAGTCCGCTCATG
CCGAGACCGGCAGGCAGCGCGCCGACCGGCAGGCTCATGATGTTCGGCATGCCCGCAGCG
CCCTTAGCGTTGCCGCCGTAGGTTGCGCCTTGACCGGTGCCGCCGCCCGACTCGAACGCC
ACACCGTTGGGCAGCGTGGCACGCATATGGCCCGCGTCCCACCCGATCTGCAACGCACCC
GGCAGCGCGCCCTCGACCGCGCCGAGGCTCTTGAGCACCGATCCCGCATCGGCGGTCGAG
AACAGACGCTCGCCGGTGGCCTGGCCCTTGGTCAGCAGCTCCACGAGATCCGACACCGCG
CCCGAGCAGTCGCTCAGACCGGCGGCGAGATCCGACGCGCCCCACGAGTATTTTCCGCCG
CTGTGGGCCGCCGCATACGCGCTGATCGGGTCCATGGCACCAGCGGGCAGTGCGGTCATC
GGGATGCCGAGGGCCGGTGCGACTGCCGAGGCACCGCCGACCGCCGGGGCCGCGCCGCCC
TGCTTCATGAGCTGCTCGCGGTACCGGGTCAACGACTTGACCAGTGAACTGTTGGTGCTG
TCGAGCGTGCCCGTGTAGCCGGTCGGGCCGAGAGTGGTGCCGACGAGGTCGGCAATCTGC
TGATCGCTCAGGCCGCCCTTGGCCTTGTTGCGCGCCGAGGTCAGCGCGGTGATGACGGGC
GAGCTCGCGTTGAGCCCGATGCCCTGCACCTTGCTCAGGTCGCCGGTCATCGCGAACGCC
GTCAACGCCTCGATGTAGGCCGACATGTTCACCGCGCCAGTGACGCCGAGGCCGCCGCCG
AACTGCGTGGCCTGCGCCGCCTGGGCCGCCGCGTAGTCGACGGGGTTTTGCCCGAGGAAT
TTCTCGGGGTCGCCGCCGAGCGCGCTGATGGCCGCCGCCGCTGCCTCGTAGGCCGGATCT
CGGTCCTTGATCGGGGTGCCGAACGGGCCGAGCTTCTGGCCGCTGGTGGCCTTGGTCGCT
GTGGCCACCGCGCCGGTGTTGGCCGCCGTGGCTGCGAGCGGGTTGCTCGCCGGGCCACCC
TTGCCCGCGAGAATGTCACGGATCTGCACCAGCACCGACAGCTCGGTCTCGATGCCCGCC
GGGCCGGGCAGCGCGCCGGTGCCGCCGTGAACACCGCCGTCCGCGTAGTACCGCCTGCTC
AGGCCCTTACGGAACCGCGAGTTGATCGCGTAGATCGCCTGCGCACCACCGAGGCCGCGC
ACCGCCTCGGGGATGAGCACGCCCTCGCCGGGTGCCAGCACCGCGTTGACGGTGTCCTGC
TTGGGTGCGTAGCCGGGGATGACCATGCCGTCCGCACCACCGGGGCCGGTGGGACCGGGC
ATGCCGGGGAACAGGCCGCCCGCTGTGTTGTTCGGTCCGGCGGGCACCGCTGGTAGACCG
AGGCTCTGCCCGTGCAGATCCCTCAGCACGTTGCCGACGTTGCCGAGCTTGGCGAGTGTG
TCCGCGTACATCTGCGGGTCGACGCGAACGGTGATGGTCTTGTCGTTGTTCTGCGTGACC
TCGTAGCCGATGGCCTTGAGCTGCTCAAGCACTGCCGGGGCGAGCGGTGCCTCAACCACG
ATGTTCTTGTTGTTGTCGACACTGACCTTTTCACCGATAGCGACGAGCATGTCGAATACC
GCTTGCCCGCCAGGCGCGTCGATGTTGATGGGCACCTCTTTGGGAACCGCACTGAACGCA
TTGGTCAGCTCGGCTGCCGCCTGAGGCACGTCGACCCCGAGGGTCTGCGCGAGGTTCTGC
AACAGCGGGGCCGCCGTGGCTGCGTTGTTCGCGGCCCCGAGGGTCGCGTCGCGCACCGCT
TGCAGGTTCTGGGCCGCGATGGCACCGCCCGGCCCCATCTCACGCAGCCGCGCGGTGAGG
GCATCGAAACCGGGCTGTGCACCCGTGACGATGGTGGCAAGCTGCTGCTCGGTGAGGCTC
AGATCCTTGAGCGCTGTGGCCACGCCCTTGATCGTGTCCTCGTCGTACGATCCCGCGAGC
CGGTCGGGGATCGCCGAGATCTGGTCGCCGACCGCGCCTATGGTCGCGGCGTCGACCGCG
CCGCCCGAGGCGAGCAGCGCGTCGTTGGCGGTCTTGGTGGCCTGACTGGTCAGCTCCATG
GCCACACGGCTGCGGTTGAGGTTCTCGGCGAGCTCGGCCTGAGCCGCCGCCGCGTCCCTC
GACGCGCGTGCATTCTCGTTGAGCACGTAGGTGATGCCCGCGATGGCTGCGCCGACACCT
GCGCCGACAGCCGCGCCCGCCGGGCCGAACACCGAGCCTGCGAGCGCACCACCGGCCACC
TGAGTGAGCGCCCCGGCGAGCTGCCCGAGTCCGCTGTCGGTCGAGGCTTGAATCGCGCCG
CCGCCCGCGATGAGCGACCCGCCGAGCAGTCCGCGTGCGCCGCCGAGCTTGCCCGCCGCG
CCGCCGACCGCGTTGAGCTTGTTGGCCACGCCGCCGATGATCGGGCCGAGGGTGCGCCAC
GCGAGGAAGCCGACCACGACCGCCTCCAGCAGGCCGGGGATCTGCGCGAGCGTGTTGGTG
AGCGAGGCGAGCGCCGAGACGATGGGCAGCACGATCTCGCCCCACGTCTGGAAACCGGCG
ATGATTTCCTTGATCGTGGGCCACAACGTGCGCAGCAGATCACCGTAGCGGCGAAGGTCG
GCGGTGCCGTCGGCGAAGAACTTGCCGAGCTTCTGCTGTCCCTCGACGCTGTTGGTGAAC
GTCGACCAGCGCTCGGTGACGCGTTCCAGCGCACCGAGCAGACCGCCGTCGCCGGACAGC
GACCCCTTGGCCTGACCGGCGGCCTTGGTCAGCCCCGTGATCGTTTTGAGGATGTTGAGG
ATCGTGTTGCCGAACGCACGCGCGCCGTTGAGACCCTCGTCAATCCATCGGAAGATGTTG
CCGTTATTGGTGTTGGTCTGAATGAACCGATTGAACCGGTCAGCCACCGAGGTGATCGCG
TCACCGAGGCGCGGCAGGAACACGCTGCCCTCTTTGGCCAACGTGCCGAATGCGGAGATC
AGCGGTCGAATTGCGTTGTTCGCGCGCTGCTGTCCCTCGGCGGTGTTGCCGAATATCTGG
TCGGCGAGGCTGAGGTTCTTGTCGTCGCCGAGGGCAGCGAGGCCCTCTTTGAACGTGCTG
TTGATGGCCTTGGCCACCTTTTGCATGCCCGGTTGGATGCGCGGCAGTGCCTTGTCGGCG
AACGTCCCGATGTCCTTGTCGAGGCCCTCGAATAGCGGCTGCGCGATGGCCTTTTGGAAA
TCGCGCAGCGGTCCGACGGTGAGTCGCGAGACCTCGCGGGCCACCGCTGCCGCTGACGGT
GCGAGCTTTTCGAGCGCCTTGTTGGCCTCTTCCAGCTTGGCCGGGTCAGCGTCGGCCTCG
TTGAGCGCCTTGATGGCGTCGCCGAGGCCCTGGAAGCCGATGACGGCGGTGCCGATGGCC
GCTGCGCCGCCCGCGAATATGCCGGGCAGCGCGAGACCGGCCTGCGTGAGCTGCTGCACC
GCGCCCACGATGTTGACCACCCCGGTGGCCACGGCGGGTAGCGCCGCCGCGCCCTGAGCG
ATGGTGTTGAGCCCGACGGGTCCGGTCAGGAAACCGAGCACACCGCCTCGACCACCGCCG
CCCCGGCCACCACCTCGCCCGAAACCGCCCCCGCCGCCGCCGCCGGGTGTCGGACCGGGC
ACGCCGTCGTAGTGGTACGACCGATAGTCATAGGTGATGCTCTGGTCGTTCTTGGTGCTG
TAGTCGTACTTACGGTTGTCGACCTTGCGGTTGTCGTACCGTCGTTGATCGATCTTGCGG
TTGTCGTTGTACGTGCGATAGTCGTACCGGCGATTGTCGATACGTCGGTTGTCGACGCGT
CTGTTGTCGTTGCCGCCGACGCCCGCCGTCGAGTCACCGCGACCGCCACCACCGAGGCGC
GAGGCAGCGGCAGCGCGTTCCACCGCGCGCCGGGTCGCGTCGGCCTGTTCCTCGACGCGC
TTGAGGGCCGCGACTTGCCGCACTGCCGACTTCTCGGCGCTGTCGCCGGTCTTGTTGTAC
GCGCGCTGCGTCTCTTGCAGCTTACGATTGAGCTTGTCGAGCGCGGGCGCTACCGCCGTG
CGCACTGCCTCGCCGAGACGGGCTGCCAGATCGTCGCCATTGATCTCAACCCCGAGGCTG
ATTTTGCCGACATCTGTCACCTGGTCAGGCTATCGCACGGGCGCGCGGAAACTCGTTTAC
GCAATGGGCTTGACAACACCGACTTAGGCGGGTAACTTAGTTCATGTCAGGCGGGACCGT
CCCGCCGAGGAAGGTAGAAATGACCACCATCACCCGCACCCCGGAAGAGATCGCCCGCAA
CTACGAAATGCACATGGGGTTCCTCAAGGACCGCGTCGAAGAGCTCAACGAGCTGCTGGG
CCTGACCGACGCCACGCACAAGGCCACCGTCGGTTACATCGGCAACGCCCGCATGGGTCG
TGACGGCTGGGATTACAGCGATTGCCGCTGGTACGTCTTCCTCCCCCACCCCGGTCGAGT
CGGCACGGACGATGACGTGATCGGCGGTTGGCGCAAGGGATCGCTCGAGGGTGTCATGGC
CGCCCGCCGGGATCTCAAGACGCTGATCACCGGGGTCAAGCTGGCCAAGCAGATCGGCTA
ACCTACCCACACAGAAACCGCCCCGATCCGAAAGGACCGGGGCGGTTTCCGTTGTGCGGG
GTTTACTTGTCGTCGGACTCGACCGCTGCCGTCACGATTGCGTTAAACAGCTCTCCAACT
GCGTCTACGTCGTAGTCGACATCGTCGGGGTCCATCAGGCGCGAGAATACGCGTCCGTAC
GACTCAGGCGAGAGGTGCCGCGCGATGAAGAGGCCGGTGAGATCGTTCTTGACGCCGAGC
GAGACGTACTTGCTCGATGCCAGCGAGAAACCGGCGAGCGCCGCCTTGGTCGGCAGCCGG
ATGCCCAGCAGGTCGCCCTTGAACTCAAGTTTGTCGTAGGTCCAGCTCTCGACTTCCTCG
ACGTTGAACCGCTCGAACGTGGCCACCTCGGTGCCGGGCTGCTCGTCGGTCGTGGCCAGA
CCGGCGGGCGGGGTCAGCACCTCGACCTCGGGCAGCTCATCATCGTCATCGGCGGCAGCC
GCGTCGGCGATGGCGGCCTCGATACGCGCCTGCTCGGCCTGGTAGTCGGCCTCGCGCTCG
CTGTCGGTGAGATCCGGCAGATATTCGGCGGGCGGCGAGAGCTGATCGTCAGCGGCGGTC
TTGCCGTCTGCGTTGAATGTGGCCATGGTTAGTTTCCTCCCGAGATAGGTGAGCCCGACT
TTACCAGCGAGGTCGGCTAAGTCATCCGCACCCGAGGATCGTTGGTCACGACGCGTTGCG
CCGAGTTGCGCATGAACGGTCGTGCCCGCGTACCGGGGTGCCAGACCGATTTGCGGAACA
TCTCGCGGCCATGCCACCAGAAGTGCAGATACTGCGCATTGCGCGCACGGATCGCGTGCG
GACGGCTGCCCTCGTGCACGGGCGCTGCGTAATCCGCTGTGGCCTCGACACCGCCCCGCA
CGCGAAACGGGGTGTAGACCTGCGGCAGCTCGCCGATGGTGCGCCCGAGGTTGCCCGTAC
GCACGGGCACCGCCACACGCGATTGGTTGGCGATCCGGCGCGTGAGCGAGCGGTGGAATG
CCCGCAGATGCTCGCCCGACTCCCGCTCAAGCGCCGCCTCGTCAATCTCGATCCGAGCGC
GGGCGCGGATCGTGGCCAACGGGCTACTCGCTGTCGTCGGTGGCGGGAACGTCGTGCACG
CTCTGCCACTCGTCGTACTCGGCAACGAGCTCGTCGCGGCCCTTGTCCTCGGTCACGATG
TCGGTGTGCTCGGCGAGAAACTCGGCCCACGTGTCGCGGCTCGCCGAGCGCGCCGGTGCC
TTGACCGGCTCGGGCAGCGGTGCGGGCTCGGGGTCGCCGGTCTCGCTGATCACGTTGACG
AAACCCTGCTCGATGAGCCGGTCGATGTGGGCGGTGCGCTGCACCTCGACGCGCTCGCCT
CGGGCGAGGAAACCGCACGGCAGAATGCTGCCCTCAATCACCACGGTCGACATTGTCATG
CTCCTATCTCAGTAGGTCGAATACAGCACAGCGGTCCATGCGATTACGCCGCCCTCGGGG
CCATAGGGCACCAGCGCGTCGGTGCCAACGAGGCGCTGCTCGTCGTCGCGCTTGAGCCGG
GTGCTGGCCTGACACAGCGCTTCCTCAAGCCGCCACGCGGTGTCGGACGACACCTCGGCC
TCACGCTGGTAGTCGGACCATCGAGGTTCTTGTTCGGTCAGTGCGCACCACCCGACGCCG
ATCTCGACAGGGGCCACGCGAGGCAGACTGCAATCGGTGCCGATGGTCGGATCAGGAAAC
CGCTGCGTCCGGTACCGCCGCATGAGCCGCACCCACACGAACGGCTCATTGCAGCCTTGG
CTCGCGTGGCTGTCCCACGCGGCGAGCGGTGTCGAGTCACCGGCGAAAAACCGGACGTTG
GTCGTGCTACCGACGAGCGGCGGGCACGCGCCATCCTTGAACCAATCGAGCAGCGCCTCG
GTGGCATGGCCCACGATGACGAGGGCGGGATCTGTCCGGCAGGCCATCAGATCACCGTCG
GGGCGGCCATGAGCGCGTTCGGGTTGACCGTGGCGAGCCACAAATCGATCTCGGGCAGGC
CGGTCTTCCCGTTGCGGTAGATCACCGCCGGATCGTAGGCCCGGTACGTCACACCGTTGC
GGCTCGCGGTGGTCACGGTGCGCGGCAAGCGGCAGCGCCCGACATCTTCCAGTGCGCCGA
GAATCTCTTTGACGAGGATGCCGGTGAGCTCGGATACGCCCGGCGGCACCGGCACACCGC
GCGTGTAGTGGACGCCCCACGTGTTCACATCGCCGAGGGGCCGGTTGAGGTCTTGGGCGG
GCCACGGGGCCTCGCGCCGATAGAGCTTGTTGCCCTCGGCAACCCACACCGCCGGGGATA
GGTCGACGCCGCCGATCTCGACGCGCGTGACCTCGTGCACGGGGCCGGGCAAGTGCACGA
CGTTGGGGCCGACGATCCGGCAGCCGGTGCCGACACAGCCGCACGTGAGCCACCCCTCGC
CGGTCCACACGAGGTCGTCGGAGCGGTAGGCGAACGGGTTGCCACGCGGGCGCGTCGGGC
ACGGGCGCGCGATGGTCTCATAGGTGCCGAACTGTCGACCGGACAAGGCCCACATGATGG
CCACCGCCACGCTCTCGGCAGCGTTGCGCTCGGCGAGCGCCTTGAGGTATTCGGCGCTCG
GCGGGTCGGTCAGCTCAGGCAGGGCGGGCAGACCCGCCCGGTTGATCGGCCACTCGAAAG
TCACGAGCTCAGGCTACCGCGAGGTGGTGATGAACCGAGGGAGTTGACAACACCGACTTA
GGTGGGTAACTTGTCTCTTGTCAGGCGGGACAGTCCCGCCGAGAGAGGAAGCCATGACCG
CCAGAATCATCACCGACGCCGATCTCGACCGGATGCACGAGCGTCAGGCCGCCGCACTGC
GCGCTGTCGCCGTCGAGGATCGCGACGCCGTCCTCCGACATGCGTACTTCCTCATGAACG
TCTCAGGCGGCAACCTGAGCGGCAATCTCCGCACCGCCGTCCGGCACCTCGCCGAGGCAG
GCAGCGCCGAGGCGCTCATGCAGCAGGACCGCGCCGACAACGCACGGCTCATGGGCACCG
CGTTCCGCGCCCGCTGATCACCCACTACCGCCCGGCCCCTCTCAGGGGGGCCGGGCAGAC
AGGACCGGCCCGATGCGCGCCTATCTCTACCTCGGTACCCACATCACCTCGTGGCTCGGA
CACGCCGGTGTGCCGCTGTTCGTCTCCCATCGCCGACTCAAGCGGCTGCGCAGCCTGCCT
CGGGCCATCGAGGTGTGGGCGCTCGACTCGGGCGGTTTCTCCGAGCTCTCGATGTTCGGC
GGATGGCAGACCACCGCCCGCGAATACGTCGAGGCGGTCAACCGATACGACCAACAGATC
GGCAAGCTTGAATGGGCCGCGCCCCAAGATTGGATGTGCGAGCCCGACATGGTCGACCGG
ACCGGCCTGAGCGTCGCCGAGCACCAGCGCCGTACGGTGGCCAACTACGTCGAGCTGCGT
CGGCTGTGGGGCGAGGTGAGCGACGAGCATTGCCCGTTCATGCCGGTCCTGCAAGGCTAC
GAGGTCGCTGACTACGCGAAATGCATGTCGATGTATGCCGACGCCGGGATCGATCTGCAC
AACATCGAGCTCGTCGGTGTCGGCAGCGTGTGCCGTCGACAGCACACCGACGAGATCCGG
CGAGTTTTCGAGGGCATCCTCGACACGGACCCCGAGCTGCCCGTACACGGTTTCGGGGTC
AAGTCCCTCGGGCTGCGCGAGTACGGGCACCTGCTCACGACCGCCGACTCGATGGCCTGG
TCGCTCAACGCCCGTAAGCACCCGCCGCTGCCCGGCTGCATCGGCAAGCATGTGCATTGC
GGCAATTGCCTCGACTGGGCGCTGCGGTGGCGTCGAGGCATCGTGACCTCGCGGGAAATT
GCTGCGTGACGGGGGTTGACAAGACCGACTTAGGCGGGTAACTTAGTTCTTGTCAGCGGG
ACGGACCCGCTCACAGAGAGGAAGAAATGACCATCAGCCGCTACGCCGAGGCCGATCTCG
CCGCCGCCGCCCGTCGCGGTGTCCCCGGCGATCAGATTCGCGTCGCCCGCGCCCTGCTTG
AGGTTCGCGCCGCCGACACCGTCGCCGCCGCTGTCGCCGGTGCCGCCAAGATCGATCTCA
GCCACTACCAGATTCGTTCCCTCTACCCTGCCGGTGGCCTCACCTACGATTACGTTCGCG
CCCGCCTCGACGGCTAAACCGAGACAGCAAACCGCCCCGGCCCAAAAAGGGACCGGGGCG
GTTCTGCGTAGCGCGACTTACGCAGACTGAGCAGGTGCCACCACGGCGGCTGGCTCGTCG
TCCGGCCCGCCGTAGTAGAAATTCGGATCGGTGAACAACGTGCTCGTGGCCAGCGGCACG
GGCTCGGTGCCCGGTGTCGGCTCGGGCGGTGCGATCCGAGTACGGAACACCGTGAGGTGT
TCCTTTTTGCTCGTCGGGGTCAGCAGGCGTCGAGCGGTGCCGTTGGCCGCTTCCTGCACG
TTGTACGGGCCGAGGCCCCACGCGGGCATCGCGATGGTGCGACCGGTCAACGTGAACGTG
GTCACCGCGCCGCTGATGGTGATGTCGCCGGGTGTCCACTCGGTGCCGCCGAACAGGAAA
TAGCCGTACGACCGGCCTGAGCTCGTGTCGGTGAGGACATCGTCGGAAGTCGGGATCTCG
TCGCAATCCTCTTCCATCTTGCCCGCCGACCACAGCTCAAGCGCTACGCCGAAATCGGAC
TCGATTTCCTTTTGGTCGCGGAAACCGACGGGCAGATCGTTGGCGTCGACCAGCGTTTCC
CACCCGGTGAACATGGTCAGCAGGCCGGTATTGACGTTGCACAGCTCCAACGCCGGGGTC
CACCAGCGACGCTCGGGCGCGGTGCGGTCTGCGAAGCATTCCTTGCCCTCAGCGTTGTCC
TGCGTGAGGTCGGTGGCGTCGCGCATCACCGGGGTCAACGTGAGGCTGACATAGCCGCTC
GTGACCAGACGGTTTCGAGGCCCGGCGATGGGCATACCGCAACTGTTGATCTTGGTGGCC
CTCAGGCGGCGGCCCTTGACGGGCTGGATACCGGGCATAGGGTCGGTCCTCCTAAGTCGG
GCGCGTGAACGCGCCTAGTCCGTTTCCCGAGACTGAAAATGACACTAGGCCAGCACCGTG
CACGGCTATTTCACCTCGGGGCCAGCGGGCCAGCATCGAGGGTCGGGCAACGGATTGCGC
TCGCGATCACCGATGAGCTTGGCCTGTTCCTCGCGGATTTTGTCGATATCCGCGCGCAGC
TCGTCGGTCCGTACCTTGTAGAACTGCGTAATGGTCTTGAAATAGCCATCCCGCCGAGGG
TCATCGGCGGGCATGGCGGCGATGTGGGGTGGCGGGTCGAGTATCCGGCCCAGCCACACA
GATTGAACTTGCGCGAGCTCAGTGAGCTTGTCGCGGTGGGCAATGCTGAGCCGGTCATTC
TCGGTGCTGATCTGCCGCCCACGCGACACCGAGGCAATCAGGTCGCTCGTGCATTCCTGC
GTATGCTCGGCGAGCGAGACCGTGTCGAGGCGGGTGGCCTCAGCCTGGTACAGGACATAG
CCGAGGCTGCCGACAGCGATCAGGCCGCCGACCCAAACCTTGCTTATGCCTGCCACAGTG
CGGTGCCGACCGTTCGGTAGGGGATCGTTCCTGTCTTTGTACCAAGCCCGACCGTAGCAG
TAGGCCCGCTGCCCGAGGATTCCGCACAGCAGGCCCACCGCGAACGGTAGCGAATAGACG
ACCTCAAGCACAGAGCTCATGTACCCGCCCCGTCTTTGGTCGACGCGTCATCGTCGTCAA
GGCGCTCGTGCAGCACCTCATCGATCTTGTGCTCGGCTCGCTTGGCGGTCGTCTCGGCAC
GGGCTGCCGAGGTGCTTGCCTCGGTGGCAGTCTGCGCGAGATCAGCGGCTTTCTTCTGCT
GATCGCTGCCGATGGCGGCGAAAAATGCACCGGCTGCCGTGCCGAGCAGGCCGACAAGGT
AGTTGGGTGGCTCACCGAAATAGTCGGTCACGACCGTTGCGATGATGCACACGACCAGCA
ACAAGAACGTGAGCATCGTGTTCGATGCCCACGACCTATGTCGGGGTCCACCCCACGGGC
TAGTCACCTGTCCCTCAATTGAGGGACGTTTGGCCGCGTGCGACGACCACAGGGGTGGTC
TTGGCGGCAGCGGTGGCGATGCCGAACGCCTGAGCGACGGCAGCCGTGATCAGTGCCCAC
GTTTCCTCGGTGGTGATGCCGTAGTACAGCAGCACCGAGCCGACGACGCCGACGAACGCG
TACAGGGCCACCCGTGCAGGGGTGTACGCGTAGATGAGCGCGAACACCAGCGTCACGAGG
CCCACAGCGAACTGTGCCCACAGCGCCGCCTCGTTGGCGTCGAGGATGCCGAAAGCGAGC
AGGAACATCACCGCCGCGCTGGCCACGCGATACCACGTCTCGCGCGCCTTGGCCGGGATC
AGGGCCTGTAGACGAGCCCGTGGGCTCAGGTCATTGCCGGTCATTACGCATCATCCTCCC
CGTCGGCAGCCTCGTTGATGGCCGCGAGCACCTCGCCCTTGTTGGCAAGCTTGGTGGTGT
CGAGACCGTGCGCAGCCGCGTACGCGTCGAGCTCGGCCCGCTTCCAGTCCTCCGACGGCT
CACCCTCGGGGTAGGCCGCCGCGTCCTCGACGCGTGTGGACTGAACCGTGGTGAACTCGC
CGAGCGCCTCGCCGCCGACCTCGGGGGTCGCGCCGGGGTCGCTGGCCAGACCGCTGGTCT
GCTCGGCGAGACCGAGGTTGACCCGCTGTGCGGACATCCCCTCGATGCCCTCACCATCAC
CCTCACCATCACCCTCGCCCTCGCCCTCACCATCACCCTCGCCGGGCGGGACTTCCTCGG
GCGGCTGCGGGTACTTGATGGCGTCGAGACCGTCGAGCAGATCGGTGCTCGTCGGGGCCA
CCGCGTGGCCACCGAAACTGTGTGCGCTGCCGGTGTAAACCTGCGTCCGGTCGAGCACGT
CCTCGTTGGCCACGGTGCCGACATACGCGTTGCGCGAGCTGTGCTCAAGGATCGGTGTAT
GCCAGTCGTCGCCGCCGACCACGTTGGGATCGGCGGCCTTGAGCGCCGCCGCCCGGCCCG
TATCGGCACCAGCAGACCACGTGGCCGGACCCTCGTCGCCGTCGAGCAATCCGACTTCCT
CTGCGTTGCCCTCGGGCACGCGGTACAGCCGTCGCGGGCCGCGTCGGCTGATCGTCTCGA
TGGTGCCCGGCCCGCCGAGCTCAAGCAGAGCAGCGAGCGCCGGGCCACGCAGCTCAGGGT
TGACGAAATCGATAGTCGCGAAACCGTCCTCGACGGTGGCGATGATTCCCTCAGGCATTG
GTATGTCTCCTACGGTGTCTCGGGCTCGTCGGTCTCGGGTTCGGTGATCGTCGCGGCTGC
GATGAGCGCCTCGTATCCAATGAGAACGGTACGCTCGGCGATTGCTGCATAGTTGTTCTC
GAAAGCATCGAGGGCACCGCGCGTCACGGGCTCGTTGCGCCACCCATACGGCTGCGAGGT
GGCCACGATGGTGTCCCCGAGCGCGTCGACGTATCCGCCACCGATGACCCACGTGTGGCC
CATCGGGGACCGCTTGACACCGCCGTTGCCGATGAACAGATCGGGGTCGGTGGCCACCCA
TTGCGCGCCTATGTGGATGAAACCGAGCGTGTTGGTCAGTGCGAGCACACCCTCGATGTA
GCCGACCGCCAATCGCAGCGTGGCCGCCGCAGCAGGCGTGCCCGCGTCGGTGAGCATGCG
GTTGGCGAACTCGCGCTCGATGGCAACCTGTTCCTCAAGCCTGAGGATCTGAGCTGCCCG
TGCGAGCACCTCAGCGCGGCTCGGCGCGGTGGGGTCGCACTCGTCGTAGGCCCACACCGT
GATCGGGTCGAACGCGTCGAGGATGTCGGGTCGAGCGCCATCCTTGCGCTGATCGTCCTC
GCCCATCGGCGGGACCGAGCAGTAGTGGCCCTCCCACGTGCCGAACGCGTCCTCGCCGCC
GTAGTTCGGCCCGCGAACCTCGACGCCGTTGAAAAACCGGTTGTCGGGGTCGGAGATCCA
CGTCGTTGCCGGGAACAGTCCGTTGGGCGAGGGATTGACCGGTGGCACCTCGTAGTGCAC
GACATCGAGCACCGGCGGTGTCGGTGTGGTCATGTGCGCTGTCCTCTCAAGATGAGAGAA
CGGGCACCGTGGGCAGTCTCGGGAAGGTTCTTGCCCACGGTGCCCGCTCTCAGTCTGCTG
CTACCGGCTCGCTTACGCGGCGAGGTTGGTGCGACGCTGCGGCAGGCCGGTGGCACCGGA
CACGTCGAGCGTCAACGTCACCTTGACCGACTCACCGCAGCGCTTGCCGACGGCGATGGC
GTCCTCGGTGAACATCCGCGTAAAGCGGTTGTACTGCAACTGTTCCTTGGGGTACATGAC
GCCCAGCTCGATGACGTTGCTCATCGAGCGGAACCATGTGCCCGCCGGGTACAGCAGCAC
GTCGACCGTGTCCGGCCAATCGACCGTGGCCAGGTTGCCGGGCTTGCCCGACTCGCGGGT
CTGCCAGTCACCCACGTACTGCAACGCGATGTTGCGAGCCGCGAGCGCCTGCTGAATCTG
CGCGTCGGAGACGTTGAAGACCTCGACGCCGCCCGCACGCATGGCCAGATCGGCACGGAT
GACCTCGTGGAACCACGACGGTGCGACACCCTCGATGGTGGCGGTGCGCGACAGACCCCG
CTTGAGACGGATGTTGGTCGCGACCAGTGCCAGCGAGTTGAGCACCGAGGCCATGGCACC
CATGGTCGAGGTTGCCGGGATCGTGACCCCGGTCGAGCCAGCGACCATGTTGAGGATCGT
CCGGCGAGACAGGGCGCGGAAGTGTTCTTGCGTCAGCGAACGCATGAACCACTCGACCAG
CTCGGGCCACCCCTGCTCTTGCAGGATGCCCGCCTCGACGCACCATCCGACCGCGTTGAG
CCGGATCTCATCGAACTCGTCGGCGCACGGGATCTCGACGCACGTCTTGACCGCCGTGGG
CTTGCCGGTGTCAGGGTCAGTGGCCTCGAGCTCGGGCTCGGTGAAGAACCATTCAAATTC
CTCGAAGATGCCCGACAGATCGGGTTCACGAGGCCAGCGGATACCGCCACGGTTGATGGT
GATCTCGGGCAGCGAGATCAGGTCGGTGGCCTCGGGCACGTCGCAGAAATCGTAGAGCTG
CTCCGACGGTGCGCACCAACCACCGGCGGCGATCAGAGATCCGCCGGGCAGATTGCGCTG
ATCGGTGGCCTTGGTGATCGCGGCCACCAGCGCGTGGCTGTCGCCGACGACATCGACCTC
GCGGTCGAGAGTCGACACGACCTGACGGGCAAATTCCTGCCCGTCGAGGTTACGGCTCGG
GCGGTTGGGCCGGATCGCGGCGCGGCTGCCGGGCCGGATCTTTTCGAGCGCCTGGCTGAT
GTCGGCGAAACCGACAGTTCCCATGCCCTCGCGGTAGCCCGGTGCGCCGGGGTGCAGCTT
CCATCGCGGGGTCGGCTCGTCGCCGCCGCCGTCACCATCGCCGGGGGTGTCGTTGGCACC
GGCACCGGCGAAGTTCGGCGAACGACGCTGCGGGCGCTGTGCGCCGGTCGAGGCGGTGAT
TGCCTCGGCGGGCTCGCGCTGCTCGGCACCCTCGCCGCCCTCGGTCTCACCCTCGGGCTC
GCCGTCGTCGTCGCCCTCGGCATCGCCGTCGTCATCACCCTCGGGCTCGTCGGCGGTCTT
GTCGTCGGCGGGCGCGGTGGCAGCGTCGGCCTTGGCCAGCAGGTCGGGCAGCTCGTCGGC
GACGGCGCGCTTGGCCTTTTCACCGTTGAGCTCATCGACCTCAGAGAGCAGATCCTTGAG
GCGCTGCGCGTCCTCAGGGGTCAGGCTCTCACCGGCCTTGTGGCGGGCAGTGATGACGTT
GATGTCAGCACGCGCGGCATCGAGCAGAGCGTCGAGCTCGGCAGCGGTGCCGGGGAGCTG
CTCAGGGCGCTTATACATGGCGCTTGTCTCCTTGTCTTGATCGAACAGCGGTCAAACTCG
GTGATCGCTCCCCGGTACACAACGCAGTCGGAAACGCTCTAACCGGAAACGTAGACCAGC
GGTGTGCAGACCTACGCTGTCGTGGCGGCAGCGGCGAGCTCAGCCTCGCGTTTCGCTACC
GCATAGTCGTCGGTGGGATCGCTCTTGCGAATACGCCGCACCGTGCCTCCGCGCGCGAGC
GTGACCTCGCGCATGGCGTCGGCGGCCATGAAAAACGGTGGCTCGTCGCGGGGCGGTACG
ACTGACTTGTTGGGCAGGATGGCCCGATAGCCGAGAGTGTCACCGCCCGGCGAATTGCTG
TTGGCCTTAGCGCCGCCACCACATCCACACGCAATAACTACTGCCCTCCTCTACGCAGCC
GCTGACGTTTCCGCTCACGGTCCCGTCGACAGGACAGACACCCACGGCGTCTGCCCTTTT
CATCCCATTGGACATTTCTCGGGTCAGTCAGATCATGCCTGCCGGACCTGCACACACCGA
GGCGTGTCCTCTCAGCGTTGATCGATGGCGGAACCGGCTCTAAATGCGTGATCTCCACAC
AGAGGCCGTTCCGACAAAGGTGGTCGATCTCGTAACCCTCGGGTATCGGTCCTCTGACCT
GCTCCCAGATCCATCGATGGGCATACACCGAGGGATCATGCTGGCTCGTTGTGGGCCGAA
ACCGGGGACGACGCGACTTGGTGCCGACACAGTGCCCCGTCCATACCAAGCACGCGCCAT
CGCGACGAGTCAACCCGTAGAACCGTTCAATAGGCGGAATGGCTACACGCATGTAGCAAT
TTTACGCAAGTCCCGCCTTTTCGATGAGTTCGGCAACGATGTCGTTCGGGGTCTTCTCGG
GCTCAGGCTCGGGCGGCTCGCCGACTTTCTCGATGGCGAGCTCGACCAGCGACTCGATAT
CGGCGGCCTCGTCCTGCGCGGCCTTGGCCGCCGCCTCAGCGGCCTCACGGGCGGCGAACG
CCTGCTCGACCGACCTGGCCACGATCTCGCCGATCTCGTCGGCGCTGAGCTCGCTGGCAC
GCTTGCGTGCGGGTGCAAGGCTGGCCACCAGCGCTGCCGGGCGGCCATCGTCATCGGTGC
GGCCACGGACGGCGAAACCGGGCGTGTTGACGCTCAAGGCGGCGATCAGGTCGAGGCCCT
GCCCGAAATCCCGCCAATCGCCGGACAGCGGCGAGGCGAGGCCCATCTCGATCTGCTCGG
GGGTGGCCCACGGGGCGGCCACGCCCGACACCTCGATTCCGACGCTGGTCTCGTAGGCAC
GCACCAGCGCCCAGCACGCGCCGGTGTTGTCGTAGTGCGCCATGGCCGGGCCGGGACGCA
GCCGCTCGTCGGCATGCCCGGTGCCGACGGTCAGGCGGCCCACGGCGAGTCGGGTGCCGT
CATCGAGCAGCACAGGCGGCGAGGTGTGGAACTGCGCGTAGTTCGACGGTGATTTCGGGG
CCATGACGCACGCGTTCTGCACCGAGCGGTGGCACGCACCAAAGCACGCGATGTGTCCGA
ATATCCGGCCCGTGTCGGGGTCCATTTGCAGTGCAGTCGGCTCGGCGAGGTTGGGCTGCG
CGAACAGATCAGCCGCGTACACCCGAGGCCGGAAATCGTCGGCGATGCTGGCCACCATCG
CGAGGTCGCGAGACTCGCGGGTCGCGTTGAACTCGATGACGGTGTCACCGAATGCGGGCT
TGGCCACCATCGTGAAACCGATGAGCTCGGCCTTGGTGATCGTCTGCACCACGTGCGCGT
CCGGCGGCAGATCGAACCATTCCTCTTCGGTGAGCTCGCGCCCGTCGACGGTGAGCTTCC
ACTCGGTGGCGGCGAGGTCGACCGACGGGCGGCTCACCTTGTGCCGGGCATCGGCATAGG
CGTCGTCGGCCTCGGGCTTGTTGAGCCAGTAACCCGAGCCGAGCACGGTGCCGTTCTCGA
TCCGTGCCGACTCAAGGACACCGACGGTGTACGCCTCGGTATGGCCCTCGCCGGTCTGCT
TGCACCACATCGCGGGAAGCGGCGGTGTGCGCACCGAGAACTCGATCTCGGGTGCGAGCA
TACGACCGTCGCTGGTCTCGATGCCGACGAACGCGAGCGGCTGATCGGTGAATGTCCGGA
AAAGCTCTGTCTTGGCCATGCTGTAATCCTGTTCGCTCGGGGCGGTCCAACCACCTGCTG
CCACACGCCCGATGCCGTCGGTGTCCTCGCGGGCACGGACAACACCCTTGCGGGCGCGCC
GGTCGATCTCATCCTGCTGCGATCCTTGCCGATTGACCTGCACGCTGTCGCGACCGTTGA
GGCGCTCGGTGTGCCGGTCGACCTCGTCGGGAATTTCCTCGTCTCGGGCGAGAATGCCGA
CACGGCACCGGCAGTTGAGGATCTCATGCGGTGGGCCGGTGGGGTCGGCGGGGAACAGCA
GACCGGCACCGCCGACGGTGAACTCACCGGTCAGCTCAACGCGCTGCCCATCGGCGGCAA
AATGTGAATCGCGGGTCTTACCGTCCATGGTCGCGATCCACACCTTGTCGAGCAGGTGTG
CGTCCGGCGAGATCTGTGCGGCGGCAATCACCGCCGCATTCTGCACACCGGCGGCCTGAT
AGCCCTGTAGCTGTGCGATCTCAAGCAGCATGTTGCTGCCAGGGGTGAGCACCTCGGCCA
CCGCCTCGCGCTGCCGCGTGATCACGACCTCGATATCAGGGGTTAGGTCGCCGGTCGTCG
TCGGCAGCTCGGTCTCTCGCGCGGGTGCCGGGGCCACCGCGGCCTCACGCGCCGCTGCCT
CGACCTTGCTCTGCACCATGGGCACCGTGCGGTGTACCCGCTCGCGCTGTGTGTCGACGT
AGTCCTCGGCCCGCTCGCGCAGATATGGGTCGGCATAGACACGCTCGACCGCCTCAACGA
TCTCGTCGCGCTCGTAGTCAGTCACCGAGGTGATCGTCTCGACCACCTCAGGCCGCAGCA
CCTCGGGGTGCGCGATCTCGACACGTTCGTCACGCACACGGTCACCGCTCACACGAGGTG
CCTCGACCTCGGTCTCACGATCAATCTGAGGTCGACCCCTCCCACCAATATTGACATCAA
CGTCAGGCAACTCCGGTATCGGTATAGAAATACCGGTCATTGCTTCTATCAGGGACAGCG
CAAACAGTATTGACAGACCGGGTAGGATCAGCTCATCGAGTAGCAGATCCAAACCGCCCG
CCTGCTCGACCACGGCACCCGTATCGGGTGGAGGTTCGGACGCAGCAGTGAGTGTGGGCA
GTACAAAGGGCACTACATCGGAAACCCACGCATTCAACGCTTTTGAATACAAAGCGGTCA
GCACTTCCTCGGCCTCGACGGTCCGAGAGATAGCCTCACCGGGCAGAGGCCACATCAGAC
GACCTCGCCCTCGATGAGAGGCTGTGTGAGCTGACGCCGCACCGTGGCCAGCACCGCATT
GCGTAGCTTCTCGTTGTCGAGACCGAGCGAGGCCACGACCTCGTCCTCGAGTGCGGTGTC
CCATCCGGCGATCAGGCGGGGGATCTCGCTCGACCGGACCGGCGGCAGTACGCGGTGGTA
CTCGTGGGCCGGAACGTCGCGCAGCTTGGTCTTGAGCGCCGCGTCATTCACCTTGAAGCG
CCGCTTGCCCGCGAGGTCGAGCGCGCGGTTGACGAGCAGCCGCTCGGCGACGAGGTAGGC
CGCTCGGTCATTGAGCGACGCCGCTTCCTCGGTACTACGCTCGTCCTCGGTTTGCGGCTC
GCGCTGCTGCCGGGCACCGCTGTCCTCGTCGTCTTCCTCGTCCTCGCGCGTCGACTCGAT
GGCATTGGCAGGCTGTGGGAACTCGATGCCCGCGAGCTGACTCGACAGCAGCGGTGCGTA
CATCGCGATGAGCTCAGGGTTCTTGGTGACGACATCGGCTGCGAACTCACGGCAGCCGTC
GAGGGTGGTGAGGTCGTAGCCGCTGTCCTCGCCCACGTTGAGCAGCCGCCGCAGCGCCGC
CGAGGTGATCGCACCCCGGTCGTGCGCCTCGACCGCCTCGTCAGACAGATCGGGGTCGCT
GGTCAGACCCGACGCGTCGTACCAGAGGATGTACTTGGTAGGGTCGATGCCTTCACGTGC
GAGCAGCGGGGTCAGGATGTCGTTGTAGATCGCCTGGCAGATCAGGTCCATGACGGGCTT
GATGTGAAGCTGCACGTCCTCGTCGCCGATGGCCCACGCCGACCAATGGTTGCCCTTGCT
CATGCCGAGCAGCCGCTCGGGCGAGACATCGAGGCCCATGGCCAACCGCGTGATCGCGTC
GATACGGGTCTTGATCTCGACCTCGGTGACCTCGTTGCCAAACTTGATGTGCTGGACCTT
TTCGAGGTGCTCGGCGGCCACCGACGCGACGAGCGGGATATACGCCGCCTGGCTGTTCTC
GTCCTCCATGGCGGCCACCGACGCCTGATAGATCATCGTGGCGAGCTGCTCGCTGGCCGG
GACGCCGGACACCTCGGGCACCGGCGCGCCGGGGATCTGCGCCTGCCCAGCAGGGATCGG
GGCCTGCGCAGCCGGTAGCGACATCTCGGCGGGCACGAACAGCACACCGTTGTTCATCAC
GCGTGACTTGGCCGCGTTCTTGATCTTGCGTGTGGTCCGCTCGATCTCGCGCAGCGTTTC
GAGGCAAGCGCGTACCGGCGAGGTGGCCTGGCTGGCCTTGCGTGGGCGTGGATTCCAGAT
CCGCACGAGCGAGTCGAGGTCGCGATTGAACTCGTGGGTCTTACCGTCCGGCAGCGAGAT
CTCGGCGGTCTCCCCCGCCTTGGATTTGATTTCCTCGCGCGTGACGGCATACCACCGCGC
CCGAGGCGCGGCGAGGCCGGTGACCGGATCTTTCTCTTGTCGGATCAGCACGGCGATCCA
CACCTCACCGACCACGGTCATGCACTCGACCGCACGCTTGATCAATGCCGCCTGACCGAG
CGGCCCGTCGGCGATGCCCTTGACGTAGTCGGCGACTGTCTGTGCGTCGGGATCTTCCTC
GATGTCGACCTCGCCGGTCGGCAGCCCGGTATCGGGGTCGATAGCCGACGGGATCAACGT
GGTGCGCGAGCACGAGTTCGCGCGCCACGAGACGTAGTAGCTCAGCTCGCCGATGCTCTC
GGAAAAGTCCCATGCCTCGGACTGCCACTCGTTGCGGGCGGTGCCCATCAGCGAGGTCTT
CATCTGCTTTTGTGGGTCGGTGATGAGCTGCGATGCAGCCGTGAGGGATCGCCGACGAGC
TGCCGGGGCGCTGCCCTTGGGGCGGCGAACGACGCGCAATGAAGTAGCAGCCATACGGGT
CAGGTTATCCGCACGGCGTGCGGTCAGTCGTCAAGCTCGTCCTCAGCCGCGTCCTCGATC
TCGATTTCCTCGGTGTCGGCGAAACGGGCCAGCACACCAACGAGGTGACTGACGGCGAGC
GCGACGGGCAGCAGCGCCCACCAATCGAGCGTCCACGAGTATTTGACCACCCACACCAGC
ACCGCCGCGCCGCCGAACGATACCCACATACCAATGCACCACGGGCACTGCACGAACTCG
TAGACCCCGGCCCACCGCGCCTCGCGCCTGTGCGCCTCGGCGGCCCGCTGCGACTGGTTG
TGTGCCTCGGCCTCGGCGGCAATGAGCGTGTGGTGTCGGACCCGGCTGGCGATGGCCACC
CTGATCGGGTCAGAGATCTTGTCCGAGTTGACGAGCCGCGTAACGCGAGCGACGGCGAGC
GTGAGGATGACGAGTGCCAGCGCGAGGGTGGCCGGGTTGTCGATGGTCATGCACGGCAGT
CTACTGTTGCCCGTTGCTGTCGGGTAAGATCGTGGAATGCCAGTCGTTCTCGGGATCGAT
ACCTCACTACGCGCCACGGGTATGTGCCTCGTATCGCTGCCACCCTCAGTCGAGCTCGGC
TCGTGGCACGGTCAGTGCGTCACCGTCGGCGCACCGGCGGCCACCCCCGACAAGTCGAAA
CGGGCCATGGCCCGCCGGGTCAAGGCGCTGGTCGATCAGATCCGGTGGGTATTCGATGAT
GACCGGCCTGACCTCGTCGTCATGGAGACCCTCGCGTTCGCAGCCAAGGGCGAGGGTGTG
TGGGTGCTGCCGTGGATCTTCGGCAAGGTCATCGAGCTGTGCGAAGAGTTCGATGTCGAG
CTGCTGTGCGCGGGCACGTCGCAGGTCAAGAAATACGCCACCGGTAAGGGCAACGCAGAC
AAGGACACCGTCATGCTCACGGTGGCCAAGCGATGGCCTGAGCTCGCACCTGCGAACAAC
AACGAGGCTGACGCCGCGTGTCTGGCCGCCATAGGCTGCCACTACCTCAGCCAGCCGCTC
GGTGAGCCGACGGTGTACCAGACCGAGGTACTCGACAAGATCGGCCCATAGACACCGAGG
GACGGGCGTCAAACCGGGCTTTTCTCACAGTTTTCCCCCGGCAAGCATGGCCCATGATCG
GCTGCACCTTTCTCAGCCCGAGGCCATCGCTGCGCCCGTCCCTACTCGGCCCGACGAGCG
GGCCGAGTAGGACGAGGTCACGCCCAAGGCGCGTTGGGGTCGACCCATTGGATCGCCGAG
TAGTGGTACCCGTACAGATCGCAGTGCGCCATGGCCTCGACGCGCTGGTCGAAACGCTGG
CCGTCGACCTCGAAGTAGAAACCCTGATCAGCCATGGTGGCCTCCGATCTGCCCCGGTGG
GGCGGTCAATCGGCGGGACGGTCCCGCCGGACAAGAGATAAGTTACCCGACTTGGGAGGT
ATTGTCAACTATGCCGATCATCTCGCACAATTCCGAGATCACAGGCGCGCCGAGCAGCCG
CTCGACGTGGTGCGCACCCTCGGGGCCGCACGTGTTGCGCGCGAGCTCGACGTAGACGCC
TCCGTGGGCCTGCTGTATCCACACAGTGCACGCCTGATGGTGCAGCGCACGCGCGACTTC
TTTGCGCGTCGAGCAGGCCATCAGACGGCGTGCGTTGGCATCCTGTGTGCGCGCATGCTC
ATCGGCACCGCTGCCGGTGCAGTACGGGTCAGGCGCGGTCGCGCCGACGCACACGCGGTC
GTGCAGCCATCGACGCAGCTCGGCCCGCGCCGGGCGGCGGCTCACGCCGACACCATCCAC
TCTGCGCGCATGTGCTGCCCGCAGATGTATCCCGCGAGAAAACGCGCGTCCTCAAAGGAC
GCAGCGATCTGCGCGTGGCACAGCCACGTGCCCATGTGGGCAACCGCGACATCCCACAGA
CCATCGAACCGCCACGTGATGACGGTCTCGAAAGTGCCGTCGAACTCGGTGACGCTGGTG
GCGGTGGTCTCGATCATGGGATTTCCTTCCTGTCGGCGGGGCGGTCCCGCCTGACAAGAG
ATAAGTTACCCGCCTAAGTCGGTGTTGTCAACACTTCGGGGTTATTTCCCGATGGATCGC
CGCATCCATGCAGGTGGGGGCGGTATTTCTCGTCCCTGGCCACCGCTCGGATTGCTGCCG
GTCGGCGGTGCTGCGATGCTCATCGTGCCGCCCATGAGGTCGAAAATGGTGTCGTGCACG
ATGATGCCCGCCGCCACGCGGTCAGGCTGATGCTGCCCGGCCTGCCAGTCGACCGCCTGC
TGCTCGAACGTCGCGAGCGCGTAATCGATGGTGCGTGCCCTGCCGGTCTCGAAACTCTGG
CTCATGCCGCCCGCACGGGCCACCGCATCGGCCTTGTTCGCACCGCGCCACGGCTTGATC
GTGAACGGCGGTAGATCCGGCAGCGCGCGGTGCTCGACCGGGGTGAGCGGGACACCGGCG
AGCTGTTTCTTGCGCGCCTCGCGGTGAATCGCGTTGTACGCCTCACGCACGACACGCGTG
TAGGTCTTGGCGGTGGTGTACCCCTCGACGGCGAGCACCCGTGCGCCGATCTCAAGGGCC
AGCGTGACGCCGACCTTGGCCCATTGGTCCGAGGTGTACTGCCCGCTGCGGTCGTGCGTG
AGCACCGCTGTGAGCCGCTTGTCGATGGTGGCGGCCATGCCGCCGATGATGCCCGCCTCG
TCTCCCTCGCCGCTGTCGGCGGGGTCGATGCCGACCACGGCGGTGTAGGGGTTGAGCGGG
GCCTCGGGCAGCCGTGTCGCGTCAAACCACTTCTGCTGGAATATCCCGCCCTCGGGGTTG
CGCGGTGATCCCTGGTAGAGCGCGTACCACGTACGCTCGCCGACCTCGCGCCGGATCTTG
GGGAAATTACGCTTGGCCTCGGGGGTGTCACGGGCCGACACCATCGGGGTGCCGGGCTCA
CGCTTGAGCGCGTCGGGGATGCCCTTTTCGGCGATGGCGGGGATATTGATGACTCGCCAT
GTTCGTTCGTTTCTCGGCAGCGACCTCTCGGCGGCAATCACCTTGCCCGCGAGATCCTCA
GGATGCCAACGGGTTTGGATCATGATGATCGACGCGTCGGGCGCGAGACGTGTTCGAGCC
ACCGACGAAAACCACTCGTCTACGCGCTTGCGGTACAGCGCGCTGTCGGCTTCCATCATG
TTCTTGAACGGGTCATCAATGATCATGAGATCGGCGGGCATACCCGTCAGCCTCGATCCG
ATACCGGCGGCCACTAGGCCGCCCCGGCCACCGGCCACCGACCACGCGGTGACCTTGTTG
GCACCGCGTGCGAGCTTGAGCCCGATCTTGTCCTCGACCGGCAGCCCGGTGAGCGGGTCG
ACCACATCGGTGCCGTAGGTCTCGATCCACTCGCGCATCGTTCGGCTGTGGGTCTCGGCG
AGGTCAAGCGCGTAGGTCGCGAGGATGATCTTGCGGTGCGGGTTGTGCTGTAGCGCGCGC
AGCGGCGTGGCCACCGCCGCGAGCGTCGACTTGCCCTCCTGCGGCGGCATCGAGATCTCA
AGGTTGATCTGCTTGGGCGAGGTGAGCACGCGCTCAATCGATGTGCTGATCAGCTCGATG
GCCGGGGTAACGACGTAGTTCGGGTCGAGAGCAGCGGCGAGCTCGGCAGGATGCGCGTAT
TTGACTTTCATGGACGCGCGCGCTTTGGCAGCTCGCAGCGAAGCCAGCATGGCGTGCTTC
TGCTCGGTGGACCACGACTTGGCCTGCTCAAGGATGACCGCAGCCTTGCGCTCGTCGTAG
GCACCGTCCTCGCCCCACACATCGGGATCGGGCGCGTCCGGCGACGGGATCTCGATGATG
GGGCTCAGCGGCTCATCGGGGTAGCTCATCCCAACAGGTGCTCCATATCCGAGGTCAACT
GCTCTGGACCACCAACGTAGACCTTGACGCCTCGCTCGGGCCGGTTGATGTAGTTCTCGA
CCAGCTTGGTCACCGCCGTGACGCGACCTTTGACCCACGCCTCGGACTGGACCTTGCCGA
CTTCTGCCGAGCGAGCTGCCCGCCACGCGTCGACATCGGGGTGGTTGAGCCAACCGAGGT
GGACCTCGTATCCGGCGGCCACCGCAGCGTCAAGGAACCGCTTGTTGGCCAGCCGGGCAC
CCTCGGCGAACACCAGTCGAAACGGCTTGGTGTTGAGCCACGGGATGGCCTTCTCGATGA
TCGAGGCGGGCAGCGCGTCGGTGCCCGAGAACTGGGGTCGCCGCTTGCCGAGCTCGACCC
CGGCGACCTCGCCATCGGTGTACTTGAGCAGGTCGTACGCCGGGGCGGTGTCGGTGCCCG
GTACATGCTCTCGGTCAAAGCAGTCGGTGAGGTGGGCCATCATGGTCGACTTGCCCGCGC
CGGGCGCGCCGATGAGGTAGATGAGGCGGTGGTTTGTGGTCATGACCAGCATGTTACCCG
ACAGATATGGAGAACTTGAAGATTGGTGTTGACATACCCGCCCAACTCGGGTAACTTAGT
TCGTGTCAGGCGGGACCGTCCCGCCGAGGAAGGGGTCAGACATGACCGATCAGCTCACCA
TCATCGAGGCCAACGGCAAGACCTACTGGGCTCGCCCGGCGGGGTCCGGCACCACCGACT
CGGTCATCTATGGCGCGTGGCGCGACGGCAAGCAGTTCGGGCAGTGCTACGCAGCGACTC
CGCGCAGCCACGGCAAAACGGCTAGGGCGGTGTACGCCGCCTACGCGGCCTCGCGCTGAT
CTCGACCGGGGGTGCGTCCGGCCAACGCACACCTCCGACAACCACGACCGAAAGCAGGAA
ACGATGAGCACCATCACCATGATCTTCAAGACGGGCGAATACCAGCAGCGCGTGCCCGTC
GAGGATGACGCACCGATCTACGTCACGGTGGCAGGCCAGACCTGGCAACGCGATGTCAAG
TCCACCGACGCCACGCTGCTCGACGGCATGTTCGATGCGCAGTCGGACTACGGGCAGATC
TCGTGGACCAAGCTGACCCGCACCACGGCGTGGGGGTCGAGCTACGACAACACCCACGGC
ACCCACAACCGTGTGCTGGTGATCGACCGTGACAACGCCACCGCCGAGGACGTGCTCGAG
GGCATGCTGTGGCTCAGCAGCGTCAAGGCCGAGGGGGTCTGAACATGAGGTGGCATCGCG
AGAATCACACCGGCGGTGCCTACGCCGCCGGTGCCTACCGCGTCCACCGCGCCGAGGCGG
CTGCCCTCGGTTGGGTGGCCAAGGGGCCGGGTGTCGAGACCTCGCACCACGAGACCAAGG
TCGCTGCGCAGGCCGAGTGCGAGCGTGCGCTCAACGCAAGGATCGATGATCCCAACACCG
AGGTGGTGCCCGGCGATCACCTGCTGCTGCGCGACAGCGGAAAAGTCGGGCAGCTCGCGC
AACGGCTCAACGGCGACGAGACACCGGCAGACCGTGTGGTGTACGCGATACGTATGCCCT
ACGGCAAAACACTGTGCCGGGTACGGTCCGAGTTCACGCTCATCGATCCGTACGACGGTG
TTGACAAGCCCACCCTTGTCGGGTAACTTAATCGGTGTCAGGCGGGACAGACCCGCCCCA
ACAGGAAGGACCACCACCATGTTCGATCCCGCCGACATCGTTGAGCCGCTCACCTGCTAC
GACTGCAACGGCTACATCACCGATCACGAGGACGGCTGCAAGACCGGCCTCGGCATCACC
TCGGATCACGAGAACGTCCTGCACGACCCCGAGGTCGAGCTCTACGCGGTCGTGAGCGCC
ATGGTCGATTTCGAGATCGAGCGCAACGGTGCCTACTGGGCCGCTCGCCGCGCCGCCCGC
GAGGCCCGCGCATGAGCCTCTCATACGACCCGAGCACGGCATACGTCGTGCTCGGGCTGG
CACTGCTCGCGTGCTTCGCACTGCACTTCTCCCCGAGAGGATCATTGCGTGAGGCAGTGT
TCGCCACGCTCACGCTGTCACTGACGATCACCGGCATCATCGGGGCCGCGTTCGGGGCGG
TGACGCTGTGAGCGCGCCCCACACCGAGGTCGAGGTCAGGGCACAATTGGCCCTCGTCTC
GTCGCTACTGGCCATGCCCTACTACGGGTGGACCGATATCAGCACGGTCAGGTCCGATCT
GCGCGCCCGCAAGCGCGAACTCAAGCGCCGCCTCGCCGAGGTGGAACGCAACAACCAACG
AGAGAAAGAGAGCACCGCCATGGAAGATCCGAACGGGTCCGACGAGGCCCCCAAGGCTGT
CAGGGCCGACACGAGCAATCCCGCCGACCTGCTCGCCGCTGCCGCCGAGGCCGAGAAAGC
CGCCGCCGCGTTCCGTAAGCAGGCCGCCGAGATCGCGCGAGCTGCCGAGGAAGCGCGCCG
CCCCAAAATGCCGACGGTCCACACCGGCGTGAGCGTTGTCGTGACGTTCCGGCGCTACAC
GAGCGGTCGCGAGTACAACTACGCGGCCATCGGGTGGCGCACCGGCACCTCAGTGCGGTG
GGCGGTCACCGGCACCGAGACACGGCGGTTCAATTGGGCGGGCCTGCTCGATTTCATCGG
CGAGGCCAATTGGCACACGCTCGCCGAGGTCACGCAGACCCGCACGGTGCTGGCCAGCGG
CGGCGAGCCGCCGGTTGCCGAGGTCATGGGCCGCTACGGCAAGGTGCTGCGCACCGAGCG
CCCGGCCTCGCCATTTGTCGGCGACAGCCGGTACGGCGACGAGTTCGACATCACCGCGCC
CGGCTATCCCGGTTTCTGATACAGTCGGCATTCTGGTACAGCGACTGGTAACCGCGCAGA
AAACCCCGCCCCTCACCGGGCGGGGTTTTCTGTATCACAGGCAGGGTTGACATACCCGAC
ATAGGTGGGTAAGTTTTCTCTTGTCAGGGCGGGACGGTCCCGCCGAGAAAGGAACAACCG
ACATGTTCAAGTTCGTCGCTCGCCTCAATGGCCGCACCGTCGTCACTCAGCACGAGACCC
AAGCCGACGCCACCGCGCGCATCGGACAGATCGCGGCGGTCAACAACCTCACTGCCACGC
AGGAACGTCGCGACGAGGACACGATCTCCGGTGTCTGGTACTACCGCACCTCGCCGAACA
AGGGCGGTGTCGCGGGCACGTTCAAGATCATTGACAACTCGCCGGTCCGCATCGAGGACA
AGGACGGTTTCACCGCCGATCTGCTCAACACCACCGATGCCGAGGTCGCCGTCGTGCAGT
ACGACCACCTCCCCGAGCCGACGCACCTCGACTGGTCGCACGTCAACCGGATCTCCTAGT
CACCCCGCCACCAACAACCACGAAAGCAGGAACAACCGTGGGCACCAAGGCAGTAGTTCA
GAGCCGAGTCATCAACGTCAATCAGACCATCACGAGCCCGACCGGAGTAGCGAAAGCGTC
CAAGGCGCGCGAGACCCTGGCCACCGCGCGCGAAATCCTCTACGCGTCCGGCAACATGCG
CGCCGCCGACGCCATCACCCCAGCGCTCCATGACCTCACCCGGCAGATCGCCGACTACTA
CCGTCGACGGGCCGAGGCCGACAAGATAGCCGCGCAGCGATGAGCGGGCGGCCATTGCGC
GGCACCGTGGGCAGCGGACGGCACCGCCCGTGGGCCTACACGGTGATGCCCGGCGATGTC
AAGGTCGTCGGTGCGCGCACCACGATGTGGGGCCTCAAGCACTTTGTGCTGCGCTACGAG
GAACGTCATGACGAGGTCGGCATCCTGCTCGGGTGGTTTCCCGTCGCCGCCTCGCCGGTC
CCTCGGCGCGCGCTGCGTCGACGTGAGCGCCGGGCAGCTCTGCGTGCTCGGCACGACTCG
ACGTTAAGGTGTTGACTTACCCGCACTAGTCGGGTAAGTTATCTCTTGTCAGGCGGGATC
GACCCGCCGAGAAAGGATCGAAATGCCTATCTCCCCCGCGTGCGACTGCCTCACCTCCGA
GGACCACACCCTGCCTCACGCGTCCATGTGCGCCGCCGCGTTCAACGGGCATGACACCGA
CCACAGCCAGATCCGCGAGCTTGCCGAGCTCGCCGCCTACAAGGACATCGACACCGCACT
GTCCATCCTGCGGGCCTACCGCAACGGCTCGCTGAGCTGACCACCAACAACCACGAAAGC
AGGAACACCAAATGAGCCAGATCGTCACCGCCGCCCAGCTTGAGACCGGCGACCTCTTCC
GTATCCGCACCCTCACCGGTCGCACGACCTATCAGGTCGACAGCGCCCGCAAGGTGCACT
ACCAAGACCACTACATCGAGATTGCCGCCACCAAGGTGACCACCCACGGGACCACAACGA
TGTCCCTCGCACCGTCGACGCCGGTCGAGCGCCTCGAGCCCACCCCGCAGCGCGACATCG
TCGCCATGCTGCCGTACCTGAACCCCGGCGAGACCGTGTCGGTCACCTACTGGGACGGGC
GATTCTGGACCTGAGCGGTCCCGCGAGCAACGCGATGGCGGGCCGCGTCCCCGGTTGAGC
AGACAGCCGGTCAAGGTTCACTGAATCCCCGCCACCCCAACACATTTCACCCCACCCTGA
TAGGAAGCACACCATGGGACTGATGCCAAACCTCGGCGGCCTCGACGTGGCCAAGACCGT
CGGCGAGTTCAAGGACGCGATGGTCACGATGGTCACGCTGCTGCGCGAGACCAACCGCAA
GCTCGACACGCTCATCGAGATCGAGCAGGCCAAGCAGGCCCCGCCCACGTGCCTCGACTG
CGAGGACAACGGGCGGCTGCGCTGCCACGAGCACGGACCGGCGGCCCTGCGATGAGCGCG
ACCAACCTCGTGCCGGACCTCGTCGCGGTGATGAGCGCCGGACGGCACGCCCGTGCCCTG
CTCATCGCCAAGCAACCGACACCGAACTACGAGGGCCGCCACCGCGCGCCCGAGGTCGAG
CCGCCCGTGCGAGTGGGCAGCGTATGGGCCAAGGCCATCGGCGGTGGACCATGGTGATCG
CCACCGCGCCGGGAGTGGCGCTGCGCGGCACCCCGGTCGATTGTGCCCAGTGCGGGCACG
AGGTCACGCCGATCGTCGGCACGTTCCCCGACAACACCGCCATAGGCACGCTGTCGGGCC
GGTGGCGCGAGTTCTGGATAGTGCCCGCGCACCGCGCCTACGGGCACGGTGTCTGCACTG
GCTCGGGCCGACAGCTCGGCCCCGTGGTGCGATGACCGCGCCCGAGAAAGCCCGCAAGGA
CCGGCTCAGGCCGGTCCCTCGGGCCGGGCTCAAGCAGATCCGCAACGGGGAAGCTCGGTA
CTGCCCGAGCTGCCAGACCTTGCGCCGACAGACCGACATGAGAATCACCAAGGGCGGTGT
CCCGATCTGTATCGGGTGCCGCGACAACTCACCGAGGGTGATCGGATGAGCTGCTTTGCC
GTAGGGCACCGCGTGATCGTCCGGCCCGAAAACGGCTACGACGATCCGGTATCAGCCGAG
TTCGGCCCGATGGCCGGGCACTACGGCAAGGTGGTCGAGATCGATCCGGCCCCACACGAC
AGCGCCACGTTGATCACGGTCGAGATCGTGGGCCGGGTCGACGGGCCTGTGTCACCGGCG
ATCTGCGTAGACCGCGTTGACCCGCAATGGGTCTTCTATCCACACGAGCTCGACCACATC
GACTGAGGGACCGACCAATGAAACTCTCCGACGCCGCCGCCAAGCTCACCGCGCTCGCCG
AGCAATACCCCGACGCTGAGATCGATGTGTGGTTCGGCGGGGACTACGGTCAGTGTCCCG
TCGTTGACATCGAGTCACCGGTGGCCTCACTCGACATCGACAACACCGATGACGTTGTGG
TGGTGAGATTCGCATGAGCCGCCCCATCGCGCCGGGCAAGTGCCCGCACATCACCACCGT
CGTCATCACCCGCGCGGGCCGCCACGTCGAGATCTGCGCCCGCTGCCGCCGACAGATCGC
GTGAGCAGCACCAATGGCCGGTGCAATAGCGCCGAGCGAGGATCGAGCTACGCGCGCCGC
GCCCGCAAGCTGTGGCTGCTCTCGCCCGAGGCCGGGTGGGGCGGCGACGGCGAGACCGTG
CCGTGCTGGGACTGCGGAGTGCTGTGCGAGTTTGAAGACCTCATAGCCGACCGGATCGTG
CCCGGCGAGGACGGCGGGCGCTACACGCGCGACAATATCGCCCCGCACTGCCTGCTGTGC
TCGTGCCGACAAGGGCAGCGCCGGACGGCGGCCATTCTCGCGGCCAAGCGGCGAGCTGCC
TGAAACACCGTTGTGTTCCCCGACAATTGAGGGTAAGTTATCGATCATGAAATTCAACAA
CCACACCGCCCGAGACGAGAACGTGCGCATGCTCGTTGCCTCGGTGCTCCATGAGCACAT
CAACGATCATGCCGTCGACCACGTCGAGGTCGAGGTGCTGCGCACCGTCGACCGCAAGGG
ACACCGCCACGAGCGGGACTTCTGCGGGCCGACCACCAACTACAGCGGGCAGCCGAGAAC
GCTCATCCGCGTCGAGATCGAGCTCGATGAGCGGATGTTCAGCGACACCGACGAGCTCGT
GTGCGCGGTAATCGCCGCCGAGCAGGACGCCCTCAACGCCGAGATCGCCGAGGCCGAGGC
CGCCGCTACGCGGGCACTGCAACGCGTAGAAGAACTCAGGAAGCGCCGAACGGTCGAGGT
GACCAATGGGTGATCTGCGCAGCGTGAGCGGGGTGAGCCGCCGCGCCGACACCGTGACCG
TGGGCGAGTGGGTCGATATCCCGCACCGCCGCCGCGCCTACCTCGTGGTCGAGTGGTGCG
GTACCGATGTCGACGGCATGACCTACCTTGCCGGGCACACCCACGACGGGGTGCCGTACG
TGCGCACGTTGTCGCCGGGCGCGATGGCCAACGTCATTTTCGAGGCGGTGCCCTAATGTG
GCCCGACCTCGCCGATGTCGGCACCGTGGCACTCGTCGGCAGCGTCGCCTGTGCCCTGTA
CCCGCTCACGCGGGTGCTGCTGGCCCACATCGACCGACGCCGTGCGCGCGACAACCGGCC
TCGGGGCGAGCGGTGAAGCTGTGCGCGGCGTGTCAGGCCGCCTCAGATAAATGGCTCGAC
TACCGGATCACCCCGTCGATCAAGATTGCCAGCGGGGCCGCCCGTGACGACACGGTCGAG
GGTGTCCGTGACGCGCGAGCTGCCCGCTTCCAAGAGTGGCGCGACACGATCAACCGGCAG
CAGGCGCTCATCCGCAAGCAGTGCGTTTCCGCTGGTCACGTCACGATTGTCGATGTTGAG
TTGCCAGGACTTGACAACACCGACATAGGCGGGTAAGTTAGTTCTTGTCAGGCGGGAGAC
CCGCCAAACAACTACAGAGAGAAGATCGAAATGGCCCACCTCAACGATTTCGTCGCCCGC
AACGCCCGCGCCGCCGCCATCGAGAACCGCCGCCGCCTTGAGGCCGAGCTCGCCGCCGAC
GGCATCCACACCCTCGATGACCTCAACGACGAGATTGACGCCTACTTCGCCTAAACCGAG
AAACCCCGCCCTCACCGGCGGGGTTTTTCGTTGTGCGAGGTCCTGTCGACGGGCGGGCTT
GACAATACCGACTTTTACGGTATTGTTGTCCACATGAACGCGAACACCGCCGCCGCCGCC
AAGCTCGAACTCGTCAAGGTCGAGGACCACGAGGGCACCGGCGAGTGCCCGGCCTGCGGA
CGCACCGGGCTGCGGTGGATCTGCGTGATGAACGACGGCAGCCGCGCCGGTGTCGAGTGC
GCCAAGAAACTGCTCGGCTACCGCCCCGCCCCCAAGCACTACAATTGGGTGCCCGAGTTC
ACCGCCGTCGCCGAGTACGTCGAGGCCGGGCAGACGTTCGTGCTGTGGCAGCACAACACC
TCGTGCCAGACCCGCGAGACCCGCAACGGCATCCTCGTCGCCGTCGGCGGTGCCCGCGCC
GCATGGCAGCGCCGAGGATGGATTGCTTGACAATCCCGACATAGACGGGTAAGTTAGTTC
TTGTCAGGCGGGAGACCCGCCACCACACAACTACAGAGAGAAGAACGACCATGATGAGCT
TTGACGCCACCGTTCGCGCCGCCGCCGCCGACCTCAAGGTCGGCGACACCCTCACCCACG
AGGGCCGGACCTACACCGTCGCCGAGTTCGACCGCCGTCGTCGTGAGCGCCCCGCCTCGT
GGGGCGGCCCGTACATCTGCACCACTATCGTCTGGGCCGAGGGATACCTCACCCGCCTCG
AGGACGTGGTCACCGTCTGAGACACAGAGAAACCCCGCCGAGCGCCCCGGCGGGGTTTTC
TCGTTTGTAATGACCTGTAATGACCCGACGTCGGTCACCCCTTACGGGACGGACCGCGTC
GACCACGGCTGCCCGAGTGCTTGGACTCGGGCAGCCGCCGATACCTTACTTTCGGCCCGC
CCTTGGTCTCGTGGGCTTTCTTGCGCGCCCACGGCTGCTTGGTGGCCCACGCCCACCGCC
ACTGTTTCTTGCTCTTGAAACCCCGGTAGCCCCCGCCCCGGCGGCCACCCCGTTTCGCGA
ACTGTCCGACACCGCCGGTCGCCGCCGACATCGAGATCGTGCCGCGCTGGCGTGACCGTG
CGATCCTGGCAGACCCCCGGCCTAGTCGGCTACGGGTGCCCCGCGCCCTCGTTGCTCTGG
CCATGGCCTGAGGCTACCCCCGTGGACTGCCGTTTACGCGCCCGATGTCGGGCAACAGCA
AGCGTGCGGTGGTGCCGACACCCTGCCTTACCGGTCTTGGGCGCGACGTAGGTGTTGTAC
CGGGTACGCGGGCACCCGCACGGGAACGCCGCCTTGTCGGAGCTGCCGACGGCAATCAGC
CGGTCACGCTGCTGCCTGTAGCGCTCGGCGGCGGCCTCGGCATCAGCGAGCGCCTCGGCG
AGCCGGGCCACCTCGCTGGCGAGCATGCGATGCTCGTTGCCGGTGGTCTCGGTGTGGTCG
AGGTAGAGCTGCACGAGCACCGCGCTGTCGGCACTGATGGTGTGCACCAGACGCAGCGAG
CACGACAGCCAATCGGCGATGAGCTCGGCGGTGTAGCCCATACGCCGCAGCACCGCCACC
GCCCACGCACGATCCGGCGGCCTGAGCTGTTTCATGGTCACCGGAGATCCGGCGAGAATG
GCGGGCACGAGGCTGTGGTCGGGCTGCCACGCGGGCAACGGGGCCGCCTCGATGTCGCTG
TCGAGGTCGTCGCGGTCTAGCGTGTCGGTCATGTCAGACAGTCAGCCCGCCGAGATCGAG
GCCCTTGGCCAGTGCGGCGGTGATGAGCTCGGCCCGCTTGGTGAGGATCTTCTCGCGCCG
GGCCGGTGAGTTGACGCGCTGCGCCGACCACCACAGCGTGCCCGCCGCTTGCCGCACCCA
CGCCGCCTGAGCATCACGCTCGGCCTGCTGACGGGCCGCGTTCTGGGCTCGCTTGTCGAT
CACGGTGGGCGCGCCGTGGACGGGCACCGTGCCGGGAACGTAGGTGCCAGCGGCGACGGC
AGCCGCCTCGTCACGGGTCAGACGTACGCGGTGCTCGATCATGTGCGGGGCGGTAACCGG
CTCGGTGGTCATGGCCACAGCATAGGCCCGTTGCCCGCCGAGGGCGGGGAACTCAATCCC
ACGCGCCCCGGTACGGGCAGCCGTGCTCGTGCCCGTCGACGGCATGCCGGTGGCAGCCGA
TGCAATGGTCGAGGTCGTCGTACGGGGCCGGATCGAGCACCGCTGCGGTCTTGATCTTCA
AGGGGCCGCAGTAGCGCCCGAACCGGTCCCGAAACGGCGAGTTATGCGGTGCCGCCACGC
TCGTCCCGTAGCCGATGGATCTCACCGATGAACGTGTCGAGGTCGGCACCGATGACCGTC
TGTAGGTCGTACTCGGCGAGCTCGGCGAGCAACGCACGCGCACCCCGGTACGGGTGCGCC
ACACCGTTGTCGAGCAGCCACACGCCGAGCACACCGAGGGTCCGCACGGTCACGTCAGTG
TTGTCGCGCATCGAGGCGAGGAACGTGCGCTCGTCGCGCGCGTCGACCGCCGCCGGGTCA
CCGGAGAGCTGCCCGGCCTCGACCGCGTCGGCGAGGTGCTCGTCAACGTCGTCGGTCTGG
CCGTAGAGCACCGTGGCATCGAACACCGCGCCGGTGCCCTCGATCACCTCGTCGTCGGTA
TGCCCGTTGTCGCCGCTCACTGGGCACCGTCCTCGGGCCGGTCGATCTCGCCGATGTTCC
GGTCATCCACCACAGCGTGATACGAGACCTGGCTCGACTTCTGCTCGGTGTGCCCGGTCG
CGCCACTACCGCCCGCACCGCCGGGTGCGGCGCGGACCCAATCGACATTGGCCAGCCTCG
GGAACGCGACGATGTTGTCGCCTTCCTCGCGCGCGACGAGCTTTCGGCCCTCGCGCTGAT
CGCTGCGGTTGAACACGTTGCGCCACCAGTCGAGCCGACCGCCCGACCACCGCCAACGGT
CGAGGTGTCCCGCCGGTGACTGGTCCGCGTCGATCTCGCCCTTGCCGACCACGACCTCGA
ATGAAACGCCGACGCGCGCCGGTTTGCCCTCGCAGGACGCCGACGAGTAGACCCCGAGGC
CGCCGAGCTCAAGCCCGTGCGCATCGGCCCACGCGCGCGCCCGCCGTTCGCACGCACTGA
CGATCTCGGGGAACTCTGAGGGCAGCACATCGTGCCGACGACCGGGCAGCTCGACCACCA
CAAGGTGGCGCTCGCTGAGCACGGCGGTGTGCTTGATGAGCGGGCCGGTCTCAGGCAATG
TCGTCGTCATCGAGGTTGGACCAGTCGTCGTAGTTGTCATCGGGCTCGGCGGCGGCAACG
GGCTCGACATCGGGCTCGGGAGTATCCGTGTCGACAGATCCCGCAGGATCTCGCTCAGGC
CCTTGAGCACCGTCCTCGGCGAGCTCGACATCGAGTGGCTCGTCGGTGGTGTCCTGCGCA
GCGGGACGATCTTGGGGTCGTGGTTGTTGGGTTTGTCCTGCACGGGCCAGCTCCTTGAGT
TCGTTGGGGTCGATCTTTTGAATGTGCTCGATCAATCGCGCCGCCTCGACGGCGAAATCG
TCGTTGTTGACCTGAGCGAGCACACGTGTGGGTGCGTCGAGGCCGAACAGCTTGGCCTCG
CGGTCGAGTGCCTTGAGGATGGTCTGCGCCGCCTCTTTGTCGCCGTTGAGCATGGACGGG
TAGTTGGCCCGCATGATGTCGGTGATCACCGCGCGCTGCCGGGCGATCATCATGTCCGGC
GGGTCATCGAGGTGGGCCGCGAGCGCGATGTCGTAGTCCTTGCGCACGGTGCCGATGGAC
ACGCCCACCGCCTGGGCAATGGTCTTGAACGTCGATCCGGCGAGGCGCATGAGCAGCACC
CGGCCCCGTCGTTCCTCGATGCTGGCTGCGACGAGCTCGGCGAACTCGGTGTCGACCTCG
TCGGTGTCGGTCTGAGGGGTGTCGGTCATGTGCTCGATTGTCCTCGCAACGGCACCGCGC
CGGACGCGCAGTGCTTGCAGATCAGCGCCTCATGCATAGCAGTCGCCGCATCCCTTGCCG
TCGCACACGCCGCAGACCTCGGGCTCGGGCATCGCGCGCACCACGTGGGCTTCGATGCGT
TCTTCCATGGTCTGAGGACGGTCGACGGGCGTGAGGCCGAGACGGGCGCGCAGCTCGTCG
TCGGTCATGCCGTTGAGCCCGGTCATGGTCATATCTCTGCTTTCGGTCGATGTAACGGCG
AACGCTGGGCGGCTCGCTGCCGCCGGATCTTCTCGTCGCGCTCGTCTAGGAATTTCTCGA
TCAGACCCGCGTATGTGAGGCCCTCTTCAGCACACGCAATCTTCATGCGCTGCCGGATCG
TGACCGGCCCTCGGATGGGCCACAGCACGTTGGGAACCTCGCCCGACGGGCGTCCTCGGG
TGGGCTGACGGCGGGTGTGACGGCTCGGTGCGCTCATGGTTAGGAAGATATACCAGAATT
GCTCGGGCGGGCCACAAGGGCACCGAGCCACCGCCTCACCGCTCAGTCCGCGTACCCGTC
ACCCTCGTAATCCTCAAGGCTTCCCTCGTGCCCGGTGAGGTCGCCGACGACGTAATAGAC
ACGGGGCGGGACGGTCACATACTCGGTGATCTCGCTAAGGTCGACGTTGTACTCGGGTGC
CTTTTCCTTGGCCAGCGCCTCGCTGTAACGCTGAGTCTTGTTCCACCCCACGATCCACCC
GTCGTTGAGCAGATACGGCGGGTCTCCGGTCCAACCGTCTTCGGCTTCGATGCCGAACGT
CGTGGTGTAGAGATGGTCCTTGACGCGCAACTCGTGCTCACGCGCGTACTTGAGCCGCTG
CGCCGCCTCGCTCTTGGCCTCGATCAGCTTGCCGACATACCCACGCATGATCTTGGGCAC
CGCCGTGCTGGTAGCCACCTTGGTGTTGCATCCCATACGAAAGCTCGGTTTGCGACTGGC
CATCCACAGCTCGGGGCTGACCTTTTTCACCGCCTCGCTGCGCAGCACCGCCTTGGAATG
CGCCGCCACGTGCCGCCGATACAACCTCTTGGTGGTCCCGTGGCACGGCCCCTCGGCGAT
ACCCGCCGCCCCCACCGCCGCGTCCAGTGCGGCATTGAGTTCCTTGGCGAATGCCGAGCC
GCTGCCGAGCGTGTTGATGACGTTGCGACTACGCCGCCATACGCGGATGTTCTCGGCAAG
CTGGGTGTCGTATCCCAGCAGATTGTTCACATGTTCGGTGAACTCATCGAGGTCCATGTC
GAGTTTCACCGGAGTCGGTTTCGTTCCCATGAATCAGGACCGTACCCAATAAAAGTATAT
CTTGCAACACACCGGCCTACCGCCCCGTATCCGACGGGCAGCACGGTCGGGCGCGCCGAC
GTACCGCGAGCAAGTAGCGCCTAAGGGGCGCTTTGCGAGGGCGGCATGTCAATGCGGTTG
ACATCGCGAGAAGTCGATTACGCGTTTTCACTCACTCATCCATCACGTGGTCACCGAGGC
CATCGAGGGCGGGGGACACGGGGGATTTAGGAAAACGCCAAGCTTGCTGGCTTTGATCCT
ATCCACCTTGTCAACCCCATGGTCGAGGGACCATGTAGTGGTAATTGATCTTGAAATTGA
CCCTTGACAAAACGGGTGTTCAGCCGGTACGCTGTCGCGCGCACGCGCGCGTGAGGGTGG
GGATATGACATGCGTATACATGAATATGTTTCGTCCCCCGCTCGACTTACCCGACATCGG
TCACCTACCGTCGGATCATGACCAACAACCTCCCCGCCCCCACCGGACCCCGGCTGCGCA
ACGCCGCCTCGACCCCGTTGTCGCAAGCGCCCACCTCGGTGCTCGCGTTCGCACTCGGCT
ACGCCGCCGCCCGGCCCCAGCACGCCAACACGTTCGGCCCGTTCTGCGCGATGGTCGAGG
AGCTCATGACCCGGCCATCCGGTGCCACCGACCCCGGCCCGCTCGGCGACTACGACCAGC
GCACGGTGTTCGGCTCGATCATGGCCACCATCCCGCCCGAGACCGCCCGGCAGCTCGCCA
TGCTCTACCAAGCGCAGCGGGGCCAGCGGTGGGCCTCGACCGGCCACCGTGAGGGCCGAG
CACCCGGCGGTAGATGAGAACACCTACGTATGTCGGGCAAGTATTGACGTGAGCCAGTGC
GGCGGGGTATATCTTGGTAACCCACGGCGGGACCGCCCCGCCGCACCGATCACAAGGGAG
ATCCACCCCATGTTCACCGACCCACGCATTCGCTCGGCCTTCCTGGCCGGGGTCGCCGCC
GGGGCCGCGCTAGGCGTGACCGTCGGCGCGGCGCTGGTGCTCACCGCGCTGCCCGACGAT
GTCTCGGTCCCTCGCCCCGGTCTGTCGGTCACCGAGACTGCGGCCACCAAGCAGTTCGCG
ATGTGGCCCGCCGACCCCGCCCCGACACCCGAGGACGACCCCGCGTTCGATTGCCGCTAC
CACGGCAACCACATCTGCGGGCCGCTCAACGTCGACGGCTACGCGCCCGGTCTCTACATC
GACGGTGTGCTCGTGGACCCGTGGCCGGTCGACCCCACCTCGACACCGACAATCGAGGTG
CCGTGATGGCCCGAGAGATATGCCAAGACCTCGCCGACGACGTGTTCGACGGCGACGAGC
AGTGGTGCGACATCACCGGCGAGCACCACGTGTGCGTGATGACCGACGGGCACATTGCCC
GGCGAACGCACGAGTGTGAATGCGGGATCACGTGGTGACCCGAGACCCCGACAACCAACA
ACCACAGAAAGGAACAGCACCATGACCGCCAAATCGACGCCGGACCATCCCGGCATCACC
GAGGCCCGCGATGCTTGAGATCTGGGACAAAGACCACCTTGAGTCGCTGCCCGACGGCAC
GATCATCGAGTGGCAGCGCATCGTCGGCGACGAGACCAGCACGGCGGTGGCCTACGTGCG
CAGCGAGGTCGAGGGTGCGGAAACGCATGCCATCGCGTGCAAGTTCAACGAGTGCCTGTG
CGAGCGCGTCGTGTGGATCTCGCCGGGCGGGTGGCAACCGCTCACCCCCGAGCAGGCCGG
GATCAACTACCCGGCGCGCGTCGTGCGCATCGGGCCGGGCAACGACGACCGTGTCGTCAC
CCCGTCGACACCGCCTGCCCAACCGCCGGTGTCGGTGCGTATGGCCGCCCTCGACGCCGC
CGCCCGCGTGCGGGCCGGGGACGCCATCAATTCACGTGTCTCCGCTGATCTCGTCACCGA
GCTCGCCGACAAGTTCGTCACATGGCTACAGGGCGGTGCCAAAGCATGACCGCCATCATC
GACGCCCCCGTGCGGGTGCCCTCACGCTCGTGGTCAGATCCGCTGCTCGGTGCCCGCATG
CACACAGGCGAGCACGCGGTGCGTTTCGGTGCCGAGTTCGTCCGGCAGGCCGAGCGGGGA
CCGGCGAACACCATCGCGCTGGCCACCGACATCGAGACTCCTGGGCTCGACAACTCGTTC
ACGATCAATTGCGTGACGATGGCGTGGGCTCAGCCCGACTCGGGCCGCGTGCACTCGATT
CTGCTCGACCCCCGCCGCGACGAACAGCACGCCGCGCTCGTCGCCGAGATGTACGCGCTG
GCCGGGCCGGTGATCCTGCACAACGCGCCGTTCGACATCCCTCCGCTGTTCCACGCCGGG
CTGATGACCGGCGAGGTGATCAAGGAACGCATCGTGGACACGGTGGTGCTCGCGCGGTTC
GCGCTGCCCGAGCCGCCGCCATATGGTCAGGCCAAGACCCTCACCGCGCTGGCCATCCGC
TACCTCGGACTGTCGGAGTTCAAGGGCGGCATGGAGCGCGCATTCAAGGCCGCCGGGTAC
AAGACGCAGCAGGCCGGGTACGAGGGCATGGACATCGACAGTCCGATCTACCGGCAGGGG
GCCATGGCCGACACCGTGGCCACCCTCGCCCTCGAACCGGTGCTACGCCGGATGTGCATT
GCGTGGACCTTGGACCATCCGTTTGAGGTGTATGGGGCCACCTCGGTGGCCGAGGCCGAG
GCCATCCTCGACACGCAGGAAATCGTGCACCGCATGATGTTGTGGCGCTCGGCGCTCGGC
ATCAACGTCGACCGCGAATATCTGGACCGCTACCTCAATCAGGTCGCCGACGAGCAGGCG
ATCTACACCGCCGACCTCGCCGCTCACGGTCTCGACGGTGGGACCGGCAAGGGTGCCAAG
CTGGTCCAGTATCTCGCCGAGCGGGGTGAGCTGCCGCAGCCGTGGCCGCGCACTCCCAAG
GGTGCGCTGCGCGCCACCAAGGCCGATCTCGAGGCGCTCGCCGAGATCAACCCGCTGGCC
AAAGCACAACTCTCGCTGGCCAACATTGAGAAGACCCTCGGCTACCTCAACAAGGTCAGC
ACTCAGGCCGCCGTCACCGGTCGGTGCCACCCTCAGGTGGCCACCCTCGGGGCCAGCGCG
ACGGGCCGCATGAGCTACGGCAGCCCCGAGTTGCAGCAGTTCCCCAAGGACGCCCGTCCG
ATCCTGTGCGACGACGGCGACGGTCTCACCTCGATTGACTGGTCACAGATCGAACCGGTC
ACGATGGCCAACATGGCGCGCGACATCGATTTCCTCGCCGCCTACGAGGCCGGGGAGGAT
CTCTACGGGCCGATCATGCTGGCCGCCGGGATCGACCGCCCGACATCCAAGGTGGTGCTT
CTGAGCTCGATGTACGGCTCGGGCATCGCCAAGCTCGCCGCTCTCATCGGGCACACCGAA
GAGTCGACTGCGCAGATCAAACGGCAGATGTTCGCTGCGATGAAACGCTCGGCGAAGTGG
ATGGTCAAGGTCGAGGAAGTCGCCGCCCAGTTCGGTCGAGTGATCACCGCCGGTGGCCGC
ATCCTGCCGGTTGACGAGGGTGGGATTTTCAAGGCGGTCAACTACACGGTTCAGGGCAGC
GCATATGACGTGCTCGCGAACACCATCGTGGAGATGTACCGGCGCGGAATGACCGACGAG
CTCTACCTCGCCATGCACGACGAGGTTGTGGTGTCCACTCCCGTGGCCGCCGAGGTCCAA
GAGATCATGTCCACCCCGCCTGAGTTCCTGATCAGGTGGGCCGAACGCACCCCGGTGCTG
CGCACCGACCGAGCAGATATGGGATCGCAATGGCTGAAGGTATGACCATCAAACCGTGCA
CGTGTGATGTGGGCGGATACTGCCCGATGCACGGATGCCCGCACAAGACCGGAGATCGTG
CGTGCCGCTGCGCCGACGAGATGCACACCACGAGGGGTCAGCAGCCCACCGAGGTGCCCG
TCGACTATGTCGGCATCAACGGACTCGTGCGCCACCACGGTCACGAGCGCCCCAAACCGG
GAACCGTCGGCATCGGTACCCCGCCGCAGATCGCCGTCAAGGGCGCACCCGAGCGCATGG
CCGAGAGCGAGGCGCTGCGAGCGTCGCTCAAGGGTGCGCCCGAGCGACCCGAGATCCCGC
CCACCGGGCAGCTCGCCGAGGACATCGCCCGCGAGGCCATCGGACTGTTCAACGGGCCGA
GGCAGGCCACCTACGGCGACGCCGCCGACAATTTCGGGGTGACCGCCTCGATGTGGTCGG
CAATCCTGGGCACCGAGGTGACCGCCGAGCAGGTGGCTCTCTGCCTCGCCGCCCTCAAGA
TCGCCCGGCTGCGCGAGACACCGGACCATCACGACTCGTGGGTCGACGCTGTCGCGTACA
TCGCGCTCGGGGCCGGGGTCATGATCCGGCACAAGGATGGTGAGCGATGAGCGAGAACTG
CCAGCACTACTACGGCAACGACGGCAGCGGATGGCTCACGTGCGTCAAGTGCGGGGCCGC
CCCGCCGGTACCGGCAGGGCACTTGTCGCCTCGATTTCGATTCCCCGTGCTGTTTCCTGA
CCGGCCCTCGGAGTACGACGAGGATGAGCCGGTGTGGAACCACTACCCCTTCATTCGGGT
CAAAAGTGAATCCATCGAGATCGGCCCCCGCAGCGAGGGCACCTACACGCTCACCGTCAC
CGAGGCCGAGGTGTTTGCAGCCGATCTTCTCGCCGCCGTCCGCACCGTCAGATCTCGCCA
GCAGACCTGCGATAGCCCCTAGATGTAGGGTCCAGTCGAGTCGTCGCACCCCACCCATAG
CGGTGCCTCGACGGGCTCGAAATGACCCGCTACGCTCGCCATTCCGCACACCAACAACCA
CGAAACGAACAGGACCAAAC